tag:blogger.com,1999:blog-55189382718095422752024-03-13T21:41:27.016-06:00Los Alamos Press HighlightsTop News Stories from this Past WeekLos Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comBlogger687125tag:blogger.com,1999:blog-5518938271809542275.post-3175687415003805352021-12-22T13:09:00.000-07:002021-12-22T13:09:09.979-07:00<p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span>
</p><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="43" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eq2AAABEgAQAL9lGBTq4rdMo6OVieG4pKA%3D&X-OWA-CANARY=GAS1e-agWESGxwDzToShsiC7h1WGxdkI-zUZPc5p6NugDCLPQdQ-TAhVmbLcnfYi4dEEZ8MpeGw." width="73" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Charting the “Bloody” Brine Flows from an Antarctic Glacier</span></b></span></span>
</p><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span><img border="0" height="178" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eq2AAABEgAQAEphUmHfhUxJiJaiwG4f%2BJk%3D&X-OWA-CANARY=GAS1e-agWESGxwDzToShsiC7h1WGxdkI-zUZPc5p6NugDCLPQdQ-TAhVmbLcnfYi4dEEZ8MpeGw." width="262" /></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: arial;"><b><span style="color: #666699;">In a previously undocumented event, iron-rich brine
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: arial;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: arial;"><b><span style="color: #666699;">can be seen flowing from Taylor Glacier during researchers’
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: arial;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: arial;"><b><span style="color: #666699;">1969–1970 Antarctic field season. Credit: Lois Jones
</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">
red cascade occasionally appears
to leak from Antarctica’s Taylor Glacier. Aptly named Blood Falls, the
icy outflow’s striking color is caused by iron-rich brine that spews
from the glacier’s side and rapidly oxidizes after hitting the air. The
sight has puzzled observers since it was first
spotted in 1903, but now, scientists have compiled a new historical
record of brine releases to shed light on the frequency and extent of
the phenomenon. The researchers presented their findings on 17 December
at AGU’s Fall Meeting 2021.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“I
just got to thinking, ‘Wouldn’t it be cool if we knew more about how
often this waterfall feature has been active or when it’s been
active?’ because it looks so bizarre,” said Chris Carr, a glaciologist
at the Los Alamos National Laboratory. She led this project as part of
her doctoral thesis at the University of Alaska Fairbanks. (<a href="https://eos.org/articles/charting-the-bloody-brine-flows-from-an-antarctic-glacier" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Using sparse data to predict lab earthquakes</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">
machine-learning approach developed
for sparse data reliably predicts fault slip in laboratory earthquakes
and could be key to predicting fault slip and potentially earthquakes in
the field. The research by a Los Alamos National Laboratory team builds
on their previous success using data-driven
approaches that worked for slow-slip events in earth but came up short
on large-scale stick-slip faults that generate relatively little data --
but big quakes.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">"The
very long timescale between major earthquakes limits the data sets,
since major faults may slip only once in 50 to 100 years or
longer, meaning seismologists have had little opportunity to collect
the vast amounts of observational data needed for machine learning,"
said Paul Johnson, a geophysicist at Los Alamos and a co-author on a new
paper, "Predicting Fault Slip via Transfer Learning,"
in Nature Communications. (<a href="https://www.sciencedaily.com/releases/2021/12/211217172804.htm" style="color: #0563c1; text-decoration: underline;">Full story</a>)</span></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="42" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eq2AAABEgAQAFBlcQZYLbVGkMw2aibLOw0%3D&X-OWA-CANARY=GAS1e-agWESGxwDzToShsiC7h1WGxdkI-zUZPc5p6NugDCLPQdQ-TAhVmbLcnfYi4dEEZ8MpeGw." width="105" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">LANL launches Indigenous women in physics program</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #16689f; font-family: "Arial",sans-serif;"> </span></b></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #16689f; font-family: "Arial",sans-serif;"><img border="0" height="213" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eq2AAABEgAQAMDVia9dbd9LpkE%2Bn9JzCyg%3D&X-OWA-CANARY=GAS1e-agWESGxwDzToShsiC7h1WGxdkI-zUZPc5p6NugDCLPQdQ-TAhVmbLcnfYi4dEEZ8MpeGw." width="290" /></span></b><b><span style="color: #16689f; font-family: "Arial",sans-serif;"></span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Arielle Platero, a senior at Fort Lewis College in
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Durango, Colorado, and a member of the Navajo Nation,
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">has just been awarded a mentorship in physics
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">at Los Alamos National Laboratory. Credit: Arielle Platero.
</span></b></span></span></p><span style="font-family: helvetica;">
</span><p style="font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><b><span style="color: #666699; font-size: 8pt;"> </span></b></span></p><span style="font-family: helvetica;">
</span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">rielle Platero was born in Fort
Defiance, Arizona, on the Navajo Nation and grew up in Farmington in a single-parent household.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Now
33 and a senior majoring in engineering and math, with an emphasis on
physics at Fort Lewis College in Durango, Colorado, Platero
has been chosen to participate in a paid mentoring program with
physicists at the Los Alamos National Laboratory in a joint LANL-Fort
Lewis effort supporting Indigenous female undergraduate students
pursuing a career in physics.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
two-year $195,000 LANL program, launched in mid-November, consists of
10 weeks at the lab and year-round mentoring. It is funded
by the Department of Energy. Officials are seeking “to make it a more
permanent program,” said Astrid
<span>Morreale</span>, a researcher in the Particle Physics and Applications group at LANL and a co-leader of the program. (<a href="https://www.abqjournal.com/2454093/lanl-launches-indigenous-women-in-physics-program-ex-navajo-student.html" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p><span style="font-family: helvetica;">
</span><p style="font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="color: #333333; font-size: 9.5pt;"> </span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="34" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eq2AAABEgAQAKHMsSV3zJBLmF8KOl67SqA%3D&X-OWA-CANARY=GAS1e-agWESGxwDzToShsiC7h1WGxdkI-zUZPc5p6NugDCLPQdQ-TAhVmbLcnfYi4dEEZ8MpeGw." width="73" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">LANL: B61-12 Bomb Reaches Major Milestone</span></b></span></span></p><span style="font-size: large;"><span style="font-family: arial;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;"> </span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"><img border="0" height="162" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eq2AAABEgAQAAKtxfYky%2B9GmVhVzL07R1U%3D&X-OWA-CANARY=GAS1e-agWESGxwDzToShsiC7h1WGxdkI-zUZPc5p6NugDCLPQdQ-TAhVmbLcnfYi4dEEZ8MpeGw." width="322" /></span></b><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"></span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">A U.S. Air Force F-35 Lightning performs a drop test of a B61-12.
</span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Photo Courtesy DOD’s F-35 Joint Program Office.</span></b></span></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">
major milestone has been achieved
with the recent delivery of the first production unit (FPU) of the
B61-12, meaning the refurbished bomb is on track for full-scale
production in May 2022. The first production unit was built at the
<span>Pantex</span> Plant, near Amarillo, Texas. </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
bomb has been undergoing a life extension program for more than nine
years. Los Alamos and Sandia National Laboratories are the
design agencies for the project, with Los Alamos also being responsible
for producing detonators and other classified components.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“The
first production unit milestone is the culmination of years of effort
across a team that spanned many technical disciplines throughout
the Laboratory,” said Bob Webster, deputy director for Weapons at Los
Alamos National Laboratory. “’I’m very proud of the exceptional
commitment of all involved to reach this point.” (<a href="https://losalamosreporter.com/2021/12/21/lanl-b61-12-bomb-reaches-major-milestone/" style="color: #0563c1; text-decoration: underline;">Full
story</a>) </span></span></span></p><p> </p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-37855143008153279422021-12-09T13:32:00.001-07:002021-12-09T13:32:57.467-07:00<p>
</p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="46" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAPSpdqEO6htNhXSzlQzZ8X8%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="122" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">LANL scientist aids hunt for cancer cure</span></b></span></span>
</p><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span><img border="0" height="277" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAKWB88dSB1dNizw55PEGWxQ%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="194" /></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Patrick Chain.
</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">
potential melanoma-fighting
compound has been discovered in the sea floor near Antarctica by a team
that included a scientist from Los Alamos National Laboratory.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">In new research published Wednesday in the journal
<span>mSphere</span>, Patrick Chain, a senior scientist and
Laboratory Fellow at LANL, and researchers from the University of South
Florida and the Desert Research Institute, “successfully traced a
naturally produced melanoma-fighting compound
called ‘<span>palmerolide</span> A’ to its source: a microbe”
that lives in an underwater species called an ascidian, known as a “sea
squirt.” The species is common to the Antarctic waters of the Anvers
Island archipelago, LANL said in a news
release.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“<span>Palmerolide</span> A” is a toxin that can specifically damage melanoma cells.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Chain,
48, is with the Bioscience Division at LANL. He did not go to
Antarctica for the research but hopes to join a future exploration</span></span></span><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">. (<a href="https://www.abqjournal.com/2451835/lanl-scientist-aids-hunt-for-cancer-cure.html" style="color: #0563c1; text-decoration: underline;">Full story</a>)</span></span></span></span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt; text-indent: -1.5in;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">A
seanv</span></span></span><br /><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjAx2130rZ2JOHKpTwvC-inwjDS17he4smnHbhfdOudExFd_gapjGUJRYOQAar0LWwr-DO_RAoxXuDBow1_mG1_YV-CRNmvLvqhClTufyEf5Ag5ziAwTZrWXF8QsOT1-IiaD24FVdVS6zvcu3gAUpiu9IkjpE-IQe90Sz8ScKwDI7YxIuP1wczz9Y2B=s228" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="74" data-original-width="228" height="38" src="https://blogger.googleusercontent.com/img/a/AVvXsEjAx2130rZ2JOHKpTwvC-inwjDS17he4smnHbhfdOudExFd_gapjGUJRYOQAar0LWwr-DO_RAoxXuDBow1_mG1_YV-CRNmvLvqhClTufyEf5Ag5ziAwTZrWXF8QsOT1-IiaD24FVdVS6zvcu3gAUpiu9IkjpE-IQe90Sz8ScKwDI7YxIuP1wczz9Y2B=w101-h38" width="101" /></a></b><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Physical features boost the efficiency of quantum simulations</span></b></span></span></p><div class="separator" style="clear: both; text-align: center;"></div><p></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"><img border="0" height="200" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAF3zUEiNnNpKlg2N6mf3rNo%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="275" /></span></b><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"></span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">New theoretical research lays the groundwork for robust
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">quantum algorithms when large-scale quantum computers
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">become available. Image credit: Dreamstime.</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">R</span></b><span style="color: #333333;">ecent
theoretical breakthroughs
have settled two long-standing questions about the viability of
simulating quantum systems on future quantum computers, overcoming
challenges from complexity analyses to enable more advanced algorithms.
Featured in two publications, the work by a quantum team
at Los Alamos National Laboratory shows that physical properties of
quantum systems allow for faster simulation techniques.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">"Algorithms
based on this work will be needed for the first full-scale
demonstration of quantum simulations on quantum computers,"
said Rolando <span>Somma</span>, a quantum theorist at Los Alamos and coauthor on the two papers.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
paper "Hamiltonian simulation in the low-energy subspace" demonstrates
that the complexity of a quantum simulation algorithm depends
on the relevant energy scale and not the full range of energies of the
system, as previously thought. In fact, some quantum systems can have
states of unbounded energies, hence simulations would prove intractable
even on large quantum computers. (<a href="https://phys.org/news/2021-12-physical-features-boost-efficiency-quantum.html" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="40" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAM%2BCJ03%2F6EhKpnHVAp0EJKo%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="128" /></span>This federal scientist developed something you can’t see but will help the electrical grid</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">E</span></b><span style="color: #333333;">nsuring
resiliency and efficiency
of the electrical grid, it’s a top national security concern. Keeping
the grid top notch will take more than wires. It’ll take algorithms. My
next guest, a scientist at the Los Alamos National Laboratory, developed
an algorithm that won the top prize in a
competition, staged by the Advanced Research Project Agency – Energy.
Doctor Hassan Hijazi joined the Federal Drive with Tom Temin to talk
about it. (<a href="https://federalnewsnetwork.com/technology-main/2021/12/this-federal-scientist-developed-something-you-cant-see-but-will-help-the-electrical-grid/" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="42" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAAeNUFkDA5hDhLQiJfzPXJk%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="132" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">New Los Alamos program supports opportunities for Indigenous women in physics</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #16689f; font-family: "Arial",sans-serif;"> </span></b></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"><img border="0" height="250" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAGawd5m05%2FNGnRfmvd2CO5Q%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="226" /></span></b><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"></span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Astrid Morreale, researcher at Los Alamos,</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">co-principal investigator on the project.</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A
</span></b><span style="color: #333333;">newly
funded program at Los Alamos National Laboratory, in collaboration with
Fort Lewis College, supports undergraduate Indigenous women interested
in a career in physics.
Offered to two women per year majoring in physics at Fort Lewis
College, the program aims to build a pipeline of talent from the
undergraduate level in the Four Corners region to graduate programs and
eventual careers in physics, including at national laboratories
such as Los Alamos.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“Indigenous
women are the most underrepresented group in physics degree completion
and careers, and we’re in a region where the demographics
are heavily Native American,” said co-principal investigator Astrid <span>
Morreale</span>, physicist with the Nuclear and Particle Physics and
Applications group at Los Alamos National Laboratory. “It’s a bit of an
incoherence, where we’re here doing high-level science and engineering,
yet still underrepresented groups are either
not coming to us or we’re not bringing them in. This program represents
an effort to turn that around.”</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Two
program participants have been selected as the first cohort in the
program. Julie Nelson, a senior at Fort Lewis College, is an
engineering and math major with an emphasis in physics, and a member of
the Cheyenne River Sioux Tribe. (<a href="https://indiancountrytoday.com/the-press-pool/new-los-alamos-program-supports-opportunities-for-indigenous-women-in-physics" style="color: #0563c1; text-decoration: underline;">Full story</a>)</span></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="42" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAO8QkpaBbExBoh2Dy7xOS18%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="115" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><span style="font-size: large;"><span style="font-family: arial;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Challenge: Tomorrow LANL Traveling Experience Premiers With Ribbon Cutting Ceremony</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #16689f; font-family: "Arial",sans-serif;"> </span></b></p>
<p style="font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><b><span style="color: #666699; font-size: 8pt;"><img border="0" height="182" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQALxjLRSUh6ZFtkuoMA8BEp4%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="300" /></span></b><b><span style="color: #666699; font-size: 8pt;"></span></b></span></p><span style="font-family: helvetica;">
</span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Attendees applaud following the ribbon cutting ceremony
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">at White Rock Visitor Center. Photo by Maire O’Neil.</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">here
was an air of excitement
Tuesday morning at the White Rock Visitor Center as Bradbury Science
Museum executive director Linda Deck and Los Alamos National Laboratory
Director Thom Mason conducted a ribbon cutting ceremony for two trailers
that are part of the “Challenge: Tomorrow
LANL Traveling Experience.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
two mobile exhibits have been developed to travel around New Mexico to
festivals, STEM events, schools and universities. They contain
experiential components that will be explained by Lab staff to help
people both adults and children learn what happens at LANL, who does the
work as well as why and how they do it.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Deck
noted that those present at Tuesday’s event would experience what it
will be like to engage with Challenge ambassadors and learn
what a visitor will experience when they go through trailers which
provide an opportunity to learn more about the work of LANL. (<a href="https://losalamosreporter.com/2021/12/08/challenge-tomorrow-lanl-traveling-experience-premiers-with-ribbon-cutting-ceremony/" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: large;"><span style="font-family: arial;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="36" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAC8A9T4ZbNBNoUGPZYDug%2Bk%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="103" /></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Twelve Labor Unions And Triad National Security Sign Collective Bargaining Agreements</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"><img border="0" height="214" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1eqTAAABEgAQAD2CXq6FFm1DtFWFU9SfQ5I%3D&X-OWA-CANARY=1F_55BP72U6QA97b3AgyMmDUG2lRu9kI7WyEyMy--UcOlsucdWmBhemfLUI2HvNJopRoL3Hou4o." width="288" /></span></b><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"></span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Twelve labor unions signed collective bargaining agreements
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Dec. 2 with Triad, which operates LANL.</span></b></span></span></p>
<p style="font-family: "Times New Roman", serif; font-size: 12pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 11.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">welve
labor unions signed their
collective bargaining agreements Dec. 2, completing their negotiations
with Triad National Security, which operates Los Alamos National
Laboratory.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">These
contracts represent about 1,200 essential workers in the skilled
building trades including electricians, pipefitters, mechanics,
sheet metal workers, operators, iron workers, painters, carpenters,
roofers, laborers, teamsters, insulators and masons.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“The
skilled building trades represent approximately 10 percent of the
Laboratory workforce,” LANL Director Thom Mason said. “As the
Lab expands its mission and invests in its facilities, these
tradespeople are more essential than ever. I am grateful we have reached
an agreement that benefits these employees, the New Mexico economy and
our country’s national security.”</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">At
the Laboratory, such collective bargaining negotiations take place
every five years and involve an immense amount of collaboration.
This process began in the summer of 2021; the new contracts go into
effect in July 2022, effective through June 2027. Skilled building
trades are high-paying, secure jobs, and are in demand in New Mexico and
nationwide. (<a href="https://ladailypost.com/twelve-labor-unions-and-triad-national-security-sign-collective-bargaining-agreements/" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-39248724933401390532021-12-03T10:07:00.005-07:002021-12-03T10:07:56.316-07:00<p> <span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span>
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" 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<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Omicron mutations alarm scientists, but new variant first must prove it can outcompete delta</span></b></span></span><b><span style="color: #16689f; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 12pt;"></span></b>
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" style="height: 1.8in; width: 2.85in;" width="274" /><span style="font-family: "Times New Roman", serif, serif, "EmojiFont"; font-size: 12pt;"></span></p>
<p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">People pass through Waterloo train station in London.</span></b><b><span style="color: #666699;"></span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Credit: Matt Dunham/AP.</span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">W</span></b><span style="color: #333333;">hen
the variant now known as omicron first appeared on a global database of
coronavirus genomic sequences, scientists were stunned. This was the
weirdest creature they’d seen to date. It had an unruly swarm of
mutations. Many were known to be problematic, impeding the ability of
antibodies to neutralize the virus. But there had never been a variant
with so many of these mutations gathered in a package. Even though
scientists recognized some of these mutations, many others were new and
utterly enigmatic.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Laboratory
experiments can help characterize whether mutations are consequential
or just a random change of no great significance. But omicron is so new
that it has not yet been sent through a gantlet of laboratory tests.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“It
looks grim, but it needs to be tested and we don’t know how these
mutations will act together,” said Bette Korber, a theoretical biologist
at Los Alamos National Laboratory. (<a href="https://www.washingtonpost.com/health/2021/11/29/how-bad-is-omicron-variant/" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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<p class="x_MsoNormal"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Californium complex offers bonding insights</span></b></span></span></p>
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" style="height: 1.9666in; width: 2.8583in;" width="274" /></span></b></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">N</span></b><span style="color: #333333;">ewton’s
californium complex has provided the first crystal structure featuring a
californium-carbon bond, helping probe bonding trends in the nether
regions of the periodic table.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Californium
is the heaviest element available in milligram quantities. Its scarcity
and radioactivity pose huge experimental challenges. </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“We’re
really pushing the limits of the smallest scale at which you can do
classical synthetic chemistry,” says Andrew Gaunt, a researcher at Los
Alamos National Laboratory and part of the team that created the
complex. (<a href="https://cen.acs.org/physical-chemistry/chemical-bonding/Californium-complex-offers-bonding-insights/99/i43" rel="noopener noreferrer" target="_blank">Full story</a>).</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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" style="height: 0.3666in; width: 1.55in;" width="131" /></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Diverse satellite images sharpen our picture of Earth</span></b></span></span><b><span style="color: #16689f; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 12pt;"></span></b></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">B</span></b><span style="color: #333333;">eing
able to accurately detect changes to the Earth’s surface using
satellite imagery can aid in everything from climate change research and
farming to human migration patterns and nuclear nonproliferation. But
until recently, it was not possible to flexibly integrate images from
multiple types of sensors — for example, ones that show surface changes
(such as new building construction) versus ones that show material
changes (such as water to sand). Now, with a new capability, we can —
and in doing so, we get a more frequent and complete picture of what’s
happening on the ground.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">At
Los Alamos National Laboratory, we’ve developed a flexible mathematical
approach to identify changes in satellite image pairs collected from
different satellite sensor types that use different sensing
technologies, allowing for faster, more complete analysis. It’s easy to
assume all satellite images are the same and, thus, comparing them is
simple. But the reality is quite different. Hundreds of different
imaging sensors are orbiting the Earth right now, and nearly all take
pictures of the ground in a different way from the others. (<a href="https://www.santafenewmexican.com/news/health_and_science/diverse-satellite-images-sharpen-our-picture-of-earth/article_03548f60-4afd-11ec-b09b-3b6b1850ead1.html" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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" style="height: 0.5166in; width: 1.6916in;" width="122" /></span> <span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Global Warming, Not Just Drought, Drives Bark Beetles To Kill More Ponderosa Pines</span></b></span></span></p>
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" style="height: 2.325in; width: 2.4333in;" width="234" /></span></b></p>
<p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Bark beetle. Courtesy photo</span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">n
California’s Sierra Nevada, western pine beetle infestations amped up
by global warming were found to kill 30% more ponderosa pine trees than
the beetles do under drought alone. A new supercomputer modeling study
hints at the grim prospect of future catastrophic tree die-offs and
offers insights for mitigating the combined risk of wildfires and insect
outbreaks. “Forests represent a crucial buffer against warming climate
and are often touted as an inexpensive mitigation strategy against
climate change,” said Zachary Robbins, a researcher at Los Alamos
National Laboratory, graduate student at North Carolina State
University, and lead author of the paper on beetles and ponderosa pine
tree die-offs. “Our research shows that warming shortens the time
between beetle generations, supercharging beetle population growth. That
can then spur catastrophic mortality in forest systems during drought
in the Sierra Nevada and throughout the Western United States.” </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">In
the recently published study in Global Change Biology, Robbins and his
collaborators developed a new modeling framework to assess the risk
western pine beetles, or bark beetles, pose in many forest ecosystems
under climate change. If the effects of compromised tree defenses (15%
to 20%) and increased bark beetle populations (20%) are additive, the
team determined that 35% to 40% more ponderosa pines would die from
beetle attacks for each degree Celsius of warming. </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“Our
study is the first to attribute a level of tree mortality to the direct
effect of warming on bark beetles, using a model that captures both
beetle reproduction and development rates and host stress,” Robbins
said. “We found that even slight increases in the number of annual
generations of bark beetles due to warming can significantly increase
tree mortality during drought.” (<a href="https://losalamosreporter.com/2021/11/22/lanl-global-warming-not-just-drought-drives-bark-beetles-to-kill-more-ponderosa-pines/" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
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<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span><b><span style="color: #16689f; font-family: "Arial", sans-serif, serif, "EmojiFont";"><span style="font-size: large;"><span style="font-family: arial;">Program aims to help Indigenous women get into the world of physics</span></span> </span></b><b><span style="color: #16689f; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 12pt;"></span></b>
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" style="height: 2.2583in; width: 2.0083in;" width="193" /></span></b><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"></span></b></p>
<p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Astrid Morreale, researcher in the Nuclear</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">and Particle Physics and Applications group at LANL, </span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">co-principal investigator on the project. </span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">ndigenous
women are the most underrepresented group in physics. Los Alamos
National Laboratory is trying to change that with a new program aiming
to help women and break down stereotypes. The lab is teaming up with
Fort Lewis College in Durango to change that.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">A
new program funded by the Department of Energy started last month. Two
Fort Lewis undergraduate Indigenous women, majoring in physics will now
get mentoring from LANL scientists for a year. “At some point, they will
be taking a trip to the European lab which is the largest laboratory
for our field in Europe,” said LANL physicist Astrid Morreale.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Morreale
says it’s more than just training. “Also break down the stereotypes
some people may have on what it takes to be a physicist and what does a
physicist look like. It is important to have people from different
backgrounds, different ways of life,” Morreale said.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">She
says while the program aims to help Indigenous women, she stresses that
the lab and the field of physics have much to gain by bolstering
participation from underrepresented groups. “But in my field in
particular which is very international we can’t really succeeded if you
don’t have diversity,” Morreale said.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Ariello
Platero, a member of the Navajo Nation, and Julie Nelson, a member of
the Cheyenne River Sioux Tribe, were picked for the program this year. (<a href="https://www.krqe.com/news/new-mexico/program-aims-to-help-indigenous-women-get-into-the-world-of-physics/" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-11213123819706687522021-11-19T11:55:00.002-07:002021-11-19T11:55:14.766-07:00<span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span>
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<p class="x_MsoNormal" style="text-autospace: none;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #333333;"></span><b><span style="color: #16689f;">A Vaccine Against Valley Fever Finally Works—for Dogs</span></b></span></span>
</p>
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" style="height: 1.45in; width: 2.9833in;" width="286" /></span><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p><p class="x_MsoNormal" style="text-autospace: none;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Courtesy photo.</span></b></span></span>
</p><p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">n
experimental vaccine that could protect millions of people living in
the American Southwest from valley fever—an infection caused by a
soil-dwelling fungus that is difficult to treat and can cause disability
and death—has passed its first test of efficacy and is moving toward
federal approval, possibly within two years.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
catch: The vaccine was tested in, and will be developed for, dogs. A
formula that could be given to humans, if it can be achieved, lies many
years and millions of dollars down the road. But researchers say even
this first step is notable, a significant milestone on the way to
preventing potentially hundreds of thousands of human cases a year.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Valley
fever is estimated to cost the US $3.9 billion per year, and by one
estimate, a vaccine could save potentially $1.5 billion in health care
costs every year. But that cost, and thus the urgency to achieve a
vaccine, is almost certain to increase because climate change is
expanding the locations where valley fever is an infection risk. The
fungus responds to temperature and humidity: It needs a warm environment
to thrive, and in damp conditions it remains quiescently in the soil.
But as climate warming increases, new territory will open up for
Coccidioides, and shifting rainfall patterns mean areas where it has
begun to grow will dry out enough for it to break apart and drift. There
is already a known area of vulnerability in the center of Washington
State, a place that was previously thought to be too cold for the
fungus. In 2010, three people contracted valley fever there, including a
construction worker and a teen who had been roaring around on an ATV.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">In
2019, Morgan Gorris, an Earth system scientist at Los Alamos National
Laboratory, used temperature and rainfall data to estimate more
precisely where valley fever is endemic, based on the fungus’s known
behavior in ranges of humidity and warmth. Using those findings, and
combining them with different climate-warming forecasts, she modeled how
valley fever’s range might expand under different scenarios of
greenhouse gas emissions. Under the highest-warming scenario (a global
rise of almost 9 degrees Fahrenheit), the area where the disease could
become endemic would double in size by the year 2100, covering 17
states, including Idaho, Wyoming, Montana, Nebraska, and the Dakotas.
The number of cases, the model predicted, would rise by half. In another
analysis based on that work, she estimated that by the year 2100, the
cost of valley fever to the US would reach $18.5 billion per year. (<a href="https://www.wired.com/story/a-vaccine-against-valley-fever-finally-works-for-dogs/" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
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<p class="x_MsoNormal" style="text-autospace: none;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #333333;"></span><b><span style="color: #16689f;">A New Theory for Systems That Defy Newton’s Third Law</span></b></span></span><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span>
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" style="height: 2.025in; width: 2.9833in;" width="286" /></span></b><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"></span></b></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">By programming a fleet of robots to behave nonreciprocally </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">— blue cars react to red cars differently than red cars react </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">to blue cars — a team of researchers elicited spontaneous </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">phase transitions. Credit: Quanta Magazine. </span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">N</span></b><span style="color: #333333;">ewton’s
third law tells us that for every action, there’s an equal reaction
going the opposite way. It’s been reassuring us for 400 years,
explaining why we don’t fall through the floor (the floor pushes up on
us too), and why paddling a boat makes it glide through water. When a
system is in equilibrium, no energy goes in or out and such reciprocity
is the rule. Mathematically, these systems are elegantly described with
statistical mechanics, the branch of physics that explains how
collections of objects behave. This allows researchers to fully model
the conditions that give rise to phase transitions in matter, when one
state of matter transforms into another, such as when water freezes.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">But
many systems exist and persist far from equilibrium. Perhaps the most
glaring example is life itself. We’re kept out of equilibrium by our
metabolism, which converts matter into energy. A human body that settles
into equilibrium is a dead body. In such systems, Newton’s third law
becomes moot. Equal-and-opposite falls apart. “Imagine two particles,”
said Vincenzo Vitelli, a condensed matter theorist at the University of
Chicago, “where A interacts with B in a different way than how B
interacts with A.” Such nonreciprocal relationships show up in systems
like neuron networks and particles in fluids and even, on a larger
scale, in social groups. Predators eat prey, for example, but prey
doesn’t eat its predators.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">For
these unruly systems, statistical mechanics falls short in representing
phase transitions. Out of equilibrium, nonreciprocity dominates.
Flocking birds show how easily the law is broken: Because they can’t see
behind them, individuals change their flight patterns in response to
the birds ahead of them. So bird A doesn’t interact with bird B in the
same way that bird B interacts with bird A; it’s not reciprocal. Cars
barreling down a highway or stuck in traffic are similarly
nonreciprocal. Engineers and physicists who work with metamaterials —
which get their properties from structure, rather than substance — have
harnessed nonreciprocal elements to design acoustic, quantum and
mechanical devices. Many of these systems are kept out of equilibrium
because individual constituents have their own power source — ATP for
cells, gas for cars. But all these extra energy sources and mismatched
reactions make for a complex dynamical system beyond the reach of
statistical mechanics. How can we analyze phases in such ever-changing
systems?</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Vitelli
and his colleagues see an answer in mathematical objects called
exceptional points. Generally, an exceptional point in a system is a
singularity, a spot where two or more characteristic properties become
indistinguishable and mathematically collapse into one. At an
exceptional point, the mathematical behavior of a system differs
dramatically from its behavior at nearby points, and exceptional points
often describe curious phenomena in systems — like lasers — in which
energy is gained and lost continuously.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Now
the team has found that these exceptional points also control phase
transitions in nonreciprocal systems. Exceptional points aren’t new;
physicists and mathematicians have studied them for decades in a variety
of settings. But they’ve never been associated so generally with this
type of phase transition. “That’s what no one has thought about before,
using these in the context of nonequilibrium systems,” said the
physicist Cynthia Reichhardt of Los Alamos National Laboratory in New
Mexico. “So you can bring all the machinery that we already have about
exceptional points to study these systems.” (<a href="https://www.quantamagazine.org/a-new-theory-for-systems-that-defy-newtons-third-law-20211111/" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">LANL wins tech awards</span></b></span></span><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"></span></b>
</p><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">L</span></b><span style="color: #333333;">os
Alamos National Laboratory has won eight awards for technologies and
five for inventions, from the Silicon Valley-based R&D World
magazine, for the best innovations of the past year.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">The
inventions received Special Recognition Awards, including a Gold Award
for Corporate Social Responsibility, a Gold Award for Battling COVID-19,
a Silver Award for Market Disruptor — Product, and Silver and Bronze
Awards for Market Disruptor — Services, according to Tuesday, LANL news
release.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“With
these eight technology awards and five special recognition awards, we
see the broader community continuing to recognize innovation from Los
Alamos National Laboratory,” lab Director Thom Mason said in the
release. “The people behind these awards are developing solutions to
serious problems in big data, polar climates, national security, and
biothreats.” (<a href="https://www.abqjournal.com/2446225/lanl-wins-tech-awards.html" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">3D simulations improve understanding of energetic-particle radiation and help protect space assets</span></b></span></span>
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" style="height: 1.85in; width: 2.5583in;" width="246" /></span><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">3D simulations based on fundamental physics </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">principles model the production of energetic </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">ions and electrons.</span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">
team of researchers used 3D particle simulations to model the
acceleration of ions and electrons in a physical process called magnetic
reconnection. The results could contribute to the understanding and
forecasting of energetic particles released during magnetic
reconnection, which could help protect space assets and advance space
exploration.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">"For
the first time ever, we can use 3D simulations from fundamental physics
principles to model the production of energetic ions and electrons in
those magnetic explosions in space," said paper author Qile Zhang, of
the Nuclear and Particle Physics, Astrophysics and Cosmology group at
Los Alamos National Laboratory.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">The research was published in Physical Review Letters. (<a href="https://phys.org/news/2021-11-3d-simulations-energetic-particle-space-assets.html" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Recreating Deep-Earth Conditions To See How Iron Copes With Extreme Stress and Pressure</span></b></span></span>
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" style="height: 2.0583in; width: 3.5in;" width="336" /></span></b><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"></span></b></p>
<p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Researchers recreate deep-Earth conditions to see how iron copes </span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">with extreme stress. Credit: Greg Stewart/SLAC National Accelerator Laboratory.</span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">n New observations of the atomic structure of iron reveal it undergoes “twinning” under extreme stress and pressure.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Far
below you lies a sphere of solid iron and nickel about as wide as the
broadest part of Texas: the Earth’s inner core. The metal at the inner
core is under pressure about 360 million times higher than we experience
in our everyday lives and temperatures approximately as hot as the
Sun’s surface.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Earth’s
planetary core is thankfully intact. But in space, similar cores can
collide with other objects, causing the crystalline materials of the
core to deform rapidly. Some asteroids in our solar system are massive
iron objects that scientists suspect are the remnants of planetary cores
after catastrophic impacts.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Measuring
what happens during the collision of celestial bodies or at the Earth’s
core is obviously not very practical. As such, much of our
understanding of planetary cores is based on experimental studies of
metals at less extreme temperatures and pressures. But researchers at
the Department of Energy’s SLAC National Accelerator Laboratory have now
observed for the first time how iron’s atomic structure deforms to
accommodate the stress from the pressures and temperatures that occur
just outside of the inner core.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
results appear in Physical Review Letters, where they have been
highlighted as an Editor’s Suggestion. Researchers at Los Alamos
National Laboratory contributed to this study. (<a href="https://scitechdaily.com/recreating-deep-earth-conditions-to-see-how-iron-copes-with-extreme-stress-and-pressure/" rel="noopener noreferrer" target="_blank">Full story</a>).</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><i><span style="color: black;">Editor’s note: this edition of Press Highlights includes coverage from the week of Nov. 8</span></i></b></span></span></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-9003693809513854572021-11-05T09:42:00.000-06:002021-11-05T09:42:38.679-06:00<p> <span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span>
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" style="height: 0.4916in; width: 1.15in;" width="110" /></span><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Using science to understand the future of water</span></b></span></span>
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t3rScgMo3jXJu7dv8Gjh2OYjIM8eTxO/YEyVhTloPCVEpTqS/zKODTRfjj7uiILVJKUE83VC0cx9N1G33uH61fOsHF7IapgJR5xnkQuCyKlIIyzFw5y/vwhtm5fz/L1+RRXbSIsOxivZC1Sf0/CcoLJL05kxY5UCralkLUxifhViajCvVgqdWGhswtmzhLmCsXME0mwcnVloUjIt7a2WCvk2LspkPh6IgvwQeipQe6jwT8+kKjsMNLXJhK3LJKkwkjyNieSuzGenY3r2NOympr2DZTWrGb9jgw2VxSwY/cWItPicPFQ4eQqx0YmY5FAjL3aDRulEmuFEls3NYoIDwJzggnMDcY9wR+Bhyf2riqUwV74pYQQnB5C6qokyqu3ExEdSk5ODtu2lREcmYxE649vzR18jvwVj44f0XT+FfeOH1G3fY+67XuUrW9QtrxGdeAVHk3PCTnwjMwjrwnteI7rgSeo9s/gvu8xqw7PcHHgCf2jT7g/NkOv4SH9hsf06mcYf/CGycdv0JueMKCfYnzqObqJp+hMM+gnnzDx5DWj00/o001yr9/EjT4TV3qMnL1tpPXKGKsPGxFXjeNcNopzuQFR+SjOP4Hzt4UjKh9FVP5f0PwXNgZE29+um//nwvlv/YTN32AR/h1Uoh0jiHcYUO3Q41J0B0npIOIyPS4Vw8g3dpFffoKqfc3UNu0nPDmFLbvruTk8yR3DA24MmTh7a4gzV4Y4fbmHa916Lt8eYmTiIY9fv2b6yffc6B3jXPcwF3pGuNCj5+ztIc7eGuT87WEu3NFx+a6eG72j3Oof43rvCJe79Vy9b+TiXT0X7w5zuUdP18A4Xf0TnLmp48iVAQ5fHeDMHQP3DTPoTY/QTzxhaOwhg8Ypxh4+ZfrJC0bHH3Dt7jTLO0cJq9MhTVmPPGUd/s2PCdw/jV9hGT5RYSy0sMZK6YZdRAaRNXfwaXmBe9Mr1M0v8dxrxL96BG3TMzwb3+DT+Brfxjf4NX2PX90MQS2P0G5uZY7NPEIKC6k6q6OwvJqV+5rJPjJO7LHHxBVXIdYKcVCY46yxYamzGQ6ellhrF7NItoA5Tm/XzJdWn/HuJ//CPIe5LBQu4JMFH/NPH/yS92f/O0vs5+CT4IcmJwZ1rBefLZmNtYs5gUn+aAIliJwX8M7tvnMs355LZF4okRmBxOaGkbchg7K9G+k8XMf5c4e4euUEFy4eZeWafLZVbCSlIIqIzBAis6PwSfRHHupKRGogB4/UMHj/Mrp7XVw6fYhNxYX4x/vj4i8laWUcAXEebKko5OKlDhobd5JbkMyqomUs25RFZF4E853t8UjyIn5NNNErI0gtSiI8Pwzv5BBUUQEscHFmkVTCEoWM+WIRCyUS5ju7sNBFxhc29swTirFWuuKk0SD180bso8HF2wMnrQLXMA1xy2NJXB5JdG44CQWxeEZ4E5kWT1hqBDF5oeQXpbB9zyrKqotYu3k1W3ZsJj4lAW2gP7ZSGebOLti6qrB1dcVWpcZCoWahVIyNVoo4RIk0UoVzsAfmCjm27mqk/h7YqsWoQj3xiw4kJDqUyNgoNm8rIigqBmdXLzzXNBN07Ee0B39E2/kTOO0/4N7+GnXbK1StL3FtfYl7ywt8DzwjtP05Hgceo2p6jHvjY9SNT/ju9GNu655zvX+aGwMT3B42cUs3wY3BMe6OTNE/OkP30AT9xhl0408YMjzEOPGE8ennjE0+p3foAVfujXH6tpFTXUZOXdez/4KB/BY9XlU6lNWTSHeZkO0yId05iqhiFIfyMezLR3+C5m1/v2wEpQaEJQaEJSP/1f9l2bw9Og0j2DGM009XUYkOYYke0U/JdgzitLELcdkIwnIDqvIhJBtvkFd5lJqmJqrq9xGRlEFpzQG6dVPcNzzkvnGGS7eHuXRTx/V7Ru4MTHCj28Cg4SHTT19imnnB0OgM/cZphkwz3O4f4Ur3IOe6+jl6qZeDF/s5cWWQs11v4bl0T8eF28Oc6xri3M0hzt8a5vxdHZfvG7nUY+D0LT1Hr+k5crmf83d0DBpnMJieMDz2mG7dNL06E8NjDxgefUjfsIlDXaMkNo4TWdmN0CsUWXQ2wc1jBO25gygoFEc3OQvtxXxt5UBQZi5ZdV1Etb7Cu+l7fNteo1leg2fJBTxaXqNp+hHtgRd4NH+Pf+sLPDadIGrPWXzWVuCoVpJdvJtzfc9pOnmWuIIYotblU9DQTFLRKly8hXy+6CPsFRa4B8sxd5nHN/af8emSj1niYs7Xll8wy+wv/M8PfsUvf/tP/PbP7/HuB+/yq3/9Jd9YfIaDZA5iL3OUoRLMpYv5yOyPLHL4Eql2KWpPWxSuNrxz5HwzSaviCM0OJCjFh4jsYCKyg0kqiCAxJ5TCdRnsrtzCvbuXuN9zgzPnDpOaFcXazcsprtxMYFIA2igPPOO8yFgXz9Zdazh79iA3r5yivaOWkPgAPKK1xBbEoPCXkbo8iqOnazl/qZU9dVuJzwintGEzaeuS+NJ+KQ4+CmJWxROyLJzQ/Ah8M4KQh3si9HfHXCHFQqlkiULGQqkYew83rNVqzGUKvnUSYuYiwcZVhZVchpPWDWulDCu5AhulAmtXCS7+ahKWx5BcmEhkVhiaMG8ErlpkHj4k5KQRnRZJzsp0EjLjiIiPJjd/GcmpqWQWFKAJDsZKJmOpTIqFVIq5i5TFMiXmMhlmYiE2HlI8UvxQRnth7+2KlVqOg5uKRc4iFjk7Yy5yRqzREp4cyaotmaQvi8HD3xtF+haCjrxCe/gHPA5+j0fnj2g6f0Db+Qb3jteo217i1vYS97aXqFpeoG1+grb5Ca7Nz1A2PsWt8RE5h2douzFDW9cEZ7oNdPUZuT00wZ3hSbr6x7jZa+R2/xg9w1Pc109zXz/J4NgMA2MPuTds4nKPnuNdetouj9B6Ts/+swbWHzHgU61DW20kcP8UrpVjSKqmke8eR1RuxKFiHPuKcZzLx3Cu+Kn/4+bxf6EjKDUgKBn5b0ej/zM9whIdgh06hCVvE5XqEJXq31aiR7y9D9GWW4grRnGqGENdOohyyw1W1RyltrGRyroGwhPSqahvo6tvjCvdem4NmLg9MM7NgVGu9ei50WfgQlc/d3pHGTE9xDj5BP34Y4aMD9CPP2LQMMWgcYru4XHO3x7k6NVeTl4b5NxNHZe6DVy+Z+D09SFOXB7g1NUhTl4f4tj1QY7dGObYjSFOdek5c22Yi7eG6RkaZ3TyMbrxh9zTmbjWa6Crd4Q7A+Pc6jNx/Z6REzcNFJ+cIKPiBDI3D+Jy1rKsdZjwjZ24B/hg6WTHbHNrHDyDUESnEr79PEGtb3A98COhLdOoE1bgU3oOr5Yf8W3+EY8Dr9E2/5XglmncMgpRJ6Uhj0rATixgxbZt3DO94PjlO2gD1Vi6LMAjwgOPMDUWIjP+9ZN3+WzBX3DWOPDF0k+YteTPfGv3FR9+8QG/++hdfvvRb/jw03/jd398j/f+9Bv++d1f8fuP32O+/RcsEs1BFeyFNNCDJVJ7FjiYofR2QuVljaN4HrbCebyzfEs2YdlBhGYGEv5TMXlh5G5KJWdjCon5EdS37eLU+VYuXD5Ezoo0wmLC6bp5kUvXThMeF4jQXYSzv5zADD+iCkKJXxZJcdkGtlZsIq0wBZ9EL3xTfLFVOeAd5cHKolROXtzP0YuNZK6J47vd+azdnU1objTKaA+Cl4WQsTWDyMJINAkeCANUuAR7IgnyZ4lcwUIXCZYqJTYaOUtVMswVMpYoZFgo5ciC/HALC8HGVclCkTNLJBKWymRYKhSYu4hw8VISnh5BwZZsklcm4h0disrTix1lpeQXLic5IwuZ2oOYpFQCg8MJDokkIDIKTXAgMn8vLOUy5jkIWewsY4lciblcjrlMjoVCimuIN97xIWii/AhIiUITFYyNUsESFxlzncR8bSfA3k2OV6w7+ZuiySwMImjZOpIOPcX7yPd4Hn6D1+Hv8Tz4Ax6d3/8nOO7tr3Bre42m/TWpR16w4vgzwlofIWt8gqrxMV77HxLfYiLryAS7L41y5MYwJ28ZONM9zum7o5y8ZeDU7VHO90xyY+ghdwdN9AxN0D0wzo2+UU7cHeHg1RHaLxooPTxOZt0oMXsNJDeOU9A5xsp2HRnNejSVelwqjG+Xzd+wqRhD/FN/A0f0N3BK/+5YVTKC6P8Kjv4/kflbzmV6nMveYiMuM+Bc3Itk+11cdo7hsGscZekAnsVdrN7ZTHVdDeWV1YTGp7Gn8SCX7xk5dWOAszeHOXd7mPN3hjhzs59zdwY5fa2Xq7eH6B8xoR9/iG7sMf26aXoGJ7g3YKJfN4lu7O1Tptu6cW4MjHOlZ5SLdw2c7RrhyGUdnRcGaD/fR/v5fg6c66XpTA9NZ+7TeaGfE5f6uHxbR5/OxNDYA+4Nj3Ope4hLPSOc6hridJee0zdGOHlFx6W7Jlou9JK7sRQbRyHJK0rIbxogY9d5rFzs+MOff8PH8+fjGb+SwDXV+O/swbvtR7TtPxCy6wpC70CC9l5A2/oa75bvUbf8iG/LXwndcwMnjRzPYHfcwkIwt7EgKS+b03dGOHaln4jERMyWzELhZslS+694/5P3+Id3/4E/ffEHpB4i1CFylMESfOI8mG8/j9mLZvHrD/4ZG4kFFsKF/Pvs9/nL3A/56NsPmO/wFfZaO9LWriB6RS6LpQLm2MxF4WPLAsuP+Hzuh8y3/pR3opeFEpzhR0xeKPHLwojNCyUuP5yE1dGkFyUSvyKChIJIYrKCSC6IQBXsiqWLgJKyzYybhmg+UEd8agyqQDcCkn0ISPfCO9kTeZgaSZAGbbwvsiglwbnhuEV6I/VXoAmSsWJjGiUNa8jbFkPGhkiWl8WRXZxE/LoIolYHE/9dJIlFUYQuC8I5QM1iuQBHDy2fLLFkto0DFgoZXolh2Hu6slDqwmK5BEu1giUyIc4+WpbK5Hxr64CVUspiiYBFYiHmYmcUft5oI7yIyQ2nsCSH3M0ZxGZEUlVdxtr16/AJjMXJ2YOw6CQ8fYIICIpC6x+Eyt+PoJRYvGMisHCRMtfOmXkiZ+aLXFgsUbBEosBKKsdJo8Y12Ie4/BS84gJx1ChZKpEyV+TMV04ivrB2xFwmQxkRQGiaH/GrU4nY1UTQ4Qf4Hv0B36M/oOl4+XblHPweTcdrtB2vcWv/Hv+2l2w785gj3W9Yf/IJHs2PUR94QlTHDHmHTaw7OUXrtQlaLulovDxCwwUd9eeHqT2np+pE/9tOj7Dj9DibjxvZeNTAikNGktuMpLQYWX7kIaGNJgLqx1l/ZIr2y0YOXhnh2NVR2q5MsurgGN51U0h2j+G0cxynnSbEO8cR7RxHvNOEqGIMQfkoTmWjOJaN/vQofARh6U/3dkp+uh9TMoJzieHvMiIuHcH5pxUjLNUj/AmZvyUpf4uNrLQX54pR7HeZUOzoJ7j0Fsu2VFJVW03JriqC45KpaT/O2bsjdF7soeNCNx0Xujl44T4HL/Zy+Eo/xy71cv5KDz1DRnr1Jnr1U3QPmOi6p+fa7SFu3dXT0zvG/aEJuodNXOnRcfpGP8cu93H4fB+tZ/tpOtlD04l7NJ/qZd+pXhpO9FB79C61R++y78Rd2i/c5+ytIa52GzjbNczRywMcv66n7dIAzef6aT4zwIEzg3ReMFC0uxFtaCh2UldW110mr2OSyLKzLJT78P6fZzN76RJsNBqcMjYT1PYCbev3hLY9wm91DSKNK/br9qJomca143vE7RDa+gqfVXWI1BLcPZ2xkIhY6CQgvmAtndf1HL33gKwNJdg4WyCSzuXTbz7k3z79PV8smMUfP/sDthIrLGWLsVKYs0hshoXLYlQBcj74y7/xL3/4X3y+4GM+/OJ3OKmXMM/2M/4y9084qCzxjlOiClfxlc1cFgm/xlryOW7ejrj5SPCMkPFO2pooCjensmpLGsvWxBCd6UNMbgDReaHEFUQRlRNCfEEkWWtTKK3cxJqiPKIywkkqjGdD2RpWrVMpAFUAACAASURBVM3lytXTHDnVysrNy/CIcsc/JRCRnwKxnxLXUA2yUDWSUA3iIDe8UvxRBCmJyopg2dZ0ElYHEbsykPg1QaRsiCR1YxTRawNJ3BhJ9JpQUjYmEL08GvdoT/ySwliqEPGNnQ1LZRIUIVo0kUEsEIlYJBZhrZSzROHCUpUCM2cXZlnaskQuZ76ziDlCAZauSuzdlAi9XHHykBGQEkzmphQKdmSSvy2HrPU5uAcGIZJ5EhGXSExyKp4BYag8A1FqAwhKiCEuL47Y7ARE7hrMBELm2YtZLJAz186JOU5CFojFWKuVeEaHoQr0RRMSgq1EiZWLAjMnMZ8vdeATSwc+dnDEXC0lKC2UuBVJZJTuYfmhQeKb76MsakJbcRbffYP4HXqB56E3aA/+gHfbG6I6H5N9/BHxR57g1vKI0I4ZNp59TMvNB5zrneTG0CNu6R5xbfAhx26NcujmOAe7Rjl8fZTGc6Ns6NQT1TiKV+0Yqtpx5HXjKGpMKKpNKGsmkFaPkdk+RtsVExfumOi8YqT+jJ7qCxMUHTGS0DSJqnIM4a4xpDvHcdo9hkWlAUGFCctd4wh2jiHYOYpgpxH5Hj3qSgOSMiOi0hHEpSM4lOqxL9UhLtHhslOPqNSIoMSAsEyHpHQY51IdDmU6HMr0OJeNIC4bwaXMgKJcj6i4F+fyERx2TmC7ZxLZtrtEV94iZ2sllXU1bCurwic6joq2U3Re0dNyvp/m0900nbxN64m7HDhxh8YTtzhw4hYdx29y4ZaOM3cGOXFjgEMXezl06T5HrtznTNcgV+8Z6Oozcal7lBNXB2k9c4/6Uz1Un+il+mgfNUfuU3v0HjVHu6k60k3V4bvs6bxDeccdNrXfYXNnN1XH71F34j4VR3rZ1tnH5o4BijoGKOocZlOHnu/aRsjuHCNuWzsS/3CslS54rasmce89vHO3EpRTxr/Pt8FM6MQXS61wSNxESMdzfFqeElF+Gm1qHrZyMarNLXh1vEbb9gOyjjeENT0geHUJQg8Brl722LlYYufujlfaClbvu8W644/I3HEAz2gt5s5f8uncPyLW2qAOEmErNcdKvBiJrxChhwNiXyHO3k4I3KwRuVsh93Xim6Wz+Y+v/oCLpx1CN1s+nvMn5lh+ilhjicjNAnuZOUKVBWKVGUp3C9TeTkg8rXincHsGyzcmkV4QysoNiRQUJZK2OpL0tbFE5gQRkRVAdG4YZTVb6bp5muPHm8lbk0ZweiBJBXGExPqzfvMKDh7dz5kLB9m4fRW5a9LxCNfiHeOLKtQNoa+CpW4uOPqo8UgKwD3aC1mQgsLiPDLWxZK4OozwfD9iCoNIK4olak0QcevDSfguhoT1MWRsSiB7WxJpGyOJKQwitjAG36RAJP5qVKE+LHC2x0opwUmrxkqtYJ6zADMXMYtkUpbI5Xzt4MBCFwkWcgWLxEKslBLs3KQ4aKT4JAZQUJJDfmkK8WtCiCmIIjgxgti0RIKiogmMjMPNOxiNbyihCWEUbMgid00aQbEhuHh6sNRFznxHCbOtnfjaQcBsW3u+crDHRi3HMyqI0NR4fGMjUHj6IJRpMbNxYdZCRz4ws+TPFtaYCQUExoaza89WajtriClIx9HdjcUqDcKYXOTLKomp7yGlZYj1HUPkHn5AQNtz5G3PcW5/RFDbU7I6Zyg5/4Bj9x5zvu8xV/ofc7l3hpO3TBy7ZeLgzTH2Xx1j+6lRcjvHCGwyoa2bRFE3iax+AtfaSZS1E8hrJvCpM7Lu+DQlJ4yUnDLy3bExUpqHCWo0oq4bxbvSiHzPBM67p1DumkC624Sy2ohvtRGHneMIKkzIyw147dTjUanDfa8R7z2j+O/W4717BHG5HqeyEeS7DLjVGpGU63AuMSAuGUVWOoq0zIhLuQFx2chbbMoNSMoNyMuGEW7rQbLLiOPuCRwrJ1Fuu01SzR0yisqpbKhh47Yy3MITySw/yY6DA1SdHKLx3CDNZ+/TfLqH+hPd7D16h8pDXVQ0X6T++F2qjnZReegWlZ13qT50m32numm+NMCu04N8d2iY1W3DFHf0s62jnzUt/Sxr7CO3UceaFj1b2ofY1n6forZu1rT2sraljzXNvRQ09ZK3v5cVTb0sb+xlWeMAyQ06AmvHCawfJ7hhAv/6KXwapoloGkGzYifzXWTMtTFHHFtAZPklpImrEIdk8qWVPXPslvLpIitEWbsJ7nxBWNMEkat24qTxZL6TPe4FmwnYP4Si8zVunS8JKD+LS5Af8y2/xMl5LhpfF8QeSlSRSSTsHybt8BMytzWgCpPiGSMhKNYdgXoJCx2/xiPMFQdXa5zc7TEXL+Irqy/43HwW//7l+yxwmM0S52/4fOEnmAsWYCGai5OrNbMXz+Jb68+xVSzEWWuBa6ATAvUSxO4WCGVmyD0d8Il25Z2AJDX5GxJZtSmVZaujWLcjm+VbUkhZE0Z2URzhmf4EJvuSuSaV4vL1bNy2kqSCOCKyQonKDicuL46gpEAi00JZWZTHgY5qTp5pp6JqK5HpYUiDFSiiPLDWSrBQi9Em+qOIckcRpmJXcxmV+7aTsDKCmMIwQnP9iSgIImJlMCH5AQTm+uOf6UfM8iiil4cRtzKM/JIUVu3OJm9bJvIgDWI/V0KzohD7qrB3k2OncWexXMIiuTPSEB8WSiTMcRIwRyhkrkDAfCcBlnIpVgoXpP6e2Lsr8IzzY+WubPLKE4hdG0p4ThDLNuYQmRJFSGwEAZFhhMXGkJWfTsHqLHILkylcn0NqQSqaCB8WSsV8bGnP55ZOfLrUls+sbVgsESPwVOMeFUBEbhIeYYEIVWoWC2R8tdSZb+wkzHOS8429M58vtUWi9UHmp8VcJmK2nZAPl9jyBzMLPpm3hPm2Lti6qMnISGf9xhKK2m8TdWgaZcczNK3P8G+ZIbZlivyDUxQcGSXv0CgrDo+T3zbMhmMmVh+cJr5xkuCGKXzrTLjWjaOqn8K13oRr/TiutZO41kygqJnAs3qS8PppAmpN+NaO4V5rQFZtxGnvGHbVJlyrxhBVTSDcO4F0twGXXUZWnnhI690ZUhv6yW43UnjQwM5Lj1h5SE9SfR9ptX2sajeS3jSKulyPqGwU2U4D7nsMqHYPIysdRlYyirjUiLzcgLpCh2uFDpcyw0/YGJGXDeG8/R6ySiNOe8YQVprQFN8io+4O6eu2U9vcwKZtm1FEJeGz7RKhlYNk13Wz7+wgx6/2036um7qjN6k8dJs9nV2U7DtH5aHb7Oq8SVnnLSoOdVN5rJe608NsPT5CbOMIPrWjJDZPsaJzmowD44TXj+BbPYJX9RhRtXpWHhhmw4F+MuqGCamZILx2iri6UdIaR1jbNsLWw2Os6Rxl4+Ex1nWaCK8bw7NmEt/6ScKbpohtGsNv2W7s1G5YCxfz8ez/YJFbJIk1XaiT1/DBl18zb6k5s8y+5oOvFyPNqSfq2F+JaJ7AO201PiHBfCt0YqFERuC2w2g7vie8/TUR25uwkjswz2I2duKFWEkdEfkHIw1PJr/tPitPGvDPWs6Hc/6V4BQ3LEVz+WTeh/zTuz/n84Uf8/6nv+MTs0+wUdryD+/+Iz/7xc/45Xv/xG/+41fMXvInpF4Cvlr6ObPNP2Kx01zen/Wv/O6z32EhXYKTxhEXPzFyfxnmTkuYa/4VHuEqsorieSc0w4O0leF8V5rDtl0FBMa7EpbmSc7GaNbuzCC7KJ6onCCi8qNJWpFI0vJ44lfEk7wqgZD0ILwTfIjMjSY6L5rglECS82NpaNnN0Mgd6lqr0ERokQW74p0chEeCP54pPrjGavFNDSa1MJk1m/PJ35pNVEEIUctDiCwIIWVjAokb4gjM9cMv05vw/EAiCgLxy/AgsiCIiPwAgrJ9cPBwRuQnIyo/FoGXgqUKMTZqFYtlLix1FbNULcbeQ4OVSsmX9vZ8ZmnDHDtHlri4YO4iROipwVzsgpXChdgVcSwvz2V5RTapRdEkrA4ndWU8cbkxRGZEULh5JZV1uyku3ULpzq2sXJdFanY0yYXxuCUEsETjymdWDsyysuMLWwe+tHNktq0ti+RiRAFa1FF+qKL8Efv7YiaR8629MxZSDbZuvsyyduAzawfmOIn4zNaG9xfM58NvFvIvXy7g55+Z8bNZC/jZJ2b82syCP5otwtrVFVHCWuJbJ/Btm8SjbQbfpicE7J9B3fQQadMMisaHqPdN4d00jfu+KST1MygaHuBeO4aszoSsbhpV3QSKehPy2knkNRO41YyjqjEhrplEWGNCUDuOoHoScY0JWbUJac044tpRHKrHUFTqSW4bI/foBLtO9DEy9QDD1HOePXvJzJOXTDx8zi3dA/aeuMf2QwMUHdKR0jCA964RZDvHEZbpUZboCas1kNBoILByGHn5MB67hgmpGcFnrwGXCgOSnUaku0aRlg8hLutFsteIY+UYzlUmPLfdIH3vVTLXFdPcdoDV363GOTwS522XEO0eJ6HmPpf7H2KceED38Dinrg5w6EI/hy8MUNdxleZTvTSeHqDhbD97zw1SdspAUaeOuDodrtXjyOtMhNSP4ldvRFs3irJ2DGn1GPLqcUIaRig5+4DKM6PktOjwrjWgrp3Ev2GCjI4HbDsxRfnxSUrOzFB+eoLK01Os7pwkqWmcdUdMVF6YYt/FUXI37sLeVcwi4WLMnQUoE9cSvesUosA4/jL7U2bP/4Y/z5nNpxZCMmtvE9P5hoTWCXyyinBSKXHyC8RR5Ynf+laCDr0guWUKr2X5fG37JfOsv8ZeYc1iiQtLvMOJXbeFhDVFaLNyEPhqkfiK8YiQ8fuPfsNvP/oNtlJLZs3/C3/64g988Nn7zHc041vLb/jF//oF/+PnP+MXv/857/7Hr/j9R+/yi9/8nPdnvccss4/49R/+GTOneQg9nPGMDMLW1QaRpw1/mf9HHJRLyFgfS1ielndiCvxIWhFKXlE88fn+5GyIJ35ZMOEZ3kRk+5G0MoyEFWEEp/oRlh5MfH40yzbnkFKYSExOJOoQV6KywglJ9Mcv2pOE3CjWbV3O5esnuXXvMlV1FeSsyCBrZSbBaSG4xWqRBLuiDHXHPdoD70RftlYVsaY0j9AcH0JyAgjK8ic424+4VaFEFQbjn+ND0LIAwgtDCcz2IzTPl5ziZPxSAvBK8ME7IQALmTOLxSIcNK58a2eJItAXkZc788UCFslFzBGI+MtCWxY4iVkoFDFf4MASiQvzHASYS4QIPBX4JPqTtiGBgrJUlu1IIXl9DCnr4klZl0De1hx27SujoqqCsooyKvdUUF5azPJ1+finBaGM8cRc7cICuZjFSjmzbGz5zM6OLxxsWaQUY62Vv32iFuyB0N+NOSIH5jiKsXcP4Cs7EX+xsOXPS635ViTkS0cH/rTIgt/PWcR73yzi17MX8ovPF/APs8z45eyFvPftAt6bt4h52nCWhC0juK4H/7aneB14im/jM3yaHuLVOIXH/im0+yeRN5qQNTxAVv8AZf0k7nVTuNZNIa+bQFo/hWe9iYjWB2w7/YBdlx7hWWPEuWYScc0EyuppFDWjSKsnEdeO41E7RkjDCOXnRjFMPefx09eMT8zw5PkLnjx7zosXr3n07CUDIw+53TPOLd00Zcd1ZDbrCK/Tod01jHSnAYedo7hU6shrHab+wjilx3Sk1Peysm2YVR0GUpv0BFcP4Fc1iG/NCG5lPXjsuo9XnQ55pR7pnjF8t10mv+Y8+RuKaWtrJnvlSuTBibhsu4y8epSVbYNcuW+iT2/krn6Uy3cNXLo9ypnreuoPdlF3vIeqkwOUH+lnResAIfVDb/+zWoesxoCoxohi7yiqveO4Vo/jWjuKsnYUSc0EfnVDVF0ycqV/glN3x6m5MoFvgwnfhmkiGqeI2D9OWP0UYfunCW00EbJvnMB9JlYeHKf9ooGjtyZoPH6DwPgYLMVWWNiZofHVsKJ8H+kljQRlZPH1vLm8++H7/PbjjzETKHAv2E5643W8VmxE5OPGfBcJ7uGpuMatJHrfELFH/krm3msItA5YCj5DrFqAudMsRBp7hFoX4vPjCUz0Y7HIHAvnJThrrLCVm/HFgo/53Z9+xyfffszsxZ+xVLSYudZf8YdZ/8Zv//Aev/7XX/PzX/2cn//zP/Kr3/6SX/zm5/zsn37Gh7M+YJHjXD5f9BFm9l9iZv8FzlprFN72CBWLWeT4JR6RasJz/AlIc+WdnM3xpK4OI2V1CEmrQ8j4LoaU1dGEZHgRledP7qZEUldHErMsiPiCMCKygohdFkFQciAekVpUwa5EZ0UQHO+HW4CCmMxIVhXlUVm1mYuXjnDt2mnu3L7E9a6zbCz/Dm2sN9JgFc5+EtyiNQRnBFOwKYfcomTSN8QRUxhOSI4/0lARYbkBxBRGoElyRxWnImJFOLGro0lYE0ZIrhee8b6EZ8fiHumHvZsr5i4ibFUylkjeXkVe7pgrxMwVOTDb3o45AiFWchkLRUIWOb99vUjkjJnAkSUSIXbuMtQRXgSkBxJTGEFqUSxJ6yLJ2JRE2oZE1lcUsn3PFtZ89x3F28rYtXMXm4s3E5wYiibGG4GfAhutM86Baux9VMyVOPGtiwNLNTJsPVSI/LRIQjVoE33QJvlgrXXGzEXIbFsHPre14wt7e74WOPGNUMCXjk58bGnLny3s+MDMgvfNlvCHRZZ8uGApHy604AOzJbw3ez6//3IhgujVhLaOo+h4RUDzDAHN0/g0TePVOIXX/im8Gh/g3vAYZcMj1A1ThO0fJ659Gt+WceT1JrzrTEQ0jdJ4zUT/8GNy2w041EyhqDGhqTUhrxtHUzdFdLOOlpsPOD/4hKkXb/jhzTNev3jFD2++5/XLVzyaecaYaQbTwyf0jUxzu3eCK/eN7Do9QkTtINrqEeS7dUh2j+C424hVlR7fmj5Wto+wrl3PmtYBdhzSsaljiA0HdRQdHGDzMQObj4+RXnWDVY332HxilKQmPe57dAQWX6Cg6jQrN5bQ2tJIWn4+koA41CVXCdk3ynfHJ6k8PUTHpX5O3xzm9A09xy4Pc/DiIJWHblDe3sXOQ30UtQ4QWTeMqmqI9HYDuQcn8K41oKweQ1U9irZ6HE31OKq9o7juNeLXYKTotJHBBy94+OQRY9MznO5/RFCtDq+6MTT1E6jqZ9DWPkJbO4lr/STK+gl8G01sODbO6RsTdA0+pLbpAJZOVsg0cgRSAWa2ZvimJFO+/yxSrReLLM2Yb2POn779Fmu1J4kbdlJzog/vhAwspY7YKdS4ePohjk8lfn8fyft78M9eySK7b7AUfoW53Z9xkM9F7CFAFeiGe4SS0HRfFAFSrGRLsJLOZdbCD/hm6RfMXvQZApU9n8z9iA9n/Rv/8sff8Kvf/jPv/Ox/8PNf/5L/+f5v+If/9XP+8Tf/yEff/ImP53yEjdQct2AJS8XzmLXg33FQLcQ9zB4rl89YbPsxIndLnNxtUYY645sk553kteHkbowmbX0YUQX+hOf5kfpdPMu2JVFYkkTy6mBS1gSzbFssy7cnEpHlS3hGAFHZIUTlhBKaHkDi8mhy16cSnxNG0rJI0lbEkF7wv8l4y/8mDO4Pm8GE4WzI8BYodU0ltaSpJ2mkbdqmaZs0TdImdXfqhjvDNpziNoMxY7u3MYXhUih1HMa2W352PS/u+/O8eJ4X159wzuc633M+J5/V77azfvsqDhzZwTfffsL9/hvsPfAeCr0SbXEaxmoj5lojVZ0l1K4opmplASVdeRS0WzFUpRNvjUdbnIpxaRbxBQmkVuhIr9BT1JFH45YKLEuziE5XEqySI1Kr8YmW4CeN+H8bjjhBgcyowzVCwuLQQNLKbITGxxIgj0KcoCY8Kek/B3pxBMUpCJDFEKSIISXfQHFXPoXt2Rhr0ijpKqRyZTkNG6ro2FxP1/p2Vqxay9rVm9i4aTNNHc3klOehsaUTm65Eqo9DZU1Clacj2pRMQGIMolQFkRlqYowq1HkpGGpM5Hfmk9WQSXBKOI4RwSwICsApIhzXqCgWBAczU+CLXaCY+QEiHEOjcA2LwTE0kgV+YczxFjHbI5jpzr7M9AlDVvcu+WceoDv9nIxTLzCcekbmyaeYPvgd60cvyT3xDOuRAVrOjXDs4hOO/PCAdV8+xnh4AN3xh8QfGWHnzy+43fuUwz8+JvvYMEkHHqE5+ADloYek7x9hy98G+PO//s7//O9/83//C//3P//Hv/77f/j9j7/z5OkfPHr0B0NDLxh58jt3h55wpecxX1+6w+7z/ej29xK9tx/Z3gHkeweQ7xkgcvcQMbv7Sdhzn4z9fRQeGaLm+ADF3b1Y992h8sh1Vn18h60f32Dj0V849Nktjn5zl64zA6TtvUv21m9peO8cHSu38NHpk9S0tCLLzCd5+y8kdQ+Qsf8e5YdusPWT25w6f5ezP/by8Xd3OXX+Dvs+/oU9H/7M2R/uc+LrXto+uE9m9102fD7M+k+HyTs0TOr+x2j2D6PuHsF4ZJCVnz9g5zeDfH/3Kc/+/i+evfid/kfPuD/yjIs9D/nk1nN2/fQcw8GHJB96jvHQIMvPPyb/1ACaQw8wn3jKii+e8NVvLzjyyY+0dC0lPjGaYIkYRx8vguOi2X76HFv2f8gSLy/GTh5PYIQYRboJoTIZeW4JNau3kZSVikguRJmlI0CVQGRuAaYNh8lsaida448w2IWAMD/cvJxxFTjiFuiNLFVFREoQanM0SVYVUUnheIY64hgwC7dge3zCnAmWepNZmEpgtC8LPefz2qRXGfXqKF55fTST35lKYGwIXhJvguICCJb5Yu81G49QR8LVQdh5ziQiIQBJvA927lPwCVpInE5EkjWWjPKEf5tNxaoc6jfk0rqtmNp1NspXWLE1ZJFVqSejREdhSx7mGiO6okSMlenEZUoxVWVS0GylsMVKdp2RguYc6leXU7eqjIImM4XN2VQsL6a0PR9bvZmCBitrty/jp1/Pc+/2Zbbt3oClMgNDhRZbs42cOhPZdZnkNBgp7iygbdtSGtZXk99sRWVWoCtOpai9gNyWbCJ0kaQU6MhpNFLYmYOxOpNwbRxxhnSE8hiiU5OI1iUhjItGKI9FlKgiQpuEX1wsidYsREkyPCPD8JVK8YqKIkipIDQ+Hp+oWLwjI1jo501sRiJVq0spX5VPybJ8SpcVkt9ixdZgxFKTSt3KIjrWNdPR1UXHshW0dXZiK84lp8xKw4pGdLlpyDKVSE1qZGYNcnMKscZEogxqRClyovSJROiVxFriqFhfTMvOWiyNZkTaaFzDQ3CNkOCjiMVDFs0iUSj2waHYB4iY5Slkvp+IBYJgFggCsReGMsM7gIkO3kx3DyWzZSttn/VS8uEI5g9+R//RP8n55F9knnpO5cePOfTTIy4N/cX1+4/46odbnP5+kG3nH9HwwRDZh/vY/MUwX115zDd3XvL+N8MUnBwm7/RD4g+NoD8wwBe3X/C///N//Ne//ot//PNf/PnPf/Hk5V8MPnrB/eHn3O17ysDgM548/4OBRy+43POQS3cfcPDHEZK7+4jYN4h03wCyff0o9vWh2NtLzL5eIvb1Ern3LrI9d0nYd5f4/b0YDvXRdKqXjWcH2PXJLQ6cvcpXF/s5890dln3Yg2XvDcre+4rNR79n2YYtnPzgOBVLa5GaSkneeYXofcNE7hnAePg+yz+8S/entzj+dQ97zt5i39m7HD13k2NnfuGnq0N88XMv287dpu2DHrZ8eo81p+9QcbAX875Bsg49wHS4l61f9/P8H//N//7Pv/i///6T//3nn/zx+188efnfPHr0nGePH/Ff//yTqwPPqTraR8HhIbZ894gLfS85dekJaz5/SO3xATZ+OsjHF+7TvG47/hJ/3LzdkakTcPbxQhQXR+vO0/jFqXlz2hSmzJ6HnZcPzv4SXCK0GNafoGDzUZKzjIhlUQQolYRpzWiKmqjfeoKy1na0WWJSMkIRxbojjvTFXbiIJf72ZJVlYKtLJ8EcjlQnwVHgyEKPBaj1kSSbo5GlhjLPdTqy5Gi05gTSrImo0qQExwh5bfyrOPo7kpKfgsqsZOKsCcxeMhNpciQxiZHMcpqOf7Q7HiGLcA2ww9F7DoERrqgywihsSENfokSTHcGohi0F1G6y0rTNSseOPFreLSC/2YCpxoCxOov81gJSClMISYxEqAonUC1GaYnHVJdJdkMWhkodpjoj6WUZWBtsGCr1FHUWUrOmnIquApauLqdhVTWlTcUsW9fCJ58d59sfz/D+oeVUr8yhsCOfnEYLOQ0mNPlJZNdnU7+2glW72lmzp4Ps2kwSLWqMZenY6jLRl+lQ5yRiqcvG1phNdoMeXYkWaYYG35gIIlJURKUmINfrCJDL8ImKIixRQbgmHmGclMQCA54xUTiJIrAPCsVHJsU7VoazOAo/mRSXEBEeEgm6EgP1Gytp39FA2Yp8KlYWUrGsgPKuXErazdSuyqN1TSVNy5ZS2VBDRW0ZVdVFrF3fzpr1rVQ1l5BiS0VlSkKepSE2U4M0S0NsZiISnQJRqgyhRoowKRq5TU1mtY6SjgLSijMI18pwl4pxjZXgFBmGfWgw8wODmCUIYJqnP9Pc/ZjjHYRrmJQFfiKmLPFlgr0XnuEKqrrW0rntBO3HL7P0dC9NR29ScfweHV884G93nnGx/zlX7z/jt7tPuH7/OTeG/+LUz4N0//yAUz8PcP7qA3649oAfbz/l0C9PWPX5E7KODtP06RAjz//Jy5d/8udf/+DlH3/x+OkLhp/+22TuDz3hVu9Dbvc+ZGTkKfcHn/Db7RF+6xnh1C+D5B+9R9zePhT7/z/s60Oxvx/lvn5Ue/tR7e1Dtbef7CN9bPhyiI1fDrLzs1scO3+Tb68Mc/6XYXacG6Th6D0au8+zufsb2jev4/BHxymvK0NqqyVt301S9vdjPHif6qM32Xf+Pp/+1Mfh3df5pgAAIABJREFUb26z+vQVOo7fpvPkbZbu/5n1Z26z7cwt9py9w8Evetlz9g6Hv+nho8uP2P7lPdZ8eo89Pz3k86tD9D98ypPnz3nx8nf+8a9/8fLPf/Dw6UsGHr9g4MnvDD97ye2R3zl79SHHfx7hl9tPuHz3ATeHnnLl3gO+uf6QW4N/52+/XKZj9QoyzAbMtmwyrDkIZVLcIhWkLt1AcEomUxcsYKF3ANKsAjzFcmS2Vpo/7cO0/jCqTCP+MhWSdAPi9DSiLPnkL9uC0phOZGIUcboIYhL8iVH64yd2xiPEmfT8ZGK1QpKzY3ALWsyshTOQxPmj1InxCnZg/pLZTH1nMuPfGo+rryPiuAAW+cxHoYvFVeiMl8QDO58FOIc44RbkQkisLzJtOOGqEBz97ZGnS1ClhxGt8GOR+zRchfMIlrqjzhCRbJKg0AkZ1bitmKr1ZspWplO9Wk/dumwaNxZR2pWDoTqV9HLtv4vZoERXZMBcm0NOQw4VqwqoXJNP5Zp88trMGCoNWGpzSLSmkFKQRnZdNkvX1LL6vWXUtpdRUJlNQUU2jctr6djUwLId9dStz6dshZWcRjPmWhNKSzzJBVrMdUaK2nOpXFlC08Zalm1vxVSRQUZhMjm1JrSFWnQlOgrbishpMJPbZEVXpCdIGUW8JZUghZQ4vYEAWQziRBXhSSoitUpUliRsbUVEpmtwEofhHhWBKEmDvTAMe6EIUWI8rqFiHAKCiDMmU9KZT+myfCz1BvLbslm6tpSqFbnUrs6jbo2NutUW6lbmU7+iiqauRjZvWsee3Zs5tH8TJ06+z9LOSjQWLXFZWiQ6FTJzEnJLAvLsBEQ6OZ5xEtylElyixHhLJcQY1Khs8cTnJxKUJGNJRAjzg/2Z7e/LPGEA9sEhvCMI4C0PP6a4+TLDO4ip7n5MdfNn3BIfxjl4M8MrmCBZAiWta9hw4GPeO3yW5bs+YtWpn/j0xiOO/zrIV5eHuNH3nMGR33n4+BlDT5/T++gP+kd+Z3DkBUMjL7g38JQfbz1ky2eDtH3Qy6c3n/H3v/7gxYsX/P7yL54+e8Gjp8958Ox3Hj57Sf/QU67eHuJKzzD3Bx9zp/8JF64M8OO1AT76qZ/2MyMk7OtDub///4dqfz/q/QPE7x8g4T8k7e8n/fAQpsP91B29TePhq7Sc7qXh5D2Kjw2S191Dye7zNGw6S9fmzRw+fYzymgrUhS0YDvSQe3SIlWeGOHK+lwu/DXPp6gAXrg1w+odedpy7S9OxO+i3/UzD0eucv/6MWwO/8/1v9/n2Ui83ex8y8PAPbg8+51r/U3ofvqBn6AlX7gxyp/8xI4+e8uzFSx4/fcbQo6fcf/Scvse/c2vwEb9du8eFC7/w9Xdfc+mHX7h27R43eh9w/c4Qt+4M0zf0mL9d+JauZa0YMlKJlAYRIAnAT5GEZeU+UhrfIzStAHtvX6YtdsI1SoufIgunuCxsG/aRUlKBVJuIr1yFzFZBfPFSEksbye1YQ4Bairm8lhB5DMJYd1y97XjHfirCaF/UmXF4hy0iSOaKe8hCohODiUzwQyTzwS/MHe9QT6ISowhTheEsdGah93xen/4qc51ms9hrMbMXz2bM+DFMmjOJuc6zcQqwxz14CYsFc4lKCiE5J44Uiwy1VoSj1xxCpT6kmKOxlKrRGMMIU3oyaumWAqo2WLC1aCls0ZPXmEZ+o56adXm0vldJUVcO6WWpKLLUJFqTSS5MJalAQ16bGVuLkczqFGzNRgo7crA1ZaMvzyIhJwWVKQGtLRVDQQYr17fx4dmjFNXmUd5WTla1GX1FBullGqpW2cisSkdbqENXnIHKkoixNou0yjQyaw2UryyhYW0lBY05WGvMqE0KTLVGVNkqjFVm0oozyGuxkttsI63YhNqkx14gRCiXo7HpUJlSCdMoMVbmYKjSo7JpCUmWI0yMJqlIT1iqmvl+QcwX+iNKisFfGk6wQkFYkhRrcyalK7KxtWRQ1GmipN1MzSobxe16KpabqF1ro3S5keJ2C2Xtpazauopd+7ewY+tK3t+2grXrm8mvyUdq1BGelkxEmoagpGjUuclYWqykVqURkBSOY4QIt+holoSH4iEPIzhFjq8qCm9FFM5REhaJgrAPFjJXGMAMHx/e8vJjooc/Y118eNNVwBSvQCZ5BDDGwZtRdt6MsXNjpruQ1Owi1m/bw5odeylf8x7vH/uEk99e45dbD7nT/5z+oWc8evySJy/+4vGzlzz74+/8/e//4veX/+Dh0z8YfPCM72895utrD+h9+JJnz57y4MFDHj95xpNnLxh59IT7Iw8ZevCMwZEXXO15wE83Brh2e4Cr9x7y+fe3uHTrMXu/uoflUD/KA0OouwdRHhhEcWAQVfcg6v8Q3z1EYvcQmu4hNN2DaA4MEd/9kPgDD0nffQ/d7jvEd/cT192P8uAQaXtvk7PzG8rWnmPllu0cOn6UorJSEos7MHbfx9DdT82RW2w528O2c72s/+gu7352lx3n+9h+7j5tp/rJfP8a2z+8yZdf/cyVGz303B+kf+QJDx7/xcDQcx48esGLl3/y+PELrvQMc+FGHzcGRhh+8ITnL/7k5Z9/8ujpYwaGhrhy7RoXf7vM377+gnOnj/K3c2f59ouzfPrRaX745TKX7oxw+fYIl67fY8P2LSSmqIiMEuMd4IVUGklcahaKkmXElXQRn1PPjPlOzHdzx12hJ6tlN3kbj2NqXYahyEJ0QjTuQUJ8lSnEZZcgNWShzc8kPDkChU6Fvasd8x2ns8hpJks85+Mb5UqI0g9VRiQ6m5wwlS8uAfbMWjyN8W+NY6b9VJwDl5CQrSDOGIWhNIMQWSCvTXiVMa+PZsxrYxg9ZjSjXhnFqNGjGD12DG+8NZbXJryGvcd8guUCpDoxMm0oyqQQgiI80JpU5FbqKG/NQBTnhq9kMaOKO/VUrjRTvSqHiuXZ1K7OpWallerVOTRsLKZz+1Lq1lRgW2rCWm9GY40nNj2a1JIUtIVJGCv16Kt06Ct1WOqyyCjPIL85n4xSA/oyA8byTApqbew+vJVTXxykdX0dRc15pBfrMJalkddoIqs6i6R8LSpLPNHpMvSVmRiqjWTVmUkvT0NflkppZyF7P95FUn48mdWpGGsy0JVqkWbKSStNx1htRGFSo7KoidDJ8FeIKO0qIqvGSLwlDZUlmZgMJTH6BMK1SpIK0qlcXYkmT4e90IeYdA0KiwahSkpqvoVorYJ4i5qlm4rIbtKTWZtG5Yp8yjpN1K8uompFDhllKsq6TFQst1DSlUNhRyGFDQW0Ll/K2vWt1LeUobVlEJikwEsuxVMaw2JxMK4xIiKNcuQ2JaHpUhwkIhYEBzEnwJ9Zfv5M9/Fhmp8PM/z9meYbwEx/IXaiUBzCJdiJQpnpL2SSl4ApPn5M9vZlkocPb3n6MdnNl1cXuTFmkTuvL3Bmsp0bobEa8mtbqOxaS/vaLazdvo+Pv7rAveGn3O17QN/QE56++DsPHj/l0fNnDD96ysDQEwaGn/Hg0e9cuzPM1dtD3O59yN2+x9y9O8TjJy/46+//ZOTRU+71P+LewAOGHz/l4e9/cGvoMbf7H3H93mOu9Iww+PgPPvl1hMoTA6R396HqHsBwpJ+cg33oDgwQf3AA5aFBErqHSe4eQntwkKTuYRIPPUB7eIjsg73k7r9M+eErNH94j/oP7lJ27AbF+38hf8/32NadZvX299h/+AA5JQWoSlejO9KH8lA/RQdvs+zUADWH71F98h6Vx+9SdLCH4gN3WHZmgNpd31DSvI2Csi7K69ZS27CeZcvf57OvfuR6Tz937w8zMDjI3d4RrvWMcHvgEb3Dj7k/+IS+gWG++9t5Thzu5kR3N7vf287RE0fYted9jhw+wKlTJ9mzfz+Hj+7j8NFuPvniK3qHhrly4w6ZlmyCw4KRKmJIyzRhs+VTWFbDuR9+o7CljcyCUoLEEqIUCegr2pjtKybCmEeiNQeNMZ5wZTDSJAkR8WIW+zgxz3E2YXEeqNPEBIY74+jxDjPnjWOR10wSMqOpaLMSnxWLOD6IopZsalcXEaUJw1HgioOvC77R3rgELyJE6YNQ7oFnmDN2HguYOu8tpi+chr3bAha42CGSirFzsmfMa2MYM3YMo8eOZoHrbOa7z0CsEBCjCSI42o0FzjNw8rUjNklIZqEcv8iFvOM4jlG2Bi1L19to3ZpPy9Z8Kldl0rIlnxW7K1mxs4rWd0tp2lhC9YpcSttysFRmkl6YRnpRGpXN5eSUZROfrSa1OJW0kjTSy9Kx1GeTUWkgvVKPriydlFwdxuJMGtZUUdaai6VST2VnMQWNORjL0jHVGDHXmUgv05GUryG9NANDhZFEWxK64jRSCrWkl+mxNeVhbcjG1mgkozyZonYrOQ1Z6Iq1FLWXoC3MIK1US9PmWmrWl1K3qZCyFXlkVmSTXmJEECNGaUwhWBWDMisJeZacovYCsqqzKGzPJUwrxy1Sgq44FVWmhphENWmFycRlxaO2ailsNdG0OZ/yrlwKmzMpaDZS2GKkvMtMQZuezGodugId5nIT5hIjaTY9kmQFjpEi7EJDWCQW4RgezmKxGOcoEb7qCATqcBwjQ1goCmBJRCgLRUHMCwpkqsCX8R4+TPDwZby7gMneAmYEBDJDGMiMACHvCIXM8PfnLYGAqR4+vO0uYKZ3AG97Chjr5MUYezdeW+DOJHsfZi7xIyIhA2t1A+2bNtO1eRPdpz7iwi/XuXZ7gN6hx/T0P+De4CNu3X/IpZsDXLo5wNWeES5evc+vl+9x8Wofl28O0j/4jCfP/uL3P/7J8INn3L73iLt9Dxl5+oIXf/+LF3/9xeDDp9zpfcCdwSf0PXjG5RvDHP/bEBXHB1Edeoj12ABlRwcoOthLzvEhUg8NouseJvnQCCmHR9AdHsF28A5te75h/wc/sfPIGU6c/ZoPz33PwdOfs+vYOdbsOU3Hvk8pXbuHde/vZPve9zAUWNHVbqboVC8FR/t592w/h7++x6Fvezh//QGfX3nA6Z8G2HT6Eo1bP8JWvYycknbyK1eTV7YCc2EHhtxWssvaaVi2nW0HPub0V9/z7eVrfPnjRY5+9CWb3j/K0o5NdK3ewI4d21m7ej0llS0U1XVS3rmZosY1rNm6l9VbdtK6cgvv7+lmx/b32L17P6dPn+TL81+wbuN6Mk16UtI0pGcZcBV4YMjOwmSzEBobRlJGMjq9FgdXd2YtcUGsDkOhVyJNiiYgzB0nwTwkCgGhUW4Eh3nh6mlHVJwXEpkTUUoPAiUOOPu9g2vobHJrdVgqkkgwR5NsiyenNpO0okQSLVI8g53IKsvEVGsgLjOCOJ0EH4kLU+aNZ8z4Vxk7eSzT7N4mMNqPmNQIxAnBpFgT8Qr1wNHfhRlLprHAdSaeIQtJ0EeSmZ9ImMKHCHUgCQYpIrkX+gIFSdkSBBEOjKpbm8vS9TZqVufQurmc4rZMchtSKenMYMvxJt491sCyXSU0v1tA86Ziyjut5DWYSM7RsHLDcvYf20thUz664lTMtWZylmaTUa7HWGkiwaoho8SA2pxMnF6FviwNS00WKbmJlLTmkWRVYa3NwlJnpKgjD3O9kbyWHCz1JtLLMogzqpBlqlCaEolKlxOWHE1qQRrWWhOmijRyG4zkNhvJrE4jq8ZERmkWAmkw6WXpVK3LZfWhOspW5GGsyiK9LANnUQARKWq8IkTEpscTniIlOi2eRGsqqUXpSDOT8FdHkdtsQV9sICEtDblWQZhKQZAiirjMCFbsKqN+bREl7SZathSwdGM2SzeaaN9RQE5jGmmlOpSWBCJ0coSqaFwixDhKwrELDmV+YDDzhEHMDwxhUagIgSoa3/gIvOLC8JCF4SGTsCQ8hIWiEGYHB/O2n5DJ3gFM8PDjTXdvpvj4M8XHn4me3rzt68uMgACm+fszQxDANE8/3vbwZaqbDxPdfRnn5MXYhe68MdeF12a7Mc7eg7m+wSjMFsra2+nY8C7b9hzmk68ucKlngF9vDfLD1T5+vNbHD1d7+eXmAJfvPuTi9X4uX+/n0rU+bvQ8oG/4Gb2DT+gdfMr1niF+uzXEpZsDXOkZZPjZnww/fsHwoxeMPH7Jz5d7+PXafb78bYTOMwNYDg+hPzRI80d3WflpP6s+HyLv8D3S9g+iOzhCytEHGI4OUnnwGk0bjtF94CTnPj/PiRPHOXXyBAe6D/Pu9vfZtH03azZuZdm6rZTUtbF99x52H9qPodBGaed7nLz8jNOXRvj21lO+uNjHpz/f59Ofejn02U9sO/YJ7Rv3kF3WhbG4FUNeMzklyzGXdJGa10x8bhPpxe1Yy7tIsVSSXtNG2cqN5DYtJ7OsjZTcJtTmKkpbVtC1fjPta7eRWtqJpqgTRW4HiYXtFLZsoLJ9E9Wt6zj2wRne27mHjZu30raslZXrO2jpqEccEchCx3lMnTmVKbMmMdN+GlPfmYyD5yJCI4QoVFE4uS7kjfFvsMRzDvFpoSSmSYhW+OPqMxvfEAd8gxfj6WeHONoLuUZItNoNeZIAQeh8/MIWkpAlprQlkwiNFwp9CEnmWOINUYTE+RCm8sRSmoAyIxLPCGccAhYwx2UG7zhMZ9y0N3nl1VcYNWYUk2ZOIlgqRJefiDQjnKLmHJRGKXO957NEuAitWYZE4UNUgpAYTSBiuRcpFjlyvYRghSdyg4hwjRfOgXMZVb/Ohm2pjvzmdOrWZ7N8ZwXruuvpeK+M+vU5LHu/mG2nGtl8ooZNx2pZtrOEmrU5JOapUBgUGIoyyGnMxlxrIqsmi9KuEg6eOcCnX37A0dP72fr+OjILDGgLU9FXainusFHUmoupIoNgpR9KYyzWBiuGikzymwtILUole2kWlnoLaksSYk0sMWlq/OVhBMSFo85KIbMwg5Xb2thzaiPZtXpU2XFo8uOpWlOBmySQqDQZ1iYDNeuLyGnKxFRjIKUwCc9IMeIEBa7iUKQZGiTJcYgT5cRmxOMVIUZbqsPUkI08M570/HQ06VoiFdGERMsIkccgUceS36SncoWN8k4LnTuqqFmdQ8XyTDrfL6F5WzGZdZlEWRIIzlDhoYhhjn8AM738mSUIZI5fELP9gnjHJ4DZ/v44RobgFReOd1wMLlHhLAkTMUPgy2QPTyZ4ejLZ25dxbj6Mc/XlTVcfxrv7McVLyERPARM8PRnv4c54T0/e9vJluqc/0738meou4E03TyZ5CJjs5M2kxV68tsCN0fNdGD3fhTfsPZjjE0yUNo2q9jbW7NzJ4c+/5fNfe/js5/v8fLWfa7f7udkzRN/QM273Pqan/xnXbg9z7fYwN/tGuHZvmN9uDXLxxhA/Xe/nx2t9/O3Xu1y43McP1/u51DPMtb5HfPprHye+vsnH396h+/thSo/1UnP6DtdHXnJv5Cl3Rp5x9LsBNp3rp/3MIFnHh6g6douuZdtYXVrG0V37+PDMGbqPHGH/vgO8v2M369ZvpWvVRlpXrKZz9XpaW7s40H2A7Xt3o7OZWb3tCF/9eo8NBz6haesJuvZ+Rv2mU+Q27yQ1v5PcmjVYK1aSnNuKytpIRl4TabntSE2NxGSWkVpUT2VTF1s2bGXFsvWoLeXEmuuJMdYTZawj2lhPjLmeuOxyUmylpNqqUeU0kF7Wjqm2g6LOtdSu2oouu5REXQZNHS3klReRka1HnRZLmFSA3ZJpuHgtxG7xbF6f8DoLHOczddYUXHwciZQFESzyws93CSKxgCkzpzLXcTqylCAS0kORqQSERbrhG7iYoDBXvAPtCZd5IU8MJErpRaDEAWGYE7MXTyY+M4Ky1my8wxcRqfHHL8KBqHh/ZMli1Gkh6HOiCZX6MmXOZMZNf5Mxk0czetxops+bwdyFc3l1/Ks4eC9mrvNs5OmxLA60Q6IRocmOZ573POJNMpKM0cQmBRIU7Ya3aBHy5BCySpNIypNibdQTqxdjL5jBTIcpjFqzu4K1eytZvbeMVftKWba7iI738nn3eCPbT7ex5XgTW040cuDzTnZ/2sK+z1p592QNzdsK6dheQWGrBX1ZBvoKA5a6bLRFOlZs62Tju1189dUZvvjiI2xlWZS1F2GrN7N8eydJFjXpefH4RzvhJXEgIVOFOjMeXYGeWL2KuKx4UgpT/x00m1OJ0inwjg7FTxpDeJKKzHIT8dnx5Cw1oStOw9ZsITFPjbnOhLkmneI2CxmlampW5dO4Lp+qVRasjRmY6kzoStLwjg0lOi0eUUIsYRoFwaoYPMJDUWbFY6vLQWlQkV2ZTWp2KiHSSMRyBVEJasJVMqSpcSRZklBlKiluyUNfpCXFmkhqgZqi5RmUrzWjK0/FPz6GJf+xmnkBobzl7ssUNx9mCgKwCwplnjCEt718mCnwZ5ZfIDMDAvCWheMtj2KChw9T3H2Z7CZgkosPE1wEjHUW8IazN6+7eDLJ04sZvr5M8/Jhirs3U928edvDl7c9/JnmHsAUN1/e8vBjmmcAb7v7MdHRm9ftPRg9353Rczx4ZYEnby52x1USQaLZTGXnMrYe+ZDPLt3n26vD/Hp9mOs9D7jf/4TegcfcujfC3f7H3OgZ5HrPANd7hrh6a4jLN4f54Wr/f4yon28u3ufshR7O/3yfq/cf81v/M87+ep+zP9ziyu1B/nb9AT/eecjww6f0DT7k6s1BLl0fZOjJn3xz6xFNp25Q27aREmM6JRnJbOzsYs+ufWzavI1NGzazatlqOtuX09baSUtbF+0btrC/I5tPD7Sxfc8OdLkmilo2YFn6LtE5nYhNrYQZG5AYliLNaCHR2ITW2oo2rwuNtQN1dhOa3AakpgrUudUs7VhF97597N76PlvWb+Dg/j20L1tFkrWOhLwWYkx1SAxVCFNzCc7IQZmlR6mNJybdgjzLSsXKZTRvWomp2IqPyJegiABkumiClf4kGKUkZkYTrRISFu3LYpd5TJjyJq+Ne5XxU8czadpkZi2YyXy76Xj6LCEg0JWIGCGO7na4ejsQIRegM0YSIXVHnRRKSJgLoZHu+IUuxt1vDjEqP3yCFuIttMddYMfshVMobbBiyNOw0GsmTn5zcfGfjyw5GK0llhiNP5EqXzyDljBl5gTGTxnPlLmTmTx1EuoMGZmFWsKVIXgFuSMQeSGM9sMt0Al7z3nEJIUTnSTGPdiZwBhftNkKgmI9kKdKqG7Ppbwti+yaBNIKYvGULCJM7YfGFMWoNXvKWbWrmBU7i1mxq4yVu8tZtrOUVXvLWH+4mpX7SlnbXcHa7ipW7i1l58dN7PiogS0nlrJybwkdO0qpXJ6PtdGEsdpAWlkGlSsqyK42o7Wms3RVE20bW+jY0krj2jpaNjSQkZ9MfGYELsFz8Yt0Q5oSQWpuEil5GhJs8USlSUmwJhGrVyPWyBAlShElyohJS8Q3VozKkoK+0kBRlwVRUiRClYjQhCjEGhm6wgQa15dS0p5F04ZC2jcX07atiIbNuZSvspDXYiU6XU54spIQtQy3sBDcw0IIjItBrJYSl6ZGppOSUZhKdqUZYYwEYXQsoTI5fhFiAqLDkKaqEasiScjSIFaHE50kJypFiq0lk6YduSzbV4qpQU94hgpveQRukRHM9Q/izSWeTHLxYabPvw1njl8gs/0CmRMQxGx/H4LVYQTHhzNd4M1b7r685SbgLXcBU9wFvCXwZ3pAANOFvszwEzDb34+5AUKmefgw2cWTiS6eTHIWMMlRwCRnH6a6+TLdS8hUd18mu/gw0cmHNxZ68socN0bNc2f0fBemu/uxJDAY/9hYVKZsqldtYO+Z85z+22+cv9jLzzcfcenOA364co+Lt4b4+UY/v9y6z289w1y8PcSFK33/+Tp3n/O/3uerS318cuEOX/50j59vDnD93jAXbw/z+S93+fHGED0DTxgaecqNnkEuXO3nywu3+O7Xu1y8McBPN4dZvvUIGUoV6VEikqIiKLbksGbVRpqaO6irb6S8rIaykkrqaxvpbFrO8vZVnC6T8fnmUra9v4VUmwm5oRJ17mqizG1EZjWhtLaRlNuKubSF+tZ1lC9dS2peG3GmOpT6YqTJBqoamti2ZQslVisfHtzPtg0b2LZjCzt2b6W4upiyhlayy5ciTcshSKVjiUiMvyyKxHQ5ioRg5GkqYrRKkm0pJJgUJJuUaC1KTKVatHlq9KXJ2Kr1pJikCMOdEEd7ESj2xMHFjglvT+LNqeOwc5mLn9gNcbgPAUGuBIa4o9HGEij2ZInbHMJiPZCqBQSFLcHbbx5ObjNY6DIF/9BFRCl88Rc54OE/D3unt1jkPIN5DtNIyYpDoZVg7/EOs5ZMxiVgAQqtmMBoVzxFixFIXJg4eywO3vZojHISjTGI5EICorzxCXOlrNlGdoUOU2kKbkFOTJw1gTfefp0pMycxe+Es3pg0ltenvs5sp+l4i12RJkeRX2sioyCOjMJoFPpA5ntMY4HHLFxDFjBq44Fq1u+rZtWuCpa9X86y98vo2FFC+45Clu8uZvnuErp2FtO40UrLVhsbj1ay/YNalu8uYPfZNtYcqKB9RylLNxeT327BUm/G2mhDU5hKeJoCXakJa30ubRtaqFlRQW5dFoaiRBKyIvCNXIJHsBP+Ed4oDbGYazIo7soltTgFuVGNT6wYP5mEQFUkkalKonRK/GUSgtUxKM0JVK0uIiZdRXS6itCEWIKUscSmSjFX6Clpz6J2rZmWDTYaN+bRur2Eld21VK8vxFxnIDZDRZAiFodAP7wixAQqYglPUKLJSkOqlaOxJLB0TTkqowq/SDFhyjgE4WH4R0oQK2MJiBERqZEhjAkjMCaCgJgIotJlZNZq6NhXQPN7+eQ0m1BlxxOpU+AZG8ksPyGTXLwZv8SLOf6BOIjDWBQqYpEoBEmKDI1JiiDCBS+piGmePkzz9GG6ly9vefow2ceb2SGB2EeEskAkZG6gH9O8vXiHN2ZaAAAgAElEQVTLy4u3Pb2Z6ubDFBcB4x28GOvgwVgH9383GzdfJrp4MtnVh4mOPrxq586o2S68MsuJN+a7MWGRB9M8BbhKIhDK5CgMBgwlldSv3saBsz/y+W/9nLt4n3O/9vLJj3f4+MfbfPJjD2d/6uXD73o4/d1dPvy+lw++7+WjH3r54Lsezv3Yxw83hrh4a5BrPU/47Jc+ur+5y3dX++kbeEjP/Qf8eH2Qb36+xbe/3OH7i718c+E6NqOZcB83Qr2d8Xd3IdTTh1xbMUXFFeTlFlJeWk1DfQtNTe20d3SyrL2K79sjuHiygfVb16Mx69EWNBNnbiU0KQ9xYg76wiY0pgL01iyyrSbKKuuwlC1FabIhTdbiJvBmVVcLu9avJMTbnU2rl5NlNlHd1ERZ41KC4yLQmbXEJEQjUUUTnihDrpOSmiklSSsmWR9BkllKmi2RVKsCbY6UtFwVhoJ49AUKUvIUpBYkoM1RoEgVERThioPrLOYunM6EKWN5c/J4psyYTJgsiGSjnDRjNAkpYURJA1BrIlEmiYmJ9yEhPQh5gi+RMi98AxfgE2CHs9cMhGFLkEg9CYvx+Pf4ZDcee8cZuPstIk4rQaL0w97jHeY4TcXeczoBEW4scJ3JFLsJ2AkWEKoMRpkpQ2ORIYhwJsmkwDPYhXB1CMq0CBwDZyOIWMJb86cwZsKrjJ32JqNeHcWoV0YxeuxrTHpnEnOcpxMs9ScgQkBpk42cKi36IhmSBA/svWbx6vjRjJv+BqMKWxMp60ilbUsRK3ZV0bAhn4YN+TRuyKfl3RJa3y2i5d1Clu8sY013BTs+rmHbh+W0bDXTstXMex+00r6jmPrNeVSty6O4M5fSrmL05Qai0xSkFOgxllvQFxnIrTeTXpyIsTSRlOxoRAofpi2cgq9EgDg+FJVZRskyG7ZmM3HGRLwixcRbdJhqsom3aBFEi/COlOAiDsEnRoS2wEBUmpLMSgPGKgu+0iBC4iSkWJOpX1fIqr3lrNlbwdJ1xRgqtBR1WejYW0Lt5hyyl2YRqVXjFByAV4QYv9hI/GLFxCTLiUyUEhonQZsvp2VzFck5GqKTZXiEhhIUG0uoPJbQuCgiEqUIY8X4hociiBDhGRlEZFoMaWUJZFTJadicj3VpBjK9DGF8JE6RoSwMDWGWbyCzA4QsCAnGLvTfGyhxgohQ2RKE0Q6EqsOY4+/LPKGQuUIhswOETPH+d04z3d8P+7BgHCRBzAv0Y7rAi6kenkzz9GWqm4CJjj5MdPZmrIM7bzq4M8XNl4nO7ox3cmeikzfjlngx2s6dUbOcGfOOG2NmefDqAk8W+ATjFxWDSpuCUpNMiDSO2NQMtn/wDR9fGuH4hV5OXLhP9/k77Dl3g11nbvD+J9fZeeYqez69yf4vbtP9xR0OfnabI5/d4ZPv7/H15WE+++k+3V/dZMXHNzn14z3uDjzh+s17XL/dz+3+p/x2e5jvL/Vx8oOvkQYF4+awAI8gd0KiQpk7eSoqRQL5BaVUVtTQ3NzBqhXr2PXeHtZ0rSAlTMCVOj+uH6tn+ZqVKDOSSMwrIjA1C6/oOJYEBKPU6QmMjMIjxAcHVzsyLHqMBVaCooIIj4tisbczDa31FBTkMM/+HXIKskizJpNZbECmj0OZLSfVFoehWIOuUIOuKIXMkmQs+XHI4v0IiHUn3iJDm5uMNjcJrVVFYmYMyRYp2hw5uoJ4UnLVZOQnEK70w97pHSZOGcuYV8cwacoknH0WEakIxd3PiUhFELFKTwLFDkgVgbh42BEh9yHVJEahFRAW64JQtBj/4EVIoj2JkgsQRbsRFSdAHO1OaJQH79i9iZPnPNz9F+IjciA5S0q40g8Hn5lIlH7McXybt+dNYvzsccQZFeQ2WPGMcmWGw9tMmD6OcFUovhI37L3fYa7r20yc9SaT5kxg9JtjGDPuVV6f/AavjX+d0WPH8Mprr/C23RRcguyJTg4lMjGE5OxYkixRyNODWCiYzuvTX2PS9EmMfnU0o+o3G6hap6dqjZGGzTaKu9JoejeXpWsLKKy10rC6gGU7SqjfmEfNRgvrjlWx5aMaDnzeRPdnTez+sIXObaW0by9lw+E6dn7cwao91TStLyOtKJlEaxLaAgNKk5qUfAXqrDDUhjB8Jc4s8Z6Hs+8CnIWLidVFYqnNJLfFTPbSLLQF6USnqwhUiYlLVyBPi8c/SoyDrz9OIaFEpiqRG+NJsGpRZCmp6ions1CHSClBY0mkrMNK3do86tfmUdhkQxIfg1SnpHlHEetPllH3bjbWBivSjHh8YkS4hAbhKgrBMzKE8BQZkiQ57uFBGCsN1K4uQJuThEtIIF6RYfhES/CNCSNMHYV7iBD/KDEB0SK8xEFEaRREamKJ0Uop78ylYrkRlVFOjC6OqLR4PGRBLAkXM18UxqxgMdMCgpgbEoB/jA/J2REIIpYQkxSBX2wYiwKFeEpj8FHE4CAJ5h1fb6Z7+zDL3we7UAGLJQEslghZEOrH7AABU9w8Ge/oxSQXbya5ePGmgwdjF3syxVXAVHc/xjt5McHZi7c8fJng6M3oeW688o4Tr892ZaK9FzPdvYnTJFJWWorZbCG/oBBDQQWbP/iWnV/30P19H/u+6+O9L++y6ZMbbPjoBmtPXWbNsZ9Zc+oSK09fYe2pa6w/fZUtH15j+yfX2fP5Vb66ep+bQy+4dneYq7f6udEzwM27g/xyrZdvLvXy7ZU+zn75HSECb4I93ElKVGIrsOLh7opGo6GyoobOZavYtms/+3btY111JW2WDFplAdxo8+DS8VpWrFuNxqBHlqbBPTKEhX4Cxs2fw3x3R3xFAbj4eTDX0Y5wRQxR6hic/Z1x9XdFopBgLDCgzpCi0EWQmqNAZ1Ohs6rRZitJscSRmhNHqlWBLk9Nep6aVFMUiiQh4TJPRDHuxKeGYciJJy1LjVIbiSZLTmqOiiSTnBSrmtRcJcnGGBzd5zF2/Ku8Me41Jr81kSnTJuHqY4+rlz0z500mWunLgsUzGD/pdTz85iEIXIwkxh1Foi/BYQ64eM3EN9iBIIkn0vhA4jRBuPnOwi9kIX6hi/EXOTLPcSIxKcFYa9Ix5KuoaMlCnx9LmMoVkdyD+U4zmTZ/CuOnvYm92wKSLUok6kACIgUsdrdnifdCFjjPZdxbb/LGlDcY89oYJk6eyKtvvs4rY8fwxpSxTLOfwYRpE5n8zmTsPGbjHLSY+OxYWt4tx1KnJSVXhrEkkZTsWILk7sx1ns64yW8watX+PJq35FDYmkrTpjxW7ytn68laVu4qIS1XwZqddazbW03rlhK6dlWwcn8Vaw9WsP1kNbs+qmXN3hJWvFfGjtPN7DrTyLbTNew41cyOk21sOtJGXouZxNxEUvITSSuUoy+QIU3xxz1wAU6C+Qgj3fAMdUAQ7Y7SLCOtVEtKfhqSZBkJOanEZycRHh9LeLyMMGUs3mFh2Pv5Ep4iJzpNQXiKAqE8HI1Fw+r3muncshRzhRGxWkJafhrtWytRGuKQqKSEJ8jIrDbQsNXG6qPFVG/MwrI0ndQSLZIUKW4iEY5BQkLjY/CXRbAowJ9IrRRdvgZlehwRKVIkKVL85GJECVIiEuQs8fUkOC6UsHgJXqJQ/CLDcQn0I0QWSViChPxGEym2BOL0MpJtOlQ2FT6qUFwixSwICmBBsD++SjEpViWxqQF4hTkSEO2HICoEOz9f5gT4Yy8OwF0mwjU2hCXhQhZLArAX+7JI4o9jZCCOkUEsDgtkntCfaV7eTPPyZqq7FxNdPBm3xINJLgKmeQYw2UXABCcPpnl5Mz8wiBk+/oxd6MKYOW6MmePBq/M9mO4mIFSuJj45nZzsfLJzbKRk55FU3Iip7V3qtp5g+f4vWL7/K9Yfu8jmMzfIWbaGivc/pOX0fVpP3qTt5HVWfHCT7educfr721y8O8z9ocf8cPkeF6718eudYS5c6+Psr7c58d01Ltwc4pffbiCLjCHfYKLAbCU/L5+4uDiCAkMwm3JYtWYjJmseXi4uRLq5kBMbSYH/bIb3h3L5XBPNy5uQpusQKWIRBjoTKPl/eHrPJjuw8zoXGehG55xzOqf79Mk555zz6ZwjQiMOgAEGOc0gD3JOjUHGDAYTyGGUKIq0KcuXliXRokSTpmzJulL51r2fn/sBLn94f8He9exV612rtgS1UY075sCR1mPwqXDGzNjCRvwZBzqPDINPQXoqwsBcgsxUhNRUgMxMgNCgncSYj9iI+38DKMTwpjjjSykG58NEcyaMTiFGZx82rxRvVM34XJy5zYOEMg4y0yGiw27io14CQw4yswH8KQOt3dU0tlXT0llLS2ctZVWFlFcXUV1biTdiIDVipL6llNqmUqy+XkxOIXprN7GMHqOtB5OzF19MRyTlRGXqxuoVI5DW0iaswugUIdd10iWtReEU4hkwMLo1QGLCSHBQwcC8HU9KSVVbMUU1hWws3YjOocUWVTO5LU1uMc7g1iwqjwJ9QE9dVwPrSjdQVF3CytUrWbHq/azesIaCigIKq4roUXSSngoRHnaQnAkwv3+Aid0p3Fkt7owSrb8LW1yC2tFDSe1GVnxyexOnb21h94lRTlzZypXlDzl1Y55Lj3eQnXOw7+woV5/v4sLyLs4/2cWZR9s5eWcT5x9t48arD7j89AMOXprmzPJmbr3bw7U3e7mwvIvLTz/g2uf72XpqgtRihNFtUeb2RElPmAjm1PTrm2juq8Dg7adX34Tc1Ydr0E56cwb/aByJ04TYYcA/lEBuNWP0u3Elgmg8DoRmHb6ROI5MEJFNR7/VgDns4PCFbdx8fYwdxzdh8Nuxx9zsv7gJY8iKNRTCGHLhGggRnPJy+M5mLr7eyfFHm9n6ySiLxyYY2DqMIxdEH3UgtlloECuQO614s0EMHjOGsIvQZJrUwiCJ2QzmsA1TyEZqJk5kPIjcbkBuM9GjVmKN+FA4dDjiPixRO464HXvMydieLEO7cugjduROA/qImfCUh/HtUXT+PixBNc2iZoQGBQKjkTajngpFHzVqEUKPnj6fnv6AEXHARJ/PgNCjo89joM9jQuAy0GpW0qxXUiETU9wnokDYR363mEKhjPxuMQU9Yop63wOn1WigQaehQChlZW0fK2pFrKrvI69DRp1Yi8TkQuv0EsxkCY+MYswNYc7msKQHcA9NEJv/gEO3nhKYTDB+8hJHv/dP7P/2jxz89g+c+O6PXP7JH/nsF3/ki1/9lu/+4u/47Ae/5ONHr7n88huuvvo+t7/6d5z+7Ed88vgrHrx6h8lkRi9VYFGoUYn7kYu6GU7F2bttGyajBZVKS23hRnRdnaR1Wma0pfyPdzJ++f1D7D16iFAiiDXiodGkRJ+1kpvyMDjrJz0fJTcfYWghysjmBONLKVJTPuLjbtIzAYYWEuRmYqSngqSn/cTHvWRnIgwtJIiPehnZHGdkc5zsbIiB+TCpYSfusBKLS4pE3YbdL2V8Pk5uNEhmPMTIYhJ30kh6Kkhswk9y2k94wIpc041S34vRLkOpF6LQCdAYxUiUAqIZOxpbC9WNxXT3NRNIqrB5xfgjapx+ERpjO1pLB/FBK56QgR5xA73yOnokVbQJSxGrGunsq6W5qwqJuZvMXJBdR8dwxMQI1JXILC306RpZV7qKquYyPHEHk0tDBActOOI6JOY+7HErtYI6yloqaJG002sSU9lWw5oNa99XFVauYOXqlWws20iPrANLUIdA20aHrAGNqx9nQoktKkdhEyAx91DdXUJtdxlVrcVsKF7Lit3Hxzl8YZYDZ6dY/DDJ0qEhth0e4cT1rZy9u4dTt2e59HyRy8+2cvPNLm682s3Drw7z4MujPPr6KNdf7OXS8i4+ub/Ip893cuXZPk7e3MLH97Zy6fkHbDk+xuTuDCNb/Ixt8WAPCXHF+/GmNUhN7Qg19fRoGmiUVtNvF2FL2wmNx+mzGKkXy9H6g3QoVIjNJkxBN55MBM9AnNTcCI50FKFZiSsTwxn3s2nvGNdfHWbL4Un8A0HscTsHLmzBGnVi9gdQ2A0oPCa0ARvJhThHbm3jxINNnHq8xOE7c0wfTLB4ZILclhy9RgN1IgW9RiM6n4s+nQap1YHCY0cXsTJ3cJrpvYNEJ0P4h324My6CQ0HiY2kMXgeuhBeBVkqPSoPSYcESdGFwmQkMu5j7cAJ73E5wKEB03Ed0yk5syoo1okKkFdAh60Di0NBj1lKjlNFq0iN0mun1mOjzGuj16hAHjMjCVqRhM/0BI/KIDVnYRq/XQJ/HSJddS7tFS51GQYGgn/zufvK7xWzoEL2fzl4KBCLK5WLabCbK+9WsrheysqqXdS0K8rrlrO3uZ02nmAapCnM4wODSJrZ+uI+RxQWs4TjGSBpbNohU34lvbIxj3/sNe374b+z9wf/NwR//C8d++N/Z+eTfMXn+GTOn7rFw6jzbLlxgx8UrLJw8y8SeQ0weOcHWK+c5vXwTfyLA+jWrEdRVETBpOLJ9gQsH92HsEyKXqjl86CSS+mqsYgEJnYJdgRL++F0vf/rdMXYdOcxYMsyJD47TOf8lwqWnxBamyI0bGNwUY2AhRmzMQ3IqwNSOQYYW43jTJnJz75VNajJCfNSHP2chOuIhNx1hYkuO0U1pkhMBQkN2YqMuxjbFCaVMyLXtmGxSNMZerB4J80sDDE1ESA77yE5HCA44SE8GSU4GSEy4cUZUKPVCOoUNCCXNdPbV0N3fQH1bMQWlG1Dou5HpWiks20BVfSV1rcX0yVvoV9ThCvajs7Rj8fYyOOkmnLYgUXcilDYg07WjMLTj8Cto6iinvbeOTkUT7oyF6R0pWvrLaBCUUtVeSF1nGXKjkOxkkA+Oz5Kd9SG1dNAtb6WgdCPVzVWsK1hHWWUZocEQ245tQ2qRsmrtKlasWMGKFSto7+sgkPXgSeuZ2Jqlqr0EhVVEbjqEPSLFHpUTH3ViCcvJzgTIzQewBXW0CZtZkZsJMLYlzKYDOXaemiQ+Y2d4KcKWo4Mcu7mJjy5Pc/LuIuceLnL9+VZuvtrJ9Wd7uPFiD/e/+IhHXx3k/tsPufVqD1effsCnj3Zy7dlezi/v5MTtzRy4NMOe02OMbfXhTSvRuLpwxRUYvH2obAJq2ksoasyjrqeKxt4GRHoRnqyH8GiWRrUMZdBLk0pNj96EKxXBmwkSGIjhjIfeG7UhJ+GRJJ6kh8GZMDN7cgwvpXFn3eh8JmZ3jZCbThJMR+jXqJGaDfTqNBgDNtIzKcLjXnZ9PMmVV7u4+mY3l57uZt+5WSZ2jtGhkaLyW1F6bbTIVHSotIgdBkRWPd5xJ0tnhpk7PIJ7yIMhZMOXcRLI+vHGY/gyfowBNyK9Gl8uhNXvxuqx4Y16GJrO4ozYCQ04GVoM407r0AUl1PfVsbZwLTKHAn3ciCZuplopolIupdWkotOmpcumQ+jW0+czInBp6fUY3sMmbEUecSAJ2pGErIiDZsRBE0KPnlqVkiJhPwUCMQU9UvI6xOS197OhvZ9ioYR6tYpGrZoalYxqqZrCbgUb2vspEkgp6JCytlFApUiB2O4hnskwvjjF2JZNBEbHUEUN9CnaEKiETJ44z9Fv/559X/0Doze+ZeDUdfxLe4huWWJgaRM7z3zI7MEtjOxaYHjbJiaXFthyfAcLJ5dY+GgzU9NDTMeD3Dv+EV/fucr1g/tRNDbQU1nF0qYdjKWH0NeVEzeqSBq1bPO384tXaX70vevs/OgjZkaH+cPyQ5Qf/D2rd/wjnSd+im3TEon5DAOLSeJTQeJTAbLzMdJTIbIzERLjPmKjPjLTccJDPqIjAcIDbpKjAVKjQYZnEkSGg0SGfAxM+pncFMUf0WKw9KIziegS1qK19DGzmGNyPs3gVIxgxkVkwEtsOMjoXJTsqBuHX0FbTzUdwnpk6h7auutZv3EdJVX51DZWoLF0odD30NrbgFDeTWFpIfUtVagM7aSHjSQG9YzO+hmedTO24Ccz4keh76OibiN1rcV09lXS0FrJgRPbiE94cKSMGAMyagUlVHaU0KNoo0PcwPS2NHuOT5KaNKOwddAmqkXrkBId8jM4m0FtlaNxKFHaxfTpuuhStFPdWkllcxlySz/RUTcTS2kUFgESrRCNTcTgQoDpXXGmdyeY2BHFEpYiMbQjUDaRX7GW+s5K6toqWRHOWIhm7eQmQwwvxIiO2Bhc8DK44GNud4alg8PsPjHOqeubefD2CEcvT/PBiREOnZ/h4dsjPP76EE++Ocqjd4e483o/15/t497nB1n+5gj3vzzAJ3fnOXtvM0uHEgzO27GFxRi9/XTKamnorqSiqZTqzjJaxPUU1OXRqxVgCJqJjA8gdBhQhlxUiSW0KTVERnL4siEsYRdatw2p2UhwOEZkPIYtbGZ4Pk5sLExoOEJsPI474yY5ESI1ESU2FEVqVCM2GhEbjGg9FtwpP4agmdi0lx2nhjn3ZDP3vj3AgcsTHLg0z/xH43gG3RhCNnoNOloUCnotOsQ2K/4JLx/dnuTDa5MsHBslMZ8gMOrGkbKj9zuwp+wEh2KEhqJkFxI4Ey6sQRuOiAN33I3RbcEWMjC+LU5i0oojpkGo7KaioYxOWTsiiwhzykqnRU6VTEyZuJ+SfhEVUil1ahktRhVtJjVtJhUdFhXtFhX1Ghl1ajntFh2dVh1tJg31GjmVUhklfRIKBRIKBVIKut+v3zf8b+Csa+tjfWc35TIRTTo1TTo9FWIVhT1SijrkFLTJ2NgmYV1jH/mNYkq7ZSiDYTyjWcxxIx39DXTI2tAGHSQ3b2Vw3wEii3OkNo8Rn08Snw6SmfOTmvERHfMQHfESGwuRnIoRmwmRmPSzY+sYr85+zI/v3uTN+dMsJYP4lGLkXe1MjE0zkkhja6ki2N3AgNNEXCMhqJNx/sLHfPPuK3bu3s7OqSF+/dkr2rf+LSvG/oEV+/8fGo7+GUcv3+H0xRPMbJ8gPRkgNeEjPOQmMuwhNxsjOuIjPRkjNODFlbCSHA0yPJdkfDFLcjRAZCRIIOckOmhldNZPMKHG7u3H7OzD5VehNfeRHvKTHvKRGPQSznmwBnREBjzkJoJ4I1r0NjE2jwqbV0N9SwVr1q2mtbOZ0spiNhbl09VXR1VDMVKDAK1DSnVLGT3iFhJZMxZPJ8GEnM270rijYgzOHuw+Oa6QFom6jR5xDd3iWpraqpnfnmNub5KhrQH8WTNNoiraJI2EBty4EwYig3YM3j76dA30qpsorM6juqUChaUfrUeOwt5PfVcthZUF5JVvIK9iI6X15TR01dEl7aCwZgN1bZWU1hSTV7yeht4awsMOth2aYHZ3hti4A51HRH1XOavWr/w/imjFqhWs2L5nkoNHPmDfRzsYnAwyNBViz6EFdh2YZseHk+w7Nsfm3TmWDgxx6f6HzOyKMroYZXxLlFsvDrD89RHuvPqI8/e2c+v5IfadHufq473c/Gw3917v49UPTvDpoy1sO5IkPmZCaRNgj6jQOIX0adrZWLWBbmUzYlMXRY35tErqyS4kCI+naNYokPt9VItl1Iok2GNBfNkQ1ogbrduGxukgPpXAO+jGn3YxtpgmNOQjNBIkMhYmNhF5f0lGAkQG/bjiLnReO+aQF0fChSPhxBJxY45Y8A95mDuQ4eCVBab3pVk6PsrA5hDJyRjhwRi+TAiBSUGvTUG/1Yhv3M2R+5McX55h9kiS8LSf8Q+yRKaDuAdCuLIuTEEXsbEkydkQkfEgngE3hpARc8SOyWfFl7YzuBDEGBTR3FNOSVUhMk0vjV1VdCra0Ic12DNuGtUSinp7KZNIqJBJKenvo0IqoV6tpF6tok4tp1ohobivj4IeIRt7+ijpk1AqklLcJ6ZEJKakT0JBj5j1Hf2saxOR3yEmv1PMhnYx69v6KeyRUiDop0Qkpk6totVgpFqhorhHTF5bH+uaRKxp6GNFg5A1TT0UdbejCWixRdQ09VYj0nXgjunJTaVIzcZJTQQYmIowOBsnOxUkM+0nMekhPOogPGonMuYgNhUkMGRj544xPr/xKd9e+5SrH+0ioZchLCsgYJIwNepn/4GdBHQygp3VREWdjAVceGVCLNpOTl/+lDdff4+tu5eYToW5uP9Tyhf+nhWDv2HFzH/Be+k/8Zu//0f+6+9/z5/82Z9y+/5NxuaHCA95cSetRIffq5nURJTwoBdHzEx4wEN6PMTEphzxYR+etJPIiJ/BmRDpERuekAKLU4TRJkJn7kOu6yY3GmRsJkF6OMDgdJLkaJhQ1k16xI/BJkEoaaFDUEdXbxO1TRWsWbeKjUX5rFm7hvLKEqweOQJJG+V1pZTUFNAkrEakaiMU12Gwt+KLSpjeEsDk6cLkFGFy9mNy9eKLqRHKapBq2tFbxExsiuHKyMkseJjamSA6ZseZ1GAKSggOGJAY22gSVlHfU0Z9VznrC9dTWVeJUCmgQVBHZUsF7f1tNPc20SZqo6W7lTXr19DU2YjarKa+uZ4Va1extnQDTeJ6sptjTH8whC2iRePqR+eRUNNZTFVzGWXVxazNX8OaNWsoLN3Iipu3L/L40WNef/GUZ29ucePuOR49vcmDJ1e5evtjbj86x/1nH3P57n6uPTjIkbObmNwcJT7mYtfxEa482cOHn4wztSPOkYs7SE95OHphKx8czbHrWJiry4tcvL+FzftDpMZNOEIKjL4eVLY2rD45/ZpWupR1VHWVUNJchNLRz9D2CAuHxtl6ahNDu4ZpUkmoE4tQe604Uj60fhsyhwmV20FkIk5w1EVgwEVqIoJ/0ElsKkh8KkJ4NIgtasaX8WANm7BHbRiCVoJDMaLjMQJDXuxRJwqrnn6dBmfCSXjYiz1mJTsbx5204IjY8KcC2CM2YpMxNn+0gD5kJjIZYMvJLNMHE9iyZhR+PbntSaLzfqJzYWIzUbR+O56BML4hD55BD74RP6GJCIHRCPqAAUtUiwpzr/AAACAASURBVCUqxx5R0tRdRU1jGTXNpVQ2F5FXlc/62jzqJC206mU06lTUKyU0aBQU94so6hNR0tdPqUhMpUJKtVpGqVTM+u5e1nf1kt8lYn1HHwWC/v8DnwqxggKBiMJuMQVdYta1CVnf1se65n7WN/ZS2NpPcWcP9XIR7To5rSoRfVYdXQY1PXotrTIZKr8Vc8yNK2XHnzOhc/YhUDWjtPWgdfSQGPeTng2TnAiQHPORnPCQnQ2SnvWTmgkQHnMSHnMQn3STGPYzvZDh/On9fLx3GzMjUYYGvcjaSwmJK5hzt5BUbuTwhITNARUJYSNxiZDRsB+nRIzP2M/1W5d5/tU3bNq9k7mYB9/0RdbM/54VI79h9cCPOL38K/72D3/k93/8J/7pf/4v/uXf/j9+/Td/y+3Ht0gOxfDErIRybnLTaSJDQUKDLlJjfkIZK5GcnXDWRmo8RGzExcicn0BChVTVjFLbhdkmp1PQgNbSz8xShoVdI0xtGWRsMcX4liSjiwkGpiN4IkbahPWU1xeyoWg1JZUFFJbks3LVStauX027oBaprgmhtIn2vjbyy/MpqMqjV96My9+PO9RHImtgZNaP3tXNzFIKb1yFLSBCYWijpqmYqvoSmrqqcEYN9OpbiY172HIgy9TOCOFhPSpXGz2qShp7KqluKaNFWE9RbTEbNm7AGXWitKnIryhg3cZ11LbXkleaR0FtAW2yDgRqAba4gX5TD93yNlYXrqG8owpn1kRw3MzQ1gi5uRhSWxdiWwdVHSU099Sjtoup7S5GbuojOeZjxcMHy7x+9ZYXL9/w1dc/5MtvXvPg2QWuPviQG8v7efbleb7+yR3efneR20/28vSL45y+PMPsrhiT20LsODzA5g+TZKddLO7JMbMzyfzuOB8cGWDP8TgHz2Y5dmGavSeyLO4Os7Qvw/RWP2MLHnITdjITeqwhMbUdFdS0VlFYk09pSynRaR8fnJ3n0vND7D67SHpTGueAj+B4BGPUjnsgjNpvIzWbZWhritiUH2PIiDvjxjfgxj/oxZ6wYghaMAatKJwaFA4NtpiTQC6EOWwnOholkPYhN+iR6QxYvDaMPj2OiA1f0oM7ZiOQ8ZAcS+JPBTB6tIwsZvAk7DiiZvadmWBu/xAytxKZW482YmJwZ5b9V7cysDOKbcBMdDaGKWmn29yPPmbFMxzAnLRjSbgwRnXovEJMgX7aRPXoHUrqO6rYWLGe1YVrWVm0jsL2Gpo0YiReKxKbilatlLyeLta1dZLXLaBIKKJeo6ReK6FWKaZWoaK0X8xGgYj1nUJKRH1UiMQ0KJT0O+yU9fZQLRJR0dtLmVBAvVRKi1qB1GvCMRTAmXMRHPGTmkkQGvYRmwqTnosxtphmcDpCZsZPZsZLYtKBO61CoGqiQVhGr7oZsbGNyIidxJiXxHiI1GSQxKSX7GyQ5KSX5LiHzKSPwdkQ4ZyNYNSMx2fA6dESSlgJDzuIT3oJu5sZdZYxZConp1zN7kQ1Y6YuhsT1ZFUihiMBbKJO/CYj9x4+5um7t2zevp3dE+NID/yCFeO/Y0XuLymd/opf/Iff8Y//81/4b//8r/zzv/2//PGf/pX/6z//lmevvubStTvMb5/HFTMzNJ8hPhIhPRVgfDGGP6ZBbxMQzVkY25RgbFOQ0TknsYwOb1iJ3S2hu6+GptYK6ltLcSUUDG6OM7SYYXxTjNSUhfEtIUT6JvoNbZj9Skw+FRa3GoGonfyCPNZtWEdJRSF9smZEyiaE0mbK60tZsXoFq/NX09JTjcUpIJZVsWl7EptfjsrZQ2hQTWzMRHTAhEBST2NrFY2dlShtIgbn4+g8UrQeMTpPN2JDE92KGhp6i2iX1LG+YD11rZXYI1r6Db10qnvwjvlxpOwkR2MMzqXITMcIDQYx+A106bqIz0YJjPqxx+2sLVjDqtWrWLthDdWt5ZS15+NK6RjYEmP/xc0MbwuSmPIiNvZS01FBn6EFX1aHwtLNiu99/XOWH73i0uUbHDx9kE9vn+f6g6tcvneSK48Ocff1UW49/4jn787x5PMjvPvJaT7/7iQPXx/j9OXNnLm2nSNn5jl2boGt+1Icv7DIwdPTfHrzGJ/eOMmNe2d5+NkNLlw/xMETm/n40h5mNifZf3SBpb0DjC/62HtonoHROBKFGKPVgsquxZv2kp1OsfmjCfZemGRyT5bxnSMML2XJLCSIToYJjoQYWMwxsCnB+I4BDEEDwaEAjqQNZ8qOI2lH5zPiiLuxRhzofSZULi1arxFj0Io348XiNyM3alFZ9Zi8FtQ2DQa3Eb3bgNGrJz4SI5yN4E+GkBolJCci+FIe1FYVY0tJgiNeJA4lCo+ZTp2CbpOMyGyQmcNZtpwaZfrACIGJIPqYGWvahTpooteioEsnxj/kwxFXIzW1o7T0UdVaQmNPNU09VTR2V1FQnU95VzVihwq1T48jbELt1dGmlVEj6adOJqFRKadVpaDfrkbu1dCultNt1NKkVFIjkdCgECMyqZHZ9ej9FiQ2JRKHhj6rAnPMRWQ8RmwqRGjSR2jGT2ouSHzcQ3jcTWDCTXjKS2TSTWbaTzBrJDBgYXAhwsC8H1Oon7quUqpai6hoLqSpt5LIsAtPykx8zEtm+j1wAgN2YqMekuM+4iMeIgNOPEkj7oSZxFiQ+KifyLCb8JSLxGyQRE5PLqlkKConbWkkZ2kjIm1iQNrAkF1DLuxD29OMx2bi/pPPePLmNQtLW0ktnKZsy1+zKv1rVke+Iffxl/z3f/1f/OH3/8zv/vBP/OYf/sDf/vb3PHz6BVt2n2Ri8QCz2z8kNpJiYDZOeipMbNTLyGwEna0HiaYJq1dCZspLesJGZsyCyy8lGNfhCkhxeMXINK209VSjtgtIzwZJTYfITvvIzTpITdhQ2Dro1TZh8IiRmwV0i1opKimgsrqU4rIC8gvXU91YTHtPLZV1ZRSWF7Embz0bijdS3VyO0dnPxKYAI/MOxPoG+g3N2CJiHFEV7X21tAuq0VqEKC0tjG6JcODMVnLzAbwZPe6Emj5tM1pnPyJNFx2iZsrrinHHjCTGrJgDYuoEtZS0l1HeVkZk0IvI0IHG3Y/MJqLfKGRgIcn4tiyOjJ36nkY25Oexbv068jbmsTpvNXVd1Wg8coJjdqb2pHFm9DRLaympL2D12tV0y5uJjJhwx7WsePLZQ67dOM/J8wfYfDTMqZt7+OTap1y4c4VPbz/mwYsXnLy5i9uPz3LzwVHuPd/L49cHefjyCHeXj3L30Sc8f32LF29ucPnGET57eYV7j67yxZuf8u7zv+D5Zz/kycMfsLz8BXcf3ObpmxucubyXc9c+4Pz1DzhwfJGr189z//5djh35hFvXX3Ht+kv2ffQxH5+/xI79u/nw1IckxhKMLQ2y/cgcQ5tS+LIOIsMBQsN+EtNBMvNRgsNBomMR/INeYhMRohMRjEHL+9V32IYxYMEScaD3m9H5TTjjLlQ2FSaPDXvYgTPixOp3oHeaUFu1qKxqwrkozrAHR8iD2q4hPBDAHXejsRmIj8RwpnxI7BqEZgVtKimNEhntGgnBaQ+DuyMM7UoRnvETng7jHPAhcWrp0MpolAiwxmz0aluRGNrxpjTYwlLcSRUGrxCDu4d2aRUlLYUI9UJMfjUuvxKTT4naa6RVKaJLK0PmNNKnl+MfsBObtGIMaBFb1bSrpHRpFYhtGvRuDe6oFXfcjC9jIzoZIDTuJTkXITYVJDLsZmYhw+nju7h45kMOH9rMyEyUyLCb0ISH0Lib3EwYk1+KK6VjeFOM0a1RLBEJdR3lNAlqqGotfr8GtYsw+uVkZ4Mkxr3ERv24EmYCOQfhnAtnxIAvacWbMBMddBEecBAasBMb8RIa8pAa8+OMaEjnvIRtIlw9FTgaa/F1VBETVjAWsZGJ+JB3N+D22Hj08gUPnz9jemER2dJLVk7/PWuT36chcp0f/Ol/4rf/+C/85a9/w6/+8q/4u9/9kZ/+7Jcs7thPZmYvQ4uHGFrcTzA3QmY8x+Bcgux0iJG5KDprDwJpNXa/jMF5P4OzThxBEWJFExJFG4L+GrSmLkyOPrTmPpRWIcFhO4lJH9lpH5lpO/6sil51Ez3yFiQ6AQUVeWwszqNX3EYwYcLpVyKUNCNRt9ErbaG0qpDGrno2FOdT01JDj7yNQNbAjkMjeFIKBKoaZJZ27FE5apuI1p4a6prLqGkspkdaQ2TERnrGhzOpJjpqY2p7nM37hklNuHEnNLjiKlxxDc6oCp1TgEzfSWlNMasL1lDeXIZIJ6CgbgMVrUWU1Rexet1K2vrq6dV00q0V0qkSINb0IpR1IdGL0To1FFUXUd1dQXDMTmLWg9DYRX5dHqvzV1PbWovCJqK2s5iyukJWXHmwj5vLh7n/8gwHzmc4enmCCzdPcX35PKevneTO8/tcX77Gg8ePuXb7MI+fnuf+8mluPzrF7QcXePTkLg+eXuTJm7O8+eY6r97d5MnLezx79h03Pn3Hk/s/5s6Vt7x7+XM+f/EVP/7J1yy/OscnNyc4fWWOSzcPc+fBdV6/ec2DRw+5d/cVN6++5eG9b3j18hs+e/KOLz7/JcuPfsCVmzc5cW43B04usOfQPNOLQ1j8RgbnB5hYGsWXteHKWAlNOMkuJIhOBEjPRjEEbcjtenR+E5aIDXvCgzXlQe5UojAqiQ4kCGR82ELvg3fetA+lQ4fKoSeQDuAIOFFaLEiMatwpD1q3DqXdiDvhxxpzYIrY6bPIEZhUlHWIqRb2k5iNsO/iJEunhxjdE8eaNCF3qlA5dfQZVLRJelG7pSQmbCQnPYQGTBi87w+mWVhJo6CMNkkd+VV5aBxSUuNudHYBalsvpqCZbp0YkVWGOqBHH9CRmPLgHVJjT+rpMyhoV/QjtqiR2hRoHGL8KQuJUS/Z6RDZuQjhESeRERexaT/7Ds7w87f3+NU3n/Gzt4/4xdfPePbgU8Zm0/hHnMSm/aSmA6idvejcUobmQ6QmHfRq62kT1dMkqKBL2kxxbRG9mg7k1i6sIQXhITfBQTeBnBNX0orRLUNtERLJOEgP+8iNBEgOuvAnDEQHnQQTNnIjPqxeGdGUC79Dil1UT7C3A3tzKfKyNUymIngcZtqaa3B6rTx9+5IHz5+QmZimdcuXrEj9jLWO68zsfcw//N3/4N//+m/4wZ/8nL/4j3/Fb373B27cWyacnSYyvIXM3F7Si3txZ6aJDU+TmxshNGwjNepApm2lu78WV1DO9NYwg9M2QkklamM7Pb31dAlrMFhFyFTttHdVozQK8WfNRIftDM76SU1acSXU1LYV0Saopa61kg1Fa2jqrKBHXIdE045c00kwrsPpl1NeV0hheSEFZXl09DYhlLWgcwnIztkY3exH6xbgiMmY3ZUgPGTCm9TTJa6hpasClb6PXnkj/rQJf9ZIp6KGxLiLg2cXCA5okNtaaZdU4IoqGF10YHB3UVKzno3lG1iTt+Z9qXLtKtbmr2Xl+pVsKF7P2vz3Qb5Va1axeuNa1pbns7ZwHRtrN1LeVkqXrJ3oiA+FrQ+ZTYjGI8UUVlHfW0Ne2QZWrFxBaWUZgbQTU0CFPWZgxZ3Pd3H38w+5//lHXLg/zPWnszx8dYxrT/dw8/Nd3PniQ64/Oc6D5Zvc++woT1/c4bOXN7n58DQnzu7h0o2T3Hm+l4fvlvjip8d58b0TvP7+dT57+4CbDy7x8sVLfvD9H/LmxTseP7zH8pPr3H9yhtNXJnn88iyfvbjHneWzPHr+KTceHmP5+T0e3H/I8yff8OXnP+bbd7/iixf/gT/9wX9j+eG33L13h1dvnvDVNy948OgKuw9sYmH7LJu2LzI2N0RuJkNiyvXejBy1kJy14UyYUTmU2GJaUlNBnCk7zowPW8KFyqLGE3fhSVjxZfw4Ug7ikzH0fisSq4ZAyk88G0FmMdBrUGAImJA5FMjtWhQODWqvCmfSgdZnQGRTUNLRTrNMRHo+zKef7eLEvTmO3F4gsxDCGbXiS3kx+UzYwkYmtsdIzZrpMzTTIqqmurWUkppimrsbKazPZ0P5OvLK86lsK8ad0ODPmjB4pIhNIjpUAmwJK7qgCkNIiSkiR+7sJjLmQWaTI7HIkDsVmMJ6UlNBMjMhBudjDC0kGJiNkpoIEB12Exv3s//DGZY/2cfdjz9k+fpp3tw5z7M7Fzl6ah/+IQeJKR/RESdifStdkmbiI06COR29mkYqmgtp66+jrL6QDUUbaBHU0i6uQqBswhUz4svYcMZN+DJ2PFEdOlsv/piB8dk48bSLaNpOIGXClzKQHLYTzelRGFtxeJW4nVJyWSe5lI24R4Out40tk+PIxULKy0oIRAK8/Oolt5bvERuboi52irXS/bQ59/Lq61/y1//lv/LTn/+Cr773Qx48fMKf/fLfc+D4OWz+AWJDm0hObic4sUR4bAue9Bix8WE8OSPOiIx+RQsCcSO98jrSI0YSA1qCcSXRtAGLU4JK343BKqJf2oKgrxmJuhNPUo8/bSA5bscekSDStaI2C1GbhHT21lFes5Hmzgok6g6KyvMpqdhIl7CWDkEdeaV5VDfWUl1fQWt3LfUtpdgDUpLjVvxZNb26alSuFnKzVjwpCdZwH7WthdQ0FlFVX0xDeylau5jooJvWvhr8GQvDi0GMfhEyUydSnQCFXoBEW0dHbwW1LWXIDCJCaQ9mtxaFUUZeft77lPCalaxctZKCko2U15ZRVluCzq2horGSDnEbrpQZT8rM1LYBPCkTUouAQNZOZiqCUNVDfVstJRXFrFy5kg2F62kS1FMvrGXF5eeDnL6X5MzDQU7ej3H6fobrrzdxZnmAC0+mufh4Ox/fWeTC7d2cv7mNO5+d4tqDo5y5vZ2DF8b4+NYS5x4t8ODLozz7/kXuv/mY+28uc/+LT3n27UWefXGHx0/u8/bLL3j68jYPli9z9e5H7P8kwa3lwzz/4hZP357j8ecn+PT+Fl58eYe3777l66//hOUX93n09AEP73/JrRsvuX5tma+/+infvP0F3/vyL3j94msePL7JucvHuXHnUz579oQrt66wtH+SyS0ZBue8DE4b2bw7wQcHR9mxP8vSvjSjC0FS4yHcCQdKqxJ3ysDs7gyDCzksMRO+QTfOpAdLzI036cSfsKPx6tD4dOh8BswRG46EC4VTicwpwRq3YIvbkNj7scRsGEI6rFENEzvjbDqWZsupDKk5D/aIAWtIjz1iZGizn+yCDbmjnZruUgqqNyBSd6G09NPQXU1R40bKW4oRaXspqi1AZhQQzNjQOkVIjAK0HhWetBl7QkNoyEhyzI4nocWXMhAedZKaDRGb8jO4KcHAfITsbIjcXJjsTAhHTEd4yElo0EF6PMz4UJiAthe3RoTTKCPtM+M1qxgdz5IYDxAetuOOqunur6JT3II/ZcESlNAlr6NJWPPeC6gvZfXaVdR3VFPXUUGXpBFrSEto0I0rYSY44MTolqAwdGD1SBkYD5LMeghEjbgiGswBMdEBLeGsApOrF3/YgMkiwB8z4IobCOWsxNJOzp49xY6tm+npERLNZHj55Ssu37hCfHCUSnGEwjIZ2/ad5K9++1v+8q/+mh/+yc95/fZrjh47yau37xiYWMDgTJIY2UpiYgeBsS0Mbt7L/J6D5Oam8OXsmL0SmjsqECs7URq6GJ3xkBwwYPOIsHslCPrr6BHVoTEKaGwro6KhiC5ZI9a4hui4A09KjckvRmJsQ6JrxejoR2PqQ6ruprapmJ7+Jmqby5BreqmqK2F9wXrWF+fRJemgoqaEjUUbKCkvoEfSxOBcmOyUh9CgjsF5N7FRA9FRPQPzDjr76qioKaSmsYSNJRto721C55K+B31Cy/T2NJNbU/iTNgSSdtp6aqlpKqKwNI91+WsprS7GHTWjd0vQ2hQ0dTaxNn8t6wrWkVe2gS5xO539bZTUFFFcXcjG8jwaOmoQ6VoRaJrokDXQ0FOLN21ldEuM4KCduq5qJNpeWrsbWbtuDfnFeazJW8ea/DWsOHrTx55zdg5fT/Dh5Tin7k9z9c0mTj2KcX55litP9nP02jinb09x9s4mbrzcwaXlJc48mufwzRxbj8c4enOG6y8Ps/zdJ9z58iMuv9rF1dcHuPpsP2fvbuXqw4M8eH6R01e28Oj1GR48/4Tzt5e49+Q8j55d5/byMe4+/4jztzfx6suH3H74gEvX73DxzjGOnFvixp3LXLx2jMu3TnHj3knuP7zBkwff8s3bP+ebr77PF18+4/mb69x5eIpb9y9z4fphzl09xqUbRzl4ZJSbd/fy+u05rl7fydlLm/jk0hYOfzxPetyHJ+Fi1/EJrjw5yI6jm7HGDbiyVvwDQQJDMdwJK6PzcdwZGxq/CqFehNKlwRKzILFJsMT1mGNGDAEDIkMvtqgBR9yAM24mPOLFN2ohOuchNOYgMGDFGtHgTpoY2RrEnVHR1F9FbVclpfVFlDYU0NhTiUjTSae09f2L0FXLuuK17z8O86no1TQhM3UTzjnxJLQEB/RMbfMxMuvCGVSSGXOTmfORXQyRmgsRGfcSHXUwtBghPeMjOupEZhPgSZoIDzqJZNwY1H00V6ynvaaE4o1rqSsroLG8iIaGanKTYcJZM66AjC5hOTWtFVgDGkx+Cd2Ketr76ymsLKCwooCyukJaexspri2mtqMcrVuCP+vAHNJgCWvR2vtQGDrQWoUE4ibCcSvekBarX47C2oEnLsPg7EJj6sXlM9IpKMdoFxFMmQkOaNl+aJKvfvQNr778Pt1COamRCV5/9TnXrl9maGSEsiYR0XCOP/vzX/Hrv/k7/vTP/5LvfvJzXn/5FZ9euc71O3exeKOYPGmSo0vEJ7Yx8cFx5vYd48LdR3x05jSupBVbQElLVzWdfY04/GrGZoL4YypMDiEydQv98hZU+h4kihaKK9axtng17fImnDkzA5uDRIZMSIwdmPwSAikdVq8Eua4dqboDQX8jElUn7T31tPXUU1S1kdUb19IhbyO3OURtYwUrV65k3bp16KwyZndlMPn70TgF9OnaqOkswhqSkJ1xoTAIkOsEaMwCukVN+FNWOuU1pCbt7Dg0zPbDYxh8QmIjdmJDTmSaLoor88nbuJ51G9dQWldIfWsNeYXrWJu35j30ijZQ3VhFSVUJazesYe3Gdaxev5qVq9+rnTVrV1HRUERFcwlt4kY6pC34MiaS0zZULgHNojoKKzZSVlVCm6CRVmE9G4rWUVZdwIr9V51sOaFn8aiOXWdcHLwS4ZMHWY7eDnP19SxnH01z6MowZx7P8+G1EEfvxTlyc5RzT7az81yIXecSnLqznbvvtnPvuznuf7ef2z+a4tlPL3Pt9Wm2fOLm2I3NfHJ/J9tPxzh+d4zrz45x/vYRbi3f5MHzm9x68hFP353l9OUDXLlzi8t3r3LkzAkOndnHlgNjHL20mQv3PuTyg1Ocu7+Jc7d28dmLW7x4/oDbN+/z/NVzPvv8Ux6/PM9X33/Bszd3ef7mLp9/+4ird0/y6PldHj99wovXz3n4/ArX7h3is9dnefDkEmcvn+L0pQ+48fAYx8/tZ//J3cSHQ0wszJEanyA7k2L7gQkyEwFccTMCTSd6rxqDT4knbSCQsyG3iFHZNTRLO+lUdqN2qNC7NbjiNuxxI+6MGf+gBXfShM6jwBbVMrkzQWbWT1VnETKrAEtQQ6e8iVZRIy2iOtplTawrWktexQYKavIxuXXIDL009pQh0nfgy1ow+0WEs2qGZ60MTVtRmlvITvuJTXlJzofwjThIzQUZ3RIkPmonOebAllLRbWjBm7DgTDtIxGyoexowdDWSVfYhrSmisXAdLWX51NYWc/bkPvbsGMbjk9IpqqGxpwajT4k5KEFqbUTpaEegaqWtv4n82nVU9VRR1lbOhvINtMmbcKZNqH0yDCE1Vr8GgbgRsaodV0BHImXD49di98nROjuJD+jR23oQSTvo6GqhX9aMxthKbsSJLSjgzPXDfP2DH7L/yGnKK7uYnN3M269ec+bTs6QGM3QK+7n/8Cl/83e/41e//s/8+Ge/5Mc/+wXPXn/BkWOnOHXmIjK9HXswR2p0K9nJJW48/oI9x85y/sYdrt56QDjlQ2Jsp6G7hjZBPcmcg+yQBU9Qht7SS7+8nT5xO52CBuqbSikoWceagjXUCKoIjnsYWopgDvbTq2lCaurG4BQQTuiweaQIRI10CuuorCukuDyPqrpyNpZtZEPpBhxpA+EpMz3ydtbkr2fV6tXoHBK2HRnEEpHQo26kqr2EbmUjwwsBwgMu2nrqkWuE1DSWIpS2Mb0zTnrOytSuMAfPLWLyi6ntykNha6VTUkdTezWtnfWsz1vLyjUrWbVmJWVVpRRWFLB63WpWrFrB6rWrkRskhLMB+pS9VNRXvi9irljBqtWrWLlqJRtLClmft4Gi2mLyGwpoktSi8/USHrVgS4hJTlkI5DQYPGKqmkpZk7+agrINrDh+38em4wqO3Ahw4naMD87ZOXYzxvbTNo7fSXLibpoj17Mcvpbm8NVhPr43x47TYU7f2MuJq3s4f+8YJy59xMELaY7dyHLi2gEuPN3Juce7OXR5Nxef7eTgrRT7Lic4fneSg9fHOHFvnD1nB/h0+RSvfvYJ999t5cbLrXxyZ4nTd/fxycMtnH9wlCsP7nHl7gMOn9/LhTsfc+riGa5/dpZL9w9y+tpmTl0e4vbyUZ68vsnjVxd4++1LHr85x6MXV3n5xXOevL7Lm6/f8cVXP+Tx0y949PQttx++4PrdK7z8/DE/+vF33F++zb3Hl3n87AZPX77i3Tc/5f8n6r1i6szXPU1HDA7YOGIDxhgbGwwGTMbknHPOOeecWbByYkXWWsAi5+BcriqXq8qV0461z96nd7f66Iw00ozUczGaGc3cPnPh09233+0nvXr/v/C8KxsHyFXziHVSDJtipMY+ObSSoAAAIABJREFUxKp+JiX9DIuqGJVUk174lIaeXAprEolODSA5Nxq/SB/8onwIjPHHI/AuftFeJBdEEZ8TQnppNPG5TwmK9yUhP4SytiT849x4FHYXn3B33Pxu4hHkxhU3B+yu2nLC/iTHzpzguN1JTp09xaPAB3gGuXPP34nHUQ9IKHyKV+hNcstCqO9IprIxDt+wW4QkeRJf9JTYwjCSy2Non6yhuCmOyFRvMkqjyCwNwyfoFr4Z/kTkPuGFrI/5yizqgh6Rd/8WGfdvkuR+k1AnB3zcrjPYVolK3EdMnCcu9xxwvned0Dgf0otDiEx/wKNgVy5eP4f91XPY37zAxdsO2N+8xMmzNjg9dCEsJYTEwmhSSqKJSPTF87ELXv6uJKSGkJ0TQ2p6BEmZQSTmeFNYFUpUwkOS054SmxBIbLI3CemeFFdGkFkSgHZRweHLN3T2DXHnnh9tnb28++INqvk5cssKKa6o5tc//Y0//v4v/Pynv/DNj7/w5Xc/snv0EqVax7RQjm9IDAnZZRRUttM7LuHw7ddsPXvLi8/eo9Ev0tHbiFfAdbz9nYiL86asJJKigiBycgIJj7iHj78zdz2ucNfjKh5eTtx/6MJV50s8DHajqjefoNQHPAi6yeOnd/CP8uChrxORMb48Cb6P851LPAn1xOnONWzPn8bG7jTnHM4SnxNBdX8euc3xFNZncu32dS5euUhCXhg1fRmkV4TzNMOPxLxQUosDKWyIIirNHzev69jZn8LG7jTuD++SWhRDWVsmE8p2qroyeRLtiav3NUISvIhO8yOjMAInt8ucu2iLjd1pTpw8wbU713jw5B7hcSFcvnWJW643iM+IJCjOl+AEX5weOnL1zmVC4wLIq0iloCIbx1s3Pmo79qewuX6GS/cu4up7naepvqSWRBCR6s89H2fs7M98rCocP8bJUyc5pt7LR7qRjXKnBIE1mx5VPMP6LHR7zWi2a+hVxNIrS0ZkaEG3qEaiFqBdHkS3JEBnmcO6ucLK5jKr21pm5lqYswoYUhQzJm9FoJpg6fkYyp0yZDv5yLerkG00MndYh3S7CvXuEJpnDZjfVKLYyUZ5WIL6WR3ygzKUu01YXkpRrU4jtXQytzqAyjqGed3MzotNzNtqBMZG5jb6sB7J0G53s/pSivlgCP3GJIu7elaO9Oy8XmD/rQnz1jTLzySoNwfRbQ+yvKNnff2Ao2efcPBsn+3dDbb291jfec72/muWt9cQmfvQbvWjWe1Ev9yN2tzF/HoX82v91LWmMzhVSWl9DFVNSXQNllBanUBq3lNCkvyIy3tKTnUiCXlhxOeGkVwYQVpJHDnVyTQNF1LXn4lbwGVcfW4SluLHlbsXsbt+hpv3HDlhe5LTZ09j6/DRQjx1yYZrHte57e/Cda/LuIe4Epsfxv3Aa2SWBFFaG0lKti/B0ffwCr1NRLoPcXlPiMsNoKgpiazKUAJi3UnMCyYpLwDvQFcyyjJZmurj/1k18O1oGx2h3uR6OpHufoUU18uEOdsT6nebpKQgElP8CQy9g4eXI24ejkQneRGT5k5kkgd3H17n3AUbHK7Ycfv+NW4/vMElx3PYnj+N831HolODScwJIavsKemFwaTmBZKcHUB2cTjlFQk0tuRS3ZJOU18aXcMZdPUXU9+STfdQAS29SdS0xNAzmsvAdCkGq4bnn3zK+MwsZXVNDI2O8e6Lt0g1MvIrilDqDPzp93/lp9/+xLc//cYPv/6R15+/Z2v/GfPmJbr6R/EJjiKtoIqSui7keitbL97y41/+wa9/+wcawyJSlYDe0WJKq8PoH8piZCSX1pYsOjqKqa7PpqAsgaKqCJKzfHnk58iDR064PbhOfFYABQ0xxOX54hXsysMgJx6FOhGb4k9yWhgenk443b6Cb8BDXO85YXvWhuMnjuN45xoF9SlUD+bwNM+PyIxAPIM8SS9Oome6hphcP2Jy/Egri6CkKYXkogAKG+LIr4nH88ktPH1duO/lyo2b13F/fJenqYEUNqQSEO+Bi+dVHJzO4uh2GZeH10ksCOVJtCd3vJ25dPMivhGPKWjMIyonHI+AO9z1dOGOpzPuj1xxfnCT+NwoPILceRjkzn3vO3gFunHL/To2djbY2NlwwfECtx7f4m7IHdz8nLjsfBEH54ucOWvDlWsO3Lh5lfMXz3Lt1mWeRHhzTLZehGqrFNF6Hh3qp1SM+VE7HY50rRr5WhXChXLkS50sbSqwLGtR6mcQ61rRLPVgtEpZWNFjsorRL4wyo2pCsdCD0NCKxNCHUC5FbZ5FtlbB5FIKM6uZCFayke4XMLIayfBSPNKDIiatiXSofGjVeDG9nciA1Y9BawCSgzwml3PR7Naj2a1BvdnK9rNNFjfNrB1toFyRodocYPGZCMuRmO23a5gOxMjWG1FuNaPdHmbjpZ7V52LMu6OsvRYjXC+hRxOCcr2Btf15dg42WNubw7orZPlwltVDPav7Fua3JmmfzaBHls64NgOBIR31cjGGlW7W9+RMS5oRSOvpHc1nSlyFVNXI8GgxDe3ZxOWGUNySTk13DlmVsWSWx5FSFEVWeSI51fG0jOZR1ZNMQkEg0VnBRKQH8iDwLmcun8Huoh3HbE5w2dkB/6hHuHo5c+riaWydz3HV6zougc7cD3XDL8aDJ9F3KKmNIas4iIjE+/g/vUNE6hOSCkJILgoiJOkeWZXhpBY9ITThIREpj3ia7EVTewNvv/yety/f8uvGMst9zWR73yHO/RIxbnakPr5OfKgLkSnehMT+dxSlG4FB97nveZOswkBKa8PJKgomMy+UhNQn5BRFUNua8tEiLgkhOSeAjMIgmnuyaBvIY1hQxeB0CaOickbF5YxJyxGpKpiR1yBWtzIuKWdSXoJI1c6UuJEZVQUjokxmlFUI1TUI55qYtxp4/snnCOUyGjrbGJsa5/MvPkOoFFPeUM3Lt5/x469/4fuf/8BX3/3Idz//xuGrT9g9esGidY2Synp8w2LIKq2nrmOI9YNX7Lz8hO//+Df+9I9/8uzVO3qHO5jVNjGhKmJaVYB2oRWZsZWuyRzqhhJpHE2mezyNpu4kmjqzaWjJ5UmwG1lFT+maLMY30hn/pw8IS/IiMM6d4tpI0nL9cHW/zPUbl7h05Rxn7W05aXOC8xcv4BPsQUV7GsGZD8hrTCWpIIIHge4k5IZT1ZlBVKYfaaVPSSoO4baPA2GJj0gtiMQ33ANPPxeu3LjArdvXiIwPJq8qhZjsICLS/bkf4My1O/bYXDjJ8VPHOX3OhqtOVwhJCCClLIbsuhQ6BU1k1yeRXhNLRMYT8iqTcXa/yUmbk5x3OM9NN0duP3LGO+Qhjrdv8ND/Pjdcr3P85HHOnLfh+t2ruAff5WGEOwHxXnj4uXHd7Qo33K7gH+5JaLwvCdnBxOcEklDwhGPa/Qqka0WMGJJoEoaQ1/2QylF/Jiz5zC41YH09ysYzEzt7qxy9tWBYFzGubUBqbUZmHkS/JEJm6EC+2M7cyjDi5QJm9HXMWQYwLIowLctYezHBpDGDEVMc06spjK0l0LMUSq81lG5zCBVTt2mRP6LPGMj0RjTVMieqZLfoNj1hZisb9YtqVEcFLL8WcPDJPsZVPSuHC1gOZrC+6Wduqw39qgzz+gKazQnEm3lMWGNRrHfw+sM+qqVhVNZxTNtKJgx5tEkfod4tYvFFH3Mr7Rh2mjEd1qE/LMa434XE0oxwKZ9BTRqd8qeUj92lYcafGUsKq69GsB4I0S6NsLQ6hWV5BKm6DqW2AflcMyrtIGUNSQzO1qFbFtI2UE1law7V7fnklKeQXhxBXW8qERmePIm5y4OQW4Sn+OET7cVZp4scsz3JiXOnOHPZlquul3B+cIuzDuc5fu4EJ2+d4fLDS9z3cyY4woPIxPvkFIaTVhRIanEgsVn+hCZ6EZbkTViyJ3G5j8muCCQ1w4eQ8Hvc97GntK6AH/74D/713/8bH377O5//8Cvrm1ukhwfz9P5Foh9fZqAjiVlJMRJ9O0PjtfT2l9DTV8TwSA0dQ4UMCSqRaLqR63qYlVWjMnUjNXcxJC1GqC5HqK5Cpm9CrKljTFyK2tKDZrEXzUI708oSRhS5jKpzmdYVolttZvvZOEp9NSJDFb1TRYxJqplUFjMhy0JlrkOsLUWkbURvnWP74AVCmZqmzjamxDO8+/CeCaGA7qFBvv/lN7754Td++PUvfPHhBz788DMbe4fsPX/FwvImKdnFPIlOIbuyib4pKS/ffcPRq8/487/8k+9//iPffP8XBFIBCnMjCnMRE8osjFv9DMiyKO70IafpPh0z8UhMZRjWO9l/q2b9UMrC5jT6pQnWD1SMCeuZlrXSMVxAc286PYI86nsTSch8zJPgu3j6OXLf+wbeT+7g4eNEXG4QRS2xpFeG8jTDn4AYH9KKY2keKqOqPYuiuhRCEh6RXR5LVmk0PoHOPAlzx9HFAd+gu9zzdsbByZ6MihgaezPIqYjg0dO7OHrewPai7ce73OfOcOLUSVzvu9DYX0ByYTCe/m48ifDB2eM6Fx3PYe90hpCER6TkxWF33pZjx45x/MwJ3B+7k1wQS25VOne83LjifI0TNic5fuoYJ86dwN7xPOHpQWRUxuIX7Y6d/WlOnj7J2fN22F08wzl7u4+CtN0pju3+UMvWV12Mz+dQOxlOaV8weZ3eVI6GUD4YhXihleW9OeZX1ejWpjBsTdEuSqZ3Lg7dXjMKawMCXTXSxQ7G9enonqcxoctBYe5hfqufjbe9LB72IbZUMbmYzNzLXCY2Y2hQepI1eIOC0bukd16mauoOQ6Zw+gyhNMh96Lb40jznS1StI42yAPr1UViejbH7Zg3LtgL1Sj/mXRHrn6gZNmQyrC1BsSxkVF/C9EoawtVilp4rWd5bQLUgY2VvDbVFxcRcFab9EQyHTcjXixBZSjHut2LYb8T8ogHlXiaK5TbkqzWMWsJplQZTNuxFzZQnI5oYREtZSBerkRp7WN2WsLojxLw2jHGpD42xh6WNSSSGRg4+0/P+h0/45//yr/zwx2+Zlg/TP9lGcW0WvRNNlFYXkZieQHRKCPf9r+Ps7cBZB1tOXTjF6bOncPO/y42Ht7C9Zs95xytcu3ODwPgA3P1v4el7k7jkx2QVBhOd4ElMwgOaOz/G/JPSfSmpiqC6KZa2nkyqGqIZHC9mWtJE+3AhG0db/P5v/zu//uu/8+Uvv/PjP/6dn//xbzx7+QKhsAfz/BhaXRsSXRlz1iZ0y1MoLUPM6hsR6hswrg2gXerDsDKC2tKFbrkFlaWFMVkBvdOpKOebUZvbUc93oDR2MiYpR6xrRGlqQ6IrQqzPY2ounylNCdPqMkwb3ShMVajM1SxuDaOzjCFWd6Bd6GF1bxSZsQz1YjlqSwdzFgWLqxsIxAqaOjuYlYt59+2XDE6OMD4zw/e//MbX3//Cdz/9kdefvefN5+/RmRfZ3n+OXG0gLCaFqLQCSpu6mVIY2Hn+Ke8//MSf//af+fT9N+w9+xTL2iISdSOSuUKmlFlMKHORmCoRGcuYUOWhstax+WoU62EfysVa5OZqjOtdaJa6kRqamN/oQ2SsQ73cxtsfdFj2x9Cs9KNb6URmrGZKVcKkopT59X7EukaGZeVU9SbjG+OGi/c1siqjKW1NpWWkiNSSUPwj75FREkVg7APcfW4QEOlGZPJDHgU4EZf4lOs3HbjtdZ3culiKGyJIyvMjry6Z4KQAXB44ccfrJnGZIRTXpdE9Xk1meTh3vW9x+j9E3+Onj3Puqi0OThe4fPMCVxwdOHvxLMdPHcfmsi3O953xj/YipSiaKzcd/gMX8RERevz8CS442+Ly+AYPw+5y1c2eM+dOcePmNbwfP+LChQv/EzFx/BjHRuafIFhKQLSexvhSPG2yYHJ7b5Lfd58GQTTdM4VY9sYRrTQyNl+JeKGLfmU6rcoQxFv5iBaqMKyJWTuyYt6fYG6rFslCI2tHy0gX+pEsV7P6QsKssRrJZj6z24n0z4dROOxKbt9dCgc8Kez3oFMVRJ8+hOrpR5ROeZDac53g8nOEljkRW+dKzVgyS0dqFveViBcaEVrK0G8NM2tpp00VTL8xnpnFFlqlEQybEhkzFiKYb0dmGWH10MTa0TJi4yCKxSFefLnH+msJ8uV2xMudmHb1LO2vM2eVI7G0orKOoVhpQrJRRPNMLIU9PuT33qVdGIDAmI9mtRfz1gzWbQGrBwLm13vRWNowLnSjszZh2W1HvtiAZL6Ll1+usfdmCcOqiFlND4OzDUj0oyj146i0AiZnu8ktDSWjOJTq5iKSs+JIzo4mtTiWuz7O3H7oiLP7VXxC7lPbmktTRw4V9bEMTBYwJa1kaKoCiaoLraUXtakV0+oYlvURFjaGMS73YVjuxbjajUBbhtjUzo+//4Wf//HvfPuXf/L629/48Kf/xFd/+E+8+/WvbL95gX5ZgkjbhnS+mVlDFZ3CeHokiUzpKpnVdzCrqUNqaEK/Mohivov5lTHEik5EkmYU2lZmFDUsbkywuD7NlKyegdkchqXpTKnyEatzWFhrZGm3D/l8EypDE5vPJukci6d3OoXRmSIkii4mZxoYF1QgUzSh1FcxKy9gbn4AtUnG4voqkzMymju7UOjVvPvmS3pHB5gWi/jx1z/w429/4cP3v/HJF1+z9+wlWtMCR68/RSzXEJmYSWZpHeWt/UiNy7z8/AN//ft/4Zsf/sTrT7/gmx9/5btffmTeMsy8pQmtpRqJvgyFuQqxvgSRtpi5pXo0yw3MaAsRaPMw7bQgNVUwM1eCUFeIYrkcyXIlyo16lBuNTGjLkJhqkcyXoFoswbJXj/WojYX9VlTWSgbkOaRVPiEhL5jIDF9aJ3IQmzppGc2lqjMdn3A37j+5iVeICyGxXlS1JCHRtTMkqESuGqSkMpaShqcMzBZT2xlHRXMc0dl+BCR4c8/XhWuuDjwMdKGsJYX82mju+l7juutlbM+dwcbuNGfO23DG/gx2F2w5ZXOSK46XeOh3l8uOl7A7b/cRA3rdDtdHt7jmeo3jp45z/tJZXNxv4u7ryr2A29wNcMLuqu1HN+vUcWxsbbCxPY3duTOcsf1Y3Dx73pZjnaJI+lQB9Bv8mFlPY9SSTumoO+VjD+hWRTIkz0O/3cHcfg/jhibk81LE88N0KjJQ7/ay9dbKi8++5u2Xv/D87Zfsv3mFfl2BYd2CYknC/K6K9eeLzOqbMB61MrOWQZssjJTmW1SPB1AzEUxKkwvN0ifkDToS13iBlG4HAksuElx8k4QGd4r6A8lrC6drthj5SgvT5jzGDBnI1ioYW8igWe1Djz6BYXMRNVOP6VSE069JpFeZTpcoCfXKAJbDUQTGciSmfpYP51l/ZmVpaw/LzjoKsxnpvIZeQS9ijRSpXo56QYFlx0K/rIrakQTy2nxpmQ5BudCPwjSJZVfA+gsRS4fjSC1ljMkzMaw0sbDfyuabAWSLVYhNjSzvz7Gyr2HlYA7tygiatV40a12YtlswrLYzZ+5nTFjNrKqVxQ0py1tqpHP9iKTdDI+0MjXTikzTg1jVg1LXxfM3Gnaeidl7LWT3pYiNwxm2XsnRrnWhWW/FtDvM6nMhR19qWDgcRbfZicRQSf1gEOPqOn7+xz/5+vf/wtuf/8rOZ9+w//ZrXn/5Mzuff8/y0WdMKCaY0XRg2hVi3JqmV5TKkCKJEUU6Ak0Zo+JieifyGRNVMiWtYWSqgr6BIiYnKlBrW5mWVSPXdyKaa2NEWM6AMJme2WCGJPFojXVo9Y1o51sZFxYyp6vBsNhG82ACjYPxqHXNjI5XMSWoZnyyhLHxYlSqWlSKZoyWGaRaIYtrq4xOimhsb0dt1PDZV+/o6O9GKJfx5bff88Ovf+arb3/h1dsvWNnYQTu/wNsvvmJKKCUpu5Dq9gEqWvoxruzy/W9/45//9X/lw3d/5Pd//Gf+7//3/+P3f/kdna6HubkKDOZ6ljb6UJpr0VjrmVuqQ2mpQbvcgGqhFpW5FpmxApGxlBFZJmJTARJrEVPmAnrl6dSNRjOszkOxXMu4KodpdQGi+ULUa+VIFwrRbdYzqa8gpuAxj2PuklP/lEFFISJLC+XdcWTXPaWkKZnAOE/ic0No7C2kdSAHrbUXy+YQ89ZeLOvdKC2VyExVCLU1FDdEEZsTSHCSN473L+Hh78rTpAAeBtzB9dE1nO5fxd3bhbAEPzz8nbl65xLnr57nlO1pzjnYEZ7oT1pxFKEJT/ALf4zrAxcu3rT/uOnY23DV1QGvsDskFYeRW5NAVkUCXmH3sbl4muOnTnDi1AnOXbDF6c51rjld5LzDGWxsT+Jy7zrHNl8amdJHM6R7SvVYPKKlPlrFafRIMhlSZjChKUJmGkS/qENnlaHQqxkUdKBameWTr39g/81XHL39gYWtI1YPD9h+9QrDppaVlyash1aeffYtmoVFVGY5hu1RuuWhdMgDqRr3oW4qkNrJAIpGvKiTPCZ32JHkTgeSu66S3uVCw/RTuoXJSE2VdM3EMW7MYtgUj3AjlRFLFIK1ZJqVvtRJ/WiVpdIsi6VbmUTJgA/1s4+pHAlDYqlHoKtAZClBoKtBsdKGdKEDsUaCSm9Bt7DItGIakX6MMXUXvbOd6NfM6Nes6BbW6ZyopX20nvKOeLqmspnRNTGra2RaV86MoRyRsQHZUi3q5S7EljKsz/tZfNbP+tt+ll92sf5Mw+ZrJSuHavY+NbL6chrpYgWSpVy022UorLUoLF1YdgY5eidm+80Exo029l/K2dtb4WBvi4OjdY5erLP33MCzVyt8+vkBL15ssrdnRaMfZGFjiu1Xag4/0yI1tiOf72ZG2UbfRDltQ1lMy0qYURQyvy7ju3/5J29/+53n3/6C3LLGnHWbZ+9/YGn/DUsHb2kc6GFgoJCe4Tza+3OQSAsQCNOZFmUhVpQgUpQzPlnCxHgJE+OFjAzkI5HWIFVVIddWIFKUMTZbzIgon8GpAkTKKsZEySj0lWzujGE0tqLTNzJvbmFhsZUZSRk13TE0DcaxuzvL7Ewry5Yhlo19LOi7MMpa2LJOMr8widYqZXljh4HRKRq6WjAtmnn3xWd0D/czK5fxxYdv+fkPv/P+6594+eodyytbWJfX2djapqymhrL6Zlr6J6lpG+Lgxef8/vd/4+c//J3vfvor/9t/+7/4b//H/8nK0jLTUw2srQ+wtTuISlPFjLoI+UIZy0fd6FaaWdnvY85czfZ+P0sb7Uxqs5nQZjChT6VfFoNypYYJdSElrSGUdgYza65EuFjOoDKTbnES4qVy5rZrEC0VklT5iIcRt3kYfofcpliqhpOoHU8hsdqXxvEsmkayCEl6jEeQGzFZTwhLfoBAVc32q1EE6mIkhipUi9UYNuuRW+sIT33IFdcLXHG9wFXXC7i43+LyDQfsr17gmrMD5xzsuOR4gcAYb9z9XTh55gQn7U5hc96W0+dtOH/lY1n03KWzOLpd4+4jZ85etuWE7Qkcbtnj7OHIFacLnL1yBscHV3F77ILTg+vY3ziLzfmPfaqP4b9T/5HLOcal6/ZEpPlz7PkXW3z+3TqG9SnmrErEBilKqxDdioIZ9SAbLwyozSKEchHj4h6U5gkWtud4/u4TXn/xCytH26w8X0ZhnWVcV8+QNhfFVjOa3W6kaw3M78vRr80xImti1lxJ+2w4Y9oMRrVpCCyZtIkCqRV60D7nR4c6hMopXxKbb1I04MGINoF+WRRjqgSmjIl0KUPp0wcxZg2iQ+1NjeA+XdpwmuUx9KjKqBB4YzgYp6wrg9qJpyg321l/YWRiPpUhVSYSaxmT5gSmTGlMzNUwMVfDiKKSUUUj/bJc6mce0SlLYnSulebJXIblTTQNltI33UH9UCpTc90MqXLpkobSMOlP9dh9hjQJ9Igz6RXl0iONR73ZyMKrZja/7GXxTSPmwzGMh41sfDrK+idjrL0eRWSqRLFSgXKtDJm1BPV6Hauvell+3obCmovMmolpv5X5jRkWN/WYrGoWl7Usr+lY31xmf2ePg80Dnu0c8Oxgic0dI3NGAUOTlYjn6mntSKSmJobxsQraOpLoHU1Brq/m+edbvP/1H7z56Y9sv31PcUM7g7NKTNsvmLPuMLeyT2pmGrvKbr4yDfHlXA+/rkzx/bqIn460LMqaGelMZaI3l7HeQqaGS5HJq9AYG5HqKlEZq9jbG2JptZuh6VQUuiq2dwXsHghY3mxHrMlHpC7EuNKCxlyPer4WiaKGlFxPcmufoNS3MzFVzetdET8/M/JhR8XblVn2rAL05kHGlXVMiscZGJ2ksasN65qVTz99Q/tADyKVku9+/oWf/vAX3n/9E59//g3LK1usrm1hsiyQX1zC4NgUlU2dFFU1MiNRo5tfRjFnYnhilqFxAQOjk5RX11FSmkvvUCGGpWbUlmpki8XMWjLQbJUjs5ah22xkVl+Acr4U7Uo1o7pUemTRtAtDKey+Q78iHoE5nyFVBh2zCQwps5k1lyEw5zOszkBh7Ue9MsS4Lp/IbHci0v1x83bmrv8t/JPuUzuUSUZ9APktkaSWhhEU74eTpyMu3pfJrgqhdTAB81YL89uNLB12olysQblYR9tEGq6P7TnvaMOp88c/FilPnsDm7BmcPW4REOGNu48rDk7nuePlhI396Y/snFMnOWVrwymb0x/PtvzHJYVzF89x2vbjt+OnTnxEex4/xvnL57jvf5vwtMfEZAUSnemPT6gbzvev43jbETt7O9weuhDw1Ifzl89y/a4D0dl+HPvkp3mefSlm6XCENx/2Wd7XsvZCwcqRDMP6KC8/mNCvj7B6qGH9hYRJbT4aq4CVgy123rxEtNCFeK0CyXoFovU8erShaLYHWXghplsThHgzH+VaNx3CWKYt2eg2B1k9VDC/0cuIPBnhfD7tMn+qJx/QJY+hRRRO2fAjuiQRzJrzU/XkAAAgAElEQVQyGVFEo1zJQrQcy5AhiiFjHL26MGoFnhT2u1IleETWwC1S2u5ROObJqLYZkUGC0NLLuL4Wy74B4UoVI5ZEpNuZaI/yGZ+PZdJQSIconNIBJ5pmvKiZcKd83JFGyQPqZ3ypn/GnUxxDjzCHSW0tw6oieuR5tEkjqZ15QOWkB9ndt2meSWFc38CgIZna8TjGjRUon6Uy97yMucN6JuarGDRFMbucjNiagXSpiLn1evQ7zahWa1EsVzOkTEC5ko9yOR/pQi7C+QxU1lKWD4cwb/Qzt9iOVNuATN+IfrEHjaUPrXkcg0XAyu40S6tCDKYJxmfKEMiL0BprUaiqUaqrMZiaMC72I5CVo1+W8O6XP7P72XumVFo8n4SSUVKNUG9Fs7LLkESLd2A4hp56vpGP8MVMJ2sDlUwWZ9CXncJoVSZtBdGMd2UyNZLD4GAKcl0Jwrl8OieiEWqLMFjrMazVMTmXi3i+mFlNFnJTCTNzBUjNtfSLs+gTpzGlL6B7Npl5cxcTk5VUd6Yyreigc7wIlbaSjaVe3n+q4N0rCYf7ahSGIUrbIqhqLWRgbIKGzjY2d7f45O0bmns6UBkN/PzHP/P9z3/k3Zc/8P799ywsrnFw+BytzkBlZTUVVbVcd3LG0z+ApzEJxCWnk5lXzMDoOO29/cSmZxGRkklNSxsCZR+i+Vpm9FW0TiXTLUtgdjmHQW08Y/NZjBuzGFEl0yeLplbgQ9WkN9WTfjQJw6idDqROEES3Ko4JYz6zxgZmdO3oNkcx7gwjMfUjt4xR05dKSoEPUSkPSc4JxifkDlfczpFcFExpSzzBKe7E5gaQVhpDTHYI4ak+lLfHMqUsRrday9JhK8qlMuZWahmX5xCc5IKbnwPX7p7j7OUzXLh8jmsul7noaM9p+9PYOZzBzsEWu4u2XHF24JLTRZw8buId4onXkwf4hTzmys0rH59Dp0/8j8Twfx8+x45/ZAnbXTyDZ6gTxW1PKeuMIjTVA+cHV7C/do6LVz8ylR+HPSAk3puLN87i7neL4JR7HFt924t6owLdbi2vftKy8moCw34LpsM2dFstbH4iwrDTj/lwFNVGCzPWDDQrQgyr6xi3LMxtjTNiSkOzP4Byr4U29SNkqwOsv1qhXx+FbD8J9VYnAksxY+Yo5BvV6DYG0azUMmtIRL9egXylmBZBKP3KWMYN8YxpYhCZ01BZi1AsZiNZzGTKmMS0KYVRQxwTi9H0av1pUz6kWeFH4bgzhaMepHc8ILPpCW2jTUhNs8wY+picG2Jxb4mZxUak65WMGpLpkkfQq0ikVxVFfr8DpWP2lIxcIavrEhVTN6kQXKVecpt2hTddimB61eGM6FOpmnpExeRDOpQRtMj96JQn0jvTh2x+nhlzF5PaUYSmSbo0IcwsFzBtqkW01Eq7OoBebSDClVT6VBFMzKcjXSlFai1FslDJtC6PYUUc0/oMpOZyZuaK2T7q4sUnU+y/asa4VsqkMp8eQRwDojgmdenMLOQzOZ/DgCoeubkOy+oA5pU25i0drG+OYlkYwGiYQGNoQWccZFxQiXFNzMtvvmdh7xkFtY3YnrensLoRmXmNhd0X1PYMcy8sirSkp5RneFFbGEJ7bRL5saEk+fhQHhtGVXYY7c1x9I4k0TWegGS+mLbxcGoHn9AnSad5PJHmqWhqxkMZ1uXQMhNJjyyd9qkieoSVNI6m0SVOZ0SXQ2FXKNOKaoSqOoYkVQxMt9AvKaNXnMyIPItpYxZTc2moLf1IDP10C3LpHmugo6+f2rZWdo/2eP7yOc09HRiXlvjlTx8zNu+++p4v3n/L60/e8e6Lr9Dp5+nu6iMiMpp7Hg+Iik+kuqEFqUrD0atP+PDdDxw8e4l63oJEO09b3yAdwy2MqCrokWfTJsxnYr6KVmk0dbNPGDGnM7mUzcxSLh3SUDrVYbTIgmmRhlI3E0zJsA9lI77Uz4YwOJfBmLqBWe0EMrMQ9coAsqV6xAt1NA1nUFAdRmK2N6m5AYTE3ONxqBuPw13xDLyJi9dFojMfkVYSTHZlBPl1UQQmuFDfF4dkvgjFUjHC+VzUq1UMSTOIyvHiusc5zt04xV1PZ4JifLlw/Sx2V+y46eaI/bULOLre4KrTFe54OeP71JPwpCf4Pn2Im5czLvdvYX/1AifOfEyt25y34fS5j8XMk3anOHb6OCdtTnLF6TLnr9vyJP4ONX1p3Pb6mL0573AONy8XPHzdcPW+xbkbZ/AMuUNycQCZVQEcMxxUo9mpZHoxB8FKNoKVLESb2eiOqpkypaFcr8V0MMjWeyU96mT6DOHMGMeY1eqY0Ixg3p+nX13AmGaYYfUwXZooZq3NaNYldCoimd2KRLBUyLQ1j0FTEILVNGTrpUwYojBu57Gy34VmtRmBMR+BKQPNdgnK5VyM25Us7Y6hX+lgYi4D+UI+h+/aMWxmIzRFM6AIQLCQQJ82kpw+FzLa7lI/lcqYLp9pbSOaFQHK5V6mtE1sHG1i2pIyaSiiTR5Ow+xjWqS+TFmTyB90JbnVgYqp20TXnia19SoNYg8KRuwpF5yndc6VaoErlZP3qZ15QMHQZarGvVFsl7HyaobFrUXUJj2yhQn0myq0a1o6ZWmM6dPpns5gQJFDtcCTRvFjulRhtMqCKR97yIQlA/lWDnWDQYxKcxhRpjO3Xo3YXIXEWMfOy26evZay/6aLl19NYdgcpHUiltIuD4bUCXSKI+mSRlA1fJ8xTTLq5Wo2X/Sxu6thb1PD3paeReMqZuswpoURJOIx1vYX2Hn7Ae3KDqXNHdhesKe6uZPVZ59j2HxGaesAfmER5BWlMiHJQm/uQTBbTX1VAsGPHIl47MjIaD4jM0UMCwsZU5XRL00nr9mDgtZ7dItS6BYX0TqdSVGPHznt98hrf0TdaBw5TUFEFz0kKNOJurEoehVpDCpL6ZZk0SqMpkMYT/tYAV0z8ZT3+pBa6U569R3KerwZkpQzKi9jVJlF90QF9e31VLc2cfDyiMOj/Y9Pqs0tfvvL3/jww8+8++pbvvr6Oz77/Cvevf8Gs8VKRWUNd909iIqOJTU9i86+IRZWN1hYWUem1DI0PMHA0BhiqYLktExyS4oZVFZTMelP42wcQ7oCppfKmFgoQrRUzZi+mEFVLrr9DgzPWlFu1yBcLkVoLaFXmYZwqQrpejXCpSpmzV3MGoaZ0HQis7Qzt9rMkCyXivYESutjiE31JibFh+RcPzKKgj5a24E3ue5qh5e/E77BLjx47Ih/pCveT50oa41hSp+Dcq0E7VYlcxt1DEjyCM14wGmHk5yxP4ntudNcun6RU+c+Dg3ne85cunGJ85fOcenaJW7dvcHTxCCeJgbjF+5NbFoklxwvcML2BMdOHuPYqWP/o3x50uYUJ86c5NjpY5w4fZLz1y9w2v4U9s5nCU27zxXXC5yyO/lR+zn3cYM6ZXeK01fOcDfAkYqOaJr6EjgmWc1m3JjM0FwW5led9GiDkGwWsvrJJAOKXGYshRg3Z1l7torxsBfZehVyi5BZ/Qjjqk6k80KGFPUIFwYRz8volVeg3OxixtyCYDmLEetjBo1R9GmjaFHcY8jiz7Q1jKmFUGYX01FZO5jR16FZ70C/2cPGGzG63Ra0W10sbS+zfXjE9ksBay8qWdwuQmVORrOYhVifidhQyLg+m6JeD5JrnakaiEW4UIF6s4UpYymDmkh0O22svhYhXy9BtpPK+HIkMxvxzGzEo36RzZg1lPIpZ4pH3IiuuURU1UVy+y+S0n6WiPrj5AydJLXdnmZhKB3ycFqkvkyYytHuDLJwKGDjlYGV5wrMRyOsvpUyv6dAttLH7GIugvlsKgcDqZ4Io3Y6gBbpE+pnnpDbfZe66QBG9QlU9QTSOZGI5aCXT38xIF9spqrnKZKFBpaOhKiWB7DszrC4K2VW10r9UAQtggD65El0zGRQP+GHYD6FaV0qht1K1o8kLC0L2drRotbPolhoRLHQgEQ5yt7rNXbefo7YuERFWzc33NxJTUrEOCNA0TdAV1kVMdGRRKZHM6EqpX8wk9H+XNqakukbykZmqEamr0OsqUSiq2BaVfAfTkwqHZNhdEyF0ytOokeUQVVfMNUDQZR0+tIyGUnrVCTFHf5U9YbSK06kWxxDjySKLnEYTdPedIrC6JhKonbEk4r++ySU3CKl3IWawSdMqMvoFaXTPvOUtok0mnorqGuv5/nLQ7Y3V2nqaGZj/4A//PVf+Pr7n3j16Rd8/8Mv/PDjr3zx/htWVjcoLinn6jVHwp5GUV5Vw9DEJNb1Td59+MCHH37i7buv+O2vf+fXP/8Nw8ISpbXlGLZGEJiKGJ7LRrhUhmSlCvV2ExPaUrpnM2gajadfmsuIMp8JTTHTujLUay3IFhuZnKtiWJHPlK4c0Xwz0oV2Zk01iMyViEyVtIykUNWRSvd4PkW1T8kuDSWjMAS/MBcCIl0IinTj3qPrOLqe55abPY4ul3C8cxnvkPtEpD2kX5KFYbcR3U4tE9pcsmt9uBdwjZt3rxGbGEZuYRwePk6cd7DhpM0JTp05xVmHs9z2uI2LuwuuD25z1sGOk2dPcPrsKc45nMXW/gznr57n5NmT2Jw/g93Fs5w6e5rTZ09zwvYkx2yOc9zmBMdOH+PYqeM43r9CRLoPZy6dxs7B9j/sbltO25zE7oINTg8ucy/wKgV1YTT2JHNMtp2CaC0J8XoOxpfNtIif0iqJRLhYQ/t4GfXDiUhNw5hWDSzsTyLQNGE9lLD+ZhLL/ijzO8NM6+pQrPRgPhAgtLQyPp/NxGIa/bqnjFkD6Dc9pkP9kCrBLXrmPRBthDJhCmdIm8nq2zlUKz3IFhr45Lslnr/bRG1tRWgoQqodZGN/GfV6HwJjMdY9ATJTMZL5HGQLxYyqM2gai6R+OJAWwRMaJryZXU5jdjGHYW0cvdr7DOqCEK9mItmKZO5ZIoMWX0YWA5lciWTcGsmAyZ9O3QM6lE8IK7PHL9eWotHLxDedIazChqKRG7QrA+mWpdEuSkOxV4pqpx71TivLr4cxHLSg3avG+Lwe7bMaDEddmJ4PI98oRr/dTudsHkOqZor6/WmW+lMy5ElK421Kh7wQLORS2xuJzFTL7mciNt/IWDyYRGCoRLHch3ylDfXqGKbdaczbMxjXZ9Gu9TMgT2FIlU7rdALDc9lMKkuY0RYjWklBvFqKfKkMlbWeUU0eg9oUhIutTMqbWX+u5vMf/8CoTEtD3xAe/oHcdbyKtq6EFx31vGqvpC87jsSEYCZURfQPJ9E/mExDWyxDM3lMzuUzJMtkVleEcC6XOXMZclMJqsUyhPosZvWZyJfKEBlLERmLGFenMq3NZEafxeRcKgL9x/8mWyhEaMxEZEpnYi6eEUUcvbPx9EuyGdXG0CH2o00QTPtMEO2CMCbnSmgajaGw/T5VvaE09pbQ0tPEq1cHWM06Glvr2Hv+nJ/+8Ge++v7j4Pj8i6/58OEHPvv8S8wWK+0dXdhfvExgcBhZuXkMjo8xOj3FwNgYw9MCukbGGRVK6BoZp3O4j7bBWkYkWQi12YgthQgtBchXKplbr2PhoBnDdg26zSrUqxXIzOWIDMVoVxtYPOhCs1KPzFyNaacN/UYD2vV6tGt1yBbKkCyWMm0oZEiew6AkjylVAW0j0RTU+pNdGkRtRxJ1PTFklPgSneZBYV0wj8OccHt0hajURyTkPSa7xpeJuUI0m/XIl8uY1hdR1R1FeskTaprzGBqrxrDQRXSyBwlpfrjdv8bVm/ZcuGrPCbuTHD9zArtLdpw8ffLjFnPif+oxNhdtOGF7nBOnT2B73o4z585w5sJHp+r4qRMf3Sab45y5cgaHu3aEpt3DK+QObt43iEh7SHZlMGlFT2joTaR3Op3uiXRqOqIpawrlmHwnGuVePIqjKMT7sbTKQ2lTBdKpCKJlNI/m0QxUa+2sPp9h5VUni88b2P+6i5U31ZiPqlj7pImV5wOYt2eRr1Zg/bQK1WEM2uepTJiSaJkJpE8bTJvyLkXDlxlfDGJYH8qkKYVpSymW50J0qz1IzZWsvBhh+42Mhe1ezNuNLO61svlKgPagh4UjIYevDzGsDrO434t6tYkxbS7tggR6ZqMQL8UzthDIwJIbwwte1Itv0Gu5TYPcmWFLKN06L6Y2ApjZCKVv3ptBSyA9Jn+GlgJpVrpTPuFMSKE94WV2pHScxyf3FC4xJ6idiKRixJ/W2Xi6RBl0KQKZWIhG+yKf+deVKPZyEK6noDkqQbqVzexKJvLNUgSLaQzIUxEv1tAhKCGt4TGVE4/J6PAgpPAGxUO+tMzGMSQtQr5Qi2lnCN3qGPr1EcSWOiZ1VQhMZUgWOxFaWlCt9iM29zOtb0Fq6WLGVMGgMoNRdRHqxWFkpk6kG2VMreTQo4xgXFNBryyf1tlkhhVdtA2VsfZsgS9+/jsSwxJNfUPUdnbj4OBAX0YKH0a6+PPsAJ+MtCFvzEMwnsO4sIgxaQ4D4iTGlWlMStMZkKSg1pagNRQjNxci1OYgMuQwo89FailGaMxhWpOJ2JTLrDEd0XwGYlMWM/o0BLp0BNp0BNoMpjXpjKlTGZvLYEqXxbAsn2FZMeOabEY1sQxrImie8qZdEIVAW0f3TCqNY0HUD0bQ3FdJR18bn757icWso62jiTdvP+XDdz/x+Zff8NkXX/P+y2/5/N3XfPH+G/RGC2MTM9y66UJqcirxSYnEJCeQkpNFTXMzlQ1NRCanERgXT1RGFqUtJQwKa5HMlyMx5yM25SNfKkW6UIzCWoZquRjlchFza2VoNyrQrFWiXa9Cv1mD5aAR414dlsNmLEdNmA8aMO3WMb9bx8J+M5bDBsyHDei3q1AsFyG1FKC0liCeL2RckYXcXIR6pQipqQi5sZK5pSoEc3kMiXMQmctRrpeh263GeFiH8aAe2XIhmq0aFMvVqJfrUJlbUC80sLTXwpgkj8buePLKwknLDeehnyt3H93C9cF1rrtc4r7nbW7cvMztuzdx93DhtvtNnN2vExT1EN9gD9w9nbh4+QLn7c/i6Pz/s/Rez3UY2Bmf1pbtXa1W2lWnCkVSrGLvJAiSAEECIIjee+/94jbc3nvvveFedIAg2CWSoqTt9jpeO5nYsTOTxM95SiYPefrlQXk4M99fcL6Zb87vfO/zzm9+zqFjn7H/6EfsO/0JX555j7Nle6jtu4DYWs+i6x4SZwX2TCfxrZ8WsivVhyXUjcxayxvujduoEyfxPChh0rOXafcp+nQHaRG+hzJ0D9dyN7GdCR78qGT91SybP4yz/kM3iUeV+DZKST5spPBsnuiKFs9qM6HdCoL3a0g/GUZorqZp+CzDsksMqY/QIdnDgOIQYlc5AmsZi546pI4WrOEeElujbPwgYP17AWvfKNj4Vs6jP4nY/q2Y/Os51l5qyW+52X3l45vfB1l9bMGXnUUfaGN68SKuZAOmQgni3GEWIp8z6foVU5FPEMUPM+HeR5f2E4TxLxGHjzDj+wpp6jzSzGWGbIdoFH3KuPEMrXOHuDvyHvdmf8Px+rc5VvUhg7IuBNYuJrS3kTjqGVVdRB4sxbJciWenHmPhHouRO8zYrjGmvYDYdQuxuwyRuwSBswjXShuDi1e53XGYWUM519veo6znc0Z0N6gePsuUov2nOhx1PTPaSkzhQXxLIkZk99D6BeiDIsyxBawJEebEJGrfJKagAH2gG6lpELNfQHRVidzZw4KlBUt6AZ1biMmtRqhvZ1xWicImYErcz/Y3u2x++yP5+0+ZkiiYVag4f62YG0e/Ij7UjLGyCGHR19jabxOXDRKzzBAJiDBZOnBb24jr+1h2DvIiJGDJ3otcdweR4SZyxx3EtruIbfcwButQuSvR+qrR+KpQeysRGK4i0F9FZLqGPliNwlmBMdSINdGJ1FGJwluJxNLMjLqOtokL9C6cRhW8jSJwFbGjBHtqELHjFoOyo4wripkQ9iFcXOCb757gCbiZnpvm+YuXfP/9H3j67BUPHz/n5aufMpt//Ke/EgzF0Rts7Dt4mF9/+CFfnzpNQ2MrfX1DDPYPUl5RRfGtcs5fL+FiWTmTsj6skXEcyWGcuV5M4WZc6S6MoVqc6VbMsVo8uTY8S23ENgfx5DoIrw3gyXZgT7diTbfjXOrCu9KHIVxPeG2Y6MYYye0JCk8ErDxboPBUQO7hDKntOVJbswTyg6TuT5LcHCG83E1wqZ/f/0uYzScSIisDhFdHMEabcRe68a/2YUo0Yk81YQzdI7zWR3itF+9SG95sD+GVESJro3gzQ3hToxh9vVjDw8itTT/p0AAKawu+9AyO6DjO2ASO6CR61zC20Dj+3CSBwjS2RB/TikZqey4yLa2ia/gKClMbZt8QKmcfQmMzcmcznqVBght9hDb6yDyaxL/SRXitj+zuNOvfSgguD5DYmuCNBe9+FiNfooh/zYTtSyYsh7nV9zZD6pOEdltZ/qGXzLN58t+NkXwyTPzREL6dUjw7Vwg9uYVt/RKh3VqchQY8m+W4V5pJPpglvDWA2t/EguUWncIjDMjOUz20n5bpk/QIz9M89TVDsqs4l4ZYfj7F8qsh4s9acG3VENsdIvF4iNjTesKP6wk/ayHysIPN7wRkd2eIr82RWBGy/kCFO3GXcOYuwWQFxuRxZImv6Ff9nDHD28x4P0Yc/YIJ5we0y36FKLyfMcseZn1HmQmcYMB8hOrJz7jZ/g7Nkwe43fE+LVMH6RKf4lrrZ5QPnaNT0Myoqo5u0TmEtgomNXeQh0rRpG6iSl1H6L9Os+Aod4cO0DB2lPbZ07TPnqF15gRztstM6K9SP/o1Y9JbPzmN+DSz6qt0TRRRVHkCoWIOd9iDRDfFgrWE8G4znuV2JlQlqBwjmIKziIztWMLzeHPTKOwjmL2L2PxCJIo5ZIY+HNER9N4BpOYhDF4VDqcLmXIGtbUHo2MemXUciXqK3Rff8uO//jvrj14QTOe519bJyaKr7Hn/XepOf0X1oQ+4tfdt7nz5LpM3zrIimuCpTcQrzwL/S1rP/7sV5f9eD/OfITP39RNEvYNYIy1YIk2Yoh0YQp1YIx2YQ20/OVqkHVOoGa23Dn2gAVu8EbWnHLXnLvZEG45kO+GVYSKrI+g8vah8jQjMJQgs11iwXmNUfRyJvQJTeAiVt4F503Wm1WVMivoRSObZfXofh8fG3MIcj59+w29/92fW1u+Ty6+y++gZ373+Hf/8P/wbr7/7LU6nj6MXLvCrTz5i34EDLMqVPH/5kh/++DsePnlKPJnDYHMi05kQ6wewhntQ2OpQu+rR+uowhhvQ+e8RXu3FELqLK9OEM9OEv9BBeK2P6MYA7kwrzkwbzqUu7NkOvCt9hFaHSWxO4cv1418awJcbxJPux5cbwpnoQ+tpI1SYwpXsR+moxhZuJrraz84rOa//0cGDFwpC+UFCK8P4CwMECv34l/rwZnuIrQ4TLgyytDNDdGUIf6GDyGY/7nQ3pmA7waUREpvTJLYmyT8RsPVSyfITMdmdOXK786w+l5K6P01ic5LMzgIPXptIby+gcTej9DTgLQwTW1eQf6wgsTFOYn0MX6YbT7qD4Eov7mwLwZUOfPlWXNkm/PkO0g9GSG4PYw3Xk92eZusbObZYM/GtYd5YjHzOYuRT7OvnEDiP0zhxgE7BEVThMkIPOog9a8Kz3o57sxF9rhTrajm2rSIcO1ewbV9Gv3IS+/YlXJvXSH/TiXulEe9aA5lnAziXOpjUnWVAdpymieNcuvc+Fd0HqezdT8PYCZomjuFc7iT9vI/A7j0U6XNIkuexr9/DvVWPInEeZaoYeewG5lwFS9904l7qwBJvwxVtZnWrn0DiBttP6nj4oo7IeglS3wFEtveZVH1A5/x7jOj3MKj9iFbBxwxr9tEh+QBR8Bpz/mt0KI5QN3aQqt69TCiuMCA4z4j4Op0zV7hat4/SgYNM25ow5tqQRa5iX+rAlZ1HHj2PInmcWe9JxkznqR0/QVnnMUpbv+Je/ylutR2iuPEL6ic+52bTfgYFTUhtjUittfTNF9HQf4ppUQ32wDTOxDTe/AI6/zDWdCOmXDHK8EXc+WqCax1YI71Ijc2o7F0YXCOY/eOoTT8hDHavBLluAKNtFoNtDqVtBLl1GLN/EYV9BJHtLjO6ciZ1JQjVQzx++QMv/+nfyKzvYg/GGV0Qc+ziRT54/zec+/ITrh94j5v7f0nJl29ReeDXtJ78HOHtk7i7y1mf7+IPuhn+7JDxWD+LV9qO3dGNxl2N3FHBorMaiaUWpb0epaMBrbsZY6AdjbsRc7ADW7QbY7ARY7AZZ6IPa7gbjbMBo7cTs68HuaEXXbAVVeAe5ngH5kgv5uggwZyWUMqHP2VG7RpFZh1CpFpAppLx/OVj7C4rC+IFnjz9ht/9/s8sr26yff8RT5+95NnzVzx59oLnz16hVOk5eu4C+z7+lKmaWv7npw/4n354ye9ev+JPf/gTf/3n/5FXP/yO59/9iNG1gNbeidrWgsRQidJZh9RciTHQgjXahth0C6WrikXbHaTWckyhVtL351h5IsESa8WSbsGebceSaiWyPkZkZQxXsgdzuAW1uxZPuh97vBtrtAuFvRZrtBv/0hCOeDf2SAfR1T6SW8Pkd6ZYfjCPPzNMeGWE8Mogma0p4utjBJb6iS+P4433ktucJb0+TXp7ivBqH6GVAaKr4/jz/QRXBgkuD7DyVMrqEyXBpQm8mRG8mRECS///5EdJbs7gXxpk/bmK3LaOQFZNMGskkvOT23aSWVcRzs3hzwxhizbhybQRXx/EHm/EGmnAnewksz3F8qMFnv/OSGptjPT6BK//5CZ7fxZvrpc3ZPE9mJZPE3lSgdh9ljHVZQyxe4R32ln9cZDw40pijzoI7nRhWb2ONnsB2+ZVtMtnmPJ8iSh8EmnsOLrsOVybpWRft+LcuI59+cE7OBIAACAASURBVDbelU5qh/cwojxLp/gkdZNHGFdcp3nkDIOSUkT2OxhSVQQftSGNX2HKc5xhy0EWfKeQRS8xaT3MoPow/fIjzDsu4lyux5XvxpvvIpJvYmW7nWjqFql8JYXdBkzhEoyh62gCJxlTfsmlurco7Xuba12/4GLzL6kY/oTm2b0M6c7Sq7lE3fSXDAlPMLp4jQHxZYbl1xkW32ZE0MjIYhOThjuIvbfR5G6iX75OcLuTwNoE1lwtYv9pxixfMWw4QYfoPJ0LV6gaOMTR0t9w7M4nHLz1Dmeq3+V292kkjikmdNWMqkuZUpczLCxCoLmDK9OOJnIDc+429kIV5twtjOkSZIFLaMIl6CM1GGP1yB31KO2N6JwD2KN9qJ3NGANt+LOjWNxClEYBeu84juwA9mwvlvgIpsg4iuBtRO5ixg2nmdY0svPyNQ9/+Cdiq/cZES1S3dvH7foGPvviM778/EP2fvoWh/f8HVePvkfNjYM0lR+luWwffTUnGG28zGTTdcQDDeiltVhMzRitPfSOX2JGfhu5qxalqxmNsxmFrRGVoxG9tw2lvQmtqw1ToBNHfAiDdwaLV47Js4DeNoPNrcRok6LUz+FKLKL1DWIOiDEFZ3HG5ITTAew+OzqrgVnVEArrAnKdFp1Jz7evnmG06BGI5nn16jU/fP87VlY2efb0BS9evObF69+zufuMRDzHzOQCxZdvUH/mJN8ZxPx3ys6/eo08MSpZUstJ6LXYVHJ8Xjc62yJSQy8KczMibQVySy1qWxPRjIpwWoM1MIfO14PU0siMqgKpsQ5bcIRIXoIp2I0+VI0h1Mi89g4yay2e1Djh5Uk8mX7syXaC+TGC+XGCuTnUvhp0/nrM/k4iuQWsoS4skXs44o14s61ktkQE04sEstN4Mu1ktmYJ5gcJZAdwBnpxBbqJZoZZeyDm/jM1ufvTPPrBwtKuCG+um/SDMbIPBGx+o2f1oZpAahZHZARXZJZAbhJHvIvMtpjwyjDOZCeRvJBkwU4i7yNe8BNM+YivWljb9bK07mbjsZsnP7qJr0+R2Z5maVvE+kMZT15ZePGDh//8P3Z4/NJMONvP49cKHr8ysvlMQ35XzBuGlWss/ThE/vth7v9+gYd/1BG5P0R8d5Dciz6ca7dIPB4kuDmAMXsDaeg0s549SBOHmfEeZNJ5lD7dHiSho5iWz6JKfY08ehqh+yTK4C3GdScRus4xZTvJvLOUGflNWgaP0z5WRJ/gKu6VOswrFagytxCFrjLrvogmUcK86wSj+kMMKr+mS3yAccNJJgxnMaUa8RXaCOUa8YVryC1VU1iuI5IpR22/gNpbxZT+AhWDH/PZlb/ldOU/cLv7E85XvcXx0r+lou1TZswnmTRcY0RzAanrGkLjLebVJYhMNxDqipEoGjG4+7Cl6zFmbqLNFrPgv4g5d4fQg3qchTpUoTLk0cvMmIvpEB5DEriKOVdH6/Qxqvu/oKLvCz68+CYdwssMq8sY1ZQxYyxH7qpFZC5jSnOVBdtlpL6zCN3HUMXOoIgeRx66gDpcypzpEhOaC6hC1zDGa7HFenGlhnGkm1G6KzBFGjCEa9C5hhHoWxDYS1kMXkUVu44xXYIx1oivMILS1cWstYhx8xXWXiyRuf8QrTvEiFBKaVMTB0+f4b0PP+Ld99/hnQ9+wfuf76Gk/hpq7zC2hAi5bYhZbQWzujuMiGqYX2xHZqpGoL6DzjqIRN2NwTWGOdKPKTyCLyXAExfhjguI5bV4oypcYSnuqBRXXIYzYsAZNmGLiDB6JzE5FWgMGjRGFY6wAU/EidPnxeSRYfEa8IbCBONxrK4Is4tCbD43KpMFo83Is28fI1NKEIoFfP/6Rx7cf8zW5gNevfyeb755ycvv/0h+/T42s4WpgUHaysoI9DXzXwEF/2Ka4nv5CPcXBsmMt2Gsv0nzqb0UH/qIBcEoi6Zh5pQVSFWdaMyjJJfMZLN5Ar447rCL4JKa+IYWe3IUnacbg3sMtW38p8dyyQncUTEOv4xAUoEvISeUkZNcUxJbVhFbshDNa3DHFhFZmhHbKjAFeogvqbBFujB6O8huKAnkhzB4+7H7lWTXvMRXpLjDQrxRIa54L65EI8u7M6zsSPnmBz/bT4x4U/08+a2HnddmUvcFpHamSG7Pk1gX8uKPQR6+CBBKy1nfSRHKqSg81JLfVeHLjeJPi/BGDESzTkI5E6k1H+l1H6lNK7vP1tjcXmP70RK7L5JEC3KCuQnSqxKWNuZ49I2BP/8lx7/82yo7T60sbUlZ2Z0nsTzJ1nM9ufti3ij8fhZDvgnrShv512IMyR50yRaMmWb8O104N2sx5WtRBKsQuE8icJ9E6D+Maa0IVfY8057D9Ou+ZNS4nzn3IQTuY8xaTzOweIwFSzFy33WU/hsMyU8idpWg9VxBZimiZ+IyowslmOO30aWusRi8zLjhNO7VLjzrbaiiJXRL91Ez+hH1E3tomf+MNsF+Fmy3MERqMHhvYbJXkIzfY2O1g+X1dpSmK/QKLtE6fZqrNR9woviXnC99m+t3f05V4/sMjhyjun4v7kQ5c+rzyOzVjMmuMq++gjt2h/z9dta2u1lZHsPmvosxVIwldQdN5A5yfznujSrCjypQhM8jdV9HG67CHptF6W5C4D7OjOcIM+ajGCMlaEO36JYeRWC/ybytBKWvBqmjEpmnmllTGSOKi0xoTzNjOY7IdYEJ/RE0sSJG1Mfw5EaxJNrpk36JyHMWfbIcQ7wVdagGdewWIu9FZKELSEInkPiKEbmKEHrOMWU9wqj+AIu+y4gcV1H5a3DkulH5uxnWXCP5IMrm8x8RKI0Mz4koa2ii6E4Fh06d4f3Pv+C9zz9lz/4vaB8rQWy/ichyG6NnFK27CZWrkjl1Je0zRQwryhjXVCGz96C2teLPjONf7SG4MYMrtYgpKMYQnMCW6MYUbMYVnyKWteOICdEHfkIWVL4GpN4SBOY6JmVdSE0TqCwL2L1erB4n7mAIrz+H21PAZFhFo00xPCVEa3ajNtmwusx88/IZi3IxYqmQb755ydrKFo8fPefhgyfc33nEs5c/8uP3PxLzOJjuqGe45ALPZeP8h0fGM9kgjvYS5m6doPPMF9Qc38ONQx9x7eR+5PJFjE4FgZgOq8WK2+snkU4SDhew24MsGhU4UwZ8BTuOjASDT4zON8OYqhiBvgqFaRiTQ4nDpyWUUeGMzOONS7EFx9D5x3HEVKR39CR25JjjQtw5EfE1HY6QmPDyAplNE9Gsk9SmCVdGgCUkJ5pP4AyYsdp0qPSTGH3NqP0VGMN9hLJGdp4V2HjsoPBQTmhFSmRDxtarEIktA560kuiqhsIjBfmHMtafaSnselh6bCS8OYMt04F3ZQRvTsTSQxurL3UUvpFw/9sUhe0UmeU8+eUNskt5krko3oiZQFLD2iMD8SUB8dw4Dx5Z2NpykFmS8uyVm/tPTaRWp9h6riC/IyK1McMbnod9WNZ6cW4Ok3gmJvuNhuDuNJGnk/ge9mLfrsO6XoU0cJV5z2EGtZ8x5zqGLl/EpGcvE879jFtO0Cs7QuvCpwyqj9MtOk7dyD6mtCUY4y3YUw2oPOWMKy7jjFbjSdaj9VTgiDVgjVaii1xhQP4VI8rj9EtPMGE8x4j2a3rlhynvf5+Szl9RP/kJzXN7ETsqUbpqkOiuojXeoLDciS9QhS/WgFh/nRn5FYTqm8xLipmeu8y95gN09H6Jw1bGSrYH4ew1rLY7SBXn8cYqMXtuo7ZUsKC6hsJ8m/zGIOubo3hiFfizlcQ2Gwht1BPcrsO3VYlrpYp5xylk/vPYU9V4Mv2YI7XMWg7Rq/qIbs3HjNqPMOs+xYLzNJrgHRSuKoSGG8gdZegjzSw47jKpvcmMvpgp3SWmtNcQmhuQOCqZ1d1BYu5BF2pD6rnCnOkis5azTFkuIvQWIfRfZkB3iF7tZ8z5jzLjOsGI8SCdi3voUxxkRHOSMe1x5m2nmDcXIXJfQOFrYVJfjS5oonFggksllVQ1tlFR18DZ4hucKb7J3q9P8fGBY3x1bj9yRy8SexUL9htYY/0YA4MYA73MaMsYEN1B7hxA4x/BEBzEGuhDaa9HF65GHWxB7hnAGJvEmGlBGSxF7rqKPlSGOdKGytuIzF2NwFiB0NhIt/giE5pGRhfb0PgmEBsGUDkm0ftmsHpcmBx29BYXc3N2JEodo8JBVCYrKqMds8PM028esSCeQygR8GD3IYl4hu2NB0QjSZKZAg93n/KXH38gYlTTX3qVqZJz7MonKEx3Mlt6loqj71Py1btc/fItLh56l5qKC8zM9mCwGTBaPfg8WUK+dVzeDM6gG51DhdQywJD2CpPWUqaMTQicDcg9/Sy6+pgwXEfhbUZp6cMZlBFcmiW+Kia9ZiCWM2L1TyP3tGGKzeBdmcW3OYJnTUp8I0RiJUwgYyW2asGfl+CKGgnlXTgL88wam9EH1Gzv7rCylsIZmSK6Mo0h2oMlOYc9oSFQMJN9oGb1Wy3e/CLuvILUdoj0Zp7sxjb5rS2ymyHim3IMsVac2XnsS1NY0qPY86N4lxcJrssJ7owQfTTB+rcuChub5DbSLK2tkC6EiaYdRDMOfBEH4XiY3HKYQiHG5maYBzspdrYyPH3uZ3lbRHJ1BqO3idjyKPG1UZyJFt6YdlYgCTRjXx0l+liEd1NAcHeWzKtF1v6gxJS/iyFzG4HjIlPmk3SKPmZEd5A+7edMOI4wbv+aXtVXdCwc5k7/B1SMfknDzAkqBw9ws/NT2hdOMWu8gtJdij7QgDPegy3STGK1jbVHvQRyzfjSZczrvkZou4jEfw11upIh4wnGzBepGPmETskxZh2XaRMewhBrwxjqQqguwxloIpKsZnm9lViqEbXhArFEEatLHRTSnRTSnejNdxEvFpNKdhENNGMz3MWovoXdcpNo8jbBWDWRxChWTx+eRD/h/ABWXzUmdzmRZAPbT6pZ2+3GlbuDbekq+sQVpu0HUSUv4924h2ftHsb0DUZ1e6ka+3vapO/RZ/iKDsVehrVHEVmLsATr0borsIZrsEfqMXprmNGX0jZ3ntvdX1E/foIxbRU9kssMSooYEpcxY7qNLnYTW6wKvaeOMcV5xvTHGTEepUtxkHbZQVok+6iZ3UPtzGfcm/iYdvFB6mY/pEe+nz7lV/TJjzGgOkGf4hzzlnI65xs5eO0GP//4U3798Sf8+r33+frMeapaOjhy4QqfHT3JiZKriKzjDIsrGVBcZtHRi8jchszViMrXSd9sJRrPAJbYIPpgN674ACJjKWpnI5bQGApXN3JvHXJfOSLrLSSOs0gcZ1h0XmbachBlpAhttBy5r5Ih1W0k1klmFV2oXG3I/a0selvQBIbQBxfQ+MYxOx1INTPMqlrpm69Ca7WitThxeR08fLzN5PwkSpWMZ8+e8PDBUx4/+Jal/CrLS3n+uLrEtz4LA7evUnfqIN1XjiOqu0nHhcPcOvAeRft+wbX9b1NyfA+9PdcxBWYwhkZxxqRYPWZ0Jgt6kwOZUY/KLcIYUqGLTDJtL6JbcZhu+Rka57+kR3oIkb0Bc2IYTagFe2wUW2SB0PoEvpUBIitSAikFoZiBYEGMPy8ltCLHszRJeMVGKBsitRFkeXuFdCFOML+IOTKPI61Fn5hmTHsbrXeWTC6FJ6TCtTRPeldN7omR5CMlga0ZAtszhLal+LZmca1P4l6bxZVQ4464ieVDrO88YOvBNqElPXJPO6bULIb4JNbIAra0EGfSTHDJgiUxjD+nJhDJ4AvmWXsSZHk3wsbjFIWtLLmNKPFsikB4hWxujfXcD+QSD1nLP+bx5ndsrSYprJrYeuwlvaYmvjzPw1ce0vdneGPe1oAmMkRgU0jsgRiJuxlTahD/5hyJxyIsyTZkjmpGpcX0zJ9hVH4GseMaY7pTzNmKGFadoUt4mPbpA7RMHKGsay9nq35Fj+g8o5piWmYPMyw7j8pdhS3RiilcjznSgCteQ267G2eyHonlDkrnHUyRIizp08jCN2gV7WNAdZbq8S/oXzyNxFtG8/RJpI56AvkJdO4mnLEudh4v8viphN/+3obOeJPlzS6ePBaymm1hNVlHINCExdbH5kM7qY05YrlBUisjLG0PsbQ1QDo/yep9BS/+6CH/aB53uoNwrg9XqAVfqInl9VpWt/vwLdfg27iOOnaKFtHbLHjPY8wUo4lfRhm7hCp8ngXLPuaMB+kR76Vt4XOGlGfpk16je/EMQ4qDzOvOk1qdwOhqom7iCA3Cw1zo/AfqhUcQBm4x7ymiW3iEKV0xc44irJl6TIGbKGxXGRafZtpwgR7FQRrmP6dTepwu2Snujn5Op/AUFQMf0rqwjy7p5/RoDlMv2s+Y9RbNwgtUjxxhQHKeYXkdR29c4Z3P9/PR53t58+//gb958xe8t/cgH+w7zM9//SEfHDjBlGKMycUqBuWXkdhr0fn6kVgbkNirkFibGFPcwBBpwZHpwrvchSFSg9rTjNLZg9zZxLzlMhJ7FSr7EN3Th2ka/YgxxUG6RL9B6DjBgv04Q4p9TBnK0LgnmZY3IrLcYdZxjTF9MXLvMErfNCrfBDKjBI19lLHFOwyIazG4PcSzS0SjPu7vrjMwPohOreK3z35kaWWH/Pom25k4/7oZ4v/cjeNqq6Dm5AEqv/6C8iOfcPf4J5Ts/yXFe9/k4lc/5+qpL2nuqGHe1optvQtNtAGNbwCJaQSFfRy1Z5CRxU4WndNIbLPI3dPYc/MILUPUDhdxp+8Lmqb3IbLX4MiM4s6PkNiSYw3PYU+MYMw2os81oo/2EiwsknqwiL8wR6AgQO1rwR4X48uYyG7HWNvZJp61E19X4ckpCa26sCSkJO5rWH0cZHMnhSc5j70whnt5ClthmPQrEZnXCyRfCIk/FmBf7cO81IM62oHOO4YpNI4nP0hkWcnKdpz1B+vMaJuZMdfgyU3hSwjx56VY41MkV21s7BaIpzMEo0mW7+dYfW4ld9/LyvoT0tkHFNZ3yOWfU1h5ysOH3/Nw68+sF15TyHzHo42/8GjrW148/4bvX/+e77//Lb//43c8fbHJ5jM7b9QOHWNKVYUlOkh4ZQLf0hju5Bj6YA/e5XFE5kqEmiqG5m4wIy9jUHAKhfM2/Qsn6BWcZER6mfbxI4g01xgXn6Ohfy+NIweZVF3BGGnAFGtgWHKGUekFjMFa7MlGTLFGtO5KPIkmTPE6piw3WPRU4063k93uY0x+ggnlJRSOKqSWe+gCLfSJvqZ14jjBwgTJzQkGpccwpZt48oOT/JaYzNoc/sQwKksNwXgfhXwncX8ry2sOljbdhPNO3IVJ9JEmnLkO7NlmZI5bpDbHSe+O41yuQxG6yoPfS5A5irFFasmsDmG13ya53IclfQ9t9DIS92kG1YeZtFxEGy9F7r/KrOUkEtdZlJ7zDC8eoH12PxJ3OQJbGeX9X3Kp5e+pn36fSfVlDJ4O3LEhOgXn6FOepnLiQ5pEH9Mo/oROxaeIPZdY9BUj9BQzqriM2nkTY+AGc9prSJ0VNM59Qf30Hpqn96GLNjK4eI5p7RV6F47QMXOAKe0l6mc+p1lwmHlbNTPGGkaVRUzIzjOlbOaDAwfYc/QC7330GW+++fecLi7l+PXbfHL0NH/7mz38/INP6V+oxxzpYcFajTnZjTXZiynahiZUhSnehibQiCnejMR1E7G3GGW4gjlLCROaYiyxbmTuuyi9TeidQioajzEwV0zf7AUqWj9EZr3DhOwCYl0FOl8zImMDE6oKZi3l6CJjTBrKmbbeZlB5HVtCzYKuC42rG5OtDbdzDn8sxtaDHeIxH5v3V+kd7mVmZhq3O0DI5+HPK0n+O+Pn/9lw8e+hRUYuHaD82GfcOPgexQfeoXj/WxTt+weuHvwVZ499woWiIlomxxm11iMJX0HkKWLCeJ0xXQULzjqk4VJmrBVMaJqZ1Lai8EwidNZhTk4xrq3gaPkvqOzfy5SuFE9+Fmd6itSODFdqCoWzDYGtBmmoGpVvEHd6Ebm7lmlNCXJ3PYZIJ6bYCNrAAHqfCHfCQGJZS37XSmYnTGw1QTQfYOmBiejaCPltKbldCYvBamaMt/GsDZF8Nolroxv3+hC+9T68qwO4loYQ26vwpAWk7+uxL9UTXBsgWTCxtLKBOTaPzFPN9rdynr2ykd9Ws/ZUy+YTD4XNIJlVK+tPQsRWLMSXYqxtPicS3SEUWSOeS5PIbnB/54882flPtpf/TDr+hEzmGVurv2ej8JLvnv+V757/B+u5P7K1/Ac2Vl7z+Mm3vGFLdDOjKUXtrMYeqsGX6kZprsMc7MaT7UOou47SWsm04godk/tpHt5D19QBhsVnsYR7mJCUMCEuQqwoRm4sxRquQeO9g8xWit5/l0ChA0+mDVOoAXO4EUOwDpn7Lnp/I2JjKRLnHSTOe3QLLmBP9aMP1WIO1RHI9rNoKGdKchN/ZgxbooGehS8wRSt5+FsRs9YjCDwX2fpOgzfdy6KpnMSaiFBqhGRhiOhSJ0srZjae/pHgqguZZRyprYYZQxG+5W5MiTrUgQoWnMcYMnxAp/rnKFPncKyXsOA4gtx1FbXzBr5QI5m1IYyxJhSeMlqnvqBhYh9d4pPIXGXow/eY0p5FaC1CHahmXHOFAeVFRnU3WPRW0i/5nDHpEfpFx1D7W1A5W/GkhjB7p9GaZTiCCmbUdxhS3qZ78Qzz9vNIvDfoFJ9mUHqRRVMZcksJU6oLtE4dorj9HSpH36N94UtUoXImNGcZlh9lSHqEAcEFVI5W2scOIzbcYVh0lilFCWLHFdTeW9hCYi6W1PD1xTJ+/stf87O/fZPie41UdI1wo6mHD45f5BeffMGAsJ7wihRPyoA9OYMz345zuQZnoRFnpg1TrBlLqgWJtxSh9wYL3psM6L5mRH8EqeMuMkcbYns5en8bU/JiFs01DMxdpXngMO5kF57EEFbfBApLLSJjFQJrJQvOGhT+EYY0xYwZrzKpv4UtYkLu6UPlbGQlMMaTiIWgL0g0GSWdjbD9YJ2eoR6EkyNsuU38r/kA/x0x8M+2ef7qlODtvEP5oXe5cfjXXDvwNsVf/YriQ7+i6MiHnDu2n8NHD3Hl1j06J2cZU7SjdNUybjzJlPsEI6aL9KmvMmI9w5Dxa3oXrzNrrWNS38CsowyRvxR5vIpB9WXuDexnzlRGeFVG+r6BxPY8vqUh3KkRPNkZEluzRDJyPBEBMnstEus9RJZK5g2VKNydSN33mNFX4cwOkn8kIPVgjtC6CEdmGm92GmdyAF+uBUuwAXOsBVO2FYG5gmBhCmeqk9BKP+mdcaJbE8S3xOQf6wisTGAJzxJMeoiuzRLfGCOc0JHOF8g+tpN/LuTRd1IePdWw/UjPw5cOvPFZ4ktylrfdpFZ8LO9E2Hm6SzyTJxRbYnPre1bvb2APafCG4uRTfySbeMzDh98RzyyTy+6ylHnEauEZy5nvyUZ+JOF/QT71mrWVb3mj8HASb6aTQLqRaLwGl68VqaoSR7CL3NYsRk8dJl8D49rzNEy/R83wL+kV7KdffBpPTInVocPsGUGiq8QW7EbtuIc33YY32Yon0Uoo10Uk340l9BOop/bUoPbXoQ83YY51oPI2YAy1I7M2MK8pxxJvx5Xrx5cdYuOZmJ1v9fjTPXjyDYwZPmVU/w6RrVJ8q9eJbNXjK3SxtC0ktzaPOdSK1l/DrOkk3ZJPkZi78edfofcuYnC2MyO/RCA3xca3GgyRGwQ2GxFFztKi+hkd2r9BmDjImOc9Juyf0S06yKK9Cle0lmCmGX2glUHxFW61fMK9/n1M668xp7mCxtlApDCD2lmPPd6FwlmD0l2J0HYNXbgBbege6sBtprUXscZ7UdhasYZGcXg9eLw5HO4YVq8VucmI0qFEoJtg0T7Pnf5jtC0cY1x5A0u0DbW/hB7JXu6NfsrdiY9pnP2KQeVRhuUn6Jw+xLT8JjpXP7bIADPiG0wt3GZi8TJK8zjj8hIkjjuYwyOU19bw1dfnePPn7/Kzv/klV+7UM2f0M2fwc+5uM2999hkjsiYMkQHcKREqfyuG5D1sK5VoE9dxJavRBSuZtFylRbqX2tn3aZMeYNJ+mjHLYWbMl9HFmpD6SzCnyrHGGlA6alm0ViAylmIK15JcVWH3C1Aa2hDoalh0tqL1jiG0jDGoKGFaV41Y10Usncfg1xB0tPNfyzY2dArMOhMmk5Z0NsnqxhI9A90kpJP87xkL/x3W8nS6ldW5NgxtpdQf/4AbB96i+NDb3Dj8DsVHP+bUvg85fnAfR4+e4Pj5y5TUtdIzK0LrshNOmZG6GhkynKdOsJfG+eMMGs4iDF5nUFNMj+wGg+qbjOmusuC8hXO5F3WoHqG5FGe6m/xjCbkHChKbEqKrEwTT42w/NfHgoR2LqRerc4hIYQaVsxZLtBt1oAWFpwFzogXnUjuelVb8yz9d46YfDhLcaCCw1og2UE5iux97tgZrponckwms0Rbm1HdwJkfwpqYJLA2SfSjDEpkisWbAnZ1C6RrC5JkjuzbB0socuSUPvkCWwsNVdr9LUFiXUVhfYO2+nI2HbnafBdh+rCFZsLC+vst3r3/L1tMU/rQZXzTI9v0f2X3yEn9WgcUvY2X5BQ+3/sTzpz8QT8XZ2n7K7u63pJayOJxZfI5ttEoPicg6y0u7vKF1VGEK1BPItFDY7CGW7WX1vhBPrAtToAFHtI05VRHd0sP0yL+gT/YZI8qvGJafRqoWI5ozotAPIDKUoHLWIdCWYo+2sfJIjMZZizfVTyjbT7TQjz3Wis5fh8RZhjZUjTXVTnhzAne2h9DyMM5kF8tPRYTWprHFO0k/6OXZnzQ8+YMWfegmpvQ1pm3v4Fj+iuXvalEFTiB1XmPliYh//o8YIstNaqfe49bQ31Ix9TMa5/diTcRxxKSYQ5VEN/p4+H0MXLilBwAAIABJREFUT2aWBfs5Jq17qZr/Oyom36Rp8U36bG/SY3yXhul9tEycYFpVStvocSzBHsSGe/RMlzEsLkfiqETmvUWf9DLjqgZ8S2aM4Tn6RZcwhNoR20pomv6IIeUhYltz+PPzuDIdpNflOF0WYhkzVqcTk0uP2qzFH4lh93uRapUojUbG5qcpbT1Gp+AUhsAAamcLak8VQ4tnGNFconl+P0JDLXPye8g1Q2j045hMEhzhFhzRWnTOBuYUd1C7WnFGNKhtQmS2LgzhLhbUo9yqqubt9z/jjZ+9RVldB3JnDGd6m875Rd5699dMKvuIbepIbZrQRZvQJm8hDZ1H4D6B1H4OrbcDdaCXIf1p2he/oFW6lz7tIboVXzBlPs205TQT5qNMGI6h8FZgDHeg8tahCdzBFOjGFZahsvYzL2qgb6oalV2MN+ZkQT+DRKvA6Q3j8LuxWKMENQr+txUH/2GTou9r5czVS9TXV5NNJ8lkI3T3tVOQTfJf3kX+1S4i2FPJzO1T1Hz9G24dfJsbh9/j5snPuHnxGEcOfMbxr49y6sw5Tp67zMWScsqau+mek6G1B7C7XShMSmb0nXRKzjJhKmbWfZpp51k6xecYUd1mVHMDsekGjngzz36nJ7k1gsReRHClk9hGLzLPXaxLA1hS7Vjj/Tx5ESORUGC0NCNZbMITHUftrCWxJUDmbiK4PkL8wRiZJxPEd/uIbXUS2+rDkanGGC3Bka7GFL1LencIZbiIzNNhXvxFj9nfwthcObPiDtS2YbT+bgLLKsSWLhTuXmyZQQLrAuyJEfIPZ4nlFglldMiNUlTmEDZXmnDcwff/GOPRqwAmzwKr2z7W7luIpAMkQ6/YXfsrhc00ttgc3qSTrft/obD8W7LrOTRuAW7PCmHXj+xu/BPPv3nNxsZTnj57wfajHSKJAltbT9AZFPj9fmKxOG8sbc2z8kRAcLmdzHYfwWw9j19JSW2MI7HcQmQqYcFwkxFlEZ2iI4wojlPT/yGzmnrEChGzMwIUlmbUwTKEllIyD0VkHiwQzI/iSQ/giHdj8NRj8tai81Sh8pYzZypC4b1LYHWEzMMFAoUh4ps/gWqebA/e5SF8S4OEV7pwxDvIPJ4nvj3AN/8kJ7BRgTx8HEXoAsOqPUyZTxNY62T922kCm720SPZQOfUupWNv0iz9BFVoBFOoH3e2jtf/FuUP//4ImX2UTkERdZNfUjL4JhdbfsXdyfc51/pzTtx7i4s1X9AyepVrVR9R2vI5LZNXGJi5w4DgFv0LVxhX3GBEdpNJfQ0CeysSXxORB9P0Ss4zrL5Mt2wvVRM/o1X8d2h8XfiTTiz+EXafeylkV/FHpBi8I9jTfXhSixi9C6js3Ui1wxisGuakE3RMX0Rqv4srPIczNIfBM4LeK6Rj5g71k0eQWjtwBOVEwml8fi8i2RRScw2L1gpUjjrkjlqk9hbmjc3o/EPM6e4hd7Tijum5UlLEW+98zJcHTnCltJLL5Q2cvV7FocvF/MOv36N1rA57XIYpMIfcX8mM7SQj+iN0ivfRtXCAIck1RJZ7zJgv0i77jEHDIdplexlUn2TedpmuxU+YMH2N2H2Tcf1VJvWljKlLmFGXUNdxnklJNVPSChTqYYTKSUw+LTLjDHqvBLc/itOaIxrNYlGq+EvIyv+1EiDWU8VEfzuf7PmIivJiCoUU0YiDvp4W1hVT/NUuIDVSTfuZzyk79CFlJz/j1rmD3LhwgtLrVzl38Qxnzp8lkcpQdKOM05dvUFzVyI3mHroXRCgdcnSOGdROEbF1C45MP+ZEK1LPFQYV++kTnWdQfB2Fqw5HvJHQUieuRCNK500WzBfw5ptwZeqQ+0oRe26g9JfhzY6Sy+tIp7WEkmMo1fcYmriF1t3G+gsFck8drkIrw6qjhLe6iWz3onDfJrE5hcxWgSnUwKjsaxTuYiIb3cxZT6AMlrH9Wogr2YU/JEKrk6ALdGJaasCcECPxtDBpLmExdA9VtAltoh1TugdvzoQi2MKcvYIFwxyOzCLJLTOFnRzOpBSprY+lLR+bD4OsPlgh5NsgGXxJIhvFmZnAEbfhD7/CHlglupLFntKjMXsRCYOkko9YKbzAZk4RjsTJr2ySzhdI5SKEojbyawEK637ecCfbyT0axxK/S3Kni6WHvcQLrWTvD2NPtjOhvMiE+ipK1zjGoJAJ5U26pi6zsCjHYo0wOt7P8MIVhI4LjKlPoY+2oo+0oPHX4C8MktiexRnvQeeuxx5rI7oxiMRxG4m9Enuqn8IzJb7sCOHVYVaeSIiuj2PLtmKJtaO0V+NOTWJO9SCwl+Ff7Wbl+RTu/BCGaCfKUBmTtlNI/VfQRUqwLDXg2uhC6LvJoOYqunQf5nwj0Y0xMg+mSe/oyTyIYY1qWXQ10z5TxI3WL7nTfZRL1fup7rvL/otf0DR+i1ldM02DN+kW3qZl4iYWhw6lZQKprZVuwTl6xedpmztOy/QZZs13cBS6kQerqJ54jw75r2mVvEmD4Gfo/L04/T6yyw42dvRE4mZSKzKMoQ5k3ttYwwIUzg6UgVtYYn04IyJUthHkngbG5FfQ2nvQWodZ0DShcy8wKLyH0NqDJarHEpWjdk2xaB9hWH4PY3SafnE5TWNH6Jw9g9Q8Tp/0KmOq68ybKhCYqxAZ+mjsauHDzw7zq3c+4qO9R3jvi6P8fzy853MkhmFnSWkt2QqWKEvMaYbkJE7GAAMMcs45ZzTQDTTQAZ1zzjmi0Y1GzpjBYBKH5JAjUZRFJUq2aa8t2V5rbXnP4fa8t7v27vm27su7D766f+JV/V69+j3z29/h6y+f4ndffA6xcQxTWMS4rIp5900mzWeYcxYgtJbQNfcWk7qLKAOFKENXmXafReA+y5j1bZrnXmBIeY5+xWvMe26gTzYybb+JyFGGzNNMNGtEoR9lTHIJubmGUFyDMywjkFvEHlkgsRrEG3YQDibJZTIcp1z8bxtu/suGhxPLPBsOB99NhDmO2Lizv0Yy4WNiqJs9nZi76nG0nSUI28qJGVWEPWYaG6qorq2ltLKa60U3SC8todUbuHGznMLKJhr6J6jsn2RQJkOoGcUYHCK4tkB8U05kfRhDqB5jrBmJqwhtsJZpbQFz5jKsyTqsySpEpjN4si0oPEVogrcIrfewfGeYjUfjbD4QsneiZW/fQiQhJ7kqwx/pR6HqR25s5ui7GizpFtrnn8O+UsPdT5Wkj4dwZGvZ/0hOcL2X1XvzeJc7Ca23ENnqwJGtxbXShn+1A32gind/YMERGcK/3otrsx1bVogq0cR88CbW1XYcuSEMmT6MqXECK25cO6OIQ6UY0pOEjqbwbYlx5RREj+TkHxs5eOIjf7LI9nsuUusuYsksa/uruJan0ASleJLrBLes2Ffm8a+4mdcakBilRLMhVtY28Xi9rO+FCWXN2GILLG9b2L0TYecgzXI+xDO2RCOrJyICKx2sngyw/WCc7eNRPvyJkrXbs2i9VQRXx/AlnNg8HqS2ZsTmOpQmNRKpnQX5JDOKYqa1Z5hQX2DUcJqFwFsoPYV4l7vZfqAhsj5JYHWc3B0JuZNpbEvNqPz1mGM9HH/PydETE1sPZWT3JSR3JvCv9eDL95HcmyG6LSSxO457qwfnZieeTD2WsAxzaAH3ehtjjpeRR97BnqnFvdXF3scSNMnzuFaEBLe1eHb68e/0Y07X4cg1Ej2YJ7gmJbI+idY9QGXHOxTVv8m4tBmls5dBwQAj832o4s0IbVXIPRWYg9WE4xPEc3JM/j4s8R4GF88zqHuHCct1xs1XEdgu41vvQOo7z5jxq4zqv0Hv4jfQ+DuwBtT44wvk9+S4IvMkN3z48gtM2y6w6OlizlGJKlGNNdeDNtiGLtiDyFKLyFSGKzmILTRBYFmBITCGOd6NOzuJL6sitKbGGO9CFbmFLFCCIngLsa0Soekmo4qLOL1RdA4NKt84Mk8vlrAZjU/E0MwUX3/+FF/48ld45cwNvvy7L/KFr32Hb77yJs+9+RxyZxcKbzsDkmtMmYrQRFvRRNsQWssYll1iwV7CpO5tRPYLTNmv0rbwJjXTL1Ix/i1qxl+iauxl5tzlzLrL6Zi/Srf4EvpAHw6vGqPz32S+0lqHL6YknldhDQ1i82gIxuI4/Xri8QCxsINtv5K/yVn475tu/un2En+zneF/fbDPg4iZ/b113CEPQwOdyLvqWTYoeXr/Nn/+p5/z9MP3mRKMU1lbRWVNLQWFxZhMFiLRBCXlNZTVtnKroYu2URHVA1OMK0TM6rtZsDcR2BwlvTtNKNfDor0Qa7QNU6SN6HoL5nAhMnsVvpUO7OkKJI5znHxiRO4pplv8AkpfOfG9QVYfThA76mLrWEUmq0Rn7iCTl6JUdyKcqWVGUY57swWB+QKDuud5+HMN3p1WRI6LxA+Hid8exLRUiynejC3egj5cgjtbQ3CzlfzDGfxrPejD9eROJrFnaont9ZC+M4x7ZYjgxgShrTHC2xPY0iNoYwPYE0LmlF3IA9UYck1YciIkkXrMq314dmcIH6qIbDvw5RVYst1E70xhzgxiiipZvZvDnp1FFZDgX0mjS85hXZYSXo0gM5oI5cLEdwLoQ1Ms6vpZ2bMi8zYwZihEZulhZdNLZs1NfMnDM85UO7GNCeLrUywfDBNfb+fhdyU8/r6I0FIT6e0h7NE2dM5hRNIBpOYqhLpCVK4hJueGMDlmUZn7EetvIbFVMKq+yZzrMhLbdYKrfbjSbST2xojujLD2cIHwTjfWpQZmzcXInbVEt6fI3Zsjvj9M/q4Cd64fibcIVaSS8N4I9lw7R+9Ns3bSh8x7BkesCrlJgVg7w7TlPAvRU0zaXsGUrEYRK8Wer2Lc9BLujRG8O5PIM+VIkjdYiFxFk6jCvVFPYr+P6Mo83qUBJhdr6RwvR2xswZKoI7Y+i3tZgH9zCmeiF2e8io3bPWTW2ggmO3nwoZX3ft9Bcn+QMfMrSKJvYFqpQuorQ+EvRO6/wJzrJeacZ5B4SnEsD6MO9mJMdKGJVqDwdGGJypG42xm3XWQx3MSQ7hK9qvPMOqpReOuwpftRBOuwZjrwpWYJ5wUEc3JcmXECG/0Yk3XoYo0YE+0oguVo4jfRp8pQx4pR+/uwJ2RYIlL0dgdipRJ3PI4z7kfnsWKJLjKvn+X5U6f40rMv8u3Xz/PMv/sqX/jKN/id517mTOHrKLwtSJx1DC1eo1P4DnVDr1M3/CIjisuY4s3oI430L5yhdug5Zqw3mbbepFdyiR7JNeqnTnO19dvUTpyiffYSl2tepHXiLKZQF57EDKGVcaIbvRiDDegd4/hTs5gjLVi8UzjdiwRis4RiCqJpNR59L596xPztkp2/3wjwj+sh/uVull2XiqOjXTxBN+1D7SwqRPzmr/+Kf/2//x/efe99enq6KCktoaSsnEtXCpieEePxhqhpaqO6qZOqll6q24doG52lZlCAUC/EEOlF7r+FY7WW0HYP/lwHs9qz2MK1GLzlhNOVZLeakZovElrrw5mpQuo4x+GHKkS2s3SJv4PKX4UjW4d/cxRHVkA4N0syJWB1VcDe/hyp5DjZ5XkUljZ8e00IvS8w7XmJlfcGaZn/BgLzJTShelSRcuZc11j0ViNzVSBxX2Ll0TDWXA2Rw2H0yTrsuS5SB/3k7w6y9WiK1ZMxsvuTbJ7IWdmTEs3P4MgN4dqaILQ1j1DeyISkEJmjnFBehy0jw7s/hX61HmVsEEvEg95rxrsqw7zch3tnBHmoH2dejnapH0N6nnmblEX/LBq/iUWPgDFFD97wEd6cF5GzHEtwisSqB2NynBlHCZOLjUTiDjYOQkTSRp5xJLpJbMySP1zk9odywrlOsltDPPm+nO3b4xy+N4lvqRFvdAa5UsCsqhitrwJ9qIuZxTZMTiHRuId4Ts+0phK9PYDOpcQa7cUWb0diuYY5UU1go4/A+gCBjV4Cmz1IXbcQGYuQusowphqwr3TgyoowJ0eYcV9jIVSEwHWOKfdZUvsN5A+a0cWu4lutRGaepE/QTp/8FfqMv8uY+VUExgu0S19i3l2AO9dP+kSMa6eHSc+biMNvInKcZ1RxCetSMaGNetb2ZazfUbJ2z4p7aZLAyiwm7yCZ/X4iu614cwIiWQGprWGMwZvMGd5kTP4tDt5f5OCJFpn3OpOm5zBlijEkyln0VjCju8mE5hJDi6cQ2gowLo0SvS1CErrFfOwW+q1SxMFShLZaRO4qhs2XEPoL6FKfpl/zDnWTryM0lKKPNSHzNpI8UJDekhFbmyW+uYgp2o0l2YkmVIvUV4RpqY55zzXErmtIvDeZd1TjjkSwBTKEM0doA2rk3jH0fj22UABzXI43Z0DnF/PquVf45isX+PrzL/HMF7/MF7/2u3zx2d+juqMYc1CJ2etiRttBj/AMg7OXGJNcpX38NaTOMkTGYjoEZyhs/BaLrlYsqWZGFs/TJbpO63QhN9vPUt73DpOKDqak/UxKy/GlB/DnRgmuj+Ba7kEbaEHj6mHR0sSisxiNqw2zdxh7ogdbcgrv6jxWazMPjGN86lDwfdsif7bk548iZpb18xzdOSQY8TI00cfe8QE//PlP8Qd8lJaUcvVGETduFnP5SgHdvUN4fBEaW3uob+ultn2I2s5h6nvGaB0RUjsoYFolwxIVMWu/hjRwAedqK+5sLwrLLWJLXVjDTdiD9QTTLYTXewiv96EKXCCyXYtruQGR9TyaYD2RTRGmTDmeNTHx9VVWjszsnSyysilibVfA7pGMn392zNZdI4b8eWb8v0OP6qssBM4jsL3BtLEY/9oUtkwnAtNllKFqNPFatMlSnOst+Hb6cWx0IfLeQB6rIHbchWWlhMRxH5H9HjSRG+ijt5DYC9AEqwkdjhB5ICB+d57AsgC1rRdLQIw+IEQVnGQh2Mq4/Tr96lIWrGLmjfOo/ULEjjYE7hIGTFcZMBaiXOpEFRunY76KMVMNI4pBxrVNzFumURnTzFlmmXZVMadvxxG1IfWMMKQuQG4ZwuM3YPaPobZ38Yw+WIsz1Y8j3oM/20hqaxB/YoijeybiuX7yR11s3RMRX/ZhNrtJbQrwLnUSWzWgc8jwx014wyaMdhFGxyLuQBZfRocrMYs5uIDJPUlgaRJrohlvvg/fRjuG1C1i68NEMyKU3kpUsVLUsUqsCRHOtJJxcwGj1jOM2d9m1P0qhmwxqd1RZMEbyIKvYg2PorQJ0cTqEAfOMGM7zaThLLVTzzKsvILc08yg9ioT9hvIA6X/X3RXgth6Fs9SCTrPFZzhBlJrCyxYGvDkWzCnKkhtLPLxDx4TyU/jzrVjT3Wz/54Ua7KOTtmzdGu/iMz3DrZMF+3ybzPnucSsowDbcivO7CAL5nZUrlEMgXE0kR40UQHySBeL6WpEkVuI47eYdBZQP3eKYXMBM54KWmSv0KU8TcvCKS63PUtZ/3MILTeQOBrwpMWYgt044xNoA22Yw32ElqU4E8NoPOUYgiXIXTeY1J9h2nABS3iUVHIHp3cbRzSILjqGNW7AnJRgT2kQW4aRBepYdPfw5uXTvHDqKr/1la/zzG99iX/39W/zpee/w5Sql0Ayhtm+jDm0iCHSjsRWiUBVzqSilAnVDYYklxiYv8KMpoFIJsSspoVZTQt13W9T3PgqXdO1yMxziBfnUelUuCJinBEB/pQKR3IeU3wWpVeAOSDBEdWjdHSjsYyiD3SiS1TiW19AmxxCoi7jyDjOwdwggb4mfL3NPHVpSZtkHB3v4/ZamZzsR6dX09rRxM2iAooKirlaWEZVfRMzsxLkCj1tnQNUN7ZSXt9GdfsgjX2TNPRN0jIipG5omimlCltaiiHVyoTxbfTJavyrgwQyo8RzAkJrU9hjIwSXxaw/XsCaqmZQ+TUk3jewpMsIbvYR21rAGh/FEKsmtjONIy3GlxewclvByr6eBx9bOXyo5fAwjDvVgzT5LNLA68w5bhDc7CS63YMlOURgb45ZdxW9i2dJ3hVgyTYSPurFs9VNYE+AKd+FKl2HNldP+F43po0irJu1mFfrGbW+wJjtW2izV/DsNmNZa8W1N4hhqRP70hC2+Dy3n+xjX5Yg9jYyZLpKq+w0k44SZhy1TOirmDFXMmMvZzZUxaTrBh2K00zYbzHnbmVAXcy4pZAhTRkyXx8aj4pp+Syzlj5Ezir65wtwZSSoAv0ofT2onKMY3VOYQp1ILBU8M2s8hzXeRCDbhyfdSiDbQ25vnty+FKW9jDndRfzZPowBGVanheTqFMG0nNz2KpaAHkNAhD0uQm7pwp/Q4Q05WFrXcfAwSW4jz9HBOrfvJAmvDONfbUcXqyS2I+LRwz221yJ4MkJ0sSYWPNexJ4UEMjZk7hb61W/QrT2NIPAm2qUigrkxdIEGRjWvovMO40xpmbC9Q7/hO0zaTqMMX8MQKceZHsQcG8SeEWJZ6cGSLUGfuobcV0C3+BssWk/hilfgiLQTzE/So3iOBXcF6X03xlA/S7sT2ONdpHfmcCTrWD/qIbeuRey8gij0OlOW77DguozQ+xa6dCWBnWH8W6MkdpRk9zTEcnpCS0pM4TEsMSO62DwCTyVTjlLmHC0M6G9QN/8WLfNn6VcU0LlwmUbhKa50/R7nGr/JleavMaI+hzZcjdJVj0hVitrZhCHWSGx9juiSivzqIo/2bXxyx8/9DRX7Wwtks+Ps7prY3cjjDHjQ+gToIz04kxqUwV5kgWZEjgbU8UrGVYWcuXqW519+i2e+8GWe+dJX+MLXXuDrb72MxDOILiRlwSJFbBtD5x9DbKxlSlnBnKmCGV0xY7JbDIjKcCdUBMKrKPUydAYFAmEV7uA4M4omRNI+dBYh1sAE4a0xHFkBCtc0Ctcoau8Iau8ocnsf6oAAsbmVBXUzSl8lpnQJ5ugwCl87ImktgZkuQn1VqOqKkNcWICm/gnNxhpN7+zhcJlrb6im8eZkbxdcoLC6ioLCEvoExHD4vw5OTlFXXUVxezc3yCsrqmmnqG6NpQEDTqIimsVkaRoQMLMwx46xjwnYRsasYc6oe/4qA5X0z8S05wY1BzLE+lI4B1t+bRhk5z4j6RaS+K+jiZaT35aT3FzHH+skdSUhvTRJcGSe0KcCbG+X24xgf/zSN2zdOIDpJcKMdTaKAGf0tuuZuoLTVE0j3I3fV0Ke5zqixFHmkBYH9Ot3SN/FstePb6SV2LEUSrWchWok6W0fo9gD2rQr0mRoMmSbEgQvMBl9H6HsTU7YRx3oX5uVuTEuDuPMLpPbC7H+wTmBjEX18Am2iH4G9BO/2BI61aSTuVkYU1xjUX0GarEOXqkMfrUMebKJH8TaNs8/RPneGZuEFZP4u5q0jdE9WMSIto33mHB0zl7EkRv/tsM1ay6KzGaHhJkpfNfPWMp6ZUZ/FHKwntNJHemua9Ttydt+bZv/DMWSWa8ypizD4qzBHBljUDuKODpHecpJaS2IOC1AHWtBGunHkxNx5f4dg1IY/KmZpTcWd4zBHR3bSaSVbd6Wk93txpwdZO4yzs/EBG9sx9h6mSO+6MCU6Wb1vZWnPjTHcz7juAu2SV5kPXSS4VcPO8QSh+BATsjJMERVyhwh5sI5p53VGjecwJ2rZvi8jkhtl666D3IEHRbACeehVtOnTKEPXGVO9zIzmVcSma+iCHUS25Ux63qBXc5nwthepq5LQZjW2WAc7D3V891MFB8fD+MItHN23s3nXhylRh22pFW++H3e+naVDBfsfuHn4cZKDB1qWt+ZIrs4QXusmvCFA6e+ma6GAnrlyDD4lY6oOqibeZlB6g47pM4xrb1E9cZo3q79KQdsLtAnO0jX7MgvuS6h95QhVlxmVn2VUcwlrsgdLpBerq5sPbyf47M4GPz708+O7bo6WRbis9eTWFNiTI8yYSph3VOBJGrD4VagCjcy5bzFqusig9DrnC87zpS//Dl/87W/wzJe+yjO//XWeP/MCc7YWNPFuhtW3kLuHMHnmcUSmmFosYsF2hSH5a4gNnQzNNqEwSLGYY1jMdowaO9//3jH/8j9+wy8+v48zMIfdN00wuYB7SYh/VYchIGH7bpQf/PCI7S0v3ugIxlgHY/JK9N5mzIlaLKkGjOFeZI4G1racqIbbma28xEJdIVOl7zBUeBaHRsz9B3cwWXTU1lVw9txprhZc5NLVi1y6epmyqkpulBZz7vIlLhcUcqOknOr6VroGJ2gdnKR1VET71AItE2IaR2fpX5hl2lHNpP0C1lwzwe0OnKkxPEvz2JdaWXtvjNzJLBOac+iT15lwfAuRoxBVuAlDop30rg738iDrx16O3s/gzg4R3pzAEG0ivS7j5FGE5U0R3sgUG7dFHH1XQXLbzrS6nhtdX6Z76mWkxmuY4g1EtmRMmSrpUxdSOv48HZJ3kEfqCB9NYF8fZ8ZbhchfjTzRTPjOKJ79WuSxYmpnvs2I+S3id8dQx5oIbouQhUrRJOuJHsyTONBhiIpwr87h2x1m7V0jG++asWVbMabrCe1JCG5oGFdWM6wrxro6TXrfwP79CLmjAO0zt7jU/BVGdTfpXiikWXiV5qlLjEorWbC0IXXWY4h1og/3oXB14UwPs+C4xajqHdSBRmSOWp5R20sx++uIrPTjiLXjz3ST2Opl64GA3YdS8rfF+JZ6cMcmUBm7UdhqGdcVo/ZOoQ9OofC2oI3WY4yOsrQTwbe2iCrcjiXezvLWBMmNIdYO5jl8NM3m3SkC2R6y+0bWj3Ik1yMc3NvBFFAg99VgjPfgWZJhiwwjthZiiDfi2+tEFSoksNSM1lmGZ7kff3YenbsbtaMQZ7IKuesdRjVvoUv2oA42ogk14FodZz5YhNjzFtE7VXjW6xjXvsaU4S26JW9QKzjNqK6IeVcRo9p3mDC9xYTuNTypEezRflzpVt7/SMv9DzVYYoWsbskIJxfok72MMljK8v4oi45CljZ1LO2G3TbMAAAgAElEQVRIiG+ISO0KiWz1Y4k14s/XsHzQR2ijG2uqHYGqimg2wLRqnE7xDRLrs8htZch8NQxqiqkeOcvrN36bBVM9C+ZSxpVXGBSfxRSsY0D+KjWCFxnRXkARLCKVFfDxPS8/fy/Gk0MDa3Exywkhcl0x9mQn+lgLzVNv0DN/DrVzksxyBFNghM75S3Qr3qFrppiXT73Bb33p2/zW7zzL8y++SElxCXVVJYwLqhBJG5GpupEqe1jU9iMzNCBSlKFxlyO11aMyKekcaWBqbgqdzoRGqSCXXOF//7u/4v/653/kn//zX/GrX/2M7f1lfB47n37/EX/z55/yt7/+lH/6h8/55//j1/z6Vz/kwUkanUmM0t2J1FaE2HYNra+XBUsT05pCVIY2msqv0l12gcmaAjovv05v2UVsejkPHp6g12tpaKjlwoVzvPLq67zw0mu89sZp3jxzlksFRRSVVlNV105LxzD9QyL6R2epaR+gaUhA2+T8/w+bPvEsQmcd6lQpro1GHPlKLKlG5izFLPqKEVnPYUk1Iva+jDz0JuP2V1DE6jGmBDiXtOT3o4RWRThTEyh8fagSzZjSbaj8TRzf95NOCxDLCsmt2cjtCNl/10lqV4/U0klJ37PUD30ZmfUqy/tysjtqZO56SsdeolNdwLCuigHtTazrA4j9LXTKi6gTvsO8v5vgjhR1ohqB4zJDhtMM6k/h3R1El25FFqzFszWAa7sVeaQEY6aTxG0pi5FynNuNRPZHiW6KyOzrsC914duaJn8vxNb9NAPyBkq6CxFKp8nlU+zf28KdcjGqrMe1KsCUFGGISeiYvUHn1DVm1M3MWStRBMtZsNcQylrZuJ3EEBwltWXBkZhEYq/hmUB6gFBmiGh+GH+2G/9aF/5cD7k9AVv3Flg/mSGxNYUtOonW3YdAXYpAX44mOIA9NYXMXce88zqmaDOBFTH2XAfS0BW0mWIsqyVoIsVsHovYPhli494Qxx/PsfVAx9K2nUDCQ2I5jjsnJXo8Q+JgllBmnnBGSGSlC2O0hFHNO+iCVSwfjGD01aLxluLKNqHy3mDtWEB0oxFHpgBltABZrBL//iCpBz14d1owZspJ3R8jdFyHPV+NNVNBcKMOgf4Mw6qrzNkb0UYamTPfxBCtwpWpI7o+jiVWiyFUztpOD8vbAyhc5VjC9ZjDDch9ZzDGLmMKFqL21HP3QQBvagR9so3kHQGpOz0E16rxZuowBxsJrjYTXW9hXluM0Slk3jhK9fAlxhZu4o83EMq30yku4EzFt/m9c1+kuPkFRiUl9M/donngPD1T57ne+hXKh19gQPk6vfMvsrBQym5SwtM7dtbiAtT6anTeZgyhZtzZXnoWLlLWd4ra0beZUteQXVEg0VbSPH6e5ulztM9UUdLYx7mrNRQXlzPU0cZoZyed1VU0lhbSVlXJZE8vI12tKKRj6AzjKHUDzEirmJWPI1f5GZsSUV5Wgmh6hLu3t/nek/f40ScP+eyT9/nZ957y8dNHPHq8RyLg4A9/eMJvfvUB//xPn/Ov//Jr/ud/+4/8p1//jKcfPsDtN2GL9TGyeJYGwStMLDbSP1fEgq2EUHaESUETnfXFNBdepPzsq+jnx/C7TNw+PkSmllFWU05R6S3qG1tRafSYzHb0JjvDk2JaOobp6p2gd1hA1+AkdZ0DlLd2U9s3RsOIkObxORpHRQxK5pmy1iDynUefLmcxdIUF9yWk7iJUgTocK23Ig6UYs7eY87zNlP0ymugg1riE+KaVwLIWb06EPyfFlBzGuNyG0HKd4flCsms2MmtiVjetrK6FWN5c5PYHHrzZEbJ7erzLCxS0fYFe8TmM/gk8iQFCq8M4Mj1ok71c6nydeX8X+uV+2qU3aRNfwxiewx7zEFsPYEkMMmetZ8ZSgX6pifUP5jBl6nHutpN5V0j0eBjt8k082/0ED6eZ8RSiSNbh2hhn5Y6Nux+soQm1Ycx0cfA4Q2TVjNg5wKJTjDfiwBfT40mLsS/N4N8SoI13owpOIvUKudr6Mjfbv4XM1oAj24s6Uo3C2052c4PE0hqBpI+dO1tovON40/M8o3HWE12dZGlLgD/XR/LOFNZYC65IGysHM2zcF5HdM6DzT2KI9NMvPc+o8jozlnLmnBXoEi1IfOVoE63o4j1ooq0shotQpi8jT1/EtlzPncdmDh4pMMWuEdiqJXc8TzgvwpeeJrmhRuppRRxoILg1w/KmhPy+lL378xgjpQyICwjlhsgdjZE/lKL3N2BbasEQr8ab7ye6NYLMdRlTuo7EHTHLjxZIPmgm/7iblYd9JB+O4NyqxbNRR3D/Fp6NWvz5PtYPXWztb+BMTJPeGyW9NYwn3Uv2aB5ztBlHfJjkihC9px6Z9QYGZyHmYDl6zw2C6UpcsRLMsVbSOSEGfxOzwZsY12rRL18nuFWFZ6UCQ6geT7qTSL4Je7ie2Iocob6V4p6z1A+fxROtIBQrY1ZVTtdkEVcrv8mcqoLx+cv0jr+JRFlF71Qhlxte4536b9K7cJqB2QvIVI1MTxYyPnqZsbFziNWXULmvIdS+gTdbi9BUwYishd7ZCsZU19DYm5jTldIvu0Ld9HmKBsq41TzM2JgQvUTC4tQkwoE+WstKqS8qpPlWCaNtrcwNDaIQTuOx6LGZFHi9ejKZHbTGMOF4lGwyws5ahs9+9BHff3rCjz65w+OTHOvpJe7s7XC0t8dufpWtZT9//evP+Kv/8Ad8+skjfvbD9/nF73/IcjbDxkGU1UMTInUtk4pm5OZpPAkJYuMtsrcXEIlbqS65TmNRAW0l12ivKcLrMHH33jFzi3PUt9VSVl1NTX0DoUgEg9HKyNg07b3jtPeO09EzTEdXP02d3VS3dVHZ0Udt/zh1w9O0Ts7TODZL//wcA6pbjFhfQeg8z6T5VaatbyL1FjPvLMWbb8eabmbafpM5fzlibyOWhBiNawK1vxWpq47YtpzsToromg9PVs6k+jrz2maWt4P4lhfJ74bQu7tRuepwpltJ7Y8SWhsgvj9F5/zLdM2fwZkRYAyPYgzMMq2uZ1hdRLesHJGrAbGnkyFtG3POeg4eJvDF4niTJn76yyOWNr24I2ai63p+/OcZlh+ME3/cydb3F1j9QIpnt5XY3SncewPoVxpx5qUkdtLs3F8nf2BBYC1A7L3F2rGd6MYCvp0ZopsG8vsR0lt2Mkcq9NFOPLlZAnkNSvcIs5o6FK4aZswXUPvb0Yf7ENvK0biFRJLrmG0Rdna+z9r6Y2xhAyubazxjDbWicpZjjzThy/YSPRgjsj5Mam2QnYdCskfDbN31ElkzovT2ogn0ogsPIvaW0bH4Kq2yVxixnmPY+SbDrlOMes4xbH8DVfwadz5WoguUEciMkDuaxpQ5jzZZwOZDO4k9GbpoHVJXNdPmq/Ro3kCfacSeqkXrqSCyMUH+oYTU3gJ7jyUEVnswxLtxZHvRBOtQ+quwplpJ7o2x876Q0G4X0V0l+Yde7NvVuHeLCB3UEzpsQxMrQRe+SWS/HPdeL7FdCZt7ObZWPiaWCvCTP43x8CMNqR0hjuwQi+52lneDTOtqGFNXEM/L2T1u5va9CVY3ZgnGO8jstrP9wSzpvWnc+R4ksSK0a+XMRs+hX6kgdNCP2ttHaElFMDtIcmeY9J4MpaeDMWUlDWOX8WdGkGlvoLbUsaCvYmjmKvHcOCZPKULpGwRjrfQIrlLceZkXr32Vi1VfomngdQZnCpiRlTKrvsXY/AU6xp5nRvkmBn8hlnAli44mZOZh+mZKEJqu07twkR7pdZpF71AhuECTeIjG9n5sqkXWwgFy4SAenYa54SFGWlsYaW1BNTONXakg5XKSCwWJe31kokkCrlXECxoSaS/ZaJjN5ST/8Lef8+TdDf7ub37Mf/+vf8kn7z/ho4cfkwhk+JM//Jj/8p//hP/zn/6M3/z1Z/ztf/wD7h7mCTrdLKe3+NnPP+PXv/kVf/7rX/HkDz5l55P3ePqnHzOtbcLk6WNR2E5z8XX6q0rY8BqxLArwOk0cnxwxLhhEZ1Lw7nvvsiCTcqPoJs2tnbR19NHRO0pr/wjdPQN0NrTT2NJBfXs31W29lLf1UzckoHVyntbJeQYl84hcrYgCF5hxnGVU9yqLgWJk7nIE+iKye9Pk9sWIHbVoM73ol3rwrylZ3csxoxhEqK9n616ag7sPSK5lSO9GEBnLUDsb0Ed78eYVpNfjBJfVaLw9TGgvI/UUEz+cYP0DEZm7IhS+RnInOnJHafypZWxxE9pIC09/HiS0PYbAWkrTXBHdssvsPvAQXnEQXw/wvR99wOHdFbb34jz8MEn2zgTBnV5C+70kH4wTPZzBsyZk6d4ivr0BQrdHCW94ieZ2iK378eW6UERuYst3s/5AQe62guQ9FUffjXD3ozSJLS3pPSXe7DSrB2G2b6/i8EtYXZHgjrbRt/AymX0vjz9+H4GuCoG6HrPHjMPnIxLdR6HVoveICCYTPGMJNiHUnseTasSZbsC52szqiYDte9M8+p6bvQdmtu668GalJA9U+PIijPERJJEy9GtVtGu/wkzwFHOhC5h3riMMP89s6DSm9C32ThbZvi/DGu8guNFJ8qSV5O1FskdJTMkx5rwXkfhLMC1VMG55mz7tWziyTZgCzYzrC1mIXOTge+PsP+nFmWvGlB0hejyF3FPKwMJ5FJ46dh6rSOwNYEp0cvj4mI0H+yxEipEmTuHdbiKw04Azdwtvuofo2jiaSBXm1AC2uJ3llU9I5FY5eOLCnmhj7yMtUn85M5YqXGkDet8si/5WNu9GWN9RcveBhQ8+jmCPdmOJNeHK1+DdGsS1NYgyXoEhXYFxpQzDSiX2tU786wtYYuM4U90YY01oQ5348iM4M92MqW4yaSlh1l+OLFLFhOESnTPnaBs7y6yxmAHJW4j1lzAE2yntuczV+le5VP0NdJ52VJ42Zq01eFcnsGf7mLEWMGY4hSxYhDrUgVBbindpCLWrnkHxJfoXiijpPM2Zkt/hessLVPY3UldVg0enYi0aYzUaIRcKEnPYSbpceLRabIpFXBo1q6EwEYuNmMvFUjiIw+pALjeQjEeIOmyc7Czxx5/d58Fhkj//w+/yy198xN7KGhtLhyz5lvnlZ0f889/+mP/6mz/mf/3L5/zr//ic//Crn5JLbeJ2Rogl45w8uM+f/Pu/4Kef/4L3PvsRn//6l9y9u0EmpOVH+znWbWo2XTpSGiE2+SRhv5ODwx3Gp/q4VX6NRCLKX/zlX2BzOKhraKa5pYvmjj5qenppbemg+WYFjfWttHb2cb2kiiul9f82oybmaBgR0T8vRuRsQRa7xqTlLcZ0p5B4iumaexOhsQLf8ijZfQkKZznR3UE0S9WYl7tJbzmZ0w4yoaghkguztv2QcC5IMO9kQT/EgrEaZ2oQf0rO3nGAk3c92FKjTFquMqg6x6j2BtHdWfaeGtBFW0jt6tg52CCTW2Jpw0lyY5Rf/tUed96NIfM20KG4xoiugI17eg6ehHn04w3uPj7g/acrvPsoxPaeFmumlOyjMXY+kODfGSK8o2LlaJ3kvp3NJ2rW3tWwcuwivu0mtqMmvDaCKz9E7FCOb2WI5T0HO++vkTt2ktpREtkQEd+Ssrob4vjRCvfey7OyHuD4zgre6Bxtk2cwBBaI5HyMK6uRu9tYtI8hVHbhDFsw+xTYQ/NYwzqeMQbrkdmvYE/WoAsWkT7qZv/RLDt3JDz9QZ6nP9zl5KMIW480JHYF/0bheCEzgReZC79Nh/ariANnWfQVs+AtYDFxk3H7KQTmt5E6ihGZi5gwXEMfr0PmuojAcRVppBLzaj2zwbMsxgsZ0b/GuPkNBLZLWJd6MUd6mTbeYNZ9Bmv2GpalKyjC19Fnm9Hn6pgPXGPKdA2JuQNXWkhqX4orI2R9/5Dc9kMM6UGksXNoloqx56uIbjewsqMmmpfizQzhyIyiDS8QXjnGnY6Ru2dF4qgkvD2MLl6OI9uN3j+OMyjl5GmAzaMlNrYPOXmyjC0+itRZhcJfhTZVhcBahCRQzoj+IpJAMepUNQuhQvRLzRjTPWjiTThW+jAmW5mzlbHorWPGeA2Fr5hBw4uIgmeZ815gxlrAnKceiaeTvSdWAusjqD232HiwQOZQxoyuBpGhksMnDuzpUZoFp1lwl+Na7cOW72XOd40Zx01WT9L4VzVofI1IHcWM6Yq5XP8cL1/7Gjcav07v2EUaGkppb6hBND6CUS5jNRYhFw6xs5TmKL/CdjpJyuPGb9STi4Zx6DRYtUrsBjUuow63xcbaSpbNfJpE0IrXpsFrNuI3u5HMzGLUWFhZvkcisIzbMM9eLsij/W1+9NEef/ijE3Y3V4hGMuzv7/Hko8d8+NH7PHpwn0f3TvjRLz7j8z/6BZ9//AGf7OT4wXqSj/MxfrAW492kHfPcELGgh939XUbHe7l4/lVefPZ36WxqRrmopK2zj4b2Xprbu2ns6qWxvYfm1m5a2rtpbOvi7XeuUN7QQfv4vwnihrE5usViOmQV9OlfpUX6TUb0ryPxX2XCcBaR5Sa25RYsqUb0sUq8mw2YlluQ+VqRuluY0TcwKmkmnHOxf+8eq0c5ovkka2vv4/Zbsca6iWb7yW12sbzTSWpnDO9yNyLDNXT+QR7/8AHO3DRSXw2eZQVHt4/ZP9wmsqTHFZ3go0/2ePfpAalNE9bEFLpEGYk7w7hWp0jtm0jnEjx9ep+DIzOrB2Lu/L6e1Mkg7/5UycNPXRze2WYpn8OxPMHyyRQnP3CxduxgaS3C3nGew8c5lu8Zid0RYcr0ED6QsPJemJWHFh7+wMbHf+AlvCrg8N017j7J8+jjIA+eJHj44S67D8KYQhNEVjXs3E8QyquY0hYya65HbGnA4BewcRDn9sk6joCYZ3SBatTeMszxBuSea5hixSQ3e1g/EJNYEZHamCN3R8QHn1nxr7ViX63AsHqJ2fBLDJleQOyuYVJbwajyLP2yU4jcBQwZX2XM+BJT5rN0zr3GtKuEPv0bzNpewJUrI7hXgXXlKlLveVy5ZizpYlTBM1iTlei8LQj1ZegjDZhSlViWS7Fly5CHr6LN1DLlvMKo+SXm3ZfJbAbYvX3M3v19otsSIpkEwegJ0U0v3o1pFLEKLNli1k4mSW/LMESGSe3qCO+Os3SiIr65xKJNRXhDjibQxIzpEsOab6GL30Dta2Z5S8f9jyLcvn/Iyvp91h9GUYbb0cQ6mfOUIbDd4Nbgd1Ana5CEbiCLXmfadQV1vAVjaogh9Q306XYMSx3MWG4hcdYyZytjxnQZtesGxthNHJkyjIEbaIOlqJONuDfGefBJiL13daR3Jzn8SM7DT40E14fRhxvRBjoQaMtpnnoVkeUmwfVpLOludNFWYjtKth4s4VhaQOqsY9ZSRvfCFUoanuO1K9/k9M1v0NZbxM2rZ6gtK6Shsoy2mioWJkaxq1WEHTayoQAZv5e4007EZsFl1DE+0EtnYx1D3e0IB4ew6TT8/Kc/5I//5DM2tlbIriRZ28pitRnw+10E/RkM+gRWa5B0colcLkNueYXj3Q3ev3fI1to6Hz75hAcnH/HZTz7n7//+H/n7v/sHvv/dH/HRJ5/yweN7/PzhLn94uMy9iJ2sUc7HGwl+fpJlya0gGfOwtbPBlGCIgouv8co3vsQr3/ptTr/6HUrLSmnr6qW9d5CG9h5q2vuo7uynsr2TkoYmrldWU9PeR+uQiJbRWRrGBHSI5hjWDDFsfodW2dfoXXyVCeMpRnQvITTfRJ8qRxMvxrrciHutk+SBDFNUgCbchdTRxoK1A2tsFnfSwsbxGunNHCubuzz97ieEclZS21oiOQHORDdrdyXYYn0s2kbZvLuFO+5iztKMLSHCn0hw+/gBJ+/us37bRjwv5vhkiaff3+TkUYTVQxPpu72EbjehTFax6Ooiv5FlZ2eXWFrL1omOve/pSdwd4OSHc7z/ExehoBmHX4EuUUt0v53o7hDupSmW1/ys7wTZuOfEnO3HvyPAvy3CmO9AvTSAf1fAk5/Z+OHnQQyBZiJrMu4+DXH8kQHf0jCxTQkf/izL4RMfOycZVrZWCS2bEWiL0AS7mLXVYI+JcIeVxDJ2nPERnvFkurHF2xCZbrDoL6NN+E3kziss74wSXe3BFqth9a6EH/9qCfdKPePm51lMXsaS7WXKVMLBwydYgyG6ZGcQOW4wpD7PYrCIcePLDChfpk9+mnHdTVpm3yZ7MsXOwxH8qwUofK9jipaSPRCR2ZvEEq3GnxlB5xhiQlWI0HQV92orEvclxI7z6NOlKBM1CB23ENrOMq48TSwV4MMP/hKr34Y5Pkhi044rlCW8vMHRe/dY9PVgjHSxfyfHymEKQ0JH9mANc2yO4KqS2++nWVq34k5PsOgrY1D5CuP6VxAYz6H0VRNenWHvsZ3de9sEk7tYY1Kkvhuo/B2IrOW0iN7ircqv0S59A1WsimHlW0wY3kIbq2DBXYPQXsPKu0pGdIUsugc5fprHkRQj1FdgcFaict5A5bpOYqWT7L4Ic1RIYl/Gkx8n+MEfLXH7QzPr92fYfSLEmChD4ipA7qpDF+qmYeIFehZO0T13kZ75twisd+PPD2COtiIyVTCuK8OQHGXBXIdo8RqvX/4y1b0XqG26ypVzr1FVUkBdWQnXL5yl6PI71JUVM9DVhnJ2Bs2sEKNkno1EDK/FyEBnK7cKrlBVXEh1wQ2aqyuxmjQ8/e57fPD999m5myW3E8Ee0rN7b5X9o3uoFE7sbh+f/sFP+N5PP+DgwR6fffYznn70Ee89fsRnn/2Mg92H/OKzP+Nv/vo/8ad/8kuOb7/P3Yfv8ZOP3+OnRxl+vhvjp/tLZAwSJF01HMTM5GNmEhEHq2s5pgTDFF05zdmXn+X869/izGvPcvql3+PCm29QWHCDiupaWjt7aesfpr63n+quHsrbOqju6KRtcJzuMTntY4sMLCwwZR1mzFJAq/QlJoyXqB77Jq2z30HsvIktV49tpZYp0xlM8W4efHibjYcyrMsFiLQ1CHUtSM2TpNeyLO2EsSZn8eenWD824F2eR+LuwpQcRhsqJbQ2gCM5RCQbZuVgE9+yiNjWFLG8ntTSOrl8nsdPD7nzfpRIZp7dvSCffrbB936YZvuui/yDWZYeThA8HMUaHSGUtBDPu3Bnprj31M/SvWkWE+dYPmnl8Y/spHJKNM5ehlQXWX+oJn17jNh+L77UDFu7UbYeWbBkplk92Ca7k8GWH2DKdR1duoWf/DLJ0eNFrLEmwquDrJ/M48w0oPLV8v/y7J69bSAImqbL5crlco6yZQXLlmTlnHPOgcqUKJEUJVEiRYpJpMQcRFIUKYnKOTi7bFfq6urq7qqZ6p7e6ckzO5jF7N18OQwuYO6A2zscBreL7ec+NHAf3r/w4H3w4p00tbD3wsubH0OENkPYFhwEto1sv9IwOl/AqD2NxV0FJ8+38K7PEziZ/ONdYWI+E+FMIlOeMlT+PGRzDwju1+JazyewJ+DLH9b46R+D2HazGPNdZ3o1hp2fjaPdyGRp348j7EYdakFiy6B28Ab2tVa6lffJbnuf8sFP0fgf4D+sQeNtwbZSh3O7mGl/Oq7dTnT+BqwbnVi3WpHM59EuS0VuKUXhKkTuSMcQLEHlzaNl6iIjtkxsm92YV+pxhkTs729id65gtHtQ2DuwhaUEtlfwrz5mbfsb5GYJT96E+ertn+NfP2DG7yew/hVrO9+yufOMxdUZNrYtBDf1qJ1NKBZSGZ/PJ3w8z/oLJZa1FgyhOqzLBrSWRSzuMayhAvxrYp59Y0Xl6yCu+DrDsxWM2/Ppnr7CqDWKpWMR9s1BVIt11EiiKR9I4fWfbOPd1jFubEdmqsbsb8W0WI3MlIpU/YjVLQPf//C3HL0O8NWfWvnhb/1M20ppGLzIlCORAd1N+tTX2Ho9hmVJjtY+ybixmaGZClIqzzM0E4VQfRuRKh7HqogpdydtUzk0DMbQKXlITUcaDS3Z5KXFkpEYTUFmMkXZ6TyMukNC7D1S4u+Tk55CXXEhLaXFzCsn2fC6mZtRMdjTSVdLAyU5mWQ+eIh0sJ+5WQ0Hh5u8+HyXp6+XCa4bWd1b4vn3T/CsWOkdGGDWaOOr777h+5++ZGndx9OXrzh9csqvfvya73/9ii+//pw///3v+Kd/+kd+8d3Pefn5K/7+P/0Df/njV3y75eHHwyB/9nSNn05WOHYbacx+RF9zGQfbYba21unubqG6LJPMB5GkRN8jJeouyfduknTvGg9uXybq5iXu371FQvxDHqVlkF1QTHFFNcWV1ZRU15NbVUK3spYSSSwlsruIzMW0juVS0RNDt6wMo1eBdVWIwl2EZauWtdeDBE77cYeFzC82YV2uxLctYsrayOzCGM+/foJ/14Bvx4JpQYZtpYH5QCMCWTaBAy32xQZUunRUljw8Sxpcy3I8m93sPp1n58hHeDNEcMXPyy8P+fZXr3n11RM2jjx8+9tN/uRvjgmfqtl424vrpB5FsABToBGLZwKNfZrAkZmtl3KUS4mMei9jWk1m2pbPQkiI0lJHjzqJ4OkgoWd9mEI1KGc7efxiE62vjtnlQcweK/4NE4uPezBs1DBizmfWV8MXvzbgP2hi58UI26/EdKtuINQkIzf0YPZPMziTQvjAyfYzO+vPlJiCLQzo77P4sord11oev9jFtTPO4rNRzqjdWYyZkpBb01F5ygieDjAwE8Ww7iajc5fRh+JwH+cwvnCNLuNZuozvMLN6i9NfD6Bdi2FyMR25VcLeqz1OvvVgX6nA4i1DMBVFq/QqckcspnAGoaMKhvTReHarWXvegn2zGm2ghklPFQp3GfpgJZK5VEYMWSgd1Uw4CxiYi6d/NpEJdz7jvizm1itZ2KzHv9XA5sk024cBzG4HKoOXuQUner8Y+4qC5c1jPIEXaOzzPIlS/5gAACAASURBVHm+xcHhC2zeHSxLpwS3fsXy6muCq+sIZHl4AvOcnITYPFKx8qKZMXMWxlAXwRdyZperGV2IROUdwB/cYVo1hiMwyG/++hVPv1lCF2ght+UaKk8bGn8VIssNhHMXWXoyiP9QgiZQy7SvHW1IgmCyHKGmCnWgkz5DDqV9sZT132bYlMWwoQDbshTP5hQznloWj3sxLldT0PkJFf0fUTX0Hp3q9xDbPsK+3k5w14beJWUu1MasvxPBWBI1g7fJqP+QorZLzC31YAz2MGHvoEORhXi2mvGZGtpbSslIuE95bhpNFUUUZCSRGBtJQkwkj2KjSIiOJPdRAoLqKnRjUkxTE/R3tJGaEEd64kMykxPJSHxIY20Jw4NDzBrVmN3j2PwSDM52JubKGbdWMaKtprGvkJGpPkIHRuxhGTa/FfWsDt+qmdV9Lcs7cnwrWp5/fsDPvvuSJ8+Pefn2OT/97pc83fGjH2yhpyKPgboyxrvbcCjGmB8V0ddYxen+Fhvb63T2tJCaEEFa9C3S42JIfRBDStw9HsVEkJkQS1t5Hplxd7hx8WMuf/Yhlz77gKuXPuHGtU+5ee0zbtw8R0XPdUqlt8gduoHY2IBiXkp5ZypWzywbW9toHGOIDIU493tw7Ldh3KgmeDLIyuEAnrUOzKFB1k68mBfVKGwCbOvDOLekiLQFdE3eYsKazfB0Cr7dDn75s0m+CLWhtuawvCsjsDaOf0/Jyr4X95qStT0/u8erBLfnOHi1wdrhDrO+ESwhGaefP2PjxQJLb7uZP6xF5s1F5kxHY+3BGbAzt6LHvNOE67Qa80EJ6mAGlrVChrQJzIY70KzUoVutZHqliEFtEhPqLvSuSZqnYhm1FOAOjWMNDCKZy2Z6qQzDWj3jzjwOfj6B57AOtS8H61Ypc6u1LO2rsCyPMmKuReMdYu3Qi3NNjO+kH7EtA0UoD8NGJoF9Ab4dId7TVgJP+jgjM8WhcmajdKXQOnEFuTMNz34zU7ZEJqy36NG/g3rzfbqN79CsOkOL5iz2owTWv2lA4rpI//xNpl1D/PV//Fd+9Wd/w7i+EoM7l351FEbXA3ZPSxEbIlB605gIJKNZT8V1UI7WV8B8uJnZ5XqU9nJmXBWIZpIRa3JRWusQqhLpmYmlQnIZmbOAKX8ThmAZoaMawsc9hPfm2D1dY3V3FV9wl+DaEWa/Ed/6DPuPDzG7gpg8Tvb29jk4PSS8e8RC8DlPXv2e12++Z3HNhtRcze7JAYtLetwrrcyvpWFYKke+kMGQNQGlNxOp5w6aYBu7p4dY3G5WDo2E92YJrMjZPhmgS3oHuaOIcWcOUtsD5L4Y7HvVOHYaMW/Xs/pGSa+uhGpxEqLZKjKbL5HfeYnU+su0jSdhCDbRMBJL11giOm8Zsrk0xuay6Z95RFH3ORpGP6Ws/xxN8rP0G85hWKrGGm6jfvgyGn8x0+4i+lUP6J9JoG3sFn2KR3jX+nAEBUzP12NZbsLiq2dcV0xGxj1So+9R/CiR+oJcWquKqS7KIS3hAQnRkcRE3CA74SGj3V3MK6cY7ekiNf4+kTevEncvguiIm2SmJFFTXURDYz2isXYGFQUMKjMRzaTSr7pPn/oBo/N5NEliaBAl0DedhtRUgMzQhUghQKprRGYoZmqumP7xAoYmGpmeFWNwKVFYZCyHzbzadLFjmkQz0Iqwppiy5Djib18iJuIyteX5HO1tsLa5iqC3lfiYqzy6fYWUqNukPbhHWlwk6XGRSDrq2HFomelvouBRFHdvXiDixmfcvvYpETcuEHnjOjH3PqZCcJvstrvEV1+gqDOWUV0ndQOZTM6IWfB6ca3YGDAWYj7oIfhahnG7jYX9fj7/hZad5zK0vlbmVkbR+odQ+wWoFzqZ32hD6kqmSnaeNmUsvfJ7qC1JHLsK+P2ahMVwD/svFHjWBjCvynFvWDAuS9h65WV5Z47FXTlLRzN4tmaZW+7EdyDGv+7Buq7CctKKdqsUzXYhM2v5LOxI0LpHkDk70a22s/JGwvrXYgxr5XQortM7E4cmWIfEkcfYUhGSYDGTC834Vnwsbiwz6W1A7a9g/UTN3gs94WdSDr8dZ+3zfiacycxvlNOvi2JQF4Nrq5rlUyE7LzXo/TVMeMswLo5x8HQVz7aQuY0qOrX3kHozGPdlMLdShTZUzuYXE6y+EnJGYUtB7czCsVWJyHSNqpF3ESjvYPCVobQkMmQ8x8TSuwgMZ2hVnUG6+D6+lymIFyIYcV+lQvgJU9YKvvjVc9yrO5S252ALdWIL12P1ZLB7UI3CnoRmOReRO4Ey8QUUviLG7NnY1ptZPu1CpstCbS1Dpstixl6L2lGLaCKGzvFrNExfpVJ6kRpZNPbNVuyhegYn89g6XCO4+hTvsoeFoJmFJTsm1xgGh4DAug7fio/lrW18yx6Cmz5OXz4mFN7nyZNvODk5xLc5g3Gzm4MXz3D7dViD7Yw7I5hbqcOyW4/Ud4vh+TsI1LHUjz3E6p/D6fMwbatjxl6B2dvCwXMZSnMJg5pMxOYsZLZH6FZTmfTeR7ech8yRyqg7jz5TBs3TiZQK79MpS8QSamLGWUrwqI/nv9QgM2ZQ2fUh2oVUTr8ZY87fwshsJi2K92hTnaNd+QGtyndoln/AlLOEudVS6kc+o2rgPKlVHzK9kItpPYt6yft0Td3FGWxmeVOCZr4Ls78Jf7idYUUOOVFX8LW08jO9EW19LfX5adRUFBAffZfoW9eJj7pLWmw0gupKjJMTiAUd5KUl8zA6kgdRd4mJuMWNa9dIS08mJSuZ4pZYGqQ3GdA+YtSczag5D8FUIm1j0fRMx9Mx/oh+ZTZto0mIZupoHyuiUZqIUJ3OsDaLQU0hEn0DclMvxsUJJsy9bK4aOPYa2LdMs2NREJ6dJKibYKCxlBsX36OiLIf9wy0Wl/109rTwMOYq6dG3yIq7S8b9P7acmrwUjJIugmoRAdUQ08JW4mNvE3HjM+7evMC9iMvcvfkphUW3CexPIBgvoE0aR4s4DcOCjsHpTsame1nbChDYsdE1k8OQJRfDRivW/R5Cp6P87E88HH2uReGoZspewdLxKK5tIR0jKYimMrBuNFEzeZ584buU9r/LpOU+p7Zs/jQsZT7cx9ZLJeFTMWtHKg5fOVjYV2DfHmVhTYYt3IXnsBfzRgdzK+2ETqexryoxbw7iPB3BdtyHbqcU63Ernn0Jk8521Gt9WHaG8D8dYeWNBPveANMLvTyq/xCZOQuhPgn5cgm6/VY2vzCzdbiFd82HPtyJ1JzB6mMZ//ivJ/z+P/v48e+0/PQfjWidJfQr02iauIr/oA3fdgfezTaW9nrYeDqK76SLtWdyXv3cj2evE5kzgQFTMqqVCtz7AywddGFfr8O22Y1uuZAzE5Z0JiwpWMK1OLbLaBw/T57gDO2yK4yZYxg0n2PAdgaB4SwyzwW0258i892hWfspFbJz5DZd5vl3M1hXuuicqKZfU4A50MC8r54ZcyZj+kzEump8O2JE1lQqRi5gWqtj0JDEsC6O468k+Ld60Dor8G/1snEsQ20tIhRuIHjYxJD9HopQEtMruai9Zazt2bD6DUwYBzB5Z1jZdeNZmsW/Msu8R4TaUozJ047JoSS8cYLZ62T36CUnp1/z+etv+cXPv2HJN4/JJURsy2Vpf4nVHS+25UGmXIWEtld48vYN2lA7A7PXaJ68RtHwp9hWZWzvLeLdbkfhTUOzXIpqOR/nUTtKXxEScxLqpSyU/iSEphvol0sZd5QwYExmbq8FiTufWvE9xDM5aGyFtAzfpV50ndc/KZAaHzCijeIXf63mV381j9xQhGurG4nzAl2Gd+gzvk+H5h16tVcRG5MZMcVTJTpLSf85kqsvMh+uo058kfiyc4jU+YR2RSxtTDBrn2B+aQTFfA1NgmR67sfwoqiCr0pL2G6pI/veDe7HRZIUc4/om1e5c+0SGQ9jqcvPQSJoRyxopbe1iaKcDB5E3+XenZucPXuWKzeuEpMUSZc8G4kljTFHAX26FIaMf5yL+7WxCPVx1I/epleVTut4HCOzhTSNpZIjuE77ZAL9yizEsxX0KMqQGDpR2ITM2gexqvuYFtQQVI/y7bqLfZsKz6SQKUEdZUn3aasr4+TJPu6Ah9bOBmLuXCQ58joZsbfJuH+L/MRIDGODzI0NYBS14p4SYlaMkJkcR2zkde5H3eB+1C0S4m7TJyxGa5diXzQyPtPIiLKB7OpkJk0jGCzjWFxyxoz1VAmjqBHFoPSVowvW4VofZGVngp1TA4efz7H3dJL958OsHYwQ2hSgsUUSPBAgnI2gVnaWds1lmhSf4tTFsuGpx/p4HOv2AE+/1vD9D1Z++DMfa4+VODYHWdqdYC7Uin6lFFUwG/v2AIE9C7O+QbTLDSw+1zG7MUyvMYsuQxZjjjo6pwro0OUjX6jGczyAIdyEa0fOyuMw3TMF1IlvMmpKZ3IhlzFvDqZlAf51HaOmZtIFH9A5Hcfm5xK+/N0Uv/lPav7xX438xd/7efv2MWv7qyi95fz0jwtsPpfy9FsVh6+H2XjWjXWvnOOvtbz9eYDtl3K0wXIk9gKmfVVsPZli/bCb49cStj8fQ+XN4IzOX8a4NRG1u4D154N88WdqetURNAx/gtJ+A/v2bUT2j+g0nEXsuUzjzGcUjb5PtvAsCbXn6FfkYVpsZtZdjm+zja1nvRi9BSgtOYyb0umdSkaiq2RirhKRMQulr43lJ0o0C5WY/OWE9nvZfCrDvTnA5uk4X307y+s3SrZ3BKwetjG9lMTsVgGGjSKc+1189f0vePbqtyzu+FnZU/H0jY+tAy2+pWHsgX4kqnjkulKmTb3YF1YJrO9x+vIVT1894/HzQ46PgpzuLXBwOIfOU4LK2YxzdQp9oAKhORpHKMjK+muUbhGd6ijGHA8Ysn6CfbsJo0eM1lvLhC+N/vk4JM5UjLt5dBkv0mu8zXQoixFHHEJzDB0zd+nVptGtiWdoPpX60Yck1XxMQetlBhUJtEjvkdZ4ln7DZ7QrP2TMHMXjn/dhXcxFbcxhYa0DhTMZoeEevYaLtKrOIZi5RPfMHbrV1ynvP8vDkjM8KPqAwo7PSK/5hP6JYnaeWFjcEGGyt2GwdzPjFmAxd+LWS5ktLWUxPhn99csYk2Jojo3m0qcXyIhPID0ulsz4aGoKMmgpzUcmaELR14ZGMkhvcy3FBenE3r/Nxc8+5Or1qzzMiaR3Op9JUyEj+iR6NPcZmotDbE6mTnydupFrVAxFUzEcT6simvbJ+3SqM6kUx9I984g6USy1Aw9pFWehtg8x55vCu6jCqepnTTPC26CZA8skm3MTbJqVOBUixrobGO5r5fHTAxw+B03tdVw4/wFJ0TdIi4sg40EENTmJKIUtyAU1zIoFzMt6mOhpJPF+BNF3rhJ15wqREVd58OgawtEqJMpeJMohvN4QL45/RCZXojZNMDLah8Uxi0xTTe3gA1pkmUzY6lG5W7Eu9bG0OczeoYGvvvbyxVsrP//OxquXs6zvjtI/FY15rRap4yHNqvfpNV6mbfI8KmcC/fI4vKcyLLtdLGy3cfxyiI0n/ZhWGnDs9ePYEKJbq2Xc+wCFNwtVuBKptQ7JbA39+lx0Gx2Me6voNxUjclXSqU5H4xzAva9gZlmAIlCNfrkJ+7oEtW8IgaES4Vwdju1hJr1FFA9coXH0Pm1TKbTPJNFjSkUZbMS82cyrn4b5u/9Fz49/N8HpGzlbBy5Wj1UYwxl4jwuwH5Tz9s90fPkrDVuvhlCFi5kPdLEZ1LPgnMC02I/CV8rCbj+rR0LMSyXMesrxbXVhXi7kzOErERZ/LnP+ImY86ej82YSeNDO3nMU330Xz6y9TcYTjkXiuUyf/lISWD7hZ9g5x9e+Q3PAJPbIqbAs65lztaD1xODcTcW6kM2VORCB9SP90IjPeEmaD9Vi3ujCGhZjXhdi22tAHCnGsV7Gw1YTCUcDuGwWvvtVy8kJGIFyNd6OcEdN9NEuFWPcyWHkxyNM3L3n19vccf3nI6uEEp18qePGVnBev9Oye6uifesDobB4zzg7MiwosKwbce2MEj6aweCdZ3TLw8q2fpTU5Wm8+mqUy7OtiVJ4GBs2PmA1M4V5awbymZsyZzZQvFonrPBOuRHQL7Wj91Yhd9xh236JBcRnB7EUG7VfoNl1E6olC4o5l2BZD/dRH1Miu0DwZgWg+lUZZItkt19B4WmgfTiCx9F0Ke8/QMnWW7NazlHZ/zKjpDv2Tn/H0mxFe/mKaakEMUl0Zo5ZsBoy3aFF8RKfqFs2y6yRXvcOj0s+IzDzL3bwPaR1OY2l1irUdA/vBKRbVrSyo6jlZkvJXhw5+u2rnS8UonuQkRu9Eoc/NQldRRvyt21y7cp3U+PvUZSfTkJVMV3k+stYaZE0VjLXUMtnbxkBrFWUFySQ9iOT+/QhKGh5RO/iQQVUm4tlHiGbjGLU/oEt9k5rhK5T3XSa/4y6t49l0q+JpH4+lYzqdpolUWifjaJHdp2syBcF4NkrLIEsbVl4cuPnxSYhv1+08ds8QNoxiHRWgH2pF1lGJoCqPod5mjk52sHosNLTW8N65s9yPuERaXARp92/RWpqJuL0SSWsF1skhjNJeWksyib5zhag7V7l78yIRty6SkXePaWMfjoARs8fORvgV677v8Lj3MC+o8Iec7O+9RDzeQasoFelMLfMLcvyrZhbD4+w+mWZtW83GjpL9w3nevF3j8LGO1X0RrcNRaAPFdOquI9B/RI/+A7pU51F5clD66lh5O4XjcSfe522sPe/Eu9+KZbMB3UolioUCFOEcppbSGZ7LxrA2jHN3GqmpmkFTFvqdBvTbtSiWq5hYrmXcXY1zVYn/SIsq3MCALYkubQKTnioGTVmM2VtxbplxbOhoHLtP03gcrZOJ1E7cR+IvQ7ZYw5ivA8+hlLXXAo5/aMW+m47Wm41sNh+VNxdVMBHjRgqv/3yM3/+Lj93PxXhOBpjf7MJsH2FOLqOluhDheDFqTxmrp0P49hqxhatYPhhD5S6nU3GdM0++ErL3vAejPx/Lahm9UzcpFZzH7M/hT38q4Tc/lLN6mEuv/hJpbR8TV3ueq4XvEFN9lsup7yLTCVjZsbOw0sfkfAwK+2V8++msPe5m+7kC+0YHjq1Wdr+Y5O1fmDHuVDC324jrcROek2JmAtGsPG7EGC7HddyN2JSEb7cD53I+Rt8jTKEynn+vZvNNC9/+3szB80XWD55jCipY3O3Ds9XM4nYvu4d6/BtTaJfrmVwox+QXIzPUMuVrQObLxLBSiWN1CHtwAPvGIPoFAeaVBkw7DSj99QhnC6iXR6MNdmMLzuLYVjLhTUHi/gSx/RKTnkS0/gKk81n06h8g88VTLjuHdCGGCV8CbapLDMxH0aK6QO3kR4z6I5gMZFI5cpNRRxHtymRqhiLIbbxOUuH7PCw8Q2HXGeokH5LV8g6ZLWco7XmHJtF5nvx8hKX9Lhp7kxmYKKagJZKm0RjqZR9SJ75CUft1biadJbPiJlfj3+NBwUVE3Sn8asvAj6sGvlCO8Fe2Gf6HBR3/90mY/+vpKv+0ZOKffUa+G+5lrjAfc1UZmyIh4opSYq9fJzHqLoK8AoQlhfSX5zFckc9gcTpDRemM1hczVFdId3Uu1cWPqK1NoXMwDeFMOvbdfgyhWuTzObSNRlAzfJEm6T3Kem+Q3XSbqr4EBBNxdI7GUSW+T153NHWSaCRzmXROxtI7ncaosRZnQMYPp4v8yd4CX62YOPKoCBvlOKcGGW2vQlhfSGtZJuKBdh4/OcDiMlPTWMHZd85w+/InpN6/TWrMTRSiTsa66xjtqEUz3I1e2kdDYTpREZe5fe38H2Fz+zwN7Sk4l8WYfCIWtx1YLB7mtSECoU3WD9xsHy3g8brQzI4ypioguCPgxbNnnB4e8eyZm/2TGYLrUwS3prAvDRM6GMa9IcCz0Y/OXUPb+F2mQ3mUCt9hUP8+Q/NX0YdrWftSwdYXcvzHPVgOWpgJFaAP1eHeE+A6aGLhaQ+BNxosexNIrRU4dmZxbGlRultQ+mvoN6ehXClDs17LxEoFlr0O+qeyGLHkoNgqQbqYR438HgNz2Uz5y7EsjSA39dEgzqVWHEP9aCQlfZHktt2jfCgRoaERc1jP4oER+04HIucNWvUXqBJdoll2E6krCqnnEcb1Cl7/OMH20z4mzaVsvNEROp7EsyihuTmNwsoYpOZ87Lu1aPy5KL0P0AQycG31061Jo2jwCmeOvxzBsVrE+GwC/ZPRjKiSUVnLmJ7NZ8aQT2innsB6FfrFUhIazpPaHsHV0nfJH7hAdsttxucqmJwrwLXUQpf4BjJjJHJrDJqFPCzBWpT2Moyhepw7HcxvNGMI1+F7PMjcdjP2o1qM4VxCT+pZPG1l4XEXUkcaKm85moUU3JuF+PfbkRiS8B+28d1fWvnp73Y4eLKPxj2AWJfC4pGQ+fU6vHsiJh0NaJZ7mfYK2Xv8huBGCO1KHdqNcmZWy7BstaPyVDPqLGLKVcfscguT/nLEtnx69I/QrJYgcz5EYa/HuNqObCEGgfFdug03cBzVMOqMol/ziPbJVMZdlXSoEqgQX0GgvU29/CMK+s5R2Pc+jZNXGHPHI7OmUiO6x5SjjoGZLIq6P6Oi9y7NwijSa9+htOcc9SPnKBs6Q2rbGXJa3yG98UN6JxIxB9p5+Qsrdf1xFLfGk1h1iS7tHWoGI3hQeJF7aRe4nvoRiannsXRn8+c2Mf9+5OUfDHL+bX+dP7zYh9MN/vt+mP+yt8j/FDDwPy/O8j86tGx3NWKvLeXx5Die7g76M9OoSHhAbuR9evPyEJVkIy7LYSA/iZ6shwgy42jPiqWz5BGC+iSmpsvR2svQeIpR++sR6XLoGk2idiCS9KbzZDddonkkgez6CIY05cjNJYiUmdSPPiBTcItqSRTDc3l0Tt5HrMtH7epnY03PT/tefrFi5nO/hlOvmvX5KeZl3YgaSxioL6ahKJWZyWGePj3EaDdQUJ7DO2fOcPnTD0mJuUVBUiwacR+txRnU5afQUZlPV10x6Q8iiLpziRtXPuL2tU+4e/szapofoHZV4tnpYu2JGpt7msVFJ4Gwg+1TF/7NKfTOfpyhMeZcXSyt9uP1yjk6XOTw0MbKxhTOoBiZsZiZhWa0PgHmlVaCh90oHDkU9VxCOBvP4c+EKNyRjLki2f9uEtueAO9eFydfqrCut6IKlWNcbca60YJupQDTbhPuYw/WsBOVt5W5sJTFXT16by/d6lwGreVMLTUxYClk2F3J0islY+Ya6kZvU6+/zaA/F9V6G8rFVlQLbdhCw+i8HbgPRZjWO+iZSadtrJDBqS5W9haYcymxebXYliaZ9NYw4smk35KJzFzB3HIH00u5lEmvYdgoIPi4mknrIzTeeub8PZh9ncgNlYim8xh3VmM8qsP9vBbzVgEKfxRd6ksMatIQaJMpGLjLmeCOhIX1SsyBQoz+EhZWBwlsyJHrylDM5KHXV2IwV6FxlJFUe54cQQR3yj+kXHQVpbMInS8b00IhHk8bFnc9Q1OZqFxNmMMtTNkL0HgrMS5XY1ypw7DUjMJVgXu/E/eTLkxHlWiWM5DYojGGCnHsNjLsycC4IkZh7WREnUn4WS+GYClyay7T3kI+/8HI8QsnnjUpA9PpzK12MOaMZ9xWxLi1hFFzNUpXP57gMQsrWxhX6lEGc5leLUYdrmNmqZ7JhRJk9kImXGUofJVYt3uYDpQxs5TOpC0Bs7+PKVMNA9oEcnvP0jN7gXFvLKpQHgpfOSPz+Ux5S5lcTELsvkvP/If0mz+lTvIpqbXvUTVwG4k+G50vB8NiAQJpNLblOqYcRRgC5YT26mgVnUcgu0mL6AoV3WcRT1ygsekc90s+IybnE/rkudQNPOBexjmi08+TWHWe+skoqvrjeJh/nvsZ58lOuMjLiWb+n20THMzx/64Z+S+P1/nD2yf84XQTjlf4w8ky/74f5P8IzvG/enX8VjnMYk0ZpopC5mvLsddWMZ2TSsvDaK5+/CEPr1+jKj6WzuxUevMz6MpNpCc7nq7sBLpK06nMj2Jcn4V2KRfLai1j5gzG5vKRW4qRzKdSPxpBae9lagfvU9AaT+dYOR0jhXSL0+ibLqByJIayodtUDCZQJohCoq5h3mvkq4MwP6y7+HLRyPOFGZ56tYS0YiY7KhiuL0DUVEZdYSqqiSFePDtAa1aSWZTGmTNn+OzjD3gUeY3c+EiE9RWUJ8WRcOszEu9eIu3Bbe7e+Ji7tz8h4ubH3Lz2AdGRF6htjUfpqmHtuRzncj8O3wQ7hwusblkIbE/j2x1DaavD4G9j9bGGxfA4zoUBHIFhDl/p8W0JcW12IjGlYgi3ovTXobSlsHJYR+PoJ9SPXWF07iHf/aWWw6+HMAVzOfxiAsduH9O+CuzrDYROugi/lfL4FypMy7UM21JQrxUw6RUinxczZiplylHO8p4SuamFTnUhlqMJhNZaqiZSEVorGfd10DaVR486j+7ZPEb8tYi9lUz7GlF725nb6MZ7ImbtzTTrX06hW+5E751hzufGGJikR17MrEeEeUVAu/Yu2aLz5AluoJjtxOOdQjPfxIQzC/fjMjShLMTz2YxbqjF5O9G7WvCuKjG4BchsOei2i1l+3YLnsBz1YhIy6wN0/mrElnTE5iLOaO0VzPnLsa82sHIiwhrqZGq+gP2TMb75cp7q2ptMmmrxhCtYf5bLiO4Gpe2XsXji2TtO4cvv4jk4eYh1vpT9HRGBZRHPvl5g++ksuqUuLJvNLB6K2XvjILCnZ9xczoQ9h5lwEd5X3ehWU5hZimNqIR25Nw/7SQvmkJZZi4/e4SbG55LwHzehXyqmZugSnt1OTr7S4wyOYnbPMB+QMDqfzcYTN8ZQM1PeQibsjRjcJlQ2NQp3IcPWBDq01K/7ygAAIABJREFU9xCac5hdETDlLWM6UI7Ykk+/Lpu59V70Kw0M6pIRzjxiSJ1HpywFmTGPXuU9RkxXMawko1upQBOqYtSRi8SeidSVgMgaw5AtkglfHDXSD8huP0uB4GOaRq6j82Ug0SfQPhLL7ksx0/ZyBhWPCB9VIDfF0SS8TG7dOTr6b/JqNQ3X9A3uJn/Cw7IbiFTVPCq+yr3Mz+iRpdPQF01m81VqBhNJKblMQckNfq3uhDU9rKshJIc1Nezb4dkqPF+Dl1vwepf/erLM/7ao55/mJ/hOPsRiZxPGulJG0+JRpCeizU1lODWeKx+8x3tnz3L+g/e5e/Eij27epPhhFI2pD2nKSCIj9h4x8dcQ6R8x7olnJlDFpC2XAXUi4/OFjGjjmTKnMKxPoXYkjoreeHpHK+mWNFIvjKO87xq1I/foVRbSJqmhXJDC4EQZ4+oevj3y8JfPVvl+08MLn5HAtIjprmrG2sqRtVfTV1tEY3EG87pJnj3ZQ6mRkZwZz7vvvktyUjS5yfcoTIpC1FxJd0UeJSmxxFz7iMSoq8RGXuT2jQ+5d+c816+8R1TkBaqa0xifG8AZtjDvlaGe62FhWY0vPM18SIhxuRvpfDFqfwP2bRm2ZTF6ZxNzoQaWDntxbLRh3WhHv9yMNtCG0lqJ0pTL2mEPE/YkqiWXWTrp4PkvZXz5WwO//Gs3p9+oOPpGjTncwsJ+B8uvuvA96+HkOyXWtU6yO6/SpY9HbmvFE9YyqMlFYslj1t/MsKGIckkiYmcnrTMlFA4lIHa2MeoSUDWcSq04ieSWCPqMGQxbHzLmTkMRrEXuycF11I1hsxfrwQD6dQHurQWkRg295iK65x4xoC/HtCakR5tBy/gdtO52DAYZI10CNNNdbL4QMhVIomf2Fl2KOCTaUnxbIgK7w6jmO9A5Gwk9buHglx0E35QzHUhDF8zDc1zG1tdd+J51og7VcEY1X4NMXU/XWAb6hW7cW0PYNxt4+52B1y/02OyNrBxIWdtv5+DzckxLmQwq4/EuJvP0SRE//6aKl49r+d0PVv7pL2z8xV94+MWPi/z8lycY1+TotyrYeTvD/ueLKExSuuQZTFrjMW88ZO8LCU++Hmb5RSrDzihmwvU8/VHP3qtNVtbeYJp30iyMZfVFHxtv+/EetaILVODc7mZt18/h2o843UH6JitYWttm9diBeaeFTmU6hsAYSpsMtaeRbk0c7dq7tGgikdoKkDnzUXgr/9hyPBUYV3uZCXSgcDcjs2fTrYli2l/KuL0MxUI5Mmcq81u1TPpzGbYn0K2LoUPxkFpxDEU9VynsvoJQn4LI9IDUxg+o6L9BvTASo7+abtkDxKpc9r+aRrfSSlrrR0zZkhBOxSLTpyDTFDKmKqeh9iKlJe+RXH2Rqp5HJORd5+K9D7kW/y6DituIFfHUC9PoV1UyISvnZ5pO/tuKGhZHwTcKy0pYUYBHDP4xWJnhv+85+cPbHf79JMA/m6X8eqyTkyEBi+J+JsqyGH4UhfThXVQpcYzGx3D9/fc4c+YM7757lvffe5f33zvLB+feJeLKBe7euEh2URKd8mw07kK0vgxGzA8Y0iQh0j1i3FyARJ/N8EwaEv0jhjVxKC35WJc6EIwWk9UYTVFHBHVDsRS3RyM3diOerWZ4qoDpmR5+ehLk799u8WppDm1PA4qOWoxiAeOCOmqyEqnOeURPfTELVh2PT7eZkItITLrPRx99QF1TDoWZURQmRyJqLkfSVkVbWQ7xty9w/9Z5kh7c4u6tT7gXcZ4bV98j4vYFMoqSqB1oYHJejdY1xLC6HJm+Flt4gAlXFcrFBoSmLCb9FYgXilF4GhjRF2HZ7sa5IUSkK2DYVIwm2MmUowbfai/hHRH+9V7mVxso6b+MylHC6z8Z4/WfTvP9X7rYfS3hm/+gZ/nxAO79HvpM8bgfC3j9Wy2rz4cpH4qlVhqLcaEDX1hJx1Qqcn8ZxuUWSgcecKv0My7nf0Za10MyehKoU+RSNJxE00Q6ddI4buV+xJQ7gbmVJKTzeYjMmThWC1C7ExDaUhgPltOmS6NNXYJAV0erNpERRw7dM+mI7Pn0qwpZ2u1g79kMw4pOyuqTmHF0MOotps8ZizwUy+xqGruvpGw8H8a/14ZQnoEr3M7L7wd59stqbCfJTIcesfNNN97H+SycFrHwrBbX4xbO/PDr12wfbWNa6mbcWox5pYf9L4z86rchvvvezrM3k2y/kLL9eJz95wrCRxNsPRtn742Izced7Bz3srbZx8ljCX/1N0b+w9/M85vfh3n6wo9mYZDNVzbWn2tYf+JmbXcflWmYzdNijr/I5MnXw7x8o8e5Xsu4K5u1t1OsvxEROjLiXlxiWiNHba1h46WI0JM2vIcV/OJvLDz/9TSPP18lHHiMzeFi1ickuL6KOxDAFpYiVJcwpK5Gpu+mWZpMm/IOfbNJzK+Jce3KGXMW0qdNY9hUxKitEsf6DOFTOypvO63qSDr0d5lZLWXYmIzIlEGnPgGpKxexLYERcyLaYB2jllKaJx9RMnSDtLaPKR2MxLk7TFnvHYb1VUiNVXj3RfRMpTJmLkUfqGLlpZB29V36ddFIDQk09F+nX5JFZmkE6dX36BDnMjpbRVTyFT66fZZP7rzLnaR3aRu+gaD3JvUDGbSNZvG1rY//uqgAjxT8EghNwpYW1lXgGQbrANiG+O/WEf6bRcr/6VXzoqsMX0U6k0nRjJdk0R4fSd+D20jibyJPuMP4w3vUR97k8vvnuPLJJzy4fZMLH73H7YufEPXwIlW9qUwYa5CZM/Csd+AMN2FYKmJkNgXNYgnz4Som3Xn0aVNRuPLQ+zIYM2YxoaukdSCTobFRAqtBZkwVqM1ZFHZcokeZTYsoFbttjJ9venjh03PkUHFoV7MyO4FG2kt+wj0yom7RUppDdUEqAfccr14coVSOEh8fy9U7H9PYnUVdVRKVGTHMjw8g72kkNzGSqGsfEXnjI+KirxAdeeH/V6mIW5+QnBNF/VApCruQaWcjY5Z8FJ4iJhw5tE3HIF8sZ9iaidSeTZ8lFamrhAFdMXJ3LVPOKsS2XAbtKUgWSplba+Tk2RA//7WR0N4E20+XkRm6yaz7mKGZREJPetl6I2brCyHf/E6FebWU5uk75EvfJfCik9/8c4itL6QINDHI3SU4gn3MLwipGIpA7MpF7i1keL6S8v5sYiuuc6/8EjWDabSMFiOYLqJcGEOtNIYxbymyuWrkplqUjmZ0njrWjpuxrWRj2ali/qge7UYdk4FyFMFqBufzCT6dQR+qRx0qYulYzPJ+P93jKTRP5CB3tDDpqWHAlYz5tAz74yKe/OkAG6+asa2XYQhmEDhpZeVpK6HHRejCkchXH6LeTGfjZ23Yj/PxPa3DdlTOwtMWzuzsCjF7hcz6S9Et56JfrsC21cnOCzn7L0ZZ3Gpi5+kQS5tdhLaHsC93svZ0lK1nE2wdy9g/HOX4dIylbQHzwWzCx5387T+84uDEhskj4fjZAU9eLfEnP/zA09M3qLRilIZEwketWEIClsMuwjsOtl5OEH4lwrJXTfiZnIXQLJMzArafTrByLEHjLkY2f4/w8y5e/Gqao+d2To63CK87WN2XsbFjQzUjxeAQ417RMudRorYN0ChOoGr4Mv3qHJYP/FjDU4za8xDOpiK1ldKry0Tl6mVxb5IJdzEN07eoV1xndCEdseER4rk0pnypmDdSmV+vYnS+ALm1El2wnbGFWipG75LQfI6HDR8waMymS52MKdxPpyIH194EzbI08jruIjYVYF1txhqqw7Fcg9qezvhsFsNTebQOplDVEU9B3X1uxZ7n3YtnOHfzHSJTb5KQe4HKtut0jyQwoqvFJE7n3/zD4JPAghgC47Aog6UxCIyBVwL2IbAOgm2QPxh7+TdFH5sVGXTf/YyGK+9TdeMzym9dpfX+XbruX2c48S79D+9SH3mVtGufknL1ApXRkZRcvUFF9C16xCkMmPOZcuWi8sSh9WahsGdgDFYyZi5j3FzOmCUPVaAMqaMY62YvpuUGFK4SJKpi2nsT6Zc0IJnqYsHfgNtfTW7TBWr6EmgcyGV9Scevdhb4WdjK6+Ace3YVRnEHzXnJVKQ9QCHqQtLbRlN1CWvLXr768jkK5Rip6YncjbvGncRLREV/TElqJJaxPsYEtRQkRRNz8xMib33MvTvniY26zN3bn3Dvznlioi9R1ZSJUN3IsL4apbMOubuICXc2MnsWmpUGpharUS/VofHXYgq0ofM10jGZj9BQgHm5lblgNz0zCUjsxUx7a3n11RTf/8bA4y8D/O4v/oXAxhLNokJmXVpaJGkofflsfNXH65/kqPxJlI+doXDiDPM7eTz/Uw1Dxoc0Kj5Gt9zB/sk6x0+OMQUHMKzXY9iow7TRhVBTjtBQwqCxlBlrO6++OuL0qwCS2Toqhx7SPpOG0i/Asj7M3KKU4N4Em8/H8e114t5tI/hqCNtBK9adLkYsxdRIkxm3dCHSF+LYauPg7QS2lTY0wVbG3A3M+NuYdBYz4kih3/SQHk0Ea28a2XjTyMJxFcuf1xB+W8vml814n5SgWHnA3ONqZvcrMO3lYj3OY/6ggLm9UpY+7+bM+m4hWlc51pV6tEslDOofMW4rJPRCgv+kj5ffzvD9D3N8/lbBl98b8Gx3YN5sZcpejMJUhj/Uy7PPFew+HcYWKsG92sDrt0H2DtyMa7uxBsZ5+szJ1y8O8bm02F3juFY7WX05gsxcgctv4ORwldPXRpZOpQhnU3j+g4nlXT0TMw24VrvZf2tmYXcYjb8I3VI1ukAZxy+tHO4E0agGsSw0EFydwGTuYs4vwL48iny2k0lzLRJtKWJtCROzzUg1rYiMxUx6ShjQp1ImjKBCFEO3MpNpRw1Scw7jnlyqZVfo1NxDOHMfoSaFnskH9I9GYltrY0iXTvv4fcZsFUhdtRQII8joukDh4GWqRy9jCNcyoM8jvzMC976cBkkS6U3XqRbFoHRU4Qp14FyoRWXNQT6fRfNwBOk173Aj+QwXot7l3YvvcPbSO3wW+yH+nVma+7Morr5JQ/9DlGN5/ItrEJyiP2ZBCo4hcA3/UaUWpOCRgF30R9i4xPxhrp//fbyNk9JU+u9epPzSe+ReeJ+ET86RfP4jsi99yv9HxHt/N4JY59nc2d3Z2dnpjTPsvffeO8ECkiBBEgALAAIgAIIkABKFAEiCJAj23vsMy/SZ7SttUfNKshRZykpWbMfyZzt27JzE/vxFiWNLcSxpn/ywPuf74Z77Hzz3fd9z7y3zu07GtQuEvHmO4DdeI+SN1ynwv40sLJzWvDCkunBU3kwMSwmoxu7Q40nEOJXH6GYtA/MFaN1pdA3H0u4MxzBbzPBmI7aFYgzeBEzjhaiN6ahtWehcxajNiSj1KUh0sfQ4BQyNtPPhgwX+4NE63zmcZtksR1KcRkthGqMqCcO9CtzDRuZnJ/C6Rzi+f8DB4Q5DwzY61R1UNVZRJCwjMjGY/LRIJnrlGJorkVTmUZmTSMjtNwm59xYRITcICbxCSOAV4uLuklYSSrY4Cpm1kN7JKpQj+UjtaajGc+hdqKJzOI++6SpsCw04JoSYRyroGKhEP1nL/L6czYNxlncszO1102HPZe+5hu//h2G+/ZMd7j/fwzGvxDwhY3F7GYmhnIGFAu5/qmLpcSNN/deo1J0nQfQKmrE0pu+30O1OQ2aPxjQl5YOPPuO7n/+Ut7+1yYvvjrL6RMvUQRuThyJGdiU4t8Us3u/i4ZNlZte1GEZrKOmMIqclCKVdgHdXTr9bSN+4kN0XNoZXxZinK1l4pGHpqYbtdwfQempIF4WhdkpoM5ahGS7EuVTD4EwpphUBfQsNONZEdNjjyJf7UdIVgHMlA89uEu7dTFafN7D+dhWzD/PYeK+a5XdLGXuUgv0okcnHAvqXExjaT8W2k8zEaTnTT2rxGfNoMY0a0ToqMXoFOFbqmTpswXPUhPegjYnVVlb35ew/1rP/RMXSUQt6ZwY9Y4WsPTDhnZeystWKZ6EGgz2RnbMO1rf78M5qsHnbMXoyWdjoZXGtl4UFO28/PWD7TMX8iYSJjSaWl008PJjg8bMJ5g601JuvM7xZwdyODpkmkcGpbKTWeFaeaXnwjQEmDuUMrQvZO7WyPutidtaIyh6F1VONfbIW65QQ3Ug2CmsK0p5UWrpSGJ3upt8uQ6LLJaf1Es2mRJqNyRS2hZAhukulPISuwSIWjvo4+mCYoaVGmnvj6DTFYpoS0GzOo06ViM6dh3QwhP7pLOSOFArkkRQqosiU3SSv8xKF8gvopzLJaQ4goeoGprlaqjWhVCjDUJjSWT9QMTCch3umgvENIRpXBkKVP8lV57id8BqvXn0Fn2s+nLvjw+Ww89QpcohOv0liyh3aJbk8N4r4ctoAozKYUMBo+1d9rhsW9bCggzktTP0bcLwqmFDwL0NtfKOxiJ7Qu1TeuEi+35vUZoaQGnSD+Ds3Sbh5hbTrb5F59ypRb75OYVoQIlkstTV3kSqiMHiy0Hqy6J4IRz4Sgnosle6JTNodEdhWctGOJSN3hNFqD6F3rpiu4TR6PekMbwgYnquj35GFeUyAfb4NsT4SUWcs6r5C5ra0HO8N8/3Hm3y66eVwYoANp4FFixqvWc3ShJOnD+9z/Og+pw9P2Fhd48mTJ4xNTqLq0aI19qDsV9PWp6C9R45aLmbWoqW7vpCuujKG+zQkBN8k6NYFQoOuflWBV4iJuYt//C1CSvwIKb1BuSoGYV8K+e2hVGrD6XTn0mJLQWyKp9UYT40qglZTMhJTMab5r+6R1u6Psb7nxjmppL43lrFdEd/7k1G++dMJRjYbGFqppn+yGEl/Au2DKcwdd+A9rqV58C5pLa+T1nSOxCqfr4bncjmd9ihUIzn0jinZPprn0cs9fu8P93nxnREcC02Mb4pwbZYyc2zCsV3P0sN6Pv3mDO99OsjsUQf1fclUyhPoc9ezetrJ3EEbI5sytGMC6nWxONaaWH5iYPs9I8++N8nCkz5yZOHIBsoZWe1GPlTIwGwNTYY46s1JDK430T8ppq4rDclQLradSj75STfHHzQwuFjE4FwBQ8tZ9E9HY1xIpG8tGvNmBFNPirBuZNLm8qPbG4ncHYd9O5+px9X4rG+fMru1jaSvCKkxFetcHXMnUubOWhnfacHkqca12MSj9yzMbjXins/nwVkrC8t1PHg2xMK2AvdkDXObzbhmq3EtVmKeTMG7KuLw4QAre5WcPjLinZUwMzvI/v4Km0cWlLY0zOMKVlfWeXS0xtJqF23mMCp6XqffmYDemUij/iYqVwSV3ZdZeapmYLqKvvlKxg+UrO+ZeP5kmtV1I2JtCJXtfnT2ZmGfUzK728XEQjPmiWokphRUQ/X0uzsYnBJR3xuKZrQKYXca1ap4imQhVKtjUTkq0Y82oLAL0A7XUaNMpUGbQo0mEuuyCON0MXJ7MPX6W2jGsilXBxJXdRFRXyJ5shsIDUHU9d1BoH+L4o4QGnSZNJsSUI2l0DYUi9qejHm0kG5LFi2acCxTRXh3G5ENxHM36zXOB7zCKxd98A2/xgXf13jtjg+XAn24HnSeJnE2g8ps/nZEDu52GJHAiPSrbGZa9f/DZrUfVnq/As6c9iv145TwpauDv9CJGY32o+KNV6lL9GXYXYVMkUZ+cjCR19/C7/XXiLt+gdJ8P4wTxbTYE6kxB9LlSqZtMAbNWAYDS4VU9/lTpL6O2B6KxBVFmyMOzXgy+vEk9J5UpIPRaEZy6bBGY/QWoR0qZWCyjNFlGXpXJQWNN2nTFLC9N8XByS7PD5c48ZjwaMSYZXV0NZSja2vkYHORw6N1Bmw9mG19PHz8hP/0l3/DH/78Dzl9eIxULkXRo6JDL0dj7sY17uTFu2+zt7NBU0UudQUpDHbU01yZxb07Fwm6e4XI4Nv43r5IQOhNLgW9yav3zvFGwGvEV/jSpC9GoMyhUheKZCie2p4gWi3RqN25dLhLUU8WYZ9vYHKti+mdbuY2+xgalWJztWCerMU8X87XfuLkG19MMLbZzOCUDK27kgLlReJFF5C5EumaiqBAeZ4ksQ/ZHT5kSH3oHI/CtJxPq/UuDYY7TG33M7GmYONhHz/+ywe4VqtpHYygSh9Bv0fC4sE0Q6tKFh428vXv9HL2QsbJOz1MbooZnK7DsVLDw097ef8HbprNsdQbYumwZ9M+lEWtPoaJ3SaOv+7E86ATpTuHLkcZtrkmjN4KrAtNzJ51Ua73I6/7Ll3D1Yys6hhYq0ezkI7npJDJHSE6Vy7a8XTU0/FopuOROMKQT8Uhn4pGt5iBYjoR3XIC4uHL9C5mYNvIZ+pRCT6d5hrkDgESSyZyew7a8UJkQ5FM3hcy/UCMfVnAxG49q6cyVk/VLN9XcfpMz8NnfTx4OsX0toKZHRFbZ2o2z/qwzFbi2ihDOZTE8EIjzz+a42vf2sG73oxrWs72/gPmNlw09YWhdchZWX7A8eFLptc70Dhu0+MK5MNv9LH7UsboViXO5Uqs8wLuv7OAfbqLTmcsw5s1bJ50M7UpwT7bgG48F5kxBV1vGZbJZub223FNVWOZLMa5XEfPaAPWGRlDq0LaHUk09SdRKA2iTpeCuD+DMnkYtbpIWkypCDUJiHqSqVHH0mxOp0wZSJUiGM1QJvqxJFSOVMoVoURWvkFjXxIKVzblXf5oJzOo7b9EofIcJfI7iPtTqDeEky+9QVGbH3J7DLbZAswTFcgM8bSbAvDuVdPrKeVa7HleueLDKxd9uOl/kau3LuAfcoWo+KtUNwTTqUjk6Wgj/zKmAof4K9iMd8CkHLxymFJ+ZaWm1TCv+6rm/s1SjbSBW8Y/O9t5KEih+dpr1AVdpq8vH+1QISabAHFTEiUlYTSIomjVJ9A8GE6RwpdWZyIdtnhE2mCaB6LoWyij3hxPsdqfVkcy4qFYlJ5oeucT6fHE0etJRTLgh9wRTYvZj7aBCDqMGWic6ehH8ugZLUHal4pxuI6RaRXL21M8P5xl2SKnozKXkrQktHIJ+wdrzM67aG7JRa6qwWDScP/4lL//+19yeHiA2dJHTWM1ki4pnTo5nVo5SnU7g04bZ+++5OGzx7hsZoxtjQwoGokPu03AjbeICrlHePg9IuIDuB71FjeiL5JcEUVxYzpV0jLKpYWkt/hRpQtEMZzMwEo5mrFcmm0JdAzHMbYpYHShGsdsHRPLbbhnmpmYlbH/aIK5435OP7bz+U/3ePnhOzx/+8dsPtwnXvQGMaIL1A0GU9bzFsmtPmS1+5Au9SG+0YcU2etIHQlYFhvoGSvEOJXL7LGYzZdtHH/aQ7MxljL1LUT2AAZmGpneGmF0W83otgDvTi72+RS2nnWy+qiT/vFipg7reOf37Uzsi8huuYLGXUTHUAaeo3buf2zhOz9b4vjDEQxTQqTWbByLnVinxcwedSIx52JZraVnsQSxKwvjgpCjD12YlxtpdWfQPZeJZ0+Kc7ECvTsN604ZhpVsOsdjUEzFM/ZYiH41Adv9LEw7yeiXYlh4WYXrMB/1TAw+vVMSNKNy2q2NqEZL6Z7KptkehNabiH21GNN8BkMbGRinMpk/0bN4bGB4rpLF7X4eP3vI9IYFz24HcwcdrJ72svJEh2u3DNVYBq4lOx/98AP2PnBhnZeyc/yAB6fv0TcioVj5FvIBAZvrKxydrGCfFzG0kMzJ29mcvCtmfLMS71YTiwcy5o872HzswjQpRDEWgnEplan9Kjy7dcyctuPYr0HrLsXiqMfqETCyWYFlqpDdhwoev2PBu6jCNFqHdamcTns+i/vbWL1WJOYCNKNVFEj9KJX7USD1pbIrnBptOBVdfjT0x1Ai96dMdpdmfTQtvaG411toNWeQILyEdbmOht5oJIOpiPrDEejeIEF4joC818hsukKa6CqxZdcpaoug1RKCbiIZmTkZlSOPxv4A7CslmD1C2rprCY4IpKgim7TsULLzg6mqSqGkOAiLLQtNRzg/sDXwO1cnOJphrAPGO79SNxMdXwXCXhXM6WBKDRP/luvM62BMDuNSfufp5N/3NeBID0addpuhoSr0ngoG5yvpnyxDac+huT8YYf9dBDp/BFo/BhZLcK5UYZoqpMdbQIs1gfiGa6Q0X6dQ6Y/IEkGnxx+VJ4RWsy+16jsIdbeRWoJoMUahd+egsuVSq/BH2OWPbDAV6UAqmqECBjz1zGwYeLBhZ9Guwa5Xsjg3xdHRBv0DcprEOTRURaPtrsMyZOabn3+f//DHv8AyZKdOXEddSx1yvQL9YA9tmnbqWgTkl6XR2NHA9sNDvvX7n/P04Snjll4qcxIIuXOFcP9bxMYE4RdykwsBr3It5nXCsgMIT4vAPzaYjOpU6gy5CHsj6BpLRj+dhdgUjsqZiWG0mH53ASPLlYxu1TE4XUG3NYPBsUKW91y88/Hn3H+2zrd+Ms/733zIk2d/wPr9M6Jr3yKi/nXyVVepNNwhS/4KGe0+JIt9iBb6kNL+KrVGX1oGo2nsDcS6UcToYRULz1o4+qYO7VQRRYo79CyEMzCby9CilP7FIgYXCxhZz8W+lsLwXgFDWyUYXOmMbZZz8k0DDf2hJDe8RkHbFVoGI9l9v5tv/NjLH/3VQwxjQkrl8TT0ZNDjrsWz1cbkXjP6iXLkIxkYFqqp0KfSZing+H0X3gcK5GNZWJfrcc7IWNhpwe5NZ2C5gN7lfFqHolBNZjC0K0A3n0D3QhiOgwKmzxpYeFKFcS0R9Ww8Pu994wuOX36frWdnNBpzUHqy6Z7Nwjify+B8NvsfKZh/UsLikySsi+msPNDz4oNxvvfDt/nGx2+zfTDO+IaW4bUGHKtNLDztYuasCcdKCRPbBsb3LGg8hSyeaXjwbA7PlIX2/gIKVBewL9Rxduplbb0fx6oA50YeU8spjC3ns3yiYOVQxc60QWKmAAAgAElEQVSpCvNCBgZvCuaZYrQLGYw+EjL3QMjSoYSJjXrsG2U4tyQ4l1twzAtYfNzK7H0p6wdSVpYbOTqys7RtRmJIQekoY+f5AsYJDdn1kRRLokgXBpBS409ZezSNhlRqtRE0maIobL9HQs1VOqzp6EezaND68eBDO7ZVMUmiizSbIslqvkTPZCU5Ej/SGq4TlH2d0PxLJNW+SUz5dW4lnydbeonO4UhaBxKwLTcxvCVBPBDLwHwNXUYBDS1F9FsVzK/bmJxXMuwRY7S10mcSI+/KRN8Yy1852vjdiJQvh2UwroBh2VeqZawNPPKvVI1HCd6ur/Zs1oywagSvGlwt4Gzmj/saMScF0FsTxqCniPqBWNTj+ajGM2g0RlHX50vraBCd7kK0nhyG1vIY2ShFMxpHqyWUNlcC5dpg8hW3iW+6QMtQNLX9NxCZbyE1B1Hf7UvHkD/y0dt02KJo0oVRp4iiRZ9Mc08smvFCOoaysM6Jsc9IGJ9XsTrVzzuHa3zy7mMcDi2NTXkIa5NRtBYwapQx2NfBmMfNH//ZX/Lyw49plbcjaKiiVSHB6DRjdduRdbdTK6tG2JhNdXUC5bXp6BwGPvrut/neH/w7JsZdpESHEHD7CpHhftzxv8r5u+eILQ4gszqdgLgI/GNCiS6IIKLiJgJtEE2DwbS7IuhwxjM8L2R8UcrCgZJebzKmuQKM3lK6h7LocaZgmRQytuJkcFTN8dsu9t8exLnUhbA7A//SV4hpfIMGazhSVwoFXa+RJvUhucWHDNk5pMOxaKdz0E4l078Yh20/G+tuDlNPavA8EdI1nYnam8LITil9E9mM7NTSNRVOy0AIrsVcvHv59M9GMHVUyc6ZnKmdah5/10xNXxDZslfIbT/P6FE5x592s3+mZfe4nyyhP5XqZPqma7j/9UGe/Z6VjRcK6vTh1PVFsPBcj2WlHZGyGPNIE0uPmtl+0c7aXh+TowOsLCiY3UhDqH+Lsp6byNxReB9VMHw/D/tuOpbtRCafZDH/MoPl58XMP6lk/cNqfPpG1ew9PGJy10Z5dxQV+jC0M8UMTGVy+CKb7dMaNp9I2HmWRrcljOn9dh6+P8E3v/WQzz99zsvnW0ztdWJeqGbxTMeDj3rZfabDtlBE/2QGgs4A2uxRLDxtY2S5kYWNPrwbCkwTlcysqtjddTAyKmNoKg/zTCxqVwx98yksP2lj+WEnrvVaBpZKGVwrwLaZi2EhmumTcqZ2qjl528jSgQr9WDq9U5VoJ0vons7Ac1rH2otW5o+EjK1WM7/czsmZlY1TDd3uXBwLJazstWBz1yDtSyO1+g7ZTSFITNlI+lNR2LLoHslHPVpBkSwYsSGG/skc8luu4lwVM7HbRq3ajxrFXco6bqCfzSax4RpR5b4kVQWT3RRInsSfYlk8JW13GdksZvZQwYBXSG1XAFkN56nqCsAwXoRtrB2ru5HpjS62T4aY2+xlbdvE0eMZnp15cDskrHYU8qvRDr4cavkKME4xOKXg6oRxCf86peDXQ638o6mBfxwU8WtzI/9ql/BrcxO/NtZ/BaPhFv5uqI3+xDvohaGYZrLpGomhaywG9WQMipEUGvvDKFbfpXkwi1ZLIu1Dd6nVXkDpCqdzJByRxR+1J5XOCV9aXdeo6/OntvsW0sFgOuzBiE2+FHRep0Z/jwqVH7Ud/ggkt+kYSkU5lEW/O5/J7Vpmd6SMTKkZ9lp5+fYj9jZn0atrqaqJobI6BWVLCUdeMztuE3UVRewfHPCnf/ZXTC0skl6YRFRKBLGpCdRL6qhprqStW0pBQz5iUSGDnbVoOyrJr4ihvLGA9cMNfvSzLzg6PiYvP4ewYF/u+l3lUtCbBKUHEZ6XQF5DKYWNxYRkBRBaeIX4+ttU9YTTOBCIcjgOw2guBlsWOkci9o08zLOFKGxxyIxxdA6mIDHGohstwj5fh2IoHft6Df0rxSRKLhAifIMC9T3aXbloPLl0jsaS23mBZKkPQusVPCc1PPimicUXEkzrCSy9X8bgdjRjZ6msfq0O/XICk4/L2ftIg+dAhHuvEstKJoapWJzrGYxtFTCylMbGQROPn3Rz9KiDo6+pqdTdIk32KqWa62x+1MrZtzWsnnahH8lA0HGXNksiR5+YOP64n/c+d3P/AyPl8lD0UxV4zlqxrzTQZRZgGZEwu6lgcFzIzGoP/f0iVKoCVu9LmH/YSPNwOPLFCBy76Yw9yGfmWSHO7XgUcyF0zt7BuOzPxntCzj5uxkdiTUdo8qPRGkW9OY6qnljchxoWzwyMrOQwv17L7rEc63g2MkMGq2fdnH7Qx+l7LvYe2Hn3vXUOn/ax+rSL1Uc6dp5rWDlR41xuoMuez/yJFMtmMp7jRrYem1nfc7B5OMbCpo25NRObhw4G3I3oRzJoMt5E4Q5GMx+MaS2diYMyFk9rGNoqZfSwgrHjQlxHefQtZzJ+VMP0kRjncg2G8WwMkyX0zBSjmUplcDWfvpkMLPOleHfbmFqSMLfSwvBSFY6tNnTONNb3BDx+qUXvziey6E2yxQGUSMMpbQmjd0yIyl6M0lVBaXsMgo4IdCM55DReIar4EpqRXKrVvhS1XqOw+S4FbXcRGRKwzTRx/51hDMMCskWBpAjvoB5LQONKoUGRQqEoAml/POWyK1SKb2DzVNHjqKDTmMbEdDMT4xJmZtrZ3VFxcGzkdNnOw2UzPxvr4EunBCxiGGqFoRZwtsB4O//FKOanokJ+0V7F/zvQxq9s7fyrTcrv7FJ+a5fyfywt/G6wld/aWvjXUTmPW3LQCyLoHEikZTACkfUm0uGrqMaTkFhiyeu4RZn2Lm3DISjHfVE6I1G5YlGMRVPZex2ZK4R29z2abNcoVlyl1RiJwZuGciSYGu0tkoXXia+6Qkl7EA2aONoG0mkfSsY0lovFXcHMjpDNUwW79+fYOd7CMW5G2JBOfW000rpUGitSMLbVMiCtoT43iZLCfH70ky/49ue/j0KrIjYjnOTcBJKyE8goTiQ82Y+E3EjeunuB7NRg1pw6Vlzd9MkraKxJo6gsGYNVy8uvv89n3/0OVpedlOwk7kXf5EbkLS6H3yW2OIPa7hrEg2XktIWSJw2gf7IMx0IV/e4C2vui6dBH06IOpEZ3G/VYMY4NMUMb9cidmYgN8eiGK2gfyEbhTMc4K2J8z0KNKZkqYyxt7lxU4yVoPGlYNvIRme9Rpn2dtrGLjD+OZfJxLu7jYryPShk5TmJgMxbDcjBjjzKwHMRj3glm/GEs9o0U5I4I2m1BGKYSsM7Es/V2KHvPCti538LUQgme9VzGd8soUlwnt/Mm9cZ4VOPpWBeLWDztYPlRO4axXPqninj83UHe+YGFb/10hsUHaso7ktBNNDH3tBvzejUju+14dpVsPDGw9djAzJoBua6MydU2XIuVzOzIaOzyRzd5E+9eHPuP+jh8Psfsugy5IwapOwjnUTJDB8k4dxLx6ZnMpbznKo32cDrHMuh0F7DwbJDlZ/2Mbospl1xnYbOc1Qf1KFzxLBz3s3Jfy8bjdsb3SnGvVbJ0UItzoZh+TzFje3VYl2sxeAUMTKt58skhmolCOoeT2XlqZftwmN2jKebWrTjn2zFNVTMwV4POnY7BE063+xr2jWi0C6noptIxT8fQt5iAfjaJvqUYDCtR9KymYNxIxLSUjn0lj4HpYsYPxFg2yhicL2VopYL+2ULMS0IG54R4V1vpd+SgtKSxeN/FwHAzQ6Pl6MwZNGhCSau9QXV3HAJ5PNk1gbToc6lRxNHUn45Qm0Jq1U0EHffIabxKYOarCJR+ZDdfIrzQh8TyczRp7+BZreEHP13n8y92sE7XUNYZQYs5k6quMHKEfsTkXic65zqSnlQq2u7Q2BaCa6yRDn081eJQVO35uMyNuB1VrK6I2NpT8WzDwTeOHPzSI4cBMQw2g6MVHK18OSrn5415fLM4lb8ZaOef3Gp+2V/PP/dW8y8WMb8ZkvKvQ1K+dMr40i7jNyYx/2IU8ycDrQwKExDr4miyRtIyHEKT5Rbq8XQa+kIpUFyj3noTpfcO3ZOhdNrCULniEA8Gkq+8Qnn3NWoNfuS1X6GuJxitO52+mRSajHcoar9EeuNlIkovkim+SUVbKBXt0WQ3+6K15dBjy8XulnD8aJHV7RH6zErKK5NoFCZj62lkfbiX+1NWzJ31hN68jO/Vt7A6hvmzv/4v7N4/oqiqkNT8RLJLMymqzuVOxBUu+5/nZvBFzr3lw9Wrr2Jor2bBpsHT18FQTwvCmjRyiqJoaC3HM+/mG9//Dg9fPkMqb+Vm8A1ev/0mfklBlEkKv3rDoImgrjeI3skiBiZrEbZHUNrki1QVTYs6gqruuwh7IpBZ0lGPFWBaKKPLkUm1IorE8suYpuqxzGkY3x5D6a1B7s1Hv1SKebWCzrFAujy3aB28gWbiHqP3Q7DuRmNcjWNoLxPLdiz23WRc+8W0DYdh381HuxiHcuoe42dxOPZCUI/70+EIpmPID6snl83HhcxuNzK3ZmF5T8/RBzK0o2lkNl0nruEKaS23yW6+Q60qhOG1SmaORMweybAuC3jvCxvf/QsPX/uBB+NEFTXKZNrtBUw+kuJ50sLC2yo8D6QsP1Vw/30to0ut9LiaWTuz49kRsXHWwfZxK3svCnjxcTpPHkn56JNj3vlggrUTGf3zCVhXI+mw38K8moDP8dfqaTIGU95zC8V4Ip0jScw+asc4mYPWVYrYkITVk8X0ciVSYwCOjS4mtvs4fcfF0hMRnaN3MM5GYZ8rwbUqZPK0DuduNQPr+YwfN2Ccr6NzOA/jXC2rZ0bmtwyML8ixeOvonylGPZWAbSmP6d1aTGMBWDzXWTlLQDrqR8tYBAr3XXpmopg9FdO3kES96Q6mpQI0nkgk5hBUjmS8GzoW7hsR9SUiM6SgcebQN1uBbUOEfb2WiXUR1rEqxubbsDqb2d4b5+UH63QayiltDiWrLoDKrgjqNfGUNUeTWx9Abv1dukdLqNFEkVDxBln1VyiW+BGef54GXSR5rbcILXyF2u5zqIauYh0r4P1vTzC80oR6IodWWzalHTEkloZicIgpaAgmKvsalZIYpIZsxF1J9FmEiKUhFOcGIixOZ0AvYmK0kc0dBdv7Ro7W+/hsW8//dspgoBlsErCLYVTGL6QVfJafzT/PWPnb9kL+rDqB/9nXxL86lfyTsZ5/6hHwv/tq+K25nt9a6vnNoJh/1In4cVc1o+IkugYykIzGIrT4k99+A5ktiUq1L/LxeLQLYbSNXEPjTsA8m0a3O5q63ntUaH0pUd0hue4GBZIQlI4clMPxyOz+1HRfpUYbQHLdNQIyrhCSe4VCYSCNyniyRPdIE4TgmbHz/O09XGM6NLpW5NJKDJ0CtiYGWLT2YhCVYm2voSAlgtdf8yEkJIRPf+/3+cEXP8doM5FemEh8ZixZJekUVmUREHsT34g3uXHvTXze8OGV13zIy46nu7Wa/KRwooOuIhJmUFQQQW52EMUlCbS01XL29IyffPFz5lYWCIz1IzjpLgJROS2dDdR3RZHZeo2U+hCKxYUU1GdSJY2lWRlHtewe7fYYNCPJSPtisUxXcfKRGd1wBgXim1R2BtCkTWd234N2rJ2q/kiGTxoZf1aPcScT+0E4lvVYOuzRdLmisa5HM3Yahn03grEHhdi2Exk9S6F/NRHlRAiOwzxahu+hmg5m+lk2s88zsK2nY10WIB1IQGGLxrlQjW2+kf4JOd5tHevv1iKxBhFTc47Q6lcIqzpHYcdtdOP5KJ1RDM7nMrxajXO9nI9+buO9P7CxcqKnQhZHQqU/mjEBMlccTTY/5p60sPOuhr23tcwf1rD2WIZpshXPupulw35OPuzn6F0TNm8mD5/e5t2345lfU7F40MThex3MHwoYmY7H6EqmQnkZn4WDDiT2OHIUryGxX0fjiObZJ0qmNjMxuvMweqsZ36hgcasQrTURha2cuSMTy4+72HheyMKjBKybcQyu5eM9aWb5nWbGjqoYXEli5lExptlU5CPJmNfK6J3PYXijjr7JYjqdibQNR6BbTMa6lMvEejUmdxIj85m4d4qwrebRO52MazsfpdMPoycV20YehYoAzDNC2kdDGdjOZHijmZFxHfYRBQ26WIxTZXQO5VClikHSF4/ngYjRtRqOT0f527/4U376kx/w2Xtv897LMwSibAqa/GjSJVDcEkJpkx96axXlLRE0qxIpaggkpuAaAZlvkVgbgGQgi/zWEApb40gT3iOx+hx1vedo7LnN6EYVclcWGa0XabbGIXcVUakIoKw1nF6bGIkqh9yqMHJro6hXpVPflk6DJAGlMpNho4wFRzc7iz1sbxtY2zVwfGzj8dtz/NjVAQNNYGn5ykZZRfzKIuM/SgT8TZ+MH6VG8J8acvjVsIL/bZPwq556/o+lkS+dTWBt4LeGOv6Hrpq/1hTz/ygETGWEMFQSQ31VMPcqX0egukeNLpDankDkrkR6FrLRzMTj2MzBtZaJfCSAxsFAJPZo2p1RhAreILj4TUrbIzFN1aOdqKTFnEC52pc2ZyJl7f5UtfpT2uhPeo0vGaJb1CvS2T9Z5WB3FXlnCZL2fIxmJRuzFj4+XmTd0cOQvIERpRhhZgyxAbe48Po5JJ0y/vyv/5Ynb7+NqK2B6IxQ0kuSyBVkkFORQnpxLG/dPYdv1AXevPMqPm/4EBzii6yukGDfN7l95RwBvufJSvUjNuw6GYkhFJXEUFyZgHPcxQ+/+Bmfffc7aMx64nMyiM1JQtZXQ44khFhBICmleWQIohEq4+m211Arj0WkDaXNlojUmIJUn8DIbB1DYyIKWgJxH0qZOexhfM6L1TOAuDcd934TxpVUtDOhyG03abEGUqINQrdQgm6pGPtqKq6DBLyP8/E+yUY5HUNc/VXqTL6YdwIZOoll7p1ynPupDKz44joKxXVSQpsrg5SGi0i0GbRqomm3hWFZysG1X4DIfofU9nMkiF4hvuE1TKvZLL3bgsKbSLcnhdn9Zk4/6uXpd4Z4+J1xnHtSmoyJ9M7U0TaSjfe4haljAaO7Fey+p2XjRTsbz5vYfKZk7WyYF5++5OzlCxa2PfQ4ylEZ4jl7Fs2L94rZOprB5BGjtocxvFCKVBOLypGLdjILn4GZMmoNgRR3X0Y3F8v4RhPbZ12YPDm0WTJpNUWz/rCcxx+Wsrrbx+c/+B4nLzysnNWy9jSbqf0kRjYzUU1EMrhazPSjOpzbxTi3svCelGFdzkcyFE33XCq9S0k4t3NROKOROvzQL8Sgnc+gb6UI85KQ/ulKHBu5mBeTMS9kMjCfT5stGK07Ge1wAoqxCAq6A5G7S1G6s9C6C5Abmtja2GN6bohOWzZN+mhazSkoR3LpHS/ANF2OebyclRU9n3/yhM8//QCLvosuVR1FdbHIB0uoUUYg6IgmLOsNShr8adelIdVlkC7wpbAhmCTBPSoUyXS7q6hWxZPVdI/izruUKd6iSPo61Z2hiPVRhBWcJ7v1Bmkt9yhS3kM/lUhTdwKltWnEJYVzL/AmyQXB1Crj6RkWojMV063Jpl9fwc6inhdnTj792hxLK0p2Dvs4PLXzXyfUfGkU8aVRBEYRX9ol/FJZxV9KKvhJbRZ/rW7kF9JKfladxn+W5vHP+mp+a6rnd33V/ItOwD+ohXzRWsqPxFl81pSD0vcNTJlxdAjTSGuJpKg9CIEmEIk1DtV4JrX9kUhHsmmwhiFzB9M5HEe5KpjiziCq9UEUKO4RU3WDuu4UZOY0ZNY0hNpIUuquklR9ifSyiwy4MulQJ1BQFYlpRM3W/iJ2p4qm5gyaWtLo7q1j1NPL8fYYexP9jKqa6G0qxdPTjq6liuA7lwkIvM3h6TF//td/y9TCHNmlmaQWJVJYm0t+VRaZJSn4ht7g9euvcNnvPBd8X8Xngg9vXnyd9MRA0mKCiAu5R0LoPeJDbxMTfIuA25eIjrxHXl4MxSUJSOQNbJxu89kPf4+lrS1alE3IeosQ96dT0p5EenkKudWhNCjiqZPk0tRZiLQvjI6hWIzeSqok4aiMpWQJI0hqDkfhrcSxrkBh7KLDIEHYkYp+XIjGHMTiUgy9o2HIh6PQz4dh2U/EvFVO51QO2vkUuqZDqBu4TY36BpWdIXRPJNCzHMDYwzwsG6lYFvNZOK3EfT8Nw2oG5dq7FEli8Ux7OHmygnurEfd2PT1zKQgt10nreJ0S9VWq+66inY3GvJ5J92wGak8G/VNF7Lw08vRzL6sv+3DtNmJcKGb+hZqhIylzjzRsv+zFvdXA3Ekzsw/rWXkpxb3XytLjcbaeHzE6t8TRoyccvfSideajdeYxf9jGO5/t8/DJIxTmAnTebKSmJJS2BPo8hfj0LSShmAhF4YlGv5iGdaGG3Sf9zOzKsCw1MPdYzvLjWlbPqlg9M7Lx2Mb28xZWHjZh3yxANxPC4FIsksEIukazGVzLw3ssYmA+F4M3Ec14OGpvHEpPCmpPGs6NUnSeGFQTMTRaAmm0RdC9WIB2oZCx+81op5KQD0UjNcWhHk6nZyKenccyvKtFuFayqe+PRD1RSu+0gDZrFo4pA5uba4xM9KBylKJ25mFfq6PNkU5Jqy9t/QnUSSMZNNbwg89O+dYHD5GJBFTVZVPfKcQ9M4naKqRJn4R/5pvUd0ah6UmlrDmKrNogEouuElV8lWxxCPX6ZMo6okitu4OoNx6J2Z9i2ZvEFVwnPPMSgZnnqVTFECe8RlztVarkidQrY8gu9yUk/Brx8QHEpPjSpM5gaFXGiLeBxdl29KZ8+qyZbB1o+fDrMzx8PsTxOw7OHpr5/6ytfNlfz2/01XzZ38hvzM38Z1Euf95QyJ+JCvheQSJfVKbw37tr+a2lFSyN/MZYx696BPy9RsAftBbzXnEs/1EhwJN8F+G1c/SmhGDtLMLgbaBUEUhm03XSRTeIKr9CWt01shrvEld7nRjhdYo6gyiQBZEnuUe04DyprW+RUHOLJMFtskVXkLtS6RrJpb4nlsymG0TnXSG7yBe9sZ6D4xX29ufRaRtpl+bQoUqmTZ1Nj7WVQXcn+2tD7E4YGelqZEQtRlaWSlaMP363L1IuKOGPfvHn/N7v/4hOtYKs0nSyK9LIE2SSJ8gkvSiBS7cv8KbvOe5EvsWbvq/zyluvcO7cK/j7X0KQn0yvvJVuST25iSGkxgYSG3EH3zsXiYrwIzEpgLySGCpEWfRau3nng3f47DufMrVkRWooJrM2hPAUP2TdJcgNBVQ2JCBqS6HLlEyV2g+1KwfDUBVyg4Dg3HvENUTROydB4aqguD2HemUxElU+SnMTyYU3UHZHYvPmoRuLxrYVzMCuP6MPi1HNZOBazMQx549tLpvhmRQ0AynoR4rpmU7HMJfE2Ho7H336IU+eP2N0rYvRBzJk9nImFtf4zmd/xQfvf8ragylWT530TOdSpLlAquwiFfpraOeCMK1H0r+axPQTMd7HEob3Rcw91TN5osF73MnsSSdHn1hY/KCb7rUyrFtiFo77GJytYWCuAPtqITMndZx9a5CxvQ7Gtm1YJqcZmLCy+3KYyR0FE/syLEudfPStb7O7f4BxUoxxuYT53TLGvWE0NQfj4zoUYFrJx7JVwchRDeP7DZx8YOb9744ydyLl7LtDTJyIMc5VsPc1E57TGmYfVuA+KkSzFIZ6PoyO4UhUY0W02iJp9wTR5UnC4M1BOxmDbSMD83oGqpkkeuezcWwV0+0NoVR5jXKVP8qJeHpXstHNJqGZjEY2FE6Xo4ASWSh9k+XMHVRx/7SJTz7R8vw9BTXSm9SpQ+mbL0Y7XYTYkMrkghb9YA0FzREUtfqjGM6kyZxAgz4GuTkdbW8eboeET9/Z4eOXB6jbW8gpSEZvtPCnf/J3WMYMZAt9KWqNotdZQrnwDsnlt6ntiie34R4XI1/hVsoFyuTBSM355LdE06DLoFh2laLWN8iouEdqaTAB6ReIKb1KltiPOkMSaTWhROXfoKOviHpJGtWNyZRWpSBoSsY4XY9IHo53toWGrlBk5jgciw2Mr7Uxt6Ng+qCDRyc6/pexjt/11PLrrjJ+19/Ef+so4/tZYfy8NIU/r0jnf3RU85shGV8Oy/i1sY7/3l3KL7WV/J26jC+UpRykB/FzWT4/aimk7ebrFF08R3dUAIa6DNKEIaQ0Xiaz6SqhuZeJKrxMvTKW8tYQimRRpIojyZb4ktZ4mZTGN8mUXqXKEExk2TVupZwnruoSDYZYNKNFGDyFSAbjqJAkMTph4/7DHSx2LZLWbBRd+dTURFPXFoJMm4bV3cXovIqDDQsrw1rsynokJcnE+17A9+Ir+N58C/f4KH/zX/+Bla1tKhvKKKzOIVeQRW5lBjmV6aSVxPLWnTe4dO9V/OMu8sb1V3nlog/nL7/O5ZuvcvvSa6SE3WVutI+zXS+z42ZEtdmEhd7i7t2bXL99mQtXzpOaG4qgNpXaukIWVxb5yR/9jJdff4pYUUl8RiAV9fH0W6pp06SgGcyipTueUtltVM5MVJYCmjVFBKTcIaU2ipquFJqMWdQYcqnqTEOmLqRQFERU1XVCCu4RnH6NlNo30U5HovIEYt9OZ+lpAau7aTz9WhwffLub/Uci1IMZ1CqTaeiORj2STu9YKd4NDTa3Au+OltUXPbz4+j7buw95+uR9DnefcPbo25y+8wSjV0THWAzt3ngqDZcxrkVi3U7BuVfG7LMWLDvFDN9vwr4nRj6WQ6slHu++nOkHKga3qpl8IcG5V8/0gYq1Rz2YpgqZOZSy/UTP6ccDTOyIcW/K2Xx7kqkTHSvPdBx/OMTysRqRLh+dQ87inoPZYzXrz7WcPatncS6FfmMCPmOHTRiXixhYLWbxiYTtd+QcvKvgkx/P8MG/m8S+UYp2KofB+Rq+9pMZVp43MryXgXUtHfNCPKvPJAxv12OYzUEzdouBpRurb00AACAASURBVBjsm1WYlvMwr8fTv5SKZbsMy0ExYw8rGTstoXsmhjKFL82D4TTbIshovUmvW0i/uxahIYya7khqemJRDWcws12N3ZHGo1MJ+4citL0ZCNpuofYk4NqowTJTg2OmHoUxh8iyK6QJ75HZcBehIYkWezaCjijqm6LokBWwvODkxckWI3Yz5YI0YpLu0qXvoKOvlvzamwzPVqGzlRKY+gbhBZeJF1yloDmSOwmXuB77Jv7Z54koukxchS9BeRdIqHyNmzGvEZh0i9j8e9yJvcC1iFcpFkchVCURUXCF0JybKB0CLPNiEoouU9eUj7anBsdcA5WdQTT2RFKnu43UFEe9Opqe8WI0znhsyxW8e9LDby1CvtQL+V8dpfzK0MCf1KTzx5Vp/GlDNv/QW88vHa38kaKEH1bF8QtROv9NXs7fKMr4QlLAcsZdnqeH8j/7G5mL86P+6quUvH4OTcRt+sUZiE1ZpLVfJrbhMiVt8ciM6cjMyXSPlyO2ZVFvz0Q+UUDXeA6lynsUtd+hTOVPrTaNCkUGua0h3Eq6SJkkBtVgHhpTId09jUzNDKPSiqmsTkTVk4WiN5P8mgCK24IxuEoYnVBjnxCxOqvG2dNMRXoEoddex/cNH26cP0diTAyffPwZP/zxHzLgNFMhykYsbyBPkEVOZTo5glRSiiJ58/p5rvid50rgq7xx+xyvXn6F68GXuR54iVvXXiXc7xKRvm9RlhlHSU4sof5XiYr0JzzUj4CQu7x64Ryv3n6F8LjrCGqSyKtIQNbTzAefvc/3f/BdxqdtKHsFtHVlklNxm4jiC9T3xqGwpiHSxZIhCqKwNZnk8nBK21IJK7tLqMCPUmUK0cV3KW9NJaniDkH5FwjMusm12MtE1/ihnsnCuJCDe0uArNcfkeouqpEbDEyU4JivwLxYR6kqjA5bMgpLASJtNP3zcQytpWKeKeDgRT/f/uyIb7z7h+yvn7Czsc7AsBadW8L8jovB2RokI8EUqF5DPuZPhyuCDmcKrY5wNDORjN0X0TObg3IkBaE+AvuqGIO3nE5nPNqpFDbeUeHeFGFfqGZkVcTYZjPdowV477cwut2MbakV96Gc0T0Z3e58rEsVTBy2oHSWonCUYppuoH+iHKUxDdd0NXvPe1m+b8LHNJ+P1puIaSmXmRMJU4cNLJ0K+fa//78s3fd7G4Z19n1wSNSgFrVJcYh77yXuvQlOcE8QBAEQBEECBECABAdIgnvvJYnakiXZkiw7llfsNIkdN06aJmmSJk3zNGmcPE+b9k1X2vj7/uD+E5/rXOc+133muPvmMDM3WuieyqRzNIOX35lk8ZEQ814YY7euobBEopnNYPxGEQNzmWztVvDBO4Ps3pbSM59K72IandPhSCbDEPX70DISzMSNMloGw2jQJ1DaFUBW6xXajSVMrZjYuztNgyaJsq4AJGMpKCfimVjLQdEdRLcqlKZmH9rkSQgbgugYzkE7U4J1qxbNaCLSvghSa13IafAipeIyeeIAijoiyKjyITbjIolJnuRnxDCs6WR8WENRWQzesUfxSjpGnSqVZvlVptcLqJGFEZBymlihC67xx7kaf57zwQ5cjjqES/RxzoU44hJ9iqsJx/FLPIWj8zGOnXfA0fUItk4Cjrna4nvtPDmVUUSluHMt2wu5Lp/BJRHN2lB0AyX09KZS2+VJVuN54ssdyGw5RpMhmLruCOIrHRF2nmJ4u5QDaxlfqvL5UprPH+pS+E1tCp8mBfAP4lJ+2lLEX+TH8HqsF1/PDOSXDan8TpLNr+oS+HZpGBvRHkx5nOB3HUV8qyKFhnMOpB+3pcDBjjbfs8gK/GhQRBCQfgrv1HMI2+KR6BNIrr+MsCuSEnk49ZpYoqpdKVJGMLBUSudANN7Jh6nqTEA+UI33tQsIW+LYvGtkcasPeVc5NQ35lFbkEh0XiJfvRWR90dT3XKS0PYDEKje6jAUMjjUxttDC6EAj1wKvcOmIDecdBJw/YoPTUXsaauv47vf+mvuPn1NWX8S1nEDq2qtIK0omLiuS+JxwQhK8OHH+KKddD3PcxZYTHnac9XXA4YIt9o42nDt7CB+PM2QlhCDMjCfI8yI+7k74+zkTEuKJm+dl7E7ZccLjCIcvCzjrd5z4bD+Ka6KpbklmamGEj7/5DfbvLtKgyCajOoiMpkDypP7k1LmRVetFZl00ccJwcpoSyREnIexNI7LKjfgKT1yjnTjjf5xLkcdxTThGa28l40v9XCsJJKHhPDnSy3ROZJJU6UxihSNVHb70DifRP5tG60gkRV0uSIcjqVOHUdHlQZPxKs36YORDCVg3y5mZN7O8cIuNpTuMD6/SN2RBP9/F9Vt3GDabaVQHIJ12pkR9EulQJsMrvfRYRegWCpCaUxAqvOmdK0C/VIZiLBuxOY7+NSHjN5roWyhFv1BKoy6GlQdK+uaKkY6k0TqYRJU6gbnbQ6imG5m620ajLpbCthDqTTEsPBEzeVdCU18y6tFMEgou0CC/xvZrZrYeLiHonvHFsO6LcvYqAxsFjG6Wsny3gm/9cJm7z8zM7krpGk3Hsl3Oo2/oqOy9gHzSBfN+GH1Lsew8lzO0mcfqQSPzC9UsLNRg3ShBu5SDwlLC4KYIxXQSreZr5LVcobYrjJKOAJr06dQbwqjRBdPYk4DO3MDqrolmTSKa2SKkE5l0jsczuZGP0ZKATpdAXv4VFNok2nqTaB/KwbhahGYikR5zJCpTGHWqcCrbA6hXhVLXE0qJ3Jv0Ki8SyzzJqwinpiwDjbQJhUREakYoUUmupFf4UiKOI1/kgbDWlexKD7KrgwjNduZcuD2u8SdxiXUkIPM0F8KO4RZ9nlM+x3C4Yot76Fmu5YYTnhrIKdfjOF46hpOPHS4hx4lP96GsPIY2aQ6NLSmYrDV0j6egGkunVu1NjvgYofmHSKk5QVaLI9r5dDQzSeS0HSdPeoauiWRuGrL5squQP7Xn8v+qEvh5aQzfTvLnu/lx/LQsiV+VJ/JP4kL+1F3O71sz+MvSCL5WEMReuCtWl2N8nh/LH7UirIEuCI/akmRnQ9EJO9q9HOlP8+eN6Q7GOzJoa0rANFJOvTqUlNoz5LV4UaGMpkYXQbzoAnXdyZhmailv98E3/iilrSH0TVQTm+NNoyKHRy+n2d4foKm5iEJhOi3iakTV5fgH+FKviKOy8yphueeJEjozOCFjwNLE6JyM/KxQTtoJOG1vw1kHGy462uN++Rzr61t8/4c/xTq7RESyL6FJrpQ3lpBbkUVMZjixWaGEJnpz3tMRJ48jHHe25YiLDUecbbE9IcDmkADHE3b4ep8jOzUCSX0pDeWFpMSHEBToTEioO65e57E7a8ul4NMccz2EvbMtbuFOBCW4kFkSiKg5mYa2QsanTcytTzAwpWZiTYVYk0WpOJQSSSRZTVFUKXOo7sgitTySrKZwCqVhxAlduRB2DFsXGzwSPEmpiMYyZ+Cjj99mYFJOWsN5stovkafwRSj1QqwJYW2nmt0bDTR1R3Ct9gTV+gBqegNpN4ejWQqna8aXYpk7yqE0huYq0I320au3oNUM0SJup29wldW9F2ztPOX67tdZuD6JcSuFnHZnKqTlvP7yU548e8XN1zaR9tbSM16NeqaEss5QzBt1qKfz0M6VUtOTgGW3jd75Uga36pm910mnNY/ZB53M3O+iZ7aa9acWZm4NUaVOobr7GoqhbFYfSth/oWTrSSdT2/XMX6/EOCvEuqFG3CtkdsuEoKrPjhqDHY1mW8ZvJTC0kcfoZh4f/sDC84+HUFvSGFgpZP2NRuoG3IiqtEU87MPMvSy6p4K5/pac8f0SDIuZNHcH06YOZXQ9C4kpis7RcowbItQLKehX8mnUh5Pb7Exuoyf1mkg6LJEUy7woaQvFPCkhX+RHmSQE2XgWlbpgGkwhyIav0aINobwpgGuZbhQ2uNLaG43YmMT0zTzW74kwT+ejMMYgH0yjSR2OzBRH72QGg8tCCht8SGv0plKcyN7qMM/v76GS1xETG4B3wCXqJWkojSVklwXjG3kKz3AnxqeW0Jh0OAUd44z/UTwizxB4zZmT/sdwCjqJ/QV7Tnkf4VLAKXLKk/EKvkJQnDfuMRdxvGrLBf+jhCVepbg4lkFjC7NLXYwuSNCOl6KdKUI+l0D9gAfZzU6E5tkRU3KcdnM0upVoRBpHstpOU9RxiTnRVVCX8ydxFr8rT+QnhZF80VTAn6TlfNmWD4Yaft+ZzsMUV25EO/MiO4yVMFeMZ47yLNKN/+xt5NPqNCod7ciztyVBIKD0zCE6PE+iDXXh++N6frs3zWcbJu5a2lB3JGDW+TI0FEGRzIcyYyAl0jDCU12o7cglNtub0ORz5DWHoLXWs3lzlI3dAczDNbQrMqlsTCQ9O47qunJa26u4e3+X63fWuZYTxrnA4zTrs5ne0KHRVZKfFcGxI4c4ftiOU0cPcf7kYS6dsSM1PZ5vfPs7fPDRp4jlbfjFnCEs2Y3i6iIKq/OIzYwgJiuE0CRvDp+1x/6kDUfO23DURYDtKQECewECOwEOx2xwczlObKgH+RmxJEQFEOBzCS9PJ3x9z3PF8wyHzthxzuskV0LPcdzDgbOBjhy6YodXzEVSSvwpqokgoyAcZV8zO7eX+MZfvodhRI1n+Bkae+JZuNPBxgMNt+6rObipRaMpQ64tIb85iMthhzjlfR7DzE2m1za5f++Are11DLPtNA2k0DqaTeNQFuPLQt54buSD94fZv64gu8KXkILTBBQ5EV3ugnYul8ruyzSbr9A2ehXTjBDrUjuTq4vMLD2hq1vOgHmMycVXTM49Z3DSSvfgODXdKtrG8xF1p9LSpmF6/CWDozdY27/O9Qe3GFlXktbsSm67L5qFcur0cfQt11Asj2DhQS+W662M35Rg2ZdQ2hnB/tvD6JfqaDKlkykORKQvpFKVgcZainW9ktVb9ew/6WBpu4WdfTmvPuph73YHWweTGK0t7DxQIShT2VCsFFA/KKBnxZH1p2UMb+ay86yWm29J0C8lMnqQhWbTnwSxPcktx1AvRjN7rxDdYih985EoxmIp6/Wi2eSPdiwd7Xg89WpfjIsVdM7F0z7pi3ohnqaBUMq6AqnsCqZ1IAjZWCS5TT7E5bkh7y8hreryV3+VFFEkNl4hsfkC6WJ3RF0xVEgDqGlzobTWm7waX8ol8UxuVLN9q4XtO3KW9tsZXa6hUuaH1JiE0pxJcVMQ0dknaOj3oqu/gLcf7vKtd5/TIRaRmRPFiXOHCI67gqj1GpXNCVzLcKeiKYTdvetMLSzgHnWJIxcOE57sQXSCDwl5kURkuxGS5I1n9GVCsz0JSvMgVRjBwLSS7Jo0ipuyyalIID0vCi+PC4QHXkauFjK5pkRjLKdDnYzEFIl6LgLZWBDhBfYki5zJanKhSnsW8ch5CrvOUNPrytcMGdBZyv+0pvJ/RVH8a08xX/ZV8F+qMn6trOC1pGCM5xzY9XfhGwWxHES6YTxrw63Ay/xTVxn/qaqm/+pZcu1tSLG3IV4goOG8Ax2ejkgDT6OPC+QH00P84cYi/+9gnZ/dnOMnewbemmplb0bB/EgjrfUJ5OX50yxOJy3Xj3p1NqrJRtbvDbG2q6d/vJbmtnhE9ddo7coktzyQakkUWZUXySvzYv/6Mrfu38AwIcNgbWN0UcnAQD0LA51E+LjhdNSWS6cOc/X8Cfwunad/QMeP/v4XbB3cIKcskZCU04QleVLRUE5xbQHRGWFEZQTjF+2B/TE7BMe/QuaIswDbkwIEhwQIDgtwcLTF+exhwjwvkBTjh5uL41eVoG6n8fI8g7ffBU44HcbupC1nPB055GyH3UUBtmdsuRzmRHjmVbyjTpNbHkJ5Qzitinw2byzyztffY3VvEa2lnnZjApaVSl57oOPjt61858NNJmbbyaz0pbI1hHRhLGrjGnfuvsna0jIycx6KxXQ6FwpQLZbSOVPI8k4tD+50sbnaTnNHAolCD0LyL3ApyY7UNg+KOlypkYdRKPEhU+yHfqIX42grXbo2WuVamtvKmFmYZeXWBywsfohGv0V7XzcZ4ih6V2Xs3n7F43ufsDb/DLVmjRHrXdYO3mB0V0+jOZlyTTSG9Uby5eFolmuZe01NbX8chtUKjCvVbDwx0KBNQzFaQoe5AKm5gGxxGFmKa4h6ExhdFbF1t4OpTRFL+xWMzxSzt6/g8eM2NlfEjM3ImL8hY/tpJ4KSTnsajPa0jgmQzgiYvhdDtcaVOt1lrLdyMGzFoN2KQDp7kar+c4h6/emei2F8P5+Fh/loF0Kp7b2KUH2WrgV36vrcUU1F0zp8ld75WHTroahWnDFeD6Jx2Jli5SWklkSqdYHkSl0p6wojpdod6WAOTf2h1GuvUShOIKLwMiEFJ6jTR9FhykRu8GNy1odBUyYlzT7El3qQ2RCARB2DXBOBaSqf7sEsVEO5SHSpdI+UIGqPJizTgQadO4Pj1dzcWOLRwR5lJZnEpwZxNeQ8uVXR1HclIRSHUdHgweJuIsrBaCT6QhILQjjldJyoDB/cg8/S1JrA6n41eeWeXPJ05HKkE2nVIchMJXQaRTTKy/AJciE00osuhZCFSQlj1hZ0QyJm1xRMzjTR0RVPUaMH0uEActtPEF1iR0yRE0FZjpSpHRGqDpPYeIKE8tO835cJimL+1JLJvzam8x+GOn6vLOLbuWHcCXXlbqQbn5dc40dlydwMucL0+SO8jPLhn+Wl/HdfNS+ygyk9KiDzsA1RNgJS7G1oczlMu4c9bYFnKPNzob8gi5+sTPEP69P8ZnOaL7bn+WJvlV/fWOO3B4v8YneGz1ctfHt9lPeWjLxaN7E3LcUyVYvcnE/XSDbygTRyK0NILQhBbhTSrA+gUetPUqkT6UJvhkZUvP7kJncf7NIsLaO1MYOF/g5WTEoas69RkxZBX1MJA51NPHpwi29+9hmGER3RmR6c93EgKjWY8oYyCmtyiUoPJTzVH68IN+yOfHXIJzgmwO6kDfanbbA5LsDmuA3HzxzG+ewRXE4cwvX8UZwvHsXNxRFX5+NcdTuNv/8l3LxOcs75JKecj+FwxZ5DF+1wCbuMX6In4ele+MacIrXIgzZ5AhU1wTSIU5H3VnLr8TbPXr2GebaDO8/7eeONAR4/1DM2XUFOrS+51SEYR4vRGit48+Vzbl9/g0HTLqZ1LfrtCqp00UhGM6k3JFHS7IZUEYu4PZHQpPNECF2IqbxEnMiNzFZvGgwhqIazyar3oXN0mK2DbzNhXWNt7QCTeQKJRM3C2h5jy3eZmF1hc/sJfSODSIZzUc9Xs3Fnmz79GGazlW6Vla6edeYPbjKwo6KkO5KkBk+Eyjg6xssZO+jk1d/sM/e4E/N2DYqxbDSzlXRPlNNsyGR8T4FyrJSO0RI6Z2opkodR2x3GwoGYu8+13H3Yyf0nKm497uTOfSWLK+0sHEiw3qpm72U3gqaBo7QM29E8YotqVUCr5Qg5Uhvy5HYUqE9Soj9OufEUjSPO1A+dpm7gMgO7iXRNRDK6UYHSEkPvXBiyWXeqBi5S2OlOtSEA+VQ88ok4tt6oQ7PsQ8eMO/LpMFrNkaS3eBJf7UGpKpYqXST1xkjkk8k0mUOo7k2koTeZuBJXshu9UY2noRqOR2u5hrzHG4nCm+KmK+RJg8lXRCPpT6O1L4yGvhDKlRF09KcjNaQwutpIpsiduCJnajqi0Otb6ZY1YuxTUlGVgUicQbUiHelgPn1zlZR0hNHSFUOHOoCO3kiU2kIKy+PwD3chrz6G4PQrTM4K6TMnoh4oJrHYk5yaQBqVSWhMQjq6M8ko9CYt04/EhEDaqhLZmhdz61EfG7e6WLulZHhOiLDhMnElpyjr9KFe50dKrQMZtVcQSnwRaU6S3mxPZOkZovOO8KItEhRC/qsthz8pK/i3zjJ+U5fKb2rT+KIpn9815vJBmh+rHie56X+JHwnj+c++GtBU8vPadJQejhQdtSPWTkCwQEDxqUNI3Q4jcT+CxNcJUZAHpcF+3NXI+XTKyKeWPj4ZM/DZhJHPrQY+t+r4ybSJXyyM8HfLFn65Os7vtyf5h+0JPlsf5OGcitGRPLQTqchMeVS1p1DTlU5jXxKVygiypV40D6RT3hiPQVfP22894uD2BmOmTkbaG3gwruFrq8O8tWTm7oQWq1nDj3/0PV69ukdffwlBySe54Hma4uoCJCoxeZXZRKaFEJrsh0fIFewcbBEctcH2uA02x2yxO2WD7emvGg9PnDnKpTNHuXjUjktnHLh8/giXLzjg5uKIm/MJ/DzPEZ/gSXi0J2fdT3Dc3YGTnsfwjHUjpTyOyGwv8qpDKG+JpLwpglyRN7WKRAoaw2hUZrG4N8ze/RXe/4vHPHt9nrUVNZXiKGKrnansTkGuLWJ8Ws/9u0/Z37+N0byEuFdBvS6b3LZQ4so9SK8LwDfRnvQiV0rrg4gVOlPQGUu9Po12Yy6lkiRaDXkML1XSMyxjev0FK1sfcP3Gh+xe/yZ7O89ZXT/g0evfY3n3TQZGBhmcUGOYaqGxLxm1tZHByWkGzTuYR9YYGX2IaeQ6tepKVNM1VOsyKFMlkdoYTFy1G8bNJl7+YIv517qRj2eSVH0BiTmLrvEyWo3ZdAwVUCqPplqdSPtwEYObrVQoQxndqWV6s4ZhUzGzC/Vs3JGxe6eHu6+b2H6uY/6xDMvNOgSj15NRWp2QWQ/Ruy6gWCMgWykgQy4gud2GuqELiK1XMGxdI091lKaxE3TOe1LeeQW1NRnjagrd897UGp1Jb3WnbiAG3WI18tESqnpT6ZvPRbcSRcdkNH0rhWhX06nQBJElDqOqNxnxWATtE6GILf4oZiJoMIbRMBCHc/wJ4kt8ae5NRTkYT0mjP3kiX1p6AxHJvKnq9kU5X0zPSiUNQ2GIxyKpUIeTVnOVwnYfmnWxZNb4kFsfTVl1KsN6BasjGqbNfaRmBFPRmohiKJ/q3lgqlFE0GVLQThfTM5hId3cc7U1x1DUk0qi4xuBKE6a1GjYetjG93oBmuIrs+iiqZCnUd8QwMi1iebsbSXsy4ppUhvsaGDfWsbeq4tHDQWZnmxidrEKhi6dC4k+C6AwxZSeQmCNJq3EgscSR9v5watSX8UgQcD7CnoQqJ76puQayfP4sK+BLXRlfduXz5+5S/l1WzPezw7l59Rxbfhf4y7xI/k1WzJd9IlAX8cf2HG7He1F7xoE0h8P4CgQkHLKh6fJh2t2PIHE/isT3HOXBVxEG+TFQXsCLwV6eGTu51y3hurSelcYSxiszsQqTWKjMYEGUwUZtHh/3yfinrWn+89Yqf9hf5POlXnYWali714l2sZiWwRS6RoUIO4Io00ZSq4+jsesa0zOdDFoUGE2dfPi1N5gfNTIhb+DlnJE3F/oZVNSxt7fPr3/9j9y4NczEYj5ppe5cCjhJZlEiWlMXteIKYtLCCI73wT3QBdvDttg42GJ31AabIzbYHrPB9rgAm8MCTp86grPTES452uHsdJjkVH/c3U9y5aIjgX4XKSlJQ1ieiF+QCw5O9ji6O3Ds3BHOX3WkrCWJrLIwhHWRFNcFkiUKoLg1lKrOGBJKr5BX44lIHEVLZw43723w6Wd/wYPH99natdCoTkK31sr6bSvvvHrJ/s4bzC8ucuNgmbXdESa2+ylXpZBQ7U5OcxB+GY6kFHtS2hJMg+EafQu1VPcm0T5YwMKNCdb29+npVzC7+DYHD7/D4vYNNLpZbt3+iHv33md8fIQH954xv3QDlboH/VAHN55MoZsTYdmb4tGz37Cz/wrr5A7Lu+8zsvyAtJpcarszCc49R7U2k54JMd2TLWy8MDN8vY2RvQ4Gt+ppH0lh+qYEzWQlY/sSdh4befT+LLtvWpBbRCw+NDGwUc3kQQODS4W0dMZRL0tm434ve081HLwYYf/lMN3LRVT2ByIY3c1l/m4Wxo3LyOZsye8RkKEUkN9ri6j/FJq1cCRWNzQriWRLz5Ha4khwgYBr5Y5IhgLpGPNCpHGieTAE7ZwIlbWAuZsqTIs1yMeKqOp1Z/J2EpMHJcwc1NI+ehX9ZhT6rVjEE650r/rSMemPfjMByVgEtfpQ0sW++GWdJ7HUA5kxh8GFfDIqLlHcEEhR21UqFVfRzwegXL6C5XYZ2vlMZMPBKIfiqO72QzocQ99MCVWyDKpk2bR1CNldNvO99x7x5OYSyRmBXPQ/Rp0ymca+dPLFgRTLfcltd6RNG0CXIgNlRy7NHamMrlRhWCykdzGR6VtVPHgxgKqvjMScMGb2DCi1heQLo4mI9kBal4umtgCzOJ9lUyvro12sz6pYWpSztd3N4moraqOQZk0COS1uRJccQSh2QTkQT32XO7n1FyjtiMI54gQRhaf4dnf8V9gMtPLnUTlfKkv5c3MG/96QxB9bMvkPcRFIK6CrEnrLoKeY/5Hm8rc1yZj9nSg5bk+AjQ3BNgJKTtrT4eqA5OoR2twPI/FzoiLYA1FwIOLYcEaLs5koy8JcmIguJxpNTjSa/BgMefH0515Dlx2LNiOamfxUfmQ18K/X5/nn3Rn+ZWuCn++N82BRycBEPQPrHbSZM6nT+dNkDEBhiUU7ns7Kpor5jU6ksiwmh9S89/Ip97ZXmdO201acTFVZDp989inf+tZn9GgaaO4IY2K5lbjcAGJTwhCWZ1PXVkFSTgwhsb64+V7G1t4GG3sb7I5+BY3g0FfQCA4JOOV4hMtnj3H59BH8vU6gG0+juz8LV+djZOX60dadSEVTBBm5YYTGBXDJ/wwOp+2Q95agt1QiEocxu9tMhz6Bps4YunTF9Azmo52Ip60vhKTCM+SVB2IYkjIxN8jc2hhPn15ndWOcuVv9aKxZDAwpmbUuMzzSztDAINb5ZaybE5iWOqjqjaC0M5w6XQbyfiFFzSFoFspoMAbQsxxN/2ol+49vsLb2JsPm6+ztVdyX7gAAIABJREFUf5/xpT16B7TcvPOAzY1bzC/Nsbyp48bNCaYXBhi2irFM9dHZI6OpOwvVoJyxtU1mtpfQm0aQqjuplstZ2nqKYVBPSM4pYmquYF6UcuP5EjtfM9O7XIF4JIfO6QxmHjTy5ncm2HyswrBcxMxWJw/fXmDz8SjGOQ2WbSWbL9sZuyFk/m4NszfbmN6VsPNEz96LXp7+xSxTe3J6pvNRWBIRSIdCePh+J8uPMmkdO0Rhn4A8jYBCrQ1t1vMY9yNoGHZCOuWB2OKLT+5hvNJtSak+Q/dUIt2TcVRrfKgzhlLfG02HLh/jtIjp/Vp6x5MZXEthZC8G614xY5tldFsDGd8vQD0TTXHnJYQdrtTq/JBZoymQuZNW50lI3kWSKt3Ia/CgTRuDYSYZqTGQvrF0UqvOEic8QUHDSfKaz9FlyaJVE0JztzeiNhfis09QJw9leLUOiSkXpbkOk0HMm4+2+Jvvvcs33n1AbnEi9hcFBGddwiv5PEkiP8q7IqgzuiKSO9MmS0VtKqVJk8LUjSb0M/nUdl/FMF3I+GQLyvYy5JJqxidaaam6hjAtitxr4ZhltXx4fZr3tkd4vjrA7qiMyQERemM2ZnMxVms1k3NKNEM1KEZyyGrwQqrPQqHPIr3sLO26dDrNJWTUBFOnjOY7ilToquDPOxb+++YK/zGm5Q8KEf/alsOf5Hl8qSwERSH0lIKmlC+V+fx/4hyeZYYgcTlOsq0NIQIBaUdsabl4CJmLPe0eh5FdPUKr7wly/C9SGOJNa3Y0CmE8fTXJqCuvMdxewmh7Bd0l6TQkRFAc6EW620USL5+lzNuVj4wq/u/qOL9fH+eLRQv/trPGPx7s8/XdGWbnGxCb45ENJWGYzMW8LEQ9lItlVkqTLIvl1R7WllR0KgrZ31nk0a0dyorzMJiM/O0v/56DW7eoa8gnPdMb//CzXPA5TWpuPKUVeSRmRROTGkpkYhAunpewtbVBYCPAxuErbGwc/jeNshdw4oQDXl5OuLscJyT4LO39wZgWrlHd5ouyP5yNB+VoRhOpEyfi4nkWh7N2hKSc5/pTFXJ9NvWdgQytpKIeiWdoVoh1XoZElYB+OpDxnWTEmnBSc0JRaqtRdJfSa6hiYraX2Q09M+tajGPNqHRlTMzJ0JuLMJqG6Rma4cGLA3bvT1CuiKZ5KAnDZi3a6Qrkw/kM77ciGfPDsBPGxEENo5sqTOP9mIcWMI0eMDA5RWdfPcubY6ysTjO/YmBkvoaByRosM2LWtzSo1c3Mrw6zcb+O6/fEqPr0jC/Ns7a5g3Vigo29Hd558ddc375LZpUbFepQlm8aePTBKqMHYtQLFTSY0ilU+GNYqsKy0UiHMYnpzRY295Z5571XvPn2E+7cesXW/h0m9uR0zyczebeMiZv19MwU0TVVyNrDaT7+9K+4/3yN+etVjK9lIHj44QDvfj7B8gMh4rFD1Izakq8TkNcrIFd9iNbJk5QbHKgynaKk9xzOSTaECU9Trfan3RxJvTaQLmsuraMxNOnDMVrqkfQkohqOY2gmDdVoCDJrIJLha1SqguicjkYxHoLamkiVMpgU0TliSs4QX3GOpCpnIvIvEZ5zgbSqixQ1utPUFYZiMJz2/kDqFH5k159H1OmGoj8I/UQa9T0RXCs9R16NC5XNfiRlnKSqORRhSxQ5jVF06GoZ7e/kk/ee89mn73LvxirJeTEcuSrgVKAAp8BjnPA5xPnAE8SUOJNaeRZxbwz5rZ7kSa6iW8imUhxNVPJlyuoTaK5PZ35Iy/KIgcneOvYGZby5NsTTFROPZnt5e8vI29fHeLBmZN0i5vqCkq15KdaRKubmmtncGkJrbKamM5rKjhgsi1106soorgums78UiaEAyWAeqolC/qavlC8HFPzn7UX+eHudP+yv8+uFMT5oqeDDsjR+1ZLH/3SWgb4WtCV8Kc/hi8ZUVsI9EB4/RKpAQJKtgKrTdkgv2aFwsaPT8yhK72O0RV0gOfEqrZJ85le6mNtWMzRZh1xRQFtTISXZcWTFBJMRFUx2bBgp4QGEelwmyOkY27VC/nFuiD+sTvCLyRE+7FPxt8sL/MeDh7y7okNpjqFnJpOl6/Ws3xczulhP70gFnUPFjC+1UN8aT0jUFfz8rtDTI2Nze4O3X73HX//4p5hHdFTWJJOQ6MWZiw6c8ThGam48FdXFJGRFExrvT2i8L5c9zmNja4PA1gaBrQCbQzYI7AQIbAUIbAQ4nj5EWU0UyRnniUhwRKS8QsewGxKdL1JDIKb5BNq0/vSa8wgIu8Kh4/YkCi8ysZ2PRHsNkcSfdn0Q/XMx9FgyGF9VYJyuQWWJYeV+Keb5EnIKU6lqSUChzqVJnEytPIo7rzTceTjB3v4OU/N6rNvt6CwyJheG2Li7wsGjeaZX1LToUpFOxtE4HkPfciEdY2lIJjLoGI9l8m418w+bWXgopkFRQkW9kPJGGQPjM8yt9yFR5KLVNrKxMUhHbw4qUw1LazoGBysYszayc2Dk8Tt9PHw6gFKlYmZxnDHLABPWSV5//nUeHHzCtGWRpo4CVm5OMD6vZu2BEZEuliJFHPX9WahmhKispZgWqhmYy2Vho4TNrVWevfEuzx8/4o073+fG1ucMLw2hWkxm7E4ZYwfNtAym0mDMZenBIh999jnLmxPM77Rg3SxEsHxXwuR+Fbr5FFQzwcjmHGgat6FUKyBHaUP90FEKlUeJq7cnttqB8OJj5En8UU1n0z4cR1VvANLRZAqVHsSUHMMwUkNpQwiJxacwTmSSXnGG1PqrlPdEYN4ppc3iT4vhKoa5DGSWJDqsSdT2BZFQfgmhOIJK+TXK2uOoVPhT1hRMa1cI9TIvRHJPxD0RSFQurN0IpWcogC5LIhlNF7hWdYmxRX8WV/xpUwWQXetFXIkncXm+dPfWYTF08Zu/+xHvvXrK2IiRwAQfrsa7EJ7lh5P/CU7723Ml+BSnvA/hk3qaBnUkIlkQBbWOtPU4UVMXjEJWQHtbJdbRNl7c2uLtmxu8vmzkrRUzH2yN8OZiL1/bMvJ8c5S3Dja4v2zh9bUBniwbuT+v4Z3XN7n9YIrt60YsY610qDMpbYyhqDEW/UwjdbJ4mpVZiLVpKIbKkZoy+Xu9iP/emODfD5b4541Jfr1k5a8nh7kpa6Ih3JcGX2eWkn35bl0Wf1SV8aWqhF/Wp9LneZY8e1tybATk2wooOyKg7cIh1FePo/N3QuZ+nK58P5bvqJi708XCrT5GF1WUViWQnxZOV2MFO7MDfPTiJj/+5nN++ukzPn//Hs8PVtC119IaF8A3+jr5r415fre1wnBBFqbcTN5T9/CzrUU25luYuNXC4l0x6sk0lvd7aden0GVOxDBZSmlbIsW1mZy/eJqTp48jU4j54Q9/xLOXz6lrKiYzN5SEFB/8Qz2JSwulvC6XyvoyCiuzic0IxcX/BE6Xj/8vNl/hIrARcMTxCJc8zmJrb8uJMw5oB4oobbtIQPox6rVXaR9xo67nKrHFp0muPkt2wxl6RhIpqArhgqsT2VU+jB/kop3JRapLp2ckGct6Eub5Ot549ZD5nUGUIwn0WUMxL2RR0ZRBU1ceeU3BJJZdocOSwPWXEiyzYsanlpman2VkSY9xzszEron9B0+YXX+Nxc0XjC3Nopktomk0BNnUNeTWOMYOSjHfzMCwk4FxNZ3dxwoM1nYa2oQ0t9WhHzagHRAzMSFGp61GKk1H2ZNLu0JEQ3MB7ZIMNreVaAzlDFlbsc530z/YgcXahWZASu/wODOLL5i1vsbU8Dxm3QbL809YWrHQNVBJZpM3VV3JTN/sZueFAaE8jOiCU1iXE3j3XRFTMwaWNu9wff8ejx59wr1n32X27hRdcyn0b5QyfkPO0v0udHOlGNbE9G/KaevPoWc8D5UlA0FFRyAtej9K5E7UajypMR6i3mxDhVZAYZeAAsUhKjVnSWg4TkC+HRFCR7Jb3emZy0UxFY1mLZo60xXS6o9Rq/RgZqGD2tZIYgtOci3Hgdi8k4QUnSC9zZ3qvlCyxeeoUDrTrAtFYUll/mEH0qF0hG1BdJgKELZGklURQJPakwZpODXNoWiGM7Fs1KCfyEetDcM0EkKbKpJU0RXyWi9R2evH4l4kq5uBjK2UoJ8TEVPggkSZz9y0lp2FEX7z87/iYG+J5uZSMsrikPSLKG5JwyPeidCMy+SKwnCLOE5haxBN6jBKmy8jkp8hveAEPapIlmfSsQzmMT7QyruPn/Boa5Vb4708Wxzga6tm3l4x8c62mWcbg7y6PcuWRcXWqIqDWT0Lhnbury3w/uuPuHN7AvNcMaaNKqw3uxhYbEVqyMM0WYfSkIN+uIat3VW2dzX8ZkrBn26s88e9FX63Ms5PJ0x8TaNgojKPsugAUgM8yLlykoKrx1BEXGAj2oebydEor7qQY2tDnq2APFsBxfYCxOcP0+d7hoHgC0hdDtMU40x+eQh14iyqqtKpLU/j+uogP/74Nf7jF9/mv/7Pt/jjz9/nix98jf/z3Rf8/Wcv+PvvvMMXP/wLVg0ddKeF8uGAmp/MTWDMycTb1obkk8fYamng45URxsYq6J7JRzaUxo1Hw2jHhahGMpAOlqO0yumyiMkvjyMlI5KFxTl+9re/YmZ+mcYWEY1NJTSLixCKkhkYkdPUXkR5TTEF5VnEZYRw2fcYpy4fwcbuf7ERfIVNdLoPIoUfyfmBXHY9h7AynM7BcMIKDtPQ54VmLhjJgB8Rhafwz7KnTOZGjyWO3EpPUguC0M2lIbeGUtbpQf9sHqqhaHot4fRN5DA0J0VqyEFi8kEx6I9yKAL1aAkyk5AqRTydllTGb+cyf6cIy1wTA2Oj9I/0I1O3otQo0I02YBq1MDf1ipm515ief5ue4RE6Z9PQreXQuxDD4msFTN8rpX+zCPNqDROrUpSmaiwzPVhntXQZm7jxaIq9XR1bGwY2ttUsrrWhMdRSUR9PW2c2Uk0GAYlnadfls3Onj5nVLvSDjaiMtazfvcHQ+Atqa4ZZnL3OvPVNbt34nLHxWfSDCp6/u8neXQuNskSK2vxJa/YhqeICrUpPlpfFvHjnG9x8+pK5jSW6tfMMr26y+FzHo49u8PjDA5Z3NMwtl7C0U8nMvpip2yrax4XU9l5DZs5AUN2RSKn0ErliO1JqD9M4cJ6WkTNkiO0okNuQXG9DvvwYqa1H8MywI73em5QaV4TyYEpUV8mVXaZOH0i50pnsmlOsb2mYWJQSknWOkDQBUaW2xDcfJaD4JGFFZ5CPppLX7kK8yInSjkCqu0JJEbnTZshCN1VPnSKHjCJnpD1+iKU+DFvKUA1lUKOOobglkLwSVyqbfChu8KVGGYpuJov05kvUSa4iU4aiHs1EN12GdljE3dsTGHtb2Jsf4tntLXoUzdTUZpNYEImT50kOX7bByf8wMZmeZJcE4B15nPxaX4rqXRGJPUnJcsPf9zRNlSGszyXy8qmZ1/b2WTBPMG8c5sH8AK+v6nixauDdbQvPVo28vT3Ax/fHebLRx9MdHS8O+rm7pOH6pJF7c6MMqCrpHShDv1BHz6SQ3rFiJL1pqPTFWGfbWFvQ8+TGQ967t8oX28P8+dY2/7K7wj8sjPOpqZeN+jK6k6KoDfEhx/sK+V5XKA70QOjrTM4hW9IEAtJsbMi2EVBgJ6DosIDaU7bIXY+i9T6JxvsEbRfsEEd4IcxJJjcpgfTIcHqbq/jHv3rF73/wgn/665f8y4/f5rfffcKvv/uMX3zzdX784WP+7pMX/PybT3nn/jIlib40JgXxvqmXN3U9xFy+iNchGwpdXXjYKWXWUE79YCyaSRF7D0wMLzUgM2SSL/GnfaIYmUVIaUsEJTU5vPfBx3zynR+g6umlWVLKrbvLXL++QGlFMpm5oRSXRyOqK6K4Ko+Y9GAu+RzjtPNRbOy/2tkIbG0QCARkVwSjtPoQW3SK4roo4pO9aNOGkic5S73WA91SGBLzVVJrLhBfeYoGrR/dljAkfcFM79Rh3kmgVHWe9MZj1HSfR20JwTB1DakpBMVQEn1TOTRoXZEPB6OaiKFvMRPDUjnd4zEs3i/j+osOprcqGFspZWRBg9GiZ2phme3N66yua7h+b4+5qafoB4aZWlmic7SSwY06Vu73MX29nukbuUhNQVRrwzCttCDRFaAarKR3sJbB8RbuvmXl3psj3LnTz/6unu2dXm7e6ePG3SFGZxvoMhbTPZpHsy6HxTtabj81MbbYRK+pEu1QI7O7C8ysf8DE9CvW19/EMLhOk3yU4akZVrfGefJ8hXuPFplb7qG4I4J0SRDFsmDaNXEYrM2I2uqxrljZvr1Me4+S9iEl0w9NPH7vXV5/7zHvvdpm0prP2EIhC3st3P/aEOaddtTTlfTPVyAwzbQjG0yhyeBJSo0DORJH+rcCKFQ6EisSEFthQ0qjHbmdhwgsOMKV8LP4ppyjvNuH0m43UhsuUSANIq3FneCcQ7R2pVDSEkZkwVkCk48QKTxDSOkRfLKOklx5hSZdJMkN5wjIPYpQEkRy6SXiCy+SUuZOXl00Uam+dGojUGmC6er2ZWS8kCpZCDnNfmQ3BBCZ5kRhnTNlEm9K2nwokZ4jT3aadm0YeksWjZooqhVRTMxJuL07xrLVwKtH29xZm2RtxkKnvI7zHqexPWXDCdfDuPifwMXTiazCEPwjz1BcG0Zh5VXaZFG0NgXQUBaOShyLVpaNdWiCZzfeY9s6xVS3jtfXB/no4Rjv3hzgg5sTvLU9zHeeLPDRwRiv9oZ5e9fAsw01r29M8XT9Nd5Y2WNC0czUiJlRSydzy+3ox4rQW0sYmxbz4N4893YneX5wwPs7q/zzvRX+6+YaX6xN8oNRPfdbq9Glx9MWG0JlsAfZvhfI9blAmf9l0s46UmRvQ7m9LZkCAZkCAcWHBFSfsKH5rB3tlw+jcj+G0tWBZidbpGFe1GWnUZGZTXFqIr0tlfzyszf4h798wm8+f8Fvv/8Wv/z2U377vZf8zfsP+dlHb/CTrz/kxx/f49XjVdqqs0gLcmeyNI9vmw3oc7MIOHyI2BNHGS3Po0cSR5UpAv1UFfqRMoS1waRmBZJUfInm/jgqJHF06HMZnRvgxz/7Ox48fUp5XRFFldFU1yWxvzvDrYMNWlpKqKpORNMnpa2zgYhkHy77n+T0xePY2Nhga2+L7SG7ryabVE80MzHktjhQo/SgsSOWKpkXFV1XqFI5o50PRD7qQVbjBTxTbUivP0XniD+thov0L8QxfbeAzLZDFMpP02q6iHktEq01hHZTEPq5bKQDMVSr3JCP+KMYD8OwlUKLKYnmPn+W7uezcr+C1dsilu9U0mdtQdzRhnVxk2HLLIsrZiaWpjGNrjAxeZ3FjVVM03WYlkrYea2PpYNWRlfTmNwqRTaWinpeSIsxBc1YJQptMWOzMlbudrH9UMr91wysb6pZ3dDy5OUUS7tdLO7KWNpVsHBdwtLNbqa2ZNx/McuNR2aMlgoMo6VoJ5oxLy9hmbvF7NxThqx7NHXraewUYxgXM7EipUmWg0wrQtSTTJu1CPNmK8rBQiyrfQxPmRidVKHWNlLXXo9l28rAup65mxZ27k7z4P4kk8utrDxUs/tUw80n3YzttLBwv5vhzToEU5ttyAfiGF/Pp0PrQWm7M5qlBNonfYmosCe8WEBGqx3tUxeIqXDCyd8R76RziJR+XCs9z5VYB0LzT5EnjSBX7Ea51AdRRwhZoktk13rR2JdAcYc/VR3eDE5n0TUai3+WI87RDiRWuuMW70hc9hVSCwPwir2Md9JJssvPotZFoO5PoU4WQ2VbIIXNATTpM0iruUCZ+BSGJVfUU1dp7LdBaTmDZiyZnpE8qhXR5JYHIhJF06dsZn3OwMu7a9xZn+blw5sM6xWcvHCEw+fsOHTSDoeT9tgfs8XN/wwN8iwKq0PJzL5CQ00wkwOFvPWgga3xUtZGNbx25yMO5l/x+vYNbk+t8s72NB/ds/J8R89bu2Ze7Oh5/9EQ37hv4bP7C3xye4Sv75t4srvPve3XeXXrgPfvbnFj+S57O9Osb0iZ2xJjWCjHMl+FabiIg1tDjA3LeL5k4o/31/nnnQV+NT3KO90SBjPjUSXF0JUYTVWwBzneFyjwu0SxmxNx9rakCGyoO3oYob0tebYCqo7aUHfMhprjAppO2yK5eJj2Sw7UnbOlK9wFZU4yFQU5CDMSMWvEfPGjt/nt957yxV8955efvMZvv/+SX33yJj967yE/+/gxP3z3Np+/c4tvPN/h8f4MxckxpPk6o82MY6m1hQBHR1qiI9npa0MzkEH5QCSmtTJK64IIi7xIdn4QoUmXyKr8/3l2z69GEPxcU6Jyru5KXZEqKGKRocg5R5FFEBkhBEIIhIRAICQkEEIgcs6xoHLoih2mw0xP94TuSfaMx+MZz4yvfb322v5i7949e/Y++2HuuR/ef+H5/c7znteHfEkQmr4Snr9+yG9/9wfMQ2Yi0gPJKYlAXBJGfV0q3b3NfPPDz5ifsjE3PUR2bgwx6b74RLrzwc1Lf3E2/8vXnDh9FJ/Q87RbQqhQn6Ow+TwlSjfyZM6Utl6npPkynSMB6Ce9SKt8j1tRQu6kOVGtd6Gg9Qytwz6Y1hKIqXYiQ3GCKuMpxh9FM7wRS8dwBApzMHLjHVRDAaiHgpCbPBnYTCO/1Yfg4tN0z4cwvhfPxstClp/L6HYoyS/Np1RSQXFpDTPz4xjt1ej6mzAPzmG0TaKzN6C2xDK6UsbgbBEKQxiGhUwsm6U021NpsmZjmWihz1LPgKOZrZdGHr7rYn5LSrcjlw5rDrbNKvRzuYysNLC6r2b5sYalh508eG1j5Ymd6bVe7HPFrD0o5uFrKy19nSja1Zj7HEzNP0QsL6GgPhjDlJiBOQniOl9yau4g1t6l0ZbE3DMN5jkpK48GefPlDpreUnSmQlb2Btl4McuDd0us7pnZ2J5ldnaBR6+WefTlJOuvjKw+76BrrgLNRCWtYyIEC9vFrGyl8PJtFtNzYQw68rEslTGwLqKqy4PAvIPE1R4kR3WGwJzzHLgi5LjLQc55HsYr7hjXgg9w3ucwpZpoBtYkNJuDaBnwQmFyQ2bwobIriLJOb6TdfuRUXuRuziFcYo7hmXCRMJELpzwOcyflIl7JF/BOdsY7zYULvifJKvFlYkFGa18CpXJv6jvvojAmUa4IoqLlKsYxP1b287HNX2BlL4j+gVRkqgCyRRfJS/cjPzsCcWEMI4MNfPp0kc+e7vHJswfUVmRw9sJRhAeFCIVCbgZcwj/uNn5xzngEX0RSEUueyJOqch/kTfHoNRlsjCp5sTbCo8UvuD/+DY9mP8LWtsaGYYEfP5rh5UI7n2718cMXOn70sZ7P7ml4u6jj3UIP76b1fLo9yKutWV4uPmZxeIi1pdcsLmyydU+NY7GcrlExekcezd0RzG7IWZyV86stO//PvRn+edbKz41aVkpzGUiJY7o4n4GMZKoC3clwuUC+6yXSTx4lSSgkTCAg/oCQolMHKTwmpPykkMrTAspPCak4LaT6PScqzzhRfuEAijvnaYoNRCJKIz81FpW0mD9995J//+vX/Ntv3vGHHz7kP37zPX7xZpvfffmYX7zb4FefbPL140n++OPH/H//8TcMdjVx3fkYFZkhDNTXkuZ6C2tlIUOt2TTpAmkczMS+JENS702TOoy5bQVam5gieSyl9Yn09Cv4+S//ipcvP6G8qoz4nDDisvwploSTmHaHizeOIi5NYWnJhmVQRW5hMmkZKbh6XyYy2QuVPp/YNH/6zN2MzugQVTlT2+GBwuRJZed1dI4EihU3KZRfpUB6FqXFBfNyEKmVJ3AOF3ArRkB551XSpUeR9vogNYcSVHSA5MaDVPadYO55NrpRfxRmH1qs3rSPejG6l0z3eAj1ele6ZmIILjhBZNkpOif9efplDXsfVWHfzmZorYbO/lba2+QMDWrY3bMztSJjeqGb8SkHBvMQ5sl2eqdF9M+X4NhsYmS7mdIhT7QbEQztSFnYm2DvwQ6T42OMLnZjXijh4WsDg+PFGBeTMa0lYN0pwvFEzosf2nj4tJuJHQkjD8qZfqhgbKWVdlMhSlM8Q6u5PP1iivGdZTYevGRoeA5N7zRtpklMCx0M7VfTNZWJ2piMsjuFcnUCIYVXGVqt4fmX02x/aMcwVkyfvZCRaQWOxU7GNsx89s3nWAYcrKy+4vGD73jy+B1mhw3DmJnO4QYc252obEWU9gQhmFkRo2h1xtgfwtZePR3GWIwzyQyvimg2+SPWXccr/wixlVcIzLrOwWtOnHI7xuFrQs64CQnPvkxUgStlnZG0DeegdUSiHrtB+8hlOsZ86JiMpM4cRLb0JkHJhwgvvEpAzkVux54hKPMWvknXCcx25k7aBYKzrhBT4EmMyJfYZA9yS9wQy92R6WIZWSnCaC+kvtGP2eUQ7GOJ2CdysQ3nYzZm0qpIQiy5RkuLL4GeF/H2uEh6VgDW/mrWJ/W83FnArGvljts1zrx/nGtXL+J68zIBUdcoqAmivCmc+OQrFOf601CdhK4jiz5LFiZ9LmujSvZn5tma/D5zpsds2O6z7XjKimmZr3dm+fqemTfLOr53v4NPn6j53o6Wzzb7eDip5v6YmucrbexMDrE6/IgJ+xTmwQkmppdZWu1hYKQAg6OQ0ZVGzMPlDA2Ws+1o5J+3x/kfG2P8ccLAT7paeNNYxWetMj5tk3OvXoI8wo9Mlwsknz1OtFBAygEhCQeEhAoEZB51ouzMQcpPOlFz1onacweofs+JmvedqHn/IHXXjyG9fYxqnytUZidQmB5PZX4KP329xf/441f861+9488/fsHffH6f716t8+2rFT7bH+Xd5iCf7dn5h++e8m9//xV2fTOinBAKCwOoy45gpC2PZnkAlTIPGrVhGM3VTNrr6dMmoFT6MTgdh/uEAAAgAElEQVSXw8hOA3JTLpWKDNa2FvnzP/wL84srJGfGEBITQHJBMBGpbgTFuhCaeouiqljik/1pkEtoU8vJzUskIOgKdc2JTG5XYJ3PxzbdQntPCRKlC3m112m3BlCl+wDdeDgFTTeIzDtFUeP7KAduMrgWRGbtMTwTD3E1TEBx+wVS6w6QVnWWsOJzBBQdIEXuRG7rMWQGH5JL3iO+9BTV3ddQDt9gaCeE/oVQZIY7VPd4cyfjAEWtV7AsBfHqq0oWn6Qx97yA5ccydEMNjDh6WJjTMzAsR9tfj21iiC6LFuPwBMZpHeoJEVJzLJ1T+ZhWK5A7gmmZcqehP4w2QxUabT3TM1YmN+x0T5SwsFvDxEoFA0ti6o13MW6WoFsqZ+Z+Dxt7PYystTD7QsPMMzmDq+VUdoShHy+i05HJ+E4j5pl2lu4tYxsbQtc7yOaTH7L78QNMK8U4NsvQGAqRa6vpsGiRdRXT3JtJ91A1AzMyyhV3sc9Kkbeno+opwbYwyPL2JmOTG0zOfY7ZsofFOkCLRk+fYw25oZn+cTmNPRl0zOQhsI6LKJO6klT8AXlSLzIrLlHUcAVJkxvZNVfIablJtPQWUWU3ed/zKKHZ7tTqE0it8sQ14gM84y5Rb4ilwRxDsyWdkU0JnWNhaG1BVLR7E1F2ibx2D5oHI6nUuhNXfI3ApEsEpV4kXuxOSLYz18MvEJF3mw5LJhW1gbSqEmmQJpCc8wGFclcK6kPQDsajMWRRnH8H20AQyjZvGjU+tGiS6DbEotFHk1t2g7hUZ267vY+713mSUvyx9TUyqK1h1qYmPd6brPRInG9e4PbNKzhfuUjIXTey8t1oao9Eq0lCVhnOQG8Nj/dGsHRX0ifPZs7QyIP552zO/4Sp/nUm9BaerWzwYnWBr7en+e6Bg883+/l028iL7Q5eLnfyZs3AyqScuQkpY44KFpe7GRu309c3SFNLHTprPvb5UpTaWDr74xhZEFNa50enMpVnQ3L+a2ea/5i18LsRHX+29/B/jvXz3229/LWxjReKWhqDfIg7e4x4oZBIgYAIoYD0I06kOAmJEwopPHGY2nNHqXnvEDXnD1J9/gC1Fw8hu3Kc2uvHaXA9hiL4JhVpMRRnxlOWk8j+3CD/7z9+x3/76Qv+/KMP+XRngp+92+L+dA8r1hYezer46btVfvftU55sD1NRFE9lYwri1lgKKoIRV7hT0HaLQrUnFc3RNKtL0JjyaelKpaI1gpyGa4zs16GZEKMxV/PNt9/wV7/+Wzr1neSUxiBpSkVhyEJUH0REoTNBORcoa0rBMWVlbW2TTp0SWXMcZRW+pOW6oegLZHA5miqVF4k5XrSbU0gsfo8moxdS42Wkfc5UdngQU/geRYrLSDrOMrwdQp3+GkmVF7kZ5UR200mSawQEZAgIyT9EbI2QNLkTMeUHuZN4kIic03gnC0moOo7M/AHqicsMrIZS3elGVPEJAnMOoxxyZ2zbj8cfi5jYD2P2eQFja5XUdSRSq0hFpS2k3VhHi76N7qF+GnQSmvRNKIcr6ZlrQDdTSud8Dh1TGSztK7Gv56IZjadMEYLOWEb/cCuOtVHGNgbZeNTB8KKI5ZetqOwxiPXutE6Ws7jzGL3ZwfTGM5589hWWVTW9a4XoxvMYXqxhaL6GjgERo7OdLCxPsr26Qreuk83n91l+bmX1sZzNZ0rMUy30T86wdf8NljE1ens51co0ukcLaDfmoTEWUFh3F3V/PRtP7tM71Mfaw2nU/Qaa1QaGRq0oO/soV+oRqySYHDL6J2oY2KpH0NoWg6TGh3KZH7E5F3EPdyKt6iKFck+kuihiyz6gWOdJYMEHnPE4xu2ESzSNRKAYSuJq4Hn8Mz4gUHSW8q5g+pZyWX2uZGKzFOtcMnkNzhSovGkYuIt6PJaSFlcKyg5Tr7hEdNJZJvfCMEynctr9LOcDzqAdymRvT87UZDm9ZhE1Kl8KZLf5wOMkRVJ3ciQ3qJHFMjpVjKLTkzL5TTqMSRgsEfQaYukx5dFjruZupAu33M8Ql+SFsiqTmsJ4BnvqaW3KJibGDV/vy5w7cYTzJ45w+sghwoIukhR/kdJcP9ob4unXFbE4pmNuWMOKsYrnk/083XzH062fsGLdwa7tpl/RxfO5Ib7cGObtgpEf7I7wdruTra0WrMYSlpYasC+VY52XoBvLxjhThdVho7dzHkWTAnG9D52j8fSMx7LyIJVeRzTZDb5U5gbxswkD/7Uxzj+OGfjnKRP/uTzMf83b+BeHkT9b9DysLaXo+gcEOgmJFQiIEwoIEAgIdxKQd+QAyU5CEpyEVJ07RvV7B5GcO0jVpcPUXj5K7ZVjVF49SYPraTRR3ojjoxBnJVBdmIaupYp//93X/NN3b/nx8zU+XLAxYWymR1HK3kw/f/ejJ/zx25e8ezRFeVEUNQ1pTO+oKWzwI6XEHb+EC3jHnyVOfJmc6rsoTZWUaaJoMotIq/IjPP8qnTN5NFuyGJvt50//+E/cf/6Iwoo80ovDae3NpbQpkBpVHMnlnlR1lbK0u8HU9BwNDdVk5fuRkned9ILbyNrSmNurxr4ZR+dIGNGZN5Fp8smRXiel+hwtQ66Uqi9QrvIkT+ZKucaHlNojDKzdQW33IKnifW7HCMmoP0Jq3UH8s4V4pwrJajqIqPkYwTkHcYkR4p3ixM1kAa6pTog7TiO3HsewGIhIeomInFOE5x1CM+HO5J4bU9shjN6LQzsViW40ldrWCKrlMWSUeVKqDqPLUUzXaAULuwZU3aXYFgz88vc/ZWhFSeNQLKqxbDafj1LXFU69PoLy9iBaLdlY1xTY9msxrVTQMy5ieLMEy66EiedypGPxKKf0LD36hsW1rxlf/BTjxCs0UzYaLalozFmMrZZTrw9DPVxIk7qaAUsvKlkZ7R0V7L17xIPX99h50s+DdwvYl5cYmd3CYrMyMF3Ky6/0rD2Vs/JCxvbzdizzhRiXaxl/1I1tXU/vhIzJ7S5Mo2Z0PQM0tzdhsPSj7jeQKctG2ptLY3cK0r4kBGNWKeI8X2qqA+i1plPdFU1JZxCV+gBaBmPJkV4hqfQ8YSXnSWv2JbzCjYR6D6TGRBoMWTSaY1HZM1COpNI5lYxhNo5KzQ16xiNp7HelaSAU/Uw2nTNB1Kh8WFwOZmUzCqksmHrFVQyWZDLLvDnveZI7MWexjCQzvViKqjuKNMlVJB2+lDbHoDIHIeu9xNBUDrapXNoGglH0+WMZyWJtpYyPPjQwNVFHkSSYkEhnvHwvkZzhS0luMJXiWCJDvQn0u0lSogutshwkOfFsjvUxbWqjRRJPa1UMmeG3mepXsjbSyZxJwa5Dz5t5E6/mRtmZvcfzzQ8ZUvUy2TVIr7yTJwvjPJvrZWVIzrJDycZyEyv7HXQOltE/W8rwZjmd02kM7IlonwjGMl9GU7OKJnkTrR0F2FeqMc5k0NzrQkW7J8Fxl+gRJ/Bvyw7+c2GY/2tljH+btfGnEQO/G+ji9wNd/HFAz9sGCatiEZ2hAUQcOUKEUEi0UEigQEDkAScyjx4i3klI6iEnqs8d/9+wqbt6jPorx6i+fhqp62lU0V5kR4ZSnJFIvTgbcWYsuzNW/vCjdzycG2TV1oW8NJm9eQu/+eopP/90hxmjAmlxEpmpQSg6CjDNiMltuEGNJpjMKnduhZ34y9K+OZG8Rj+y5C7kKwIoUt6lXpdOrjyaus5SXrx5xu/+/o8MjlqJyfTBL+wmPkGXUGhjaGxJZ21zkpn5Kaqqy8kTxVFcGUJWtTM16nAqWpKQNCWy/07N9IN0BpdjyKvzIiTxFiVKdyLyDyIzeiCSnyGz7gJipTv5LbfIajyObSsQtd2Hu6JD+KULyG5yIq/1KMF5ToSIDpBad5ykyhN4JjpxO15AQJYTLikCrscLyVeeoXHwBNV9LgRmnyJOfI48xWVsuyFMPnBh/H4oA1u5lHd5oxmNpK41nhpZMjmVHn9prTpi0Y9IME/Xo+orZmbLSqu5kqbBNNpm0qi1RlDWdZdmqwjzmhT7VjMKowjTei6WvWx6N4ux7VUwsFlE71oeC2+1jD40YN/cwbHxiKXNBTr0vWRKJFTqainVJmKaqmRoJYec5utoRyqZXRlDp2tEpxUzMa3CMm2gQVOBZbaMmZ0Rnr37GfbpWYZmjOy/tHLvvgKLNZjh5TwGZwqwrmZg2sxl7m0L+98fZHSnidkHBp5+7zVzK/MMDnbgsPUzPjNKtiwLaX8JtZoscmURCEz6WtrbRDTWhiFrukPHoIj6Nn+a9Ddp64+mVB5CWoUzhdIb5NadQaJyps0Sx+i9WuQD8RiWRKjHMqk2hKIZT6e+15PitqtoRmOp1/vRYr6LZiQaxagz4q5z6O1hLG4qmVyU02WKxWCJYH4rh+TCm6SWuaK35mKfLmZwuoD+eTHWjQpsq+V0jvpRpz+M2ZFEmz4B1XAGbZZETNYcHjzo4KNXYxj7ypDUR9KgEBGT5E1s8m3i46+SkelNQoovsSl3yCvzR6nMZHm8g7URJQ/m9dyb1rI3pWd7zIytQ8quvZsvtm38YNvCF6tDfLq+wevtj9maXcOu72Oke5zO1g7uL1jYnK5jfkbC/KaC9RftWGbLURozsa9WM75VR5s9nI5ZT8p73qOy6yKi4gRy85OoqgmjXpFLvbKSZm0yHT3x1IiD+XrKxL9MD/KfS3b+dW6IH2iaeFhXwl59MW9ba/m+Rsp33S38tr+Tb3vbGctOI/bkCcL+F3CChAJiDx0g69hhEg8cIP3wQSouHPnfX03D9ZPUXj9NjetJZFFuZEaHk5cYR21hNiVZCShrxOwvjzNh0dBUkcm8vYsffbTDR/vjbIxoub9gRq+qIjXVl9gsF/LrfUiVXCZP6kp2rRdu0UcJSXGhui2TErUP2XJ30mp8aDRlkFUbhE+yBwMzNn7+q1/w5Q+/oaFVSqHMlw5jNV29bRiHlHTqVUzN2sgriONu1HUKJEEYhouQNAXQ0B6L2piNuk/E5GYdax+W/aUxGgmmsj2YxLIzhOcJEbc6U9/rTJb0GAXNzqTWnSen6RiDG340Gt24mysgo+EADeYziDUnCC86SFTREdzinUiUfEB82QVuJwhxjRPgkiLgRqKAdOkBZAOnCJOcxiPtNEm1VyjWfsDUsyBG91xQDvtxM+Us/jnHUfRH06BOQtMjJr/WnyZTIdK2GmobK5Bq8mk2ZqEdKCCnyY8UxXXqRkKQOmKQj6WhmsmneSKHalMkko5ApAN3qbEEUN7nT9d0OrbFUlaetaAdTcM+24GuX4HW2o3GKKfTrKW0M5EcrS93JVdpt2XTN5dOjuIGLeZcdh6uM2TTodNJmJ7VY7A1Y55rwLxcTudsJsN7VZgnFIzMj7O8b+fJSz0//oWO2XvV9AznMH2/DM1MCurZTNY+1rL8sp3Je3Js880Yh2uYXdCzu72Axa5H2S9Dri9Bps2mWpeCQKXKZfuhmR5jPlK5Lx2GdAaGsplaSWB0PpsecxJji2kMjUcwOu/PvZfJrD/OZepB1V+u9lYp9aZI2kfSMS0W0TEahXY8grF7ElpMcRS3XEeiPUOJ/jCFhkMoHC50jWcytdtA33gi1Up3rNOpqMyRtJgisc+X0+8opXMwG+tyHWpHNs39Ych6fFGZglFowmnpSaLFKkLSEkpbTxoafTqS8lBKK6KoaopAUh9LfPodknLcSM5yJiXbnaRsD0rro5F3pdPVV8TcWCurk818+tjOh1t6nq3a+PT+K7YdIzybsvDlhpWPZ/V8sT7ER5tjfLy/yoPlRTanpjF1mugzqNnd6mJ7s46xhXwsS2LGHsnoms6losMXjSWK/slkuiaTqOzyQqLzplR9g9yyMCQVaSiUiWj1StLzRPTaC+g1pzHQkc9P5gb5jbWHXw5qedVWzVt5JQvibFruetMc7E53YjCThSlsV+WxVJzCiiQfQ1oC0adPEiwQECsQECYUknjkIIWnj5Fx+ACph52ouHgM6Y2TSK+foP7GaepcT6FIDKAgK4Xc5AQqC7Ioz0ulqjiTxspcZOVZaBqK+fMvPufbT3b5cNvO73/6lt1FE7mZoYTFuXAn9hyhGa4kim8TkHISv8TTRORfJqEogGJ5AlGllwjMPU+E2J06YwbF7ZFUtJXz/KN3/PxXv+HF28/IrYmhyZSEYUSDSqsjp6CQQdsgA3Yz+VXp+MdeIlMcQEdPAfPrCrr7itD2ZiDXRlDc4MXs/VJGdlLQzwZS0eGOT7KQ0BwhceJjlGs+oFxzjjz5eRIrTpBW74R26jqNJjciioSUaI6inXYnRXqExJoTBIkOcTVcQFDOaZIq38cnU4hLnACXpL8AJ7lBSH77Ka4lC/HIOE5K/S3y1MdxPPKi2Xqe4IJjXIs6xtWQo9S151PdmE1ZfRxRoqs0GTJo7yujRV1OYX0GElUmtW3JxNZdIrfrNvmG21SORNG+WEjtaDgtcylUD/lQ3nOdVkcyVWZfmoYD0I0mYpkuZWCuEtVoEjJrEC2WKjrHBmjtbUbV10PbdAkS6y0Kuq8i0fnQbIlHZc9k5cMePvn6MRZrCxV1UfQOV6AyFqIeKWZiX8HQVjXamURGl+uZ2R5n+fEca08NvPjSxuReIzP3G1l/08bQlpS2sVwWX7Yx90jO9E4TFoeEpXutTK7puPdkC721nQpVOoqOfKqksYjqAxHIlBFYJosYWS7FMJGMfTWXsc18hpaS2P1Qws79RN59ksTQbDSDy0l0jHgwsJxKx1gsbZNhlOv9UY7FoJ9NxLKaSYstCOtaLgtPpAyvlpHXeI1M6Snq+t+jbeIm7Y4Q8mUeqK3pVGv9KFf5oh9Pod2exMCcmLX9JjQDItot2XSPipHqI1HbY+kYTGRlX4NxJB9pdzDy/iSyK25T0uBLeX0gTU1JZGa7I9fGUatMICXPm5KGYMLS3qew3pPi+gCyioPRmkqZnG9m0FSLrjmbR7MD/OD5JK/ubfH24Z94ufMVrxZX+Gh1gDeL3bxct/D23hiP5iy8WJni9e46fR1NGI0NvPx8gIlZMbPLUrqHcmkbDadnvhBZVwSV9e8jbwrEPCWj3SrGsaUmruwSGWJ3unuKaZSnsXl/nC6LFMdSMbv7Kn77o11+9XCWqfIc2lNCaY7z5V5NAc875czUlWASJdEQ7IUq2p/+tHDGRXG8aKnkB0Y1/ZnxhB47RKiTEzHCvwjjjKMHqDh3HNGxw6QdPoDs5lnkLmeou3EcqcspWhJDqZIUkJeeRGl+BuXFmUjE6VQUJ1NTmMDuVD+fP5jjo/1J/vDLT3m6PUaJKIaM9DA8Q5w55nyIMy4HuOR7kGvBQm6FH6ZYGU2tLocKbRLpdc7cSTxFutSXgo4gynqiGZ4f5vPv/4gff/e3OOY2CEh2pqwpj1xJIREpwfhHX6GuOZWljXkKmtNIKLtMTUs05bIIzFPF7H44wPyumtGVMrSWZDqGorBuZNC/Ek2VzgWPWAGhOQdIKj9FdZcLVbqrFLWcJ058iLRaJ+otp2k0OxNfcYDKnuN0TvuSUH2C8NJjeKUJcU0Q4JrohHuKE37ZAm7F/yWemQKy24UEiw9zJekgPrnHSa64SmnnMdTTl0mWHiEg/yReqec45SEkozyUKlk2KfnuJBU402oSUaVOIUtylxJFJi2GdlIkd3DPP4RI70aByZWMzms02JNRTCbRsRqDatmbMvMpau3XKR04i2EzHpUjiWJtMDJbFuqJdLrniuid6iO/sRaFQULbcBPqKRltM3epH3SnoN2V+r4YVt7oWHmtYXyziT5rAZUqH7KV1yk3eFE54I/jfjPqIQUKSyU9jiJGN1SM3zOw/Zme9Y+1jD2sZeG1nNW3HYzea8G+28zyh+1M79Xz9DMbW4+MPHkzyNiGCqWhghpVASOrHSyumRixKQmM/ACBRi9Cb8nGtihm+aWc4e1cVt/VYdvIYHKjiMX1YjTdXvTO5jD2uB7lcBjdU0mM3M9AMx9EgfYm+d3v0zx+DttuEpVdt2i0+DH9uIGhtVpK2vyR9sRgnCumf1FEhz0NRV8ySlMCnfZUesbzGZgrodUah2Eqk/GlIjptiXSMZKIbyKNNl0iVyofe4VxUncmMztYh00fSZsum1ZhChSIIcVUA4uJAjOYqGjpiUXSnIZJ40zcqJjLnAuXtrkhUgSRm3yU8xovgsJuIcqKx9cr4zefPebM7zPzkFMtLP+LZg2/4aOtjfrD3mC8ez/Fyf4b76wu83N3i69ePmRrQMzHchWmwhu6RFLbuNfPiiZUXz6cYnC5mbnmIxzvbPHmYRUPFNaISrlIsC6DPXktFiz+DE2V8/OUEI44G1u9rmV9T8OSBjv/440f803dP+d0X29jkuRSGuJDtdYliv6s0RHnQlR3GTE0OO42lPNc28KC1gpcdtXysqeNHvc38oK+NtqgQoi9cIP7IERIOCIkUCsg8epDKC6fIPnqQzKMHULpdRHbrDHW3TiCPC0RWV06xKIPivDQqSrIpK0yjKDuW3rYqfvx2l69frvDuwTQGVSU5CUGkxYUQnxjE+duncbroxLnbR7gedASX8MN4xr1PYJo7ovp4StrDyKlxIb/Gn9KWUPKVHtT2JbH7ZI9f/vrv+fSHP6OsoYiQeA9Sc1MITfYhuSSMooYYyqVpZOcXEy7yJ7vuBoXVgcSLPBE1BDD3UINlsYzlhy0MzRaiMAbQPZlI/3ICascdQvOcCM4UIm65hbzPj4CMg6RUniZWfIiESiFy2ykaLVdJqDpAvel9VKM3SWk4ho/oEF7pQu5kCnFJFHApXIBLnBC3FAHX4wSEiA9RZjiOf74Qj4wD+GYdpKzVnxarJ5nKY4RKhPgWHMI9/X1O+joRnHWe6rY4JA0x1LXGU9udRJUxA6mhAPWAlfp2HepeJRH1fpQOeZKjv0B+7xkkQ1dRL2YhHY0gpukUWZqzqJZcUK/40+SIoKz3LmX9kWg2ipEY/Oiba6R/dowKTQO9Y1p6lltRT5gwrtehn8+iuO0OyuFEJh7XsvBKyu5HbcxvVTB7v5qs1vMU9VylqN8Zy04dDz5/wfS9OQamJcw/rqR/PYOOuThaJiJpn4xh4nEdqx+1YlwVoV/Ip3c+h74ZEVObreh7qhkdVjC70Yxjo4rZ+xr2304zNd9LZ4cY81ADAm1PPip1Mp19mdx/28e9N1rWnzcyuJjO2GY+tvlc+kbT0M2IGN6rp3s8BVn3HeRmTxSjflT0OyOfOUXnxnH6VsJptd2lynCD3qVMzKsSDAsSeqZK0Y0W0GJOpqkvEbU1G40tDcNkNh3WdMbW5TT2RWCYTmVsKQfVgD/m1WIml5tZX9JQWO1BrcKfbmMSzR1hNBviUVrTqWj1J73kFrklvtTVxtEgTyEs+Qxlcj9M40XMbDdTJQumuNKLrILb1MvSSUgOpqW5i7WVJ6yvDbG32MHTHT2rs2O8fPAtD9d22Z9c48X8G7YdFp5uTvB8f537qxPsLzuYHOpidKSdfls1/dZ8Xjw1cH+vh92dXna3NSwtO/joo1dYBooQi++Qku1JQakPNQ13GZrI5+XHDp69nmJ1Xc/2np71JT1//uWH/OsvXvGbT9b5u692+PvPV/m0sxxbkjeigHMke54hy+8iJUHXaIz2wiCKxS5OYaFKxEOFhLdaKZ/pGnnX1UpNcBApVy6RcvYkSUcOEuckJP/UYcrPHSXRSUj5ueMoPS/Q4HoKReJdmmSVVJcWUl6YiTg3mdS4UBIj/diYsfB//PZLfv75Ls+2R+nrqCM1OpDs9GiColy44HOKo7cO4Rp6lpshxznveYhznscJSgoiMDmAyyHHCMm6RLEikqRKH1IbfGjoKeb7X/2En/3qDyzu3ycsyYuQ2GuExt0mqcCbHkcX249es7D8lKZmOxGZ8WTWOBOdepWEdC/8Iq/Q2puDojeaKqUPTXpvanSXkGhu0DMThWHpDnnK4wSkC4jIO0hW7SW84w8SlnuUWPEhMmRC2iZO0ThwnbDCQxS3vUe98TIxlQI8swR4ZwrwyhTgkSbkSoSQK+FCvLOE3EoUEFF+lATZcQJyj+ISd4C8ppsMLZRQpLjE3XIh/iVOeOQfxCXzNB9EHiWy/D0iCs6SUxOEuPUuhWpf0hWuVJqSMU3fZ3zlIYN2B9qlPnL6r5LTcYU7BYdI6zxF3ZgHYpMvKcqblPW50TwRgHY5loln1XROZ9E+lUP3ShHmrUIMy4VkKe6Spwmmb76VtpkmVPMKOpcqaR1JonU4jQKVP71LOYw8KGTtVQOz67Us7jZhWytCYQ2jwRpEx3QC2x/ZcSy3s7Sk5P6LXvoWcijpCkYxHUPPahJdM5n0r2fRPuuBcsoD1Zg/+vEMZjeUrC6pePnUxOa2jv2Xgyw+VrP/iYn9Z4PYJ5vQDooRjE02MzMlZWKmjs0najaeNmNfysM6L2ZouQLbWimmqTTardFkNdymfSSMOq0bafXnUU/Gol28jWruPKrFC7SMBqCd9kBudsU4XcDiAw29Y2Ls85WMLpSjtuTTMy2l2yHFMiuld1KE0pyEeVaGbrSQ/pkC+kYzGJzPYOp+PWtPe5G3pVLbEka/Iw/9QCLNnWGUyLyoaruLWOpDQbU7ZVWBFOQFoG7PQtEeT0N7IG2GVDT9KajaEikpCaNDl4Ouu4S2Njnf/eTv+earn7C20suIpZIH90zsrGywOfKY+5MTrNuGeb35IU/nR3m2bOLzV+Nsrup5uOVgerSbtW0Di/eUrOypWd1qY+eemhFrCo83s+nti6J3pJT57Q6sI6WMTpaxvCNjcrMKx0I+W9stzMxrsBrl3Fsy8eXLBf787UN+/9Uef/z2Kb/5YpN//HyFPzlk/Km3iv2GVBRJbiQHfkCa21nivM+RducDCgNuoEq9y3h5DmuyEj7qbORbSycPW+sp8vMgyfkaqRcukH7iJGlHDlB+/gTZRw8gOnaAeuLmM2EAACAASURBVOeT1Lu9R3NWLKpWGbI6CRJxDknRgQQHuhMdGYS8pphZu45Pn87xzZtN2qWFJMQHkV+aRFjabS75n+LY7YM4Bx7HJfQkJ28d5PSN48Rlx+EVeRuftMtcunucKLEP4WIXUsu9GRnt59sf/5YvvvkFKqMW39Dr3Ll7mcg0T/LqIimsS0JrMDNk36FI0kyaJAr1UASOmQKstjLqFMmUN0VgWypCPRiMZS6O3qlgKjTn6J0Nw7oTTPPQB4SKnAjPExImOkR0/hmCMg4RVXyYnOaD6FcuI7d+QJT4ANGlToSVHsQ7W8DtFAGe6QJckwT4ZDnhHOPE1Qgh/qKDeGUIia8+i0fmAfxFJ7gc7USlxo+ukQQiS53wKxZwNUWAV8FRYmo9Ke9KoaovCveMY3ikniC44CThpWcRqS4R13ALrXUZo3WF3MoIcrURlFv8yWl2wTn2EJHNZyi1XqLYfJtyYzgyWySVZm9kDk+0i4ko7GmY16swLOXRvZxFtSUUSV8k9fZICrsCyVIHoZwroMwcRdtkKnKrPzW9d2kdT0C3nojlfj6miXxmN2X0L1TS4khCO5OCpNOLxf12Vta1LMy3srk3xNoTK11jJXTPp6GdiKJ7MhPTUjpdM86MbF+nf96d9UdVfPqDPr7+ysYffrPMh8/NPH3rYPtlJ5O7YtaeNbP/iQnTXDUC61gjazta9p72sPCggd7xOCrbbtA34o9jNZLlpxV0DEaQXnaeOn0YfSvJ1HXfJKHmKLZ72Sy+SWbsfhqje3lY19JZe53O5JKStx9+zc9+8jf0DcqY2a5GPxaNxp6OdsDAw0e/4smHn2Jf1mKYklDSGk9WrQ/9k6V0D+UxtSVl40MNKx8aaB8oo8tSzMhiGXUdrrQZo6htCaem5S55lbfpNGfSqk1E3hyPsaeMe/eMjEzWMuRoRtuXT2NTIm1tIjq7ckiMcae2KIvRPjUP14v5/kdiNlcVLMypmZ+ZxKCyMKrXM2mxMmMbZ328i88eDvDt9+1sb3Swv2nGYVPQ2VtA15AI02wdFU2B6HrCmJ8N4rN3AYzaXFBrglnarGP/YQsD1mSsM7n0ThajMcQwO5fN0nYVtt5cfvfDXf7rD9/jb7/Y4CcfzvHrH+7yZn+AR/PNTKqCWSrz4m9NNfx+QEVXSTSRHocI8DpIvMdpYj3OEOdxhpKgG2gzwtlskvB5r5KvjO0Ys5PJcHUh3fU2GTeukXzhDFkXTiF67wi5p4QUXzhA3vXTVGQl0qKUo25VkFuQgbOPM/7BrqQnhJMUEYhaVsLnu7NMDLQTHedHekYUda25JIl9uBF6ltuRN7kVfBqX0NOccz9MUFwQWYUZZFSE4Zd5mUMuQq5GniCzyZmqxmhmR8b4q1/+nunVDRJz4/APu0ZafhjxBYEklHoiksRQWa2iuXmYqsZGmkwiHBv5DE+m0aFNIrcklOuBJ+mwJzL/WIRpLpSRjVQ6bL7oJoMZvR+DYdGb5OqThOcdxD9NSGLpGTJrLxJdcoKIUiGauYtILeeJFgsJLRJwJ1fArVQBtxIEeKUJ8EwV4J0u5HaikKuRQiLEpwnIExJechK3lEP4i45zPlJAXVckGnscgYUCPPMEvB8lwLfwJCJlCIXtUSTKrhNSdpzUxuskVZ8nvvI8Be03qeopob13ltwSKTFZnkSV3SS/NYQEyXXCC08gtfkSLz9DavMFqnqjaZvIRTWZhNhwjfK+cJpGspFagzEs59C9mkPtaBAVVj8klmBSVDfI6nCha60AxUQ6rSO5aKfu0ruYgmImGOVqAOq5WDSmIByzEbSaopEOZqMYF5GlDEJjK+PJmxEGpgrpnk5DN53BxMM6OmfiGN0W49isYWZfyuxeKUMzMUxui9ENhnHvZTkffaXh258Z+c1fO/jt71Z5+/1+lp9ImX7WyMzzZnbeWRBsPu3m2eeDPPlePyNr+dRqb9Jpi+T+0wyWtvwwjPkztVlGQ2cgGx+1IRvwo6TtDAUdh9At3GJgw4/ZhwnsvCzmzQ/bWdyT8PjhE372w3/jk7c/ZniyBf14NJWdrvROZ9E1lcrc9gQPXm8zvNyMpC2CrNoQylWRWOeraDdlMLBQz9RuCxNbLaj782nVJzM0XUWPpYxKWQzWGRk6ayHtpnQaOyNpUN+ltikAfV82E9M1vH31kO9/8ku+9/aXTE8bMekzGDImUy2OZMym4sHWCB/uy3n7UsyLZ10sj/cwbd/EoJ1kZHAAY5eDNsUQE6PdvHlo5dMXvTzaUfPmmYndDR2Li10sb5kwTctQ9qRhMKXQ2+mHrSeYheES5kZKWN2oYGWvFJMtmnqtF9aFPMyjyQw6Upher2JrsZmfvlnk1dIAv/pki198tsFXr6f59c/2WJysZUgXS3HKGd4MVPKkIZfV2kw+K02ixu80UbcPEeV2jFDPY0R7nCDB/SyVkR7M1BfwsrORF11KakICSPFwI9nbnURPd9LdbpFz8xKiK6dIPHuYkDOnqMhMoqa2BE1nEwpxDs0JkTzpauMP2+v8fH6Wn89P8q/PH9IrKyU6LpCS/DRiMl25GXKcywFn8E+9w1HXA7zvdZyQBE90Bi3phSkEpd3ifZ+jHL99jJvxZ8hV3aJZnctXn/2AP/23f6JV186doFuEx/rSbeygprWYCnUa0vYWent2USltyFubaLcVoRtNot0YjrY3kxZNIWdcD5NZ7cbm62oWn2UxuBKBesgfhcUHx/0UrDtByCzXiBIfICBDwN2cQ9Tp3ciUXsIzRUBZ9wmqDWdJqBAQViTAv1DArZS/wOZ6jACfzIPcyXDCLVnAjVgBIQVn8BcdJqr0PUIKTuKe4cS5SCcSSq5QorxFYKEQt6zDXI47hFv2YdzSjhJU/AGhFSdIab5ASsMlRAoXilTeiJq86XZM0Gl1kFORSUVTCnfTfMmRhlOg8idbcZvWkVRSGm5Qawymtj8cUbsbNeZwRGp3ynQRdM6KaBr3o9zoTZ7Onbqxm9RPOlMzfBeR1ovczjsEVV2hbTYP65oU80IJ/TN65HYJrbMBGCYS0eju8OR1KrpRV+QjabSv5CKbTkA5lkr/ZDVt/cUoBjOxbJYxuJdLy7gfjgflbH+iZ2K/Gd1EFqqRMFpH0+gYyMUwkop9MY+F7UJev27iV9/Z+f6P7Uw8aKJ/vZax+zKG15sQzK+L2XvZzNRWDbblPFr7Q1D2RTC3XoJpNIqJDTGm0TRaevwwLCZR2xdAk+Uqtabj9K24svqsBNtSBH1TbpimYlEORLDzdJInrxaxjJXR2pNA70Acmw/TuP+ym9mHctQjsejG0pjYq0PZLyK6wJO2gVxGV+pJLXFBqs/BMFGFfV6GZVyCZbKIbms25dIwzGMNtJqykXYm02bKRSyNxjSkpV5ehH2qnpn5Jr746Ct+9Pnf8erJN0xM6bi3XsAXb8XsLcuYtzfw4ukQzx462F+fYm1qhNmhNsbsdoYHlpm0jTNksdLZ3czKTh/Pn1p5ui/l4W4J71508OqZidmpTubmHKzt7WIb0+AYlWDRJ7I73cH+8gDLKw1YJ7PosUUyOp9Dx1Akw3MiRqZzae+NYX5Hwci0BPNgCca+EiYnq1ldbeLJbjcf3jcz45DS35VGbZ4Lq5pirNIcesvj+XlRIsvRXiS/JyT6qhOhLgcJcz9ErPsZ4j3PkxdyA31uNAvSYnTZyaR6uJHocZt499ukenqQ5nabHA93slxukXHLhYpQP0Zq8/jUquHXY0b+Y26Y/7m9xP+8tw1Pn/F/727z7xtL/G51jgc2I7WlmZy+dpBzHkd43+sY1++e54Owcxy87ERMcgiqjgYu3jrDqetHOXDFiRNuRwjMciGy8BZ9A0r+4U//wLvPPiGjMJnL10/gH+KJr78/rnc8KG0so8syR2VNH9W1FbS01yDtSUHeF01NRyD6oSRMjiKCk24Rnu6KeiCOzXclzD9LR2G+TV23G6blGOz7ofRvuiDpPkN4vhC/FCE5srPElZ7mRriQhNpjSLrOEFUi4G6BgIBCATeTBTjH/wU2gbnHCBQdxTVJiHuqEN/MU+RJU6hpr6BMlUpk2TmCS84TnHWCZMlRPHOEOCcdxznhKHdyjxNTdYPy3nCqzeGESi5xV3yRdKkruQovqrvi6RhvpqgtEUlLIe1dCuTqRjps1dSZ48jVBJCu9KWsJ5ry3ijK+wIoN96m3hqOdDCBJls45s0M6qyByBxxKOei6VgPQzruTdtiHGLzNaqG7lDQcwfVVCb2tQamd9oZXVmhb34a7Vgelsksugay6Z7IIFN5iwJTGOr1PFTz2ZR3BaA2pqLoykRnq0Y9lEOzJYS+xRQUw1H0Lucx8biRgc0yLFt5yCxJzG12sX2vndnVKlT9vizdy+d7X/Sw9ridre8NMrkjZ3pfxtBqA4J7+1FsP82mdyId1WAk9Z1BtJkT2X7ay9R6M70TedTqgqns8EPeH4R+JoXkmnPEV5zAOJbI0GQ2nUP+VHZcoEx5jZy6S3TZs7EtSdCPJfL/k/Teb20gBqKtwH3cu40bxZhuei8SRSABEkJICAkJIUBCBdERvYkieu8dbGOPPTOe3jMzmcxMetlkk91sNrvZzZb3snfvlve+e+/em++d90P+jXO+75y6PiFzKxLe+6iA3ec61l5vwd6fjGdDQdesFEV1OKmKOzSPFdA0XIB//HnqBopxDhSjc6bRPFyIrTuZisZIzB3xmFzxtE/KGVzQ0D9RycSCh2+++R17T/eZXOnm8eM93nzxDptLiyzP9tLbm8/SfD6He2r2Fqt4sVnPJ++u8ck7zznYWOP53lusL4wxNt7E+FQ30yMetpenqXPo2dkf5uXLUQ4PG5ldzGH30MbqVj0DIzWMTfXywcff5e2332RkuIzxkVxevtrKzJQJz4yW0UU1jT1pDM+oGZ5VMbtQzhefzfLytV4++WSUpV0T9f0p1PXF0jiUwNiSDM94MfMzGqZHdYz0FPJ+XwE/qi9murUce42E9YJ4mq+cQXJcgPisF+lXvIi97kXC3ePE3X+FxKDTFETewJAcjD0rCcl9X5TJcejzs9Bnp5MZ4IvYP4CyyAjWKrX8bKyDf9kY4X/uTPPHR4v8f0+W+ePhJn989Ql/fPGc//H4gH/dWuHfdjf4m+1lSvKi8brgxfXgs9xPvMzloFPcjrvCzbDrmG2VVBq1nLl+nCOXvTh604tTAceIybpDYqYf23ur/F///Adm56eJTQ8mJe8BcdkhxKZlMDn1jOXlD2lomye3oIKsvBSM9ULKmlKoaI+mqSeU0blY2ty5KLRpxKX5Ep/lQ/9iPstvFDK0G4eh/Qad8ymMPc5g6JE/XVs3yLceJyxbQGqpF6klx7ke7UWA+CiF9RcIkx8hQiYgSSUgMEfAHZEAX5EXDwtOEFFwhOA8LwJzvdE2ZTC9vsbI7DIlZhlhkrNkGHzwyzhKnMKL0MIj3Ew8TnDOaUIlJ8isukfliJDK4XQS9H7kWh8Sq75KcMEZ8q1h2KfyqOwXUlKbw8TcKhMLq0zst+KcS0HhCqfck0bjRin60Xzymv1QdF7APBGKvi+e0q47OOYDsc/GUjuVgHMxAct0JCWd9yly3aNy3B9V531y7f40zOQzs2Vn7UUbXUsW6iYqSNXcwunOoqlHhqEhk9jSW2gGUqlfkzGyb2PpaTvuuXI8S3rcK0bqhsSMbqpYeFaBfSgZ60gSDbNiGmfzGX9qZOJxHS8+HOTLL8bY2tYzsCZk830Djz9uZeG1OnY/7mHtNQcHH7Uy99SGYGEtn8GFHJwjWXTM5DK0WsLEbhmdcwU0jItpmZPStlhM/aiMplEp3fPFiMruEiO9Qv9EHn0j2ZQYb1PtCqSw8gqu0WxWn9noXypifLeUtddtzG+UsLgsY3q1jLk9K23TEoydDylriKCmPZuS2iiydbfI0fkRmHqd4fUaZvYbafEUU+/Ow9IpRKj0IUV+iVjJeaTlD7C6MnANKNl6NMfn3/4x0+u97L6Y5mDnNSbcC8yNTjLpbmPCo2FlsYL1eRPPNtt441Ed77885K0nH/HG02ccHGyxvrrOo4Md1jfnWJpe4nBnlo3NAfYPJljdcjCzWI29KYWRRQ194yW0DijoHq2gua+G1e1R3GMapmf1vP7WAAvrFgYmi1nat9DQWcjewSivvzbGT76/x7c/Webdlx6eP+1gec9CozuRtrFoeudSGF8roaUrhZ6uWHZmK1l3l/Fxu4Tv2PLpqi3ErMuhIyuCiluXiPMWkH7Sm8zz3sScEPDwlICIi15E+BwhxvckyX5nKYy8hzIpGJs2l7G+WqqLs0m/44MuMoJHtnJ+PNrGv66N8L8fzfC/9+f4PweL/J+9Jf5rb5n/WJ3lF/3tfNhk40d9Xfz97BT/bWeDmtwkBCcFnLhylFM+xzhx04scQxwVzcVMzg9irNASEH4Pr7MCjt32xtvHiyu+x1GXCfnBD7/LT3/2c6rM5cRn+lNoiCFJHMHW9pv84fd/5PNP/oqW9lWM+lmKlSbq2mpoGtQjqz5F/5A/w1OhGO3JGC1S4tJukVF4H0VNED3L6Sy8zKV1LgT7UCjNk/E4J4Lp3r1Mw/wVIgu8SVQKEGqOcjPWi/PR3sRqzuOfe4KQPAHpai/CJF4E5Ai4JxQQmH2EB9ne+GV4kVR2Bmm1P1JTNCJNKJHScwTnHSNcehK/jCM8yPFCqL/JfeFFiqyxKJwBaLpuI225TK7zGvHaa2RbAsmovsVD5QUq+kQ0zRejqE8izxhJ22Ab+lodnvVWnLMZqHrvUTkfiHkpHf2omNxGX1LNxyjqOIfYdouHmpPI289RNeGLfeEBRs8d6hajqBgNINt5Ad3AA/ykxwkrukbdhJS5HTOOriJ6V6qxjuViHsxmYElH64CcRrecfEcY6dU+dD/S0bdlpHNeR9uEDHtfGhZ3BgM7GrqW8hjeLsQ5lkCVO5zayWRqx9NxranoPdCx/NLO6o6NhRUNjsGHuBYy6VnT0bZcyuyLerqX5Sy8XsPiczuCjReNDG4qqO6NpmeukPHtcjpn8xje01Azmox5OJ6mKQn1wwVM7jiwdGVT3hyLpS+BJ+/qWNyVINFcZmBexvCynO2XNvbfdTJ9UE7PQiH77zUxsalldqOS5V0z7W4Jruk82makVDREUt0ci6UrkxytH2Gis6QV+dM5U0rbuIoyZxzljbGoamMpNESRow5AZYklQxFIiuQaE0s1PH7dQ7/HjsmZjnvKwpP9FcbcnQwNNtDZU87BfiOba1VMDis5XGtiZ9bG49VDnix/ygcv/oz9rU9YmH3E/JIHZ0cuLS2lDHRV4vG00dZbw8hSBZNrTiZWGlh4ZGbnZRNN7lwMjVFo6kPoWyilc1rG6pNedl6dpK6ziHJrInWdEqrsRbzz2uv84rsf8N3PNvj68w12tpto6xbSPhRF/2Q8yytK5mdK6RpIZXQyhdGRaIa7pEyPGpmqy8GZ50eBPIz2+lKGm0qQBl8n4Zg3Yd4CIrwFxBwREHtEQLiXgKDjAu6eOUJiyDUMqlSqKtIwm1JxNRWQlxaIyO8G83ol3/TX8U2HmZ93W/mHiQ7+ebqHP8wO8ofZIf7vmUH+fXmcv50dxSMRobh9naqoMHqLpQQHXENwQoDXES8Cwu8QluFPUNYt6jqMLK2OkSVJ4sqdiwhOCvA658WR20c45/MKg+42fvd3f8PTF68izI8lRe5PnMyH/KoobG0Oxqamaeurp713ht7eJ9gbalDXJGOwS2nsDWdhNxJrQwqBCecprkghszAMS5sUWWU41r44RnZELL2ZT89KIoY2fyz90TQtXqNj+xRZpmPEyr1ILRHgn+rFpRgBN9O9uCX0IkQiIE3tRUyRF/fFAm6mCAjK8SIs9xQ34o8Qki8gTuVNrPIEfqI/QeMH2UeIyH8Fv7Tj+KZ5I64M5E7SSR6ILtEwnk1R0x3y6q4gbztLSc8JCtvOklF7FpH1PEWtt+nfK8PslmDsyCJe/IC6FgstvQ3Ey3wILz5FrPkYioHr1G1EoXJfJt18kjzHPZStEcSWXSJccZY85220g350PLlOy+NTVE6dp6D5OqKaayRV3OFhsQ+JJXdo7ZGxuN3D9H4j9okcaoayGVutpLojA/euCc+TGqo9Ilo31dQvKWlf19IwI6F1QUKNJ4VqTwJV7gg6ljPpWs+nbUWKcymLunkRwwdGhp7paFnKZnLHRM94Pov71fQta6kbq2J0b4zx3VFW3uinb6UMz3YNgs2XjTjH4hnbUzFzYKJruoTK1mRM3SLqx3IxtARTUnMbTd0DFOZA7ANZWIeScW/lMbIswrMoxtwaQZM7lYHFbPqXRHTNpjO+rWfxiZOD9zrx7GgZ2VAzuVZK/6iU7ql8GgcyGZ8rYnw6E6n2JrGSyyQX+BGYdBFLl5iW0VKU1fEoLdEUmSLR2tIw1KfRPVNKsTmSFreM/kkVrsEiRucNLO1Z2T7oZX9zmOX5DsYn7Uwv1bKzU8arz/QszcnZXjaxN+fincOPebLxNitTh6ytvsby2gaLe80Y6u4zOWFhqN/A0EgttR1yFh53sPFsmqntJgaWNYxuVjC8bqBpLBttmy8OTxrmwVSqewrQt2VRZA1FUxuO3p7AizfW+N2f/Zo//+IdfvitNV4/7GBx1UCPR8T2loFXt4x8/WY772zUcrBiYnVByfqqnfGhRubGrEw0a+m3FtDcVEh7hxK1IRq/y94kHPEi6ZgXkUe8CBIICPMSEOUlIPb0K1RKMqnSSRibqcNoy6CuIQO7VYQ0JwxjdjSLFQVslsv5VmsNv+yr4y+6rPxFfz1/M+Lirwaa+VtPJ38/N8J3+zrZraykWZiO2O8W0Xcuc+y0N4KTAi5duYDBLienLIHQzEDauxvoH+zgbsAtvM944XXWG6/z3lwKvERCRhRvvvmcv/j1L3H1uojLCaSsMZ3c6nBENYHoO/NJU0UhLk/A3OykRGvC0aYhW5GMVC+mY1iBrTcUkcqfiKwLZMhDSZfGkFH0gKYhNbW9yThHo5l8ls3EoYiG8YdoGvzQuM7i2jyLuu0YScojJMi88U315mKMgDuZAh4UCIgoEpCsEZCkERAgFnBXKMBf5EWE9DS+aae4L/YmVnWMeOU5QiSneCD2xlfoxQPxca7HH+NeykVi5Xe4EnkE3+SraFuSiVedJSTvHJHy8yRrT5JUcZrkytMkm06T57xJ93Y+LXMF5NcEYmwsQFelwFRfQrElmoQSHwpaHqAfikJouUqU7jRBuT4U15iw9lsx9mVQ1hGLxHkbseMCha5z1MzeRNlzGWV7ILbxXFzLKswjBTgGNSyvDDCx4mB4U4dtUkRhXRDm1hS0bbF0bmvRdSdiHEqneiqXumUV9Usqund06PvjybLfIdtxG1V7ADXD8ShbotB2Z9K4UsrQs3K237Gz8KKW6RcqBjfysfalsXrYRP9iDd2Lw/Qv7LCw/4KN13ZYe22Q2SfNCDwbGuo9KSw+r2LusQlZVSCmdhHVvTlo28JpHEnF4IigsjGE2q5oOhdklLYEUzUQhX0gjdYhKX1TJfRNFeAYvI/UcpTqPl+6Z+X0zVQwuWVleLOc6T09/R4xQ5MluGfUVNrjGZuR0d0Xj7zMF4Uhkt7Jcspt2bjnjczsWCi3ZCFWPyC3LJTQtCvoHCKqWtKxdqTQ0CdCVR1AVWMiY2sVrD9y8ubzCZ4/mmN5oZODfTfTEzYO1uJ5761MJsZEDI9ImZ01s7GwwfrMY8ZGO+kdqGdo2sXIvI6dHRvvv5hnuM/K3FIrrsk8JnedLOy6GVqqoWFEStOMjNpRIdV90cgcV9F3RCGzPiDTcBdZ3X1yzVeo6oxk/bGZH39vm7/+wbv8+cc7/P2PD/nynV4+eNnA8oyaTw57+f6hi998Msb+nJaR7kJmZuX0D9gZHmnkYKuXL957j2WPh1G3EbM9neAHp/E7IeCht4DEE0dIP+VNyglvHnoLeCAQIA0MZMkzhNNexti0g5GJBrq65Wi0IZirstFkPkQf60tDRjQTJZl8UK/jR912ftDt5Kc9dfxqoIHfT3TxWbsda2IUsgA/1BH3KUgI5u6dS3if+tObyff+bYoNYoqMqeiq5fR0d2A06whK9uf07eN4nfHmhv91CovzGRx084tf/JzPP/8WSq2UgLiLPMz1IbroBkX18YhN8WSWxSIxpNIxNIGsVENduwpVZSZSbSbJ+UEky29xO+kVsiqCiRb7UqARoq4q4en7+6y/0Y6pM4WulXSW3i6kafYBZS33SNMewzhwFef0NYTlR0grOUZc0Qkuxwvwy/mT8o4uFZBYLiC1XMDDoj9ZqVtCbyLyz5BUcoPw/BNEK04g0t8kSnaBh4WvcDvdi6iSG2So8rE1rFJpGyRdXkh0XiwySzSZ5YFoWtIpbxMRX3KTLNN9StoCKHbdQN5yG21HMIaOIETaC2SW3SO1NIQiezQljghi8i9R0ZtA7bCUHFMYCerbRMv8UNaq6JgapGu6joHlUuyeeJTNgWRb71PcEYF+KA7LpJDihkhSjHdQtafRNWtkaKqa3lUtzoUs9O5I9L3RKG0PyDMHkFEdwr28C+Q2hNG4qWHgsJamlRIMwymIrHfIqg2kblaEpOECCYYzJFXcxDSkQNqcgnlWwtzrDqafWXDvi1G3+FLWFcbi23bcu9WMHfQyuNrP1K6H6R0PW29PsfZuD4L6zlQa+pMZXlNQN5iKotqPqc0qZg4slDUG0zouxt4lwd6TQ998AR3zGbgWU6mfjqdlMoetFy5cQ3JaBjNQ2s6TU+1N92oSa6/bMTYl0z+vY2KrguElBaPzcha2jew9s9PrLsRU60vXYAruyXKae2XUthTS0bvAk6cvmFmvw9pSQKk5hlJLApEZF8lTB5NdfIeiigck511GYQjBPW1kYt3GzLqd50+HGewv47XXPKytusjODGRtScrKopCR9qQRcQAAIABJREFUPjHdHaksrOt58XSHJ5tvMDLcSmt7Hd3uQbo9WmZnq/jq8302tjvwTDtoGc5ids9Ci1tFtSsVS18amo5ItN1h2Iaj0bsCaPCI6F7Mp7I7nLKWCKSVt6nrz2B8Uc1bb/Tw9UdL/NVXe/yv33/O73+0yz/8bJsfvj/OwZSFxW41e1tW2kaKcNTnMjyXzuBSEq4eA59++Izd7W1M6kbcfXrKNNHEBlwk8piAuDMnkDy4SfSJo6Sd8CLrFS+ExwTEHj+GS1/Mo6Uh2ttVdI/qcLSJsFgSaWvMw2XMJt/3CgW+l9DF+NItS2Gjpph3u2r48UgTP2yt4s8HG3jeWE1FeiziYF8UcSHEhd3l6FlvvM97Izgi4OzFV4hJCyUlLxz3WDtOWzMh4aEkFz3k/N1TCF4RIC+VsLQ2wZMne/zud3/L2to6qTlJ+IRd4ELoMZLL/OjeMJGsDqa6vYSmwXIsrSqG55pQGiMIS3mFGMllzj3w4mLwMTJKg7EMSBFX3GNirY2PPv053/vev/PZVz9k6WkzdaMx9G2kM/VqPoYOP5T1PsSXHqV5yQd1y2nSS73Iqz5FmPwY96UCIlUCojQC4ssFZFQIiC0RcCNdwO0sb0Klx0gsuUBE/jHCpN6kaq6Spr1JWP4pbqV6U1Ij5/nhr/ni/f/g5f5/Z3P1V3T0bKOwiNG6hKjb47GMSEgsu83FlFcQ1d4nUvMKWZZ7JCovo64LxNqfQl6FLxGyCyiawoktuUaBLYzxp3bMw0U0Tuspak7CNl2AxBFGbmUmRUYJjj4pMlsg8SofolW3idTcJa8+AvtMJvmOW0SUXCVB78fQloaOKSGW8UiqJ2IocT1AXh9MbuUtIuUniC69RLTmBsbhPNzP6mjd1FA1noFhJAp1vy/avnCMw8Goei+hc9+juCMAdXcSabXBNG5q6XlSgWtLiXkyHk1nEObxFBoXcuncKMZzWEv7fCXdc/XMbS4xtryAe92F4PGbLcwfVNK/IsPSF4vO5s/eqw0s7FbROlKIuVXO3hvb7L41i2fHyNxTJX0ryTgnYmkcEzGzW830ZgWd4xmUOi6jsF9mZLuIxUMr3dNqtt7oYvvVJqbXKuidKWZsvRTPUh59QznYreE4aqLIz7/K9EwOL/be5dtf/Cc7O+9Q7VBSZVMSlngWYeEdtOZosmX+FKjDiRfdIk+eiMqQg7oilqGFcqw9QhZ2qphb0rOwaGNnu5vtbRfbu04mJsrYWK1mY83E4qqZF88XeO3ZDh0uB0PuLWZX9+ieUrF6aGJht4apTR2tQ9k0d2XQNVSAxZVCdWciFa5YyjoiUTT7Yx+JQ1N3D1VNMPUD6VR1BWDqDEVWGUZdVxZDs8UMjZfw9KCZj1/08W9/+xn/8x8+569/MM3PPm/lm7fHOVgaotktJtsSQJUrhcY+OQarnMG+JZ5svcmAuxebtYr2bjFZuXdJjr3Cw8teCMOuoCmIJCvgKg+PeJN6QkDuSQE5J70xZ8RiVqdgb0jG3hOOpTGK6ZEa2q1FpNy6QLSXgLQzR0i4/goFCeEUp4RgEgWxXqvkF7N9/Gymj/qseKSxwTQbVRjl2dy7d5XjN45y3v8Vjp85zskLR7ly5xw3/K/SM9CNrqyUG/7nyStP58aD85w4740oO4Enz9b4+nuf8bOf/ZT5hSkKleVEpAiJyositTyKOGMoVk8ZLcMVLGx1MDxZzdqjVlRVQaQW3sUnxpvgjEsUmiJRN8RTYImhbqiQjUdLfPnF7/izH/8//OQH/8TbX44wtl9I21wqld3RpKkvYex4SF7NReRNx7GMXEVY5kWKRoCwypskg4DkCgEiq4C4cgEJpV4ESwTcFgq4miYgIPsoEdKTBOWcpLo7B9tQLuWtqQi197ka60WhIZMPP/gJv/jJH3h168/59se/5YM3/4nazmrkLUEYRzNQ9SSgaI/jluQMUmcMirpoxLoA8o2BFNb40j4rpawxhMSyK1QMJqDsfEjnThnt2xXIW1IwDklwLJRhnFQi6wgnv+4+Im0gheZQsmt8iFLexFdyihx7CKbRLCpGo8gxn0fsvEN85Rlq3DHUDYuwTidTPRZM5WAoLQtisgwXSSk/g7TuLqGyM0gdUej6MqieSsI4HkOq9SrqwRvI28+R13gMVd95NAM+FLb5kGq9QcVEBlWzYqqm0rEv5FDem4DU6YOmIxbnhAZdVzoFDffp2dAxuNzOL3/9B77z3b9lcGYSQft0HvWjmdQOJqFy+mNujaOhM4GesSxm1ht5//NP+eGf/4blZxO0TBQwsaegZSyeIsctnMNZ1A+JqHGFY2i4TVXLA+x9qcw+tjGzZ2dwwcijt0Z4/tYw4wsmhldMdE/L0dUFYW6IZH9fzbfeM1FrDGRpSsLGUhuu3lZGJlsZW2igrDqX6iYRJRUR6GtTqbBkozOq6Rtc5JMPf8FPfvRbOvtraRkoxtEroa4/h+U1CxNjNcxO1/PidTe7+3VMTZtY2zKz+8TG1IKetc1OHj/aYGqqj5GZblpHTHTOypjcKWPpiZPt17pwL5ew/sjBypaNTk8+7tUyGkYKaZpVoGt7iKE5hvIqMZUmEzV2A8bmNKp6w5AZgym3xdA0kImzU8zkjJpP3x/iJ1+t89///mP+/mdP+MuvF/nNd5/y/rN5JheU1PUloG+LpaVvjPbWN5if2eLx1iMaW5oYmaqjvVtBkfYhERmXiEo9j8r4EENNIvkpd5HcvUrsEQHCowJyj3uRfukEZcqHmOsSKdHfpbEhD70ihcLkDGSxWaScOkXmmWMk371GSUEuank28owIdKJIerQSBrUSDJmxVKnz+fVPv8PGwigXLp7A+4IXp24e49jpY5y6dpQT544gzsujt68HiSKOW+EnuR9zj+v+lzl18RjC7GRW1qb5s5//mMOnj1GosijWlhMvziJKGkqOJR5VTx6N00am1ppZ3xzgxYtVuocMVDrTKDVnEprhQ2l9JD1LcgwdCajrxYxuWWkaVjC3MsvS6gZvv/sZK0/b6FmR0TiZRqr6GpfDvEkruUGR7QbC6mMY+m6QqT9NjMKLBK0XqUYBaUYBmVYBwmoBSaVHSCg5gX+WF/5ib0IkJwnPO0uiwgfHkIKOeQ32gVLq3HouRx7hgeg8lS1KTHVGenpnmZlao66liTTVfdIq7yF3RVPY+hD9sBBjfxLWXjEffDHHj3+6yUffzOKazKN9XszEs3IMA9GUD8ZgX87GtiqltC+Zzm0T/U+qcD0pRzeThdB2n1TDNfQdyaRWXEXsvML9orNEaW4QUuxDiukhycZ7ZFbfoXQgFJ37ATZPIh2rubSuSVG1BmP1pFA3F03VgC+qtutkWS6QU3OH5LJb5DkeoO4NpLDFD9NQBiZPAnp3KPrBMJIqriF1hpBSdY2UmnM0rIiwTKZR6Y7E5I5G1xqNsvEe+q40uud6aBxpon5cR/9WJd0rOlaeu3nnoy/56st/QVA3ko2xNYbueTnNYxJ0zWEYOm5R1XObyS0rb378gvntQex9eTSN5TGwqsQ2mEhlVyjVncmUOsNQ2u/g7ItiYEaFa6gKeWUMbR4VfVM6Np+4WNyup32wiKnNWjomSii3R9LYns7WTg3TU0pSU+9SXZuIWH4NqSIQi12GrakQo0OKs6eAngkFnkUL2wfLPH78PT7/9n/yzts/4fHhGgevDTG3amN0Qkf3uIqJcT3zE2aeHgzxzdfP+PqrJ2ys9zDq0TOzqGZwqoDZRxXMPzFz+HYv3aMlDC2qGVwuZe6glo2nLWw8deHZq2ZwW4tnuYz1R1amtvSYWoVU9GaitYZQbotn1DPAhGeNnqEeZNUphEqvkV56i+xSP9TWCMxdYronpEzMqfnkwwn+8+8+5L9+/y3+x999h7/45gWfvDbDwbaF1XUdFY58OgZfZ3TibcaHu1kZX6G5eRl7q46eQRXl5jhS5DeQ2SMosoVRWB2KKMeXpGtniDsmIN1bgPCYF/JoH+qa0ml1CclJv4/VosZZJcUoV1JvdCG8eIn06+dIiw1DKs1Bo8xHLc+mVJ6JQppKbmoguuJ07DWlfPXRC/75H3+FSpmL93FvjpzwxuuYF0evHeHclbO4mtpprmvkTuhV/JPucDv0GiHJd0lXJOJw2VlemeflG2/S3dOJUJSMXKEnVphAZO5dYosC8Uu+SU2zgpXVeqY8Zjr6daiqhThajWiqhLRNl9K/qWTm0Mna68NMP+qjskuMcyyPtnE1eocIa48SWW0s0UXXiC26hNjgR7L8JiHpx4mRniRVfw5Z0wUStCcJknoRX+pFgkZAklZAil5AlklAmvYImfrTPBB5Eyk9SpjkFIGZp4ksPImo8jRFjhDUDjF5lQmEZd0koeA2bRNayuvFmNvKiBTf437mCcIkR5HZI0g33eRBwWliNbc4/KiD7/94jZ/8aIt//O0hf/mrfZ691YitPw39QDTO2UyK24No2EjHsZpL+2otHSsmaufyqV4sorAnHmlDBFGyiygaosi036CgzYf06gCE1WFIWpMQ1ccha4pD0RpHSlUQwdIrVHfFYfM8ZOaFkRpPOvLWAAyDd6kZv0W15yYVQ74Y+qORWB6SbQ4mqyqAYmsiC/stqBriEJlvIW/1xTAQg7ojhqDCi/gKTzK+U0apLQKpJYC6iQxqR5JwTqXQPJ/Jzssd3vzg++y83Mc104ixN4eWpTxe/2yL7/3gLxHUe6QUmwOp7crAMZSKofcq3ZtR2IajGFhTMrheRnlTGm3jKpZfbWL2sJrWaSH6dl96lvKR1d5A1xhCU3cRS9vd9HpaqaiXUt2aSbExjLYBOb1jKtoGihiYqqHTY0JnTcZgiaWqNgGDMRqlNoLGDikZ2VcRiu6h0aaRnXsPvTEdky2BiXUjw4s6xmeG+OKTf+Crr3/FwdMlRiZNrG42sTBnY2e9gY8/9vB4t5nDvQ7ee2uKjz9a44OPD/jm+2+x9aiPnuFiRuf1LLxqZ+apiaXDGloGc9E5w3EO5zD11MrYjgHXeBZNs2koGu6jbYhmdtfCk7c6sXblYOhNw+AIxlifQNtgFXWdGhwdWrS2fJJLAshQ+RItvkOO4SEKZwLV3Qm0DIp58/Uh/t9/fJ//9U9f8MWrT/n6rRe8WNphbdzNo20XVnMR6jInbvcy44Meujtm6XO/jsaqYGC6GGeniKqWRPQtcWRo7+ETfQG/oKskPrhE4s2TxJ7yJvqEAEnSdaqdSZRVJGEzWhlpG8Nl0lJZKEeTlEz0iSPE3b9GljCWIkkm6vwcFNJsSmTZlBaLURWkUKEWo1OKmR918V///Ct+/v0PEQoT8Dr+p0+T1ykv4hJiWJhcICdLgl+4D8XWNAor4kgoDsDQWkijy8b4yDjLi1v0dveTlS4nP6uOtKwcAuIvUVghwj/kFjpjLgsLFfT3Z5OnuUymMoV+zzCq6iTqPCIcI7lsvN3FwrNu6txKzD0Shtft9C8YKaz0xbNnoGW6BKE+iOj824Skn6O8KYIUxSVuRnrxUHaCdPNRItUCggsFxKkFJKi9iSoSkKwVkKYTkKw+SpLqKGHZR4kteIWg7OMEic+SUHKCzOrjJJWeQ26NIF1zj8pmPWNrnUxuN1JQGY5YG0Si8jpxylP4ZXmRob9NsvYMD2WvIKrww9yZxOymgu39Ir781iDvv9rJR+/1Mr9Zg9oZQLU7kqalFFY+tTK852bx0Vvo2oqpnBLi3NRhGJYgqgnjXsZ5TP1iNN0h5Fivo27KpH60nJL2dGyLKurmlCTogvERXsdPeANHXw4ax30qOlOwuYWUNtyhsu8+hQ3XUXf6k1nri3/eGc6GnyRKeY3Y4uuU1CQyNGcmsfgWYbKzyOrD0XQkkW54gH/mTU4FeeMckuGXfIYoxU3qp2RUDYpwjOdhdifSOFbM0HIP0/tDtM7U0jxfxtQb1ex92szGCzcC65AQpdWPbK0Pcss9JDWv0DSdRN9aCaaBWHo2ZNhHpDiGcll5oxbLcCA1wzcwdt/H3B9BRUcQI6uVPHq6QlN3KTJDBI4BMZkqX4Sy28h1IUjV93B25GGqy6OqpYDKRhE5xb5YGtOpa87E3CKiUB2OVpuIrTqd9pZw3IMiSjWRFOvD8Sya6ZspontSwetvr7G730//sJLV9RZevDHC/LKDvd0eZod1PNlq5OXzft57x8Prb7pxL6uZPahlZKWa3Zc97L3Zwvo7bSy+dNC7lE/LWDYOdzZ6VwKO2VwqhyKxj4RRNxHN5GEFjdNK0kvv0dRfQMekgrKORDYet2DrkNM+W4WlJ49WtxHXgJ12j4YMzS1yKsNQNsShbQuj0RPDxmMHX322yn/+/hP+47df8/0PP+Z7Hz7ntdU5Jlpm2Fsc4bWnk5SW2TGZPLg792nu9DA2v4i9Q4VnTc3gbDFNvWISsy5wO+oEZx6c4FbYOcoqMzBUpSCTBVEsD0ah9UXnjEZhSqSj3YUsOQOjsoT+4XFUuSL8rl1AKIylsDCNQmk6cokQlTwLrUpMSVEG5YosqrVF9Lc72V0a5g9/+SX/4/c/5cffvMPD2CC8vAWcOnsKU3Ulw30DnLt8ltAMHxpHc6ntFJNpiKXMnsPctIe1mSWebL3F2tw+D0OCyclJRaZO4uqDI4Sm38bSqkYkiaalT4K9LZkk2Rn0LcWMLo/QPFJM03QOpS0h2EdENE+IaZlMwjXo4MnBT3ly+Cm9Ezb6N1UU1UUTknOHbH0sMeLLZGtuUt0VjU/8cSILzxOvukiY7AghMgHxpQKSNUd4WOBFrFJApuEoKepXSCk9Rnb5DQqMYeToA4mQXCBafpxM0ylStedJVF6moDoUs6uCrok6Wkc1NHvktE4oMPWkk1x6kfD848htQWRX+BCedwa1M4Fisx/mlkBGZlL46ONWfvNnq3zx6SBbh/UUOS6hqL+OpjWC/NpEKlrq0TsHUNcXUzYazcQHFvoOykkw+BAsv0m6wZdc81UKHL40T2h479t7NIyrsM0W4lxQUjMmxTGrJ1kXgcaeSGqxP6mmMJwTMoaW8skpP0u6/iKi2hvEll8lQn6LaNU9fHPOk1ByF0l5JFlFIcTJbpKg8cE+LqOyP5uaQTliQwpxBTFEFfqSVRGJsjkFXZeIsq40nJNKGjxqPPvV9G3J6NjIY/4dM707pTQuyOldr8QxUIHA1BtHg0eEzBxISNYrJBZdp6Yzh8quVFoXJDTPialxp1LRnkrPUjFlbdeoHPDBNpRAke0u7g0Fs/tWZtdb0FkSsXaKqGxNQFYZgrk1A0NdEgXl/lQ4E0nJv4OhMQu9MxmVKRJVZSxGewIaSyyO1kLsdjH9XRJ219KZnxNTaU3G2SvB5S6moSuPmQ0Tc8vVLM9VMzGuZWvXzpNnTuZX7YxPWdmYqeWNxx28+mo7h89dTC9UsPt2J57tSqz9adj6UxhZK2XqaQ2r79oZ2i6gyZOBqSsJRX0I1WOZNK+IsQ5HYhl8SPNkNuLqYPItUWisMfQvlzH+1MTWqx1sPPXQvqhl+rGNsU0zg4sm3EsaqrrjUTdHITRcROm4TJsnjvkVE9/5bIWffLXD6488PN6Z4u1nc+zNeVieamL/oIWxqS6mF14yOf8mznoPjZ1t9IyYGVvUML5azNBCCXprDKliH/xizxBdeBthuT/qpjTqp2WUuWLRtSZgdqdSUn8fuTUMpSGNxOgr5KQ/IK8wk7jwOyQlPkSUnYgoK5qsnAQKClJodKjRqUXUW1Vo5EK0ijy6mm1856Nn/Lfffs2//eYr/vPvfsQPvnyDmOhQAgICGB8dJzcri5OvnCCnNAaNPYrE/FsEZdwjV5nB8/2nzI2MsOjZxt06SZkqEWHuOdJybxMafw2ZPgl7n5ISawa9Czp09akky31J0zygrD4bc0861tF0tG3hdE/WcfDoY3Z3X7K2/CZffvKv/OKHf+TJs7dQ2eJJ19xHaowlSHQZ34QTBCadQ9MQRZ7xNlJDEpOb06Sq/AnM8SKh1Auh/ghxxd5EFAqQWq6SoDpHvPIVUkrOEye9QXZpCKW2DCQVfiQpT5Ncdp5o+Q3ya+KJlvoSKb6FsNSXQnMI+pZkSpvjCJecJavcB7HhLkLNTQLTjpFQcJNs7T0UpiBsLYm4x9J5/f0GXnzgon0imyzzWVQNwQh1/lxNOUac7g4Gt5Dy3lTUgw8Zf9fEyNNSFO0hhKtvECw7R2LpdcpdMRi60pl+3MTgnoGm7Vxce4V07pRQ3JmMoT8bTWM8UlsS2U3pZNUGU+kKQWG9QabhOgnaG8RqfciqDaGiL50E9QOMHVLqekro9hhJKPYhSHaOpnk5DbMFqDoySFDeJ0UVQZkrF2VbJvKmJPLroxHbIlC3J1LWkoRrWodtWMjiSwe7n3QzcWimYSqP1lklUwedCAztKdR7CiiyRhCUdRG5JY7p/V6aPZUMbZjpXFSjaoik2BFN64yMppkMdB3BGNuSmdyrYevtNvqnnOw+WWN4ugm98yG5mpvUdefQ6VGSkn+fMlsMKfIbJBfcRVwaQUOnEoU2hip7DsryGJKltzA5s5mYNTM+qcbjkeCZLKNtsJCFJ2bm9itxDefQOZTH+mYNh3sNHO43s7tj5OM363n7WT9PDrp4ttLAR4f9HBw42X1Rz/4bLey930TPsgx9axhy8z2cQ3m0TGbhOSjE8ygXoyuEsqZwjL1xFDfE0DglpXOhgKZREc1juVi6hfQvaelZVNC5JmH8mYKexQIWH7tomyhheEHDxFY5rhkZndNl6BoSUFjCySi9RFlDAOrae1TYw+gdlvH8rR4a2mX0jzSzuTnKG092efXJJK0DhTSM6Wkb6UdnL6eyzoTRVoWlXk+zOxVbeyyNvVL01kQiMy6QlH+bTG0guTWBSOwBlHUFoWwKwdSXQfNcNlXdEegboyipSiJO5E9+SSSl2kwqdIWIs+LIyIwmSxyPpCCNQlkibY0ajGW51OiLKCpIp6RIjF4lo86kYm/ezS+/fpt/+fWX/Ptvv+Kzdx9RbdDR4uzA585Nrvq+Qkq+PzXtQvJ04VQ05dHvbuGH3/kBi54Rpnpmcbd6aKgvQaUPJbswjDjRPRoGFCy9aKVxsgDrUBZtMyqsvRLqBhW4ptS0ThfiHJMj0t6hfaiWzz/+O/7iR//Fa4ff4eXzz/n0w5+xtLZIpSOVSnsMnoUy7B0ihEX+BCXfxT/zHFUdsXQMVzO/s0SM/A4B2V7EqAVkVnuTXu5FqERAbtVNwvJPEFl4kvvCowQLTxOeehl5eTRWVwb55b4klV4lVHqFTH00uZXxxOTfQmGLJll1FXFlIMJyf+JkV5AafElXXiem4ATBwqOkKu5g6Egn3xJOniGAeMl52leVSM2B5JmukFV1mQydD+VdCWTU3EE/KCJOf5tE4z2yHaG0rauxeNIwDMYRp7vKPclp4ktuklLiQ359FPVr5bTu6nA90mCaEpNbG0rFkJj6uSK6FtU4pjTYF/To+zOQO3zJqrxJjPwqt5LPEKu6i9wVimM6g7LWJGq6xLjnTSw+cRJTcgef7EtkVT1A0x6Nzp3GQ8UZArJPo+3OQtGWgqEvhyjlNVL09yh0hGHsTMHultEyWULPUimenQpqezIxtqZQ55ZhdGUjiCnwQelIJll1nYr2DJSOBDQNmUhNDykwB1HRnoK+NYOa3hxq+jKwDGaSXOJDjjaE/Q+6GVqysrHzGj/7yT8yudhLiekBSsNDLI3ZFJQ+xC/0NAZrCjnFIWQXBVNYGk2uLJTk9FsUKCLILQwhURKI1ipiZLaShdVKegZymFjUU9+XzfQjI4efNLH+wszSQRVDEwoOn7h460U3B5savv1mHW/ut3G45eJbj8b5/otFHm3W4VlS8viDRvpWJLRMZWBzx1PZEY7VnUDjRDJNM2GY+i9SNxRPy5SE8u4o7GNietbKGNvXUD+cQoHJjyJLIJa+BMyDD6lfTKRtWYplIJOeeTUlNf44WhNwtCWidcSTpQonKvciqSUXyCq7RKnVF3t3NJUt99E330Nu8aN7QYO5p4jBKSuz04MsLPVQ3iCirCmfWlcr5Q4tluYaap31tPd3UlIbSnl9DPqGeCqcSSTnXCE45hRhqWeobEvBMZpBRUcUBlc8LVNSnGNJ1HQFUNsei8GeSokxEXVFIuWVEja2Z1GXShBlxyJTZJIrTSFPEo9BJ0ZfloeiMJ0ihRBTpQqjTkW5sgBdqZxGq55vvb7Ov//mS37/04/46MUzzBWN1DgrUFkjic68QWz2HYLir1GojeTR4TK/+NlPWBidYHZgluJCDQnZDxCXPEBlSkNcFkLnXAkzz6voXCxBbgundkhM76qW+ccWOmZkdK0p6VrS0zisxzViZPdwnS++/R12D5cw15dQ4SimsiGL1V0b7n4FSnUANY3xtPQrEBVFc/HhCSKzL9AyJKdvpoNSh46O8TH0rSpS9WfIqTlKivIE6YqTpJd4kaY8Tlj2EfxTTuKXcJqYnEsUVPoirw4koeQiweKLREpvUWhJIElxF6HWF6HuBvnmIIpsiRSZo1FZosgovo1Qc4Vg0Z/azBkVd6kaTSenNpBopT/OORWiqiAkVl/StBe5nXqK4sZIcusCEFrvczr+COGaSxQ0x2AYFOOcy6K4LZBM803Ku+IIkZ4kKP8cSRV30A5l4FwtxjpXTKjyLrmWCKpHJfStV9A+Vkx6eTieNzqwzsgxDWSQrvfloew615KOk1F1D9u8CNNoGPXTQupHMmkczqZvrYC86mAKazO4l3aB5NIbdCxIiS+5wYVob/Ib4ihoiqW4JZlCZzSq1gQapiU4J0SUuxLpWlRjHciiZUzO7KMG9E4xYl0IElM4ghxDDKnqAG4mHiFGfpO4Ij/ii++RWuqHv/AoQeIzWPokVHSk4RjJQdMUQ3T+ZbLK/Fh46qRlrJjpVQ/TCx5a+8upcMaRrwrGUJVBiSaRYl0wlsY0rM3ZlNdIdJv6AAAgAElEQVQkU1QWQZrwLkLhfUo1qeSIg+keNqCrimRkVMnqopGtjTKGR8TMLhsYmChl71krm/t2Dp7Y2d+t45svdvjrX77P04Nm9uZMPF3vZG3JxqevjvDWfher25V0z2XRs5iJcyyKziURrjkRU0/UtC9kMLRdRP1kBKaBy9T0hGAbSqGsM4T2tQIef7DO6FojdUPxiA03yK44T1VPCLbhBExjidQvZGPsTSRTfwuF7R7ljmBq29ORGO/TNl1IWVMEMstt1LV+yHU3Ka8PorL9IU2jcUiMZ5CYz2EefoBjKIkut4G6ThklDYlUd5gZmtnF0lLH7qu7NLgasTTXkG28TWlrNMX2IOSGUOISrhMVdYnwmJNkSK/iGpWjqAqjui0VR38SbVMpmDt9qW1LwNqUi7YqieLSJMQF8ZTXKjBYi8mVJmOx6cjMiScnN5aaWjmuzkoqa/IZGLFjb9BRWVGCQSunVFmAukhCRamUnUU3//jLL/j2W2/z5qP3eHy4SErhLcJSbhGbeZ9LPicxVOXzzTff4dOPv6GpwUWZrgBNeSkSVSqhaWfJ04UzvFmDxZ2FeUBEkTkFtSPz/yfpvp4aQRAEzWdVVlZWegukh8Qn3hthJQQIEEhCXgiELAgJgZAEEkYCIRDe+8wkbWXZLNdV3VNtp7tnOnZ6Y+P2LmJ7Yy72LuZuHm4jdvbhIu7u9buH/Qe+x9/rx9xzG75tJYt73cwfKbHFhFjDIuxTbbimO/HOtxM/thF/asTgKcTgaUA9VIUnIqW5O50S0U06+h/TN1FPtaIUlc2NuLOD0Vkp8d0Ffv/zv/Hnn+E3v/xXgksuOlxX6fFkYhvJxeXPo8twjzLJedLqzpNceZnitptUdV9FNZxLU89DhLp06lXp6EcE5LXe4GH1WQSa2wj77iCx5iK15dLe+xixLoUW00MKJZeo7kricd1HVOtvU2a4jchRiiXWSmegCmmgAGHvbVLrL/K44RrVvQ952P4xhbqbaGYzsW4Uo5zKwrvfiDKYScdIHjWaB9TqUrlWfZ7UlqukSC7TFahAO1NJy3AuqqAA7WQt7tl24usWcpvuIRrMQzcvxLoooTcsIa/rAVntdxH0P2TiRStz71qYfd3I8rtWnNFyxhaz+erHBmKHUgqk9xAo7mDxZiLuv821kg+p0KdT25/H/YYLpIovc6/mE+SeSt78doboMwPmSDnSgWTUrjxUQwWsHE8g1OTT1l/CGc1oKdXqBySUnOdBxW007hamdsy456UUtF7lbvU5FJ5iNGNlqEYLsUzVIXfl4ozWEt1XE3/ay/iqhsCCmqFgC93mNIy2YmSyQpTqQhSGNLoNWUjVT7C6heSUXiI96zoScQ0GtRhTTwPzUSNTU62sLBnwuhsJB2oIR0QEZpqIrRiYmtEQjig5PvJwsuvm589X+NtfvuGX325wvD3C1qqdo2MXP3wV5pufI+x928vUsYDgtoDw01YmdqoZXipj6rCT1Xcmpo678O5UYZy8isp1h86hTAJ7HZz86OXw7QvCq2MMThQi679LofgcGlcGg3NlONercWzm0xN5jNqbztiqiJn1TmJ7fVinGghtt9PtyqJSfg3VYCa2QCmWiRLMwWrEmgc0a2/Rab9Fb+gBroUiekdKcc7VovJn4wiriR0sMhozMhExo9F1IDd0IneXIPVkU6XMwDZqxGS0YzH2Utf4gMLKS4g7s5D3ldHvq8MTa8Q+U4B3vhGZsRR/2ISwPQ91TwNiaRFNskq8szY6NCJ8kSEk8lpGxvVEYlb8PgMLy3bW9gfwBdW4XDocNi0aVSsqeSu9OgVGnZzP3h7xzatPeXPwmn/3+/e0ySpISr3G5XvnScu9zdHhKv/ln/+FH7//J4IzEUTybBo6SpDq6yhsvEVp6z1sU81Yp9sIrQ9gG7Pgi1rY/WyEtddDxPd6iOwrkbpTUI4+YXqvj9GYGv+ajMk9BauvjSgcWcgt5ejdtYwuyXDGpHQOFDG5b0DiyKO0TcDK9q+ILz9jctbP4bMv+OaL/8I//u7/4R9+869sHM7Q4rxMl/MeC0strCzVoe3LRWbPIb3mYx4Xf0yV7CaFnZcQaG9Rp0qipDWBVMFFymQJtFmyqdE8pmuoEJH5EVXqJEqkVylru0ar4TH13depkl2lsPUW5dKr1Gpvk9t1kVLNPRpsmdQ4skiRXaREdxWB4T5pTTep1qeS2XGNCu1NLIuFdPjuYlvOZ+3bDrqD96nuvUWN9iY1mkfkKu7T7KzgZtlFbpSep9Obg2oyG3kgD2e8hdByN4HpTmq1WVSb0pGMFmGab0ETbKBQlUHrSC0CSwYt7rtEP68l/LaMuVclzB03ML6QRySeSo83l8hTG7O7aiKxOqyBAmpVN3nSeItKdTp57QnUGjIp06RSrnlAYEuO1peP2JaALpCDwV9IhzUF/WArgwEnQ5NDnOl0PSanOYHHNZe4UfABFYoHLL+xsPHWRWjNjND0mFZnGlp/GY3Gh6y+ceKOS9COZjG31cXWCwftlnwck2IGx5vQObJQ9Wag1pbTrS9Gqs+gz1lPkzSdps5UKhseIu0S8fz4OaMjejTqXMx9DTgHRVj7xQxYRZh0JRj7irA5Swn4RYRCMsIzXcxOKdlfc/D96TS//2qD795FWd7oJbbVzfqBhefvvBx972HzawPrn3cw/7QV94IA/2o5w0slbH47xP53XsLH3TiXy1CNXcc2mc9IXI43omN9z0UstsWAd5CBUAla+0PqOxMx+6rwrdXiWCzEuV1OTySTTkcifYFshibKGQ03Y/LXoHTnohp+Qov5IVpvPr3BYvzrHWiHq5APlNM1kMnkvgTDxGNmD9sIrkvRjj9GN5mMzp/NzJ6D6ZV+xif60BnakOvbULuEdLirULktxDcPWVpcYikaxTbQhXGgml53NbLeHIaCQrxzQiZXmgmuyFDZBIRWjAwE5Kh7azANtlApymFoQo9luJvJZSeRuJU//P0hv/l5n1fPosQ37QxPtOHydOMYUOELWDG7u3COabEPavGPj/DNt79ma3mX6Ow+v/nqT/zTb/+AWini4tWPkClb+ObLb/jlL/7I5sYL5JouGqWPya68S1rZHSokjyhuTqIv0IR9Ro530UxgzsvEgomN53ZWjg1svLSz+c7BQKwSV1zI0othRhZVRE76WH5noT9UjGOyDou3HVdIiWVSRHBPS/i4h3Z7EcUdD8gWFBBcXCQ06+HpySnxlafEd3bZPj6ix6xErL6HoO9D6k2XCUdqOdwU0aG8j8SWQmdfDhXCe1Qrr1Gmu0BRxznymz+hQZlBneIJmXUXkFpyKGq/R11PGu2DebRYs5GYM8iqvYBEn0p123lKW69wv+IjqpW3EKiSyO+8imQwhzxFEvdbrpAuu0Fyx3kanKlU9TykVJGAcrSATPF5ekKF9M+UIh1Mx7dVj8KbTm7rVSq6r1HQfol6Uyra6WZu11wnt/M+w7sddIUeMbJXyuIrJWtPzfij3bS5S0jtuE73eCW2eAu2hRakXgGGBTHS8TJKDbcIHBew80MrsdNGBmYK0buLeZB/iUup56nR5mLw12IarsYxXMxvfl2GzZxAauUFUoUXyZPeJ1/1kKqehwwtNiEyJVGiuIBkIBXFSDZKSwszM0f84Tf/wj/+8f/kTKvtIY26AgTKZEoUH+NeqWH2mQals5SDL6KMbajJk91AYs8mr+0m0ZM+BqNihiJCRkNNtKlTqFfeJbytxjBYgsFRjN5WRJeuCJEsG7OvifiJm+ByLwpTERJ5LsLWYsx2GeuHBraeSljfM7Cx28PCnI7FuR52NrzY+5roVRWwvWYmPNlNPKLg+YaJ336zyE+fLfDt6Qy/+7t1lk8MeNebmD004tuoZ+KglJV3EqZ2y/DG03GG77L1qo2ZXQV738c5/mqOkxdLzM4vMrVhxLdehDvSxqevT/n+0zcsRhYwjbWz8oWWjVdGRqMi4s8NLLxWM/9WjXVDgG1FQFPfLdqsdzCPFaF3FyKxPEHvF2AMVmGOVGGdE+BcbMQYElApT6Va9YjhFTEjW/U4V8oZ3xCy8+kgRz8N4j+oxzCdyPLTPr754YSd/RCWQA2ygUxarSl0uqsQabuYDq/z/ou3rMXjzM2uYhzowLvQydqxjddfTzASrEdvy0LjKmEg3M6zn4LM7VvQW6uxeoS4QxoGJtqJrTtYO3Lz/hdR/vy7Tf7652f8/u+P2XrmYWhMgVwlRqEREZjuJ3o4yNiyDk/YwObhCsfP3rO/84pR33O2on/gP/39f+Y//ukb/MNm5hei/PWv/8TbT18TX5qhVpxBq+YRpa23KZIkkiu6SqM+m5EVDbY5Gd41A+3mKjZee1g6thA/UhLZlbLzpYPYCyMjS214FmUE1rVYw0ICm0om1tSMRjvROerYeTGJOSjCOluLf6uT3JbbpNfdoKS5hJ3n+0TmR7FZzKzvrBJc7KfLlEdW3QWetJyhqPsMVcpPcI2V4bBko+l5QmnrDeTaAixDNdQoblMg+5Aq6Q1yRRcQdD5E3lNFTet9SpovU9ZxnVLZddocuTT0pFKtTCCt8iwdxky6LRnkNV4is/4KZR3XqFPeQTOaQ770KlerznK+4gM+Kf+QNOkNyvvv0mBPxhoV4NtqplqbRJniNr3+VuqVJeQ2X6ek8wFX0z/hbvEH5DSdRzKYR89sK4+aUshTZtLmL0czV4ZyPBPrbBndQ2nofE+Q+4ups6ZgXRIx+VzFzKmC6ecqHOuN6GJ1KELFjG5XYZ9OxRUrwRIWUCa7y+3Cj6nRZqPxCzDONjP12k7vpAib+Tam3vvcq/6YUmUC9+suUtNXTE+wHbmziArlLQT6e4yuyjBNC3j66hv+/sf/l7//5X/nP/31/+NMfmsiRp+YvmAtXZ5bLH8lY3JfSZe9kPzmOzQYM6kzZqP31dE1mM/JDxMsvTYzsSRFqc1F3HEfpSOd8K4cm6+G0akOoptGhiNydK5WRpd68G0YGYwqcE62I5FlUyVOxuwRsnwsI7YjZOe1jMPXco73HewtD7AcNjDj0mDsrmZt28Xqlp3NVRMxbxefHwX59Xfr/Px+mdcvPYRW2jEFKxlfU6CduIF39zaLp0JGZssZjZSw/6qVZ58rCW12svPVDl9+/QPH6wesxw/xzrcxslCJ0d2PbTBKwDPDuxfvCa/7WH9rxx4UcviVn6k9JWNbUtwbXbgPpagjebQ6EpG5M+joT6HbmUu3twxDsBb7QgOmaCnGSBH9s5VMHCgR23Ko0Nxj8ljD+KGUlS8sTG534VtQcPCth/G9DnTjGcTWNKws+OlzVqEdz0Q1cR+B7hbZ9dcpF6Ui0zRxeBonHJ3kyy9+S7tGQoXsAbaJZsLrPQwEJDQrs+gZbaJnvInRTQnxFwOsHlmZXOpgYknO9jsH8RMbc4dWXr0PMx/vYfvZECundjafDbF14sXmkaG3tGN2Khib72Fyo4eZVRP7z2IsrU3x6tlL3r77Dzzb+wPvnp7wP//xe374+mu++vEH/u3//q88f7FLfGkUcUcWrepUhKpkmoypCJSPyJcmYQq3MLxhwL2sYfrQwuaXNo7f+1k6MDE638jCcx3RZwaCuzKC22p8qzr0vnqkA8Xsvptm5cRNv7cW14wUmaMUlbcYc7iGWnUaot5srmZ+yCe3PkapamMpNovVocXqklIguklazSXu1ZyhsOscdd2XGZkWUdtymy5TDmJ5JgPWu7x6nsVcrBrnTDmFzefJbblIUfN1apoTMDuKaFLcReXIokl/h6beNIS9qbT2P6ZGdo9mdQpdfWnk1F3gcfUFsmo/orzlOmJjEnXaJHK6r5DZfYFS422S2z+hwZmCa7uRgaUS3v5xjMCWlHJ5EmJDJXdyE8luTCK58ga3ci6S33KdPPFNOt3lqCeFlPQVoZhswbmvYPy1gnrTDdrsaTRbUzBMF2KYq0AbKSH6mZHhnQa0oUTE7gT6l0qRjWejC+UjdT+mWnWLVnsWElcejZY0KvQPUE1Uo/dVonDmoQ5VMLplIKM2jVsp10kpO09C4XkyRHfJaHuEbKiNLruApv40Op052CJN6Lz1RFaj/OF3f+OH7/5GMBLjTGlHGp22atocT3AslDC2WcdwtA3TWDMpFdep0z6ipOMeWl8dC6+s9ATq6Q3UorEX02etpU2Zjnwgg25rDnJNCWZ7HZOL3bhnZFiCChxRPcNr/VjDUsYWFZy8nSS61c/2WzeRXRm+hRZCcQnhpXb2NgZZD1nYiJqIBrXEIn0cnPg5fOXn+esRvnszwzfPp/nx63nefepjPCJEanuEabKU4WgL1vBDwqfFLJ4qWNi14gu3cvpGy86JAs98MYFNOYtHNlaWAox5Jpk/0DGxVYfG2UrfsIXYRoSp4AHWwTDzuzP413T0TQsY3WzHvydHM12OfUNM32I9xnAt6kAZHa7HyD259IYFtAxmInFl0uZJpdOXhWaqFNN8HcZIDaLBDMyLTVgXGggeKlh4YWJqV4M7LsQ+X4V1uobTt3P4J7QYh0ppNN2hxX0HUW8aI5NaXrycpM9Wx+RiDwvbY8S3YkgMVehGWvHHPcztTmD0tWAJdeHd6KNvugPVqIC1t2OEluUYh4sYnGxiZl/F3ImJ6NEgi4dDbJ66OfkqyPoLC/O7KrZeD7NwPEgwbiQwq2NyycbUqom14zFefrbP6csV1tfHWVhYYn5ugdOnS2zGo8QXVnj/3bf8+R9/zdZxjKmZAcYm+ugfbaFVW4hA+hjFQAmmaSGOWDvx117m33iIvnQxsacl/tKOf0lJaEuBf6OD6QMVy5+amDpQM7rciWOmBZm9nOlNO6GNPiKHVuaOB+iwFWIO1jO5KaPHW4nKU05+612u3P0EQ6+Uva05Rkb6cbg6KW5M5GHxBW4VfUBp13U0lidMLXajsBSiGSilf6CU5XgFP31fz+mzVoZDZeSLP0Igv01d+12crmrslhzau+4g1aYi0txFYktDZE5FbHxEZXsStR33qGy7ysPyjyhtTaKh6xY6Wy71nUnUaO5Trr2FyHqfnukipJ40xIOpFMgSkY3mEnurZXhRQbenlFZ7ITniDITmfJKFV7leeIEyRSqVqmTKNCmIXaWIvJXIp4XoZ4V0jKYjGrqBNpBDaLuHqaMeBteamD7VMLzdjGYqDUPkLjXWyyjGM2ly36FvMZcubzL1vbdpsafT6sxA7HjEwLIQhbcUpbuK9JrLtFsLGYxIyWnKIKnwE5KenOV24WUupH3C9cJPKJal0zXYSFbTPTRjQuIvhtANixFp8lncD+CZCVDXXcWZIkkyJR3J1Pc+oMudjjlYjdlfx0isE3FPJk3GREo7rtMXaia0b+BJQwINikzya25QUnUd41AJg9FaSoU30aoFWMwCVH05aAerMAc70Pjb0ASbsc+LMQWK2X5hZv9LMxtfaIg+lTK61IDWk8PoXDPrK/2cxj0cbwzy6niU480BXhx52dh3sPvMzvamidODEV6+GiU0Lya2J0fhuY96IgX/SgfD81Wsfi7n+Ec7i0e9PP/azg+/6mFtS0JgPpuZLRErh0HW1xcYm3AyvFzK+H49A9FqxhbNRDa8+CNDTMQmCG1bmD62MLrdzsiuiImTDsaO25AHs3CsiVFPViH15KIKZdE5kk3/XB3N9kyE1nTa3bl0eHLpGCtEOlaAKlSBaqoa81IzyvF8ZKPpRE40LL7qwxKuwh6tYvlpP++/3cTra8bpF2AYy6DVmYjMmYFvpot3X86zvDnI1KIWX1jJ8EQXou4UPBNj/Pjz/8K773+NwduGf13F1LGVsc0ebOE25p/2M77WxfCcFNd0G75lLTNPPex86WXtyE5oXsXrr2Z580WA1WMDq0/tRLbUeOPNzD/VcPJuktUDF8dvgkxHnRzsHrCxGWFrcwWPa4DToymeHYc5Oljit7/+FV9+e8rmswCxjQHiW14Gg51Ie4oQKdORmp/QM1GH0lvF2LKOpc9GOP7lLJN7RsIHOlyxWmzhYqb3ulh83sfuV24MY8UE1tsY31AwdzhIcMuG2t+ILSojcjyE0S+kP9DIyHwLw9EWenz1tFmrSEy/hsupJhywM+oyYBvqIhQZpUvThkCRh0ifR171LZyhZhqUyVQ2J6Lrz2VkrArfRAmTkQZMjgIM9kJkxiz6BouYj3fg95WzsdHF8paEyLoEs6+SdnMOAuVdSppvUNuWRGX7TW4VfECx8CYS1T3qWm/xOPcCN/M/5m7lWZJrP6JGdxOtL49mSwnXsi5gCIoZXBJjnuikwZCLeCgLQ0SEcVaEoD+F5qE8mu25JFZdJKsrkWpLJpKJatoCVVjjrajHC6jrT6B/vJDX34bZ+szJ0JqQoTUh5lgFXd5MRNa7yLyp6KYzEQ1dpXHoJs6VClT+x7hWa7AuldMzm40+kk2nO5uspuvczDtHWm0i5dInXM+4THLVJa7nfcjFrE/45N4FEvNuIXc10+VsJVlwnyZTNSMLvQgk+YhUueiHGyhsyaBRX86ZvslijLM3MS5coET9EQ/KzpNXl0RoQ4Flsp7mviQa9QnoA2WYJvOp706hSHibPME1dP1lTK50Yg9X0t2XjW9MiHe0jtaue+hdArzLWpT+eur703BEmpBbslH35zCzKWX5pYGRWDO9Y2U45mqZ2VexsW/j56/X+ex0mp+/2eBXb1f54miGlY1+plbUWEZqWNhyML9jJbTVzPhuLcapHPShVOZP1MT2e9l5b+XZr6zsft7Hqx/72HwqILrSyMxSBTtPHZycbvDqyxD97i5M491sfWvFvy9ifMNMfC/KVCxAn1fGyKIR/76M4a1GvAd1BJ81M34qRjaZTOf4Y1qGH9M69JC+aB5luutogsU02BJpcd+l3ZNCoz0N5YSAJmcB1f0ZtHoK6I3VY41XogklY4+W411vwT5bg2OuFmeonsW4ieGRSsYmaxmZqcA6UYbKkUIwJmVha4ixaQUziwa84xrmlwYxecqwj2rYOTzli+++xxnSoR6oJ/pskJXPBggfqRhbacK7ISN2NMnKUYjhiUlGZk+Y2wvx+qsIxy8DzK2YCC/I8UYa0dsqUPQVMjDVzOSelhefz/Pi7QK7xyE2toP4/Q7mFgYITQ8wOWlmfc3C6Ssfx09n+PNffsfS7jTj83LiB3aGp7V457opEyfypOYSxZKbjK3p0fpFdA9VMRTvJHzcw+kvg3z/lwUmt+rxLhUxudnI1GYbwbVWQmsSekaycExVsfbKSeyZk96pFprsudijnZhDrRhG6rEEGzEFGxnf7mN0rRfDoJiAT8uwuROXrY+F6At++4v/g5++/w88/XST4akecsqu06B6QHnHdcpEV6huvUZpwxValSloLHmIO29h6M+hU5dKXft1jINPcAfKCATrmZxtwB+qIzQto8uYToX8Lvmia4jl9yiV3OBO8Vlq2h+hNOVQWPkxmYU3uJL5MZnCW+SIbyMypmMIlFHQlkbHQC0dQxUoRguZOdIhGxaQ0nqFJ92JyMbLqey/i2dPgmejnWbbE0QDWZSbHqMK16OaqUA/X0a7P5N210Pix2qW9yyYAlW0OvMQ2tOo7LtHuTaZjMZbqMczGDvMpzdyhzb7A8T9mUgGHxN6KsG5Xolrs4bJ5500W7O4V3GBpOKL5Lc84lbWde7mJXIt5wMSSz7h4r1POPPxByQXJuNbH2BkrYcqXQ5l6ofIBqq59+QG2gExZp+EBm0xKk8LZzoHipB7HqGZukbXcCaOGSnG0TLK229yJf0jlM4i1O4CLFNVBNaaEXVnUFR7i0ZpChUNN9EPltLRn4Z9JIep6QK2Ntuxu0vothVjnhJjW2jDtdbEYKQak6sah6uR2S0DIzE5rlkZ6qFCvHNSRhc6mVhVEls3EpqV8PLFCL/+doW9xX6evfAyt2/Ft64ltNvHwisPq28m8cYCBJbGCB3IiZ3K+f7PSzz/lZfYyzZWX6pYOGnHPVuFc7qUyIaK99++4fMvN3j9fpiV5178my42vxtg9rWSwH4X0Z1x/HNGbJPN2MLNaKfSsCxlYV3KwRIvpn81G/dBJdpoFqrpHIbWG3Ft1aKfrkAy9JiWoQd495uQ+wp53HoDTVCExF1JgfIx9Y5s7GstuDYFGOceoQrcxRTOxTZXine9GdVQHqq+XILzQmyjhTjcVVhdYkaDrQz46hkIdRGK6+mx1GJxt2LySLBNtqD0CFDYq6nrSmdkTsLMRi9TB0rib1TsfGEisqslsrfP8sHXzKwEmIlNMb2ywuicmZkNA+Or3cwf2vAvtGGPVDE4285oTMn0upGpuI79tz4O3oWYWbXz8v0qi1v9jAQbCUW0+GdkjM208/LLVb7+1Smn3xxj82kYn+tkdsuBK6whdmCkVJxAXWc61gkR7ria2HMfRp8Iy3Qj/s021t/08fpHP1PrTaw87yB2KGLxWMzCiYjgajX+hTo84XIO3pr49V+3WH1pY3ilHfeqlJFlOf4VDRMbPbgWu5k6HsC328/yKxcT4W406mLGQw5+8fMf+V//+b/zp9/+ZyYmhhgYaGZzcwDbSC1lrRcRdJyjTn6ZAuFFtPZC3CEB3eZkmroT6dA+oqb1OmJFMsWNV6htS6RQcIn+oUoiiy2s7Uup0SZR3HKDOsktKjpuklF3E529hvKGy+SWnuNx7kUSis+RWHmOO6Ufk9d6kxrdPTqclYishYgdhbQPVCHoTkc/UYVo6AGP267xqOUKDyUXKetNQj6WgzpQiXKiCnmwlImnOkb2JdjWhfQsNGJayWPuVEKPt4wcyUVulp/jSulHZHVcoVaTTWr5TTKFH1Ch/ACR4RILB3pM/ha6nBXY5tvpmRJQ2H2basMjskRJfHT3Qx5Vfkyt9j6S/hIKRI/pdFSSL04loyGZ7uFWmk1V2GeVTB44kA/X8UR6i55AI62GCkajBprU+WQ0JFIuT+PMjUdXuZF2gczGK3USw0oAACAASURBVMiGClh8bsMYqCWp8BJPhCnofDXoAwLCO1ZGZnq5m36Jkoq7VNan0G4oo6otGfNgFj//+IR//p/K2NgU4Rirxh5uw7utI/Ksl5ldOb0jxXhjCib39Hi3OuifaWL6yMrQcjMzuxqmdzpxL1YytlKLO1TBF5+O8/7TAM9Phnn7eYjodh+REyWHP1k4+HGa1+9/4q9//W/86d//jf3PxvHv1KL0PaG9/z6rbyU4ForpmS5hYEbA5KaQ7ZcWvny/wdKSgd1nVuZ2HAwvatn41kToRMjIWjmB1RZm9uS4l1owTJdhnC5BO5mBe0dA72I+mrnHjD1twrklpsNXSPdUFbZVIf2xMhS+FBr6knjcdJGLhWe5LbhEqT4Nmb8a0UA+/XNSXv4Q4+XXfjyr9UhcSSh8d1CF0qkx38cUELF7NEJwpgO9vQjTgJyN/S1effMU95yOkbgO85iI4IyezRMvIzEV4aMB3MsaBpdU2KLteBZaOPlilKn9VtwLNUS2NKwcO/FHN9HYAgwExpneDjBz3MvgfBPWqSY6jPkMTrQwEGlC5SvFu9lJz3gF42t6AksaNt95WHjRx9YXI3z152VWT3qZinWw/9LL0lMn/riUp18s8pu/vGdyzc7YrIajN05mNlTovdVED00oLAXYpoXY5uqxzwpZeT7G3J4N22IjsTd9xF72Mr2vJXpiJP5MztJRM9ENAbufKnj5/RDPv/MwsdLC0ZdDvP67EGufOpg40DLz0sr0MweR50MED2xETt3E3o7g3tSw/HaId99FcI9LiD11sfPVLNNbkywfHLJ9/JTArI6xOTWeYDsd+geItFdoN1+nRPIxncYMdI4ntBseIO3JRqHNRix9RLs2hxJRImXCK2jNjwjHGlheb2X/tR79cAE5wksI2hOo6Uwkr/EODdIsyutvkFVwmXtpH5GU9yEXs89wI+9D8iTnMYxXUKnPJrH2KkU9KZSb0mjUFSM2ZyIeeEi7K522wXRyVTfJkl8hV3mNxKpbJJZeoq47hdffzrH8QsPMaRvjJ2oirzrpm82n2ZlCetdFMmUXaRtNobznHgllV7j+5GOqFdfIEZ6lSnKNyWUtoa1epKOFVPakUNT1kILOZCSOUmT2Wu48uk1K8U0KWm+iCJTR6s7GEm6k2y7iVsY1Oi1CXDEFvjU95qk2BqMybDMdDEeVDIQ6mdl00KypoLg9jUZ9DmcS0i/Sos/FOlmN0Z+Lc07A5JYaw4iQbkc9tukG9KPl5FQ8IC09merqQqTKSu6nXaJJUcDwjJyBsUJ+/GUJ335WiXOsFs3QE0yRZka2FIwvSXBP1VClSKJam83wTh89YRGBXS3Tz3T0Rp8wslPM2G4prrUixrZrOfrKzosvPITmhcQ2e5he7MYXk+DbrOP4Nzo23jv4xW8j/Ls/nPDqs0Ne/ORh5zs19eZ7VHReZDieycSBGNe6kOU3Ora/0BE7kPPmyzlCM3pWDvoZmetg9tjM7Fs1kZedTOwJsYZLkVhTcURFGKYKMc+WYJwpQB8uxLZWh3a2AM1MAbLxYuodGSiCxSgn8+jy3aN77AH1xgQe1l/hZuUlHjQlkNl+h3p7Nm3DpcgHBLz/doMfvt1gKm5A48vCuVaIdbkcgS0ZqbuAledO5ndNTKypGAxqmNuaZv/LDUbXjEwf9BNaVxNcVDGzYmX5eJatl3uMbfTi3dHj3elmYlOFY7wN86iAyTUZY0vt+Ne6CURjyPv78M+tsf5yF9+OApmzGpm1GrVLQH9QiGVKiNpdhWWqEZWniInNHuZPBok9MxN9bmBso43D7yYJH+vYeG7n9LNptk/HmdnWsPHKyte/2WZuZ4CFQysv33tYOu7Fv91O/KWG6U0pOn8Jbc5sPEudzG2NcvJ5nLmnOqaPVEw/N9IzW4dzoZHoYSehlUZiWx2sP9MRWpERWOliZl/Hy1+H2f5+DO++CtuKhL5YE/blDkZ3dXh3+pg4crDyZYCpZ3YO38/xi7/b5vClH9+6FttcN/apQbZffsHxm5+J7PkZXGxH2leKylJM90AqndYkyiTnEHTcpLYjgXLxNSqakmjpekiXOhvLUBN1LcmU1F6mU5OAa7QEkz2fHmcBst50qtpu0dB1h8buJB5VXyUp8yKNrY9JzrlCYuZZEjI+4FbWB9wtPMuTprO09WdTKE3lQt457otvIvEVUai8T6X+DiWaBNpdGQytiinquUux8hoVujvkdaTzoPIGtzLO0TMiYXy3k77pHFbe9ONdF1Olu0265AbZ8tskNnxCifE+heoHlGmyabYX0WhKoVGfTrO2kCe1d3gsSKSqJ4VqwxOSShK4cPs8CZk3SMq+RpOihlppLtXyFBpM2TRYHyH1pOLb7EDvrUXjamDu2Er8pY1Wcy6l7Y9xRgworI04JuSMx/uxeNXkiZNRuuo502WqYni2C3uwAe+cBIuvnOi2iZPPZunubcTsEVPTnM79u2ex96bRr8nHOdxJtTiX9NwEhidFuKa1DE20MjhegMRSgGWsGZ2vCu1EHlMrEgbGK2nUpVDclY5j2UCbpxpHXIR+Noue6AP8O6VM7QmZ3G3myz/5+PYvbgYWMrHOPyC828npD0FWX/Ww+KqdnR/0PPudkX//v2fwp38o4uXXoxz/qKN/Npustkv0eOvosD1iIFrK7GkzW9+YWH2nZvagjZVnRnZeD7L5Vsf8cSvTJ1JM8Vrcm814NhtwxKsQ2x+i9OYzvFyDM17CxGEb44cKHGtidDNliF3J9MUE9C1UMXrQgH25EPtiNt2jd6nW3qR9MI9HTbdJkzwgT/6ICmMKTY4iRiMGvv9uj7moCd+ECvVwCbqJYmrMD+gOlmOK1TO4LuXwxwl2v3YxEpdij3QSfupkaFmBZrQC53wTI4ttzO4O8errz9l9c8LayzXGd3VYo/UEd5R0Wiuw+etYf2lgfKeG+KddhPecaIaFhFaHCW5a0AdrKJelonOJCO/bUXgqsEaaUY/VMrwkJ7SrYmpPTfRpP+apOgamVbQ5njC4IGTuZR/rLx3sv/ay9TrA4omO4cUSVk/7WXhqJnyoZeu1icUTC7NP/8foTGOvxBJqJ3JiI/bcwfzOGPM7w0xsdzFzomH8UI3CX4xpogzbdDmzB2pcMyLG412sv/Qwe2gm9vx/9JbeubAvtePalDO42oFhtoa++QYsCzICB3bin/nY/ynM1qcevvlmgeVVN/1jGpoM7Zi8o8SPDtk8+Zqvf/sDK5+5+ernXSbjepp0SbQY7iKzZiCQXkHQloBUl4eqv4Jm2SPU+lIGnS2IWxIpqPyAqqYL1EmSaFVn0qxNIVfwMVUtVyipu0Ct7C5ptTdoEF1ldTGL6qrL3Ew9x93cD7iX+SHZVR9TL79CWslFLidf5FrBx9wXXqZAf5/bTeeRjOYhD5YisDyiYTANxWQFKQ0fkVB4lnOJH3Eu7UPO3j5DSu1dmodLeSy+gGtehGe9CvNcGepgOVJvMamtCeTKHyIfq0c2Xoc6XIdloR3Xsp78jjTOpZzlfPo5zj0+y6O6RFrNdSSlJ3D18RXOJpzhRuolatrzyai+jkCTyJ3qs9T3Z2CONjB9qENur0ExJEA7VkGNKp38hkysQTXKQSH+WC/BZROdphoS8i9Ro3rCGUFLKSJFNTfuXqZD3ojD202RIJmpBT0rOwM4fXU0tj5gyPyA/+tfUvjf/lbL5oaC6IYF32QbO286CO3qsUWVGCaFZCsS0DmrGJtvRepKYnZPQYP0Cj1D5SiHauiZrEU8kIV+Jo/uqRvMfdqKPyohutrD4q6WX/xxnBffGmg0XaQ3nMbGWzM//cctDn6w89VfRvjpbyMc/qTgp193s39UxPG3ZqLPhCg9qdwo/YhOVwEjK22UtScikN/Fv9VFty+Vlc86Wfm0g/gbOctvu5neETGyVod+XoBjRYJzVcjARjk9cxn0zTzBuyZgYq8Z00wF7Z4naKaL0YXL6J4sYGhbhCZcSIk2EWH/fer0d6nVJvKk4wqV+mRSWm7zuOU++coUhI4ChLYCPGETB8/DmIYrGZ4SonJWUtSRhikspcVViGGyDtN8K2M7cnyrzXhWxESemZh8asEy3458qJTxHSXDq1KG43KmtvuY2rXgXupmaF7G4JwIbaCQwcVm+oINhHZk7H1uZHqjkeWTQbwRE2ZvN57FTjRjDXQMPGHuyMTYghrfkobQkZHxUzPjhwamj7pxr9aw9d7K+LKLwNQR7mkPo+utzB3p2H07yP7XLjbf21h/o2bxmZKDrweYPGgl/trI1rt+3AtSxreMSM2FZFXeZiAsJ3pqw78pJ7CsxTPfhm6mhKHVZgI7cgZnm+iy59DQk0TvZDk6bym+uAzTuIieiQa03nJ8SzLipw5sETHGKRGudSWDq52M7CgZ3TEy92qUpc/9bH07yetfxIgu6Jhf6mFipQfPwiAHn71h4/Ql0aVXvP38e4wjzfQ6KnF4a2lQJaBwZGEOlCPW3KRDn4rV04J9REJTRwYj3m7qaxPp7U0jvFiP2VPEw4KPEXQ+QG7PRGJ4RJsqGbH0Li2aPPKqEnlzlMu//dcazIpbJCZfICHvA24lnyGj9EMEHRe4mnSWj6+cI7cpmVJVGr1zEvL192gYysSyIqRmIJWWsVyG99qoVd/h2qMP+ODKGc6mfMAHt85w9v4ZsjsuktF+mWrjQ5T+VOTeHGSjZdRbM7knuki1MZc8RTLlvRlYN9TIgmIK1ekk1F6hQJXKtYJLnEk6w9mHH/K49gE1ykqu3r/KR4lnuZV5iQZFITVdeZR3pJEtvE/ncDXWZSHjWxo8MT1Dc0pa+gq4n3uL8aVRgtsWghtGdt9OMjrfzdabAF22GpSDDZy5+egiSRnX+eTyOfKL0tEPtNAgfYLBXoLR2kBtyx2cPgGfva3gv/3rHf7wczlry1qevwqwtKNndE5AeE9HYKePnuk6xAOPaTDcRz+eh3TkLjMxCeEpIc7xGlRjJTQN3qPb/wRzrABT5BHD8XLG5ySEluUMx6rYettO9LgJ1egjBhcr2P2Fg+X33URedvDmH8bY+42YmaeVHH7Ry8FbA69+6WXlhYrQcguC7jRcixJW3gwyvWeie6iC6FMLU8/rCJzksPJ1O9HXcoLbUpZPNZz82E/PdB7qQDGjexIcm2U4V4pYeNGFc6WONnc6Ync2Rb13UQQK6YtVYlluoGX4CU3OJyQKL/G4/SqN9kzKe+/RMpJNjT0d4VAR1f1PsC50IXIUUKLNoFyeTd+YkKquO+gmqnHEmrDM1rP69TDBYzNDy1JGNuT4dhQ4Yg10ex6z8KoX15Ic17oM/UQdlplahpYlDK91MbLazGC0ifChGeOECKWnGKU7i5H1TvpmGvCtyVk46mH7hZnp+Q6sI5WMRJW4Y530ettp7ivAHmtgZEvM9FMNQysSLPPN9EzXMbggZjBaz/xTLdsv5zl8/Sm+RR+RF3rCJ3LiJ308/9LJ9qmCxWMjy89czD3rYXilluUXJna/tjF9qGdiQ8PwfCdqTz3uJS19kQascw245qWMr2qwR+sJ7qqY2FIxtaenxZqFbDQNmbsA3VgNrvkuHBEp6tEy7FEhSl8JMyf9uJZkqHwCLHMdhPYtyD0CNBMixnb7mTi0Mf10kI13IwzNiwisdzF3bCZ+Osb22zVOvnzBwtY8U3NjjIVHWNkfxuKtpNlwD/NEIf6VRhSW++gdT9BY8hkcE9He9QRjr4C29sfIlZn0OvJoU98nreQjSptu0G1MQaK6T37dFWqab9GmzKFAkISl7xrbqykIqq5wL/sTbmV8wKW7H5JS9iHZtWf5+NpZriZfoKgxjza7CKm3ksEdCbpINaM7CsTOTIa2JfTNliJ1ppGQc4GzSR/ywd0zfHjjDEl558iTfIJqPJdC9W0EPVdRjZTgiHQhHSwiX34NibOMh+LbJLclUdqbRbUlk5FVDb5FA46ZNurN+SQUXyW5NokCeTapDcmcv/UJifk3SBfeJ6H4KilVDzFPqRDbnmCYrCd40kVgt42VNzbCB/2YfBIKKrIQdJSz/GmApz+Eie0NML6oYfWZm7mdfvY/HefMzYRrZOQ+orAoi5kZC3NrKgZ8TZg8tQgVKTSrM5mIq9g71hINZTMcqqNvVEJwxchwrA2jvwLHbBPx13amjrQYQ9UY/BVYw0Wox1KYW+7i6ZGN5S0NQ/O19I7XMBRuZ2azC/+iAH9UwPSShPBeJ9MnYpZft2AKPqZ/OpXgkZC5113MvGpk7ot2Im+UONdKWf9Gx8bXJoYWWtj8fIypTSXxQzOrL3zMPdMT2u9i7TMrb34fYv0rB57dYrxHZSx9qWX8UI5tVsj0bjeREzmRUw26qVKMCyWoprOYOVCy9drJ8FIrIssdSvuu0T7+kJHtRtw7DXj2WxEO5FBv+x/ANA9n0ex5TJsvA/t6PW3eHKTeMtrclWgmJNhiSurNxRiCTczsqWnrz8G2ICV0LGfyuJPQUzWHfxdh5Qs3oWMN4VMd/p1urFMCPCvNjK53M7jaRs9MOc55IQOLrbjXW3HHJQxF5ay99qMdq0dofIwjXM9ArAX9eC2jcSOqIRH+JR3ze0o80TrCB72MrrYzs2vEE5ejD1YysCRkaEXCYFyCPliPeqyIoUgT1jERjR2ZLB05Ce/3M7rajW9bw+hyJ8svelh73sPuCxdPvwyz/WaS6UMD4wftLH9mJvZCxc47G1ObUhae9xHa6SO0b8e3o2coLmVyx0R4x0LksI/IoQV7uAXfWhcydyo9oSxExhQk5jx0I/UEt0y4FlqYOlJjmRdhjorpGi5B5a/CuSRnKK6ic6iGZkcl6vEWjOEOhla0jG/pmT7UMroqwb8hY+tzN7ETD3N7Y4xGVHSpGzl98QdevX6P1d2KwpKBfaKIQFxEnzuHQKSZdvVD5LosentrGBuVYTCU0dtXilT+iMbW2zwp/5hWZQaKnmyqW26TUvIx7ZosRNIHNHdnIm1/RGHpVa49+oiknHPcTv2IhNTz5DVc5F7eWc7fOM+DvDvkVmejHu6mNyxj8Qs3nk05EkcuyrFSSo0PEfQmkym+yoXEj0jKT+J27i0+uPUB90ovk918CYkzBelICgLdFXKbb1DW+YiC9gTqex+iHKmj3pyHYrIMQ0yA90DB+LYJ55SOxSM/ytEGGvtz0ASF3Gu8SlVPAfdL73D+0TkSyi6TkHeDhPREavXFVBseUd+XhW1RgGulBt1oPc6IktGlbiY3zXTaqwls6jn95SRT291sf+ZiekfLzjsP73+/xhmv30GPqZP8gkwKc1KRNOWiM4rxxUx0OgqZWLXiWVDgnWtgNirDOvX/k/AeXW0wCoKl/X3O2dgGY4MxOeecQYAkhASKKCGEcgJEBgkkkUXO0Rjn8OXw3vdivfeqpvLUqZ7UM9Wr6VnMZqY3c/qcWfVi7izqb9x77jWiHBJgDjagHy/GN9/M0HI7oSM1hrFi1P5sjOPZ+FdKMY2kMzrbwtJ6O4HFJjwLTXgXuxiIKAhEVawc6QmtCZhZF+GaL+Xgd32Ypp/RbruKazGFje9VTB4LmfskY+p1A9ap2ywcpfPuv/Px+e+WGdnVsv3TCMEdLUsnfUzsmTn/fYCJkxKcK+noRytZ+txH+IOEmXftrP9gx7slw7UsJHxiwDhVxeIHH4ZZAW0jBRgn5UzPhXjz8ZTBeQW2qRZ0wRyMS08IvhCw/r0T5VQF4sECJP4ihAPZKAJ5SMYSce9UIx9Pod78GLGriMruPO4X3MW6qKXVXYncX0VoX4PcWYY5LMYbFTL3So9lsY7Z9w7e/c0ii5968G42IvfnMr7VgXW+BEOgGv1MFb0LxUxu6ZncGUQ5XMXUphvrmJHFF4NE3wwwsdmN0puLa0FMuTwJy6QOzVAXpnAbwVM1+skiZo4tWCP1+ObbCB31MbajZXhHTW+oDeeSDO+qAqW/mJ7RWobndLR2FnP67TRTe2om9tSM7uqY3jWw9NLI+rs+vvrzIisvzEQOjfjXxYzutbH4VsXYdhNT20LGNwR8/usQxz8HWP04wMxZH+O7GkY2FNiDTSy/chM+tGAcr6R7JIdOVyyOUC6u6QZkjnQa9Ul0uUuxTgtY/ehi9rWFySMDnmUZ+slmbHMyVCN1SH0V2BdUDG6bOPr9HKd/iDCxq2L+pZHpQx2m8Vrmj/R4psUY+xsxeCrp1BczHBpi9+CQ/mEtVW036NA9QGFOJLLaxeBYI0JpPHpTEdMTJnwOKQZ1EXXVt5DJniKRJlJV/4Cm9mcIVSk0K5MQmVLZfDVEVVMcIuUzjM5M0qtvce3JBe4lXOTGsy+4l3yJ3IZblItjePjsBrmNKViCGmTeNsT2ZsrUOZTKE8lvjaFBn0GG/BEPqr4gqe4Gd57c5nFGPO3WNu7l3OHLtIs8KL1EUecdOt1PSWu6zOOSK9zN/ZKbGReJK/qSNksi5kgNmmAxqrlixMP/ntaoBmoZj1qo7Uzjcc01MuTxxDVfJfTaicBaSUzhLe4UfEGW8CnXEq8Rlx/Dw4obXEn7klzpQ9odKfSMCxjbMDGw0olsoBDvcgeRYwMvfzPB4uteTn89Rei4j+ltE2NLKi4Ewh7Ss59SW5eFprMelaie9o4y5NYm+gISBqMGpg919I9XMz/fQ+9UAzX6ODRjxZinChlfaiW6r2dkWUSj4QFi2yM8CwWYhhIZm2tgaU/D7KaAwIoAkS2X7slaHPMyBqNyJrfa0Hpj8YUr8EQr8O820BvIxBV5yuzLSvZ/7mXhvRF1KBVdMIHvf53DP/xPZSy/bWFsRcnRzwNE3nUROlGw+7WdyImFpQ8Kxg5qaHM8oM0Sz9aPbpa/07P8rZaFz0YWvrLg2xbhWxdhW2hm5KiTmfdG7DvtDK73MRaYZHP1jLmVBfzBAdwRNaZwAd2juYReOajpy0E6UoEu1ECu6hHNnmeYlkpoH36KpP8Z5eqnPCi8zo20K3yZeonbBTdodVbTbCrCMimgouspLY5CrLNiVKNlDGx3sPDJyoe/W+DgNx6iXxmZOVFy9LOZuTci1CO5SPvzcC93MLE0wczyMdPr02yfbzM5H2VqcwDbbAfD691YZxpRj1SiH25h6XwKy1wngwddDB1qUE1UED5zsfl5kNE1NcqBaiS+UmxzEvQTLWjHG+mZEtBqLWZ8u4/D70LMn3hYODWz/ZUP/6aY6ZcdhI7UzJ32sP9DPz/+yzzzZ50svVYTOG5n/mUHR98amT6UMPtKzeReB+//HOHFbwLMvenDtSLCHK4heCRnbEPI3jdDLL9yoR0pQd6fiitcjmE4HVeoCtt0MeZANRVd8aj6q/CvKxg/6Ma22EbwpA/nvAZTQMbYbg/WeSHSgWr6t3TMffDw8s8Roh/NLL3twb/aSYM+ndCukU5TMV09pQTmzOwe7rC1/56xyXG0vRVUt1+mVRNDS9dDQgsd9DnykMmT6fe1sDJjR9qUgVlXgsVUiEL+hIamB3QbK9BaqlA78jGNVzC43E5oV4nJn0N4s5PDr+yMrnTQLs8kM+MuMWlXuJX0BVm116mRP6a2K4GS9kT6JpQ06MtIanzCxbgLxJZe4l72JXKEicy+GaCwK5bY3GsUtBSQXJdCsTKXO8W3uJB6gYeVN8gR3adUdo/yzgwaVEUklN3icfFlnldepkR9EbEnnt5IPb1LNYiHkjHPF9MXqSGx/DqJBZdJqL5PTPlt7lVex7mqwrnaRX7XY9KFD7DNi2juLeBx+R0eVl3mVv4VHtdeo7jrMdrRUgK7ehoNmdT2pNDpz2fhSM/WOxfBfRMjqz2YxkQE1vpwB8VcqBFnYLF3MDamYT6sZ2XBhqK7HJ2vFeu0mMF1IeEzCedfu1k96MEeKEc3mUP/toCugWSsk8UMhZoYmG7GEqxB6klD7rqNbSiVFx+cTMzXs7ilJrgiR+bIpbEvDf1sDbZoDZ61LEZWShmI1jO40USz+SHKgRSmN4uJvhQxuS/hzV+CBM9rmH5ZwZufxay/y2LuTSsbHzXs/9LL4jcKTv/oYu0rNZYxAbPnFkaOWhnYS0MycJ2Zlw0M79Sz86ODgZ0mrOul+Pab0c+V0DtfhW2pAvNiEZ6NRvyrVgan3aysrjActGIdk6AbKcC6lEnfUimOTTm2tQ5UwQZ0oRba/SXU2OLQRUqp60ukWvuIos4nxBTc427BDR6V3uVq6mVyRemUSrJo6y3EOidCMlyCNlKHNlxPb6Se2bc6op97Cb/qwr/ZxMhGE6/+YGfzkxalNxnjRDEybzFjUSubJ/OcvFnmxbsdggt7eEJ+JO4yRna0DGx04l6WMnVgx7XUgXaqAu+aDEdUimWujaU3DpZf2xhek+PdUOHd0DCyocM9J8Y4XoPKV4UzJGP2xErkxMz6Ry9Lry1sfnYwsNrM5IGE8Kma9Y9WVt7ZWH3nxb8lxbfezNrnbva/0/HyV05G10VMHShYeNvH5ndDRF5ZmH9rY/6tDflgMYaJUlzzxTjmqtGNlOOItKPxV2EP1NFhfYZtugLDcCFSWw5drjrq9NmoR2txLLUzeaRDN9mIYaKd7hEh9tkuzDPtFHSm0+wowBSSM7JnQzvZRODYRP+qCoG5AOtUOxp7Jd4hIVNBLQtLIZaiq8yE+3B4ypEY4lDaU/EO1eH2FaHpfY5Ck8H2sovVCSWRITEaeSpqZTJWSwFObzOO4TY6TJlovDmYAkWEd3tYP7cTOGxhZr+FNz/3M7ktYu9UxtZaLck5t7iZcInnpVcplSZQ2pWAzFmGxS8ltzKNu1m3uZF6hfia6zyuvkNyXRyZJSkUSxJ4mHWVq/evkSnIIEP8nJvZN7iQeoHrJRe5X32dYk0Gz6qecC32Cg9ybpBUfptM4RfkS7/gef0XJNbcQOHPZv5dF73zqegmsqlRPaDDlkJ7XzFpDU/JED0hXZxAqfYZefIHJDffoaA9GYmvFON0M3dzh7JTWAAAIABJREFUr3Ej/QqPa64hdufjWxVhnxEgNufRNVxCb6SOw3cDrJ3oCWwYcU7o6A9145mSYJts4sJAWMj+qZv9F0ME5rSMTIoZDSswDzfim21h8WUXc2cCIrti+kZK8IQb6R7OxhWpQu7NpHuymNEdGf2hVmwBAQvHJuYOalg8rmXlVMjIfBm9w5W0WNMo1d+jwfkEyUQMmpk4wq+amdhuRO5LQ+XPxrfcSvdQEUpnKo6ZcgJHHQxs1eGOlrD0ScWbvx1i7+dudr/r5MUftez+rZqDv3dw+Fc+Ro4b2Prax7t/XGf+Gwu9608QTnzB9GkifVNZrLx3M7QvRTNTSl+0DstqDbpIDo61IsyLuXjWGlh6Nc+Lr96yuBFkfMGCzi2ky5uCLpTI+IkCQX8+TZ5cFJMNFGqTKDUkUGGOQeDNoM6QR544jnxpDKmtiTyqvMfjyntcTLzIrZwbPMq/RbUqnQ5fMYZIA7rZOqRjhWgD/16Gh191M33WwcxJB2MbQvxRAZGjTsY3RFhnqhjZkRA+0rL/cZDX3yxw/tUGY8s+IsfjeKJyIq/6sC204F2TEDqz0TPdgG2+GXOkFstsG66lFra/dhLaVxLa1xA+72NgXc5AtJ3BFTGmyVr6F+VMbmsY3ZTiWRQQOdWz+52HnW8d2OcqGFwTsPHJxfy5iaHVLjT+anRT5XjXGtj8qoelczXLr/T4llsY2pYROu9h6ljLymc3gRMtoZc9KHwN6P1CRjfaGN1rwDZXRvjYgH64jk57DhMbUjyzjQwtS1B5y2ky5JPeEkvXQCXWOQna8UZUw/W4F9XYZxUIrRUITJU0maswhNqoMuUgHxFQ35NDb0iIe1mB1F2L2FxDf6ibydluvEONmC31eAc1hGa6CE6KmQm3s76h4uSgj8H+SgIzEjzeehanNBwu9xIcFGDvKabfWYPXXYxWm45cnY6hrwC5KZne4RKEyhRU5mzWX+vwR8rZPethdlPFgL8etfop2eXxZDU84FHBJXKESRTJn9NiLsU0UEmV4DlNijKazbnkKx4g9ZeQ0/SMSzcv8qT0OvcyrnIt6Ro3cq9zp/A2l1MucSH5AteKviRN8oiHdbe4kvklX9y9SHptHLXK5+S0f8Hjyos8Lr1EXNFlCkV3sU3X4pjNw7VUgLT/CZWqW4h70ihsS+JZQwxPa24TW3mZNPEDqvTpxORe5XnLXUTeDO4WXSa++iYpbTGktz2k01uEM9JMYKeLmZNOQntaFncNhHYkhHdN+Gd70blbsE+IGVls44IvIGJsQYkv0oneX45nogrHaBPm/no2TlycfTVKcEWCcTQLR6gO83glprFS2syplMhikQ2VYZyrQjmah2qsCu9CC6OrOVjHn+GeTsM6nk61KhahLwnl9BMkQzdRBm7R0HcDy2wZg5v1SL0p6Ebz8a+KqNU9IkN4iSbzE6ZPupg8FmGZK2P/ux5++V/D9G+IsUxmEH1dy/5vxCx934FvswH7XDkjyype/DHM+Z+juNeqcK4ksPu6A/t4EZ6lFizROvSRGromC9HPlaMNFWAM5RJ+K2f5cy8Ln9z4oy5mN0dwTcsx+uuRup4jG0rEu9lErSudfONjGj1ZqKfrkQxn0zH+nDprIk+rY6hRPadC/5B7JTe5kXWVpPoHXE76kqspl8lte4bMVUbnYCkVpnQUgVq04Uosc41ox2owRxpRj+XjXRIQ2FJiGitGO5TO+z9MMrKmROYtZnq3l+CKk/WjKd5/f4hzpgvvqhTHQgfeVRn2pWaUUyn0bwmZONJhXWzEEa2hzZqNf03A57+McvyNk+gLLda5Wsyhel7/boLAvgqFp5zAloWll14GozLmz3tYeqtn7pWc4EkHw1utDG0IGd/pJHSqwhauR+YuwjovQDGSjHoomfH1TvyrMowzlQztKRk71BB+ZWDjOw/Ln2xEXvcytm1ger+PtXdWtr41M/NCxtZXHoI7fQwvKTj8xs/soZ69z4MEd7QMraup0ScjdhXSZisiVRCLzFfP1IGV2Zc+9ONtCPoqyZalMPvOTddwI8oxAd41FeOHOnpCtfTMNONe0BDctrF2PMDSZh/H50HOPyyxf+zm6NTLZLCFcKCVAW890xEVgUUt0/MafJ4Ghp3NqMVJzAy3cLZnR6t8TofoIVp5MlZDARNBIb7xVuoaYmlujcEfrMc/Uc3wSA0+fzVFxXd5knyRxwU3Ke58SFzpVe4X3yK++S7xNTeo70jEN9iFwlhBs+0ppYaHGEL1ZAqecCfjAvFlV7iddpW7hVe5WXqV+8V3uZp1ldtlN0houUtC2x2KdWmktcaSLUjgadl1CkX3ed5wlevplyhsj6FUfoOYoi+5mXGFjOaHaCeqCJwpEJjvITLeJTH9OjdSvqRVX8njvBiupHxJYnMMdeZEnjZdJ130gLjKa8QUX6JQGUt8zQ0eV1xC7i5kKCpm462akdkKZrfMjK5oMA034wooGI/2MLVn5Px7JxfcoxKsYxLG93rpnslF7X/KaLiDmYUewktGVnecbOz3455pYHxLgnuhEWu4GvNMIRJfKnXWBzS6blLhuEGrN4vB7RoiZ/U4Z8uwBosRmu7S4UzAulCAdCgWgeMyYu9DMkV3abNmMnkq5+BnLxNHnSx9MLP3vRfXUjOelQYmdiT4lgQsvu7Gt5DJwEYs2z/IGVwoYSKay4ff9zJ9XI9vqRr/YisifQqBnU6U/aVM7Wt48xs/v/79IoHVLtzLTZgXS9DOPccUTce4kIF3q4HBbRk989UM7IqYPlWydODj/Jt1wucWlMOpNFvu0jOXSvi9jCZ3Dnm6B9TZEnFviDCvFCEefUKhLpYUcRy1lmQUo4UUqdLJ6kiipPs5lZp8YgtjkA+2IHRVYAo3UdebiXyyjo7JHJrsSZR2JDG1bcIWaUTsSMUwWk30RQ9Dy60sn5mZWDOgG2zFPStj42yY3eMJ5qP9aD0CFANVVOgTaHPlEDjR0BPOwjhVyc63o4ReajHMlCB1Z2ENlaAZyuDwaw+W8WIM44UMr0jwLUhY/zzI0Kae8Es786+9TB1YCBzrmTqVMbYnwr/aSHC/g+FNEcMbjWx8cDJ9qGHqQINrSYh9sRzDZC7W6Sb0E5U4F+r+HeaeaNj83sPSJxs94RrCr8zMnvUQOdQwERUzsSll4UzH+hs70Zdu5k/6GFgQEzrQ4Z0TML4hYfOTC+VAEZqhKmyhDgS9+WiGGjFOtTG0YUA5UINqsI52bzkNlkxyZc+QeKvo9FZTKHuCyFWOO6phdEfP+JaRmZ0+Dj6Ps/52iPBhL4s7SnZPHUR3TExOi+lU5TIRMrL1MsDRt0EGwxIk0kzsxnKiISELoSrslhwCwyI6RYlIRSl0K/NpbnpKXfVDBI2PcPbnM7vQQqc4nuysK2Rk3+ZJ6lXupH5JRus90ltvc7/0Os+a48gWPSG3LIH+QSXdzlKqdA9R+EvxLHdSpU3lef11bqZc4vLTL7ma9iVfPL3IxVsXSSh6isrfRqn6KVmdj8jtSiRXkkJc2V2Smx4gcRXysOQm93NvUaNNot2bRkFnItfTLnEz4zrXM66RI0lG4ctE0H2ZetkjchrieJh2nS8uX+Ty4y8p6kqmUpfCrZKLXMq7yI2CL4mtuorAnoJytIyY4psI9OlILXkMzVXx9S92wita/DN6pqJ9GH31tBtTkdpy6XYWcGF6w8DSqY/wsZ3+LQGWxVyWj3Tsv/Ywf6BhfFnI6HwHA6EWnOFCLHOZuKKluOdzkA4l0eR8Tqe3Ao1fhic4xMpbNeFXdSiGU3HPtdE/X41lphDVcC5F8us0mh9Too4jS/KEzv4qDDM1dA1nUe9+yvCJmJ//hwVe/dHB7HkrBz/rWXwrZvPbTpwrzzHOXcazFcv2Zw2rZ1I2P+uxRwpZfaNncrud+bNOfv6HCY5+ZWb9OwO73xpZP9Vy9ssYoVdq+rcqGDyoIPxeiH+/nsCZjMlTFZaNZuxrNRx9GuOnX9bZOLIxvqOmpS8bUygf6fgDFIFC8tTP6IuKaHUmMrDZhm+3jSZnFqW6ZJTTzQiGi5D051GsfkajsxCBLw9dWEC5LpdyXQFNrkrEA5m4l8W4o0IUgRwkg7lI+ypxz8jY+cbN5EknnmgLg7ONLJ+aCO7o0PmrCe72ETmzMrGi5fWbeQ5PXWy97Gf60IJ1SYxjSYYv2sH4jpiBqIztbwbZ+d6NJVyDYbKQvnA5jT2xDCwLGV5rZ2RNiH6kEEdIhiUiRjfdhGWtma6pSkaPTIyf9KAMFqEL5LP4Qs78SSf2+QoGF+s4/BRg+6tBpk+0SF2ZTO510r/ShHtZyOSRjOn9diJnBvy7YqbPdITOzJhmBAxudrH7rZ+99w62z7W8+N7H3mcr2++sbL1z4ZxtZOfrYca2lDjn6hjfEhM51tHtr6DLXczKGyejmzL6lyR4l7soU2SQWhOHd06K1FNEjT6LJlMhDT3ZNOrT0fgb8K70oBkXI/NW0+mtIvzCyvJHB7PvzYReanjxaYDohpm9cx8D082I1cn0OapxjbUzcSBn9ycTa2dKtrY1vDpR8/MvGl6+6WZ7zYTemE1J9UMUXXmUFt5CKHhOv0/M+r6C7ZNGInO1jIzVUVp5j7ScayRlXqZBnkJh2yPym56RXPSUu4m36NY1sXs8wtypFYm1kOeFT6gSFmMPKOmwV5Fa9Jxb8Te5knSZ2IIHPMy7S357OnJvA0JrJsqRKtrcNYi9jdSYSqgx51JrSaPDW0Vs6S3iym6RUHOfBkMhsUV3eVwew93c29wrukVi1U3KpZdo0tykUZ1Mfks8aZXxxJXdYGCzi9EDHfGN14htvIt0pA7TXAXdU9nMvNTgjjbjXRDimRYwPFtNeKOJiWkBS6suhoJqOo05KMwZNKsSUTvKuLDzbpCVVz4OPwV4+XOAhfdavNFall/Imdlrwb/SQP9KE95oNZ6VbGbOill428jUSTVCfzzKgRbWd17z6eN/5Odf/e+8+CHI6F49InsKPWOVeGarqVHeplGXSKn0Lq2GDCqUKZSpMunsr6HenER6+2WedVyg1HSTicNmFj6KWPyg4MPfD/H9/+jj1//Jz/znJnrnUxg/ruf4Jzez+zKmD+U45ioYXBYwGK1n9xsDn/5oZ/fHLrZ/6SJ01kBgvZWT37pZ/L6L4dMqeubyGTpsxL1ew8SRBPdKLablAnrnsxle6GLp0MTQbA2ukUa0HgHdY6V0T2ch8Dyn2ZvL8ImC7kAOXUNZmOc6EPmqUAcaGT3roXO6HoE1g+LuOET+IqxrbYhHMtGGWtFHRBgX29CFC5g57Wb7o4PeSDHykTJC+/2Ej2y8+MMo9tUmTOE6prbbmHuh4OinMWSeEnqCLThWhNiCAt5+jjK3qmVsUc7Isg7TpAjPogrlcAXuVRFTL9REP1nY+87F9mcLA2uNTB21oxnJoSdQhn+9HfNMGeZIHv4NMUMbXfQEmxnYVqAN1TJ2ZGD4QIdxthbNZDZzpx0Ed1swTRdw/PUYL76ZZf6FBWuoCUekCctMDSObIgInGnzbLdgiFbhWWuhdqGRgQ4ZtXoR1toOJYz2z5yY23vWw+1FFaL+Z5fNOzn81yKufJ1j/6GTuRR/hExN73w8SfqHFtyKid7qOdkc2pqkqRjba8a9KcMyLUAxW0TvVwvSuiYldI56oAvVIIw2GHJT9tSj7G1GPttHiKkM9JqLBXIQ9KmPlazsv/jjC6L6Evfde5jcNLB10MzzXQFdvFj3OMoYCPkJbM+x/dvKX/2WM3/6tk1//2cjbXzUQmC/H4y5haLIOeW8+Mn0ubV3p1LY9w+QU0NtfjH8ugYOPFUQWG2hrfUBp+Q3SM6+TkH2ZsrYEjC4hdx/dIiXvMaEZC1MRLZ7ldjqcWdRK84lJvEda5VOeVd4iPjWO5KJEHqXFkCvMQOKqomugkaKOp9RonxBbfRuRq54yXTaNtjJUk7X4djoQeUq5V36FxJoYrmVepkiWzo3sy9zPu0tixVPu5d7katKXFIju0Ky/SXzhReKLr1PbnUWJ6glibzYCRyZZnTHIJrOJ/mDh5Z/GGVhvx7UiYP6DkKW3KiZWuphYbKW9Ow7PYC1r2/0Mz3TT3p1GpymVFvUzDP3lXFjc1KC15bO45+D0xwCnvxtjaredcFTE3oteAuvtOOZL8e+X4Nt9zsK7MkY38vBtlSAcfsDgnIc//PR/8m//4b/xr//hP+NfFjO42oFnQUme8CZ16tvUq+9SIb2FQHeXwYgMubsRhb8Z55KUwa1OssS3KOh+QnewHtN0C5OHOuyLTTT0pTK2r+T8r/0c/MbO9o9uPvz9LOtf9zJ/qqLV8Zx2dwbq/mz0/nxswXK8M4Uc/KTh8K/UTJ82MxKtYfSkhtG39fQf1TK400D0Ww0zb6X4NxsxzxQjG4ujbzYXta2csbVeZIPFjG2ocEypUPfXowtW0DGUT70zk4GDLjwbTYzsSVj/YQD3uhJjWIwi2IRusZ1S9TOqehJo9qViXW9AMvWcElMqPfMiFMFSehaTca2WYgs30DWcS/jYzPyWi+mDHjZ/dOLba8e93oVvUYBjoZzxAyVdQ1VoAvV49yQMbyhYPxohsNRJMGrA4TewdDTOxI6R/k0JxoVm9PNN+LflmCdL8cwU4ZitZPJASn7HXaSePEwzzcgGCujfrmXhvZwPfx4lcKjCsypCF6rAu9XJzCs74y8MNJgSGFpoZXBewEBUysK+k7Goion9Tka31djDNQwsixhYFTC424F1tRWpNx99qAHPTguO5UYmDrvxrMiwr7Uxfa5naq+T2SMJ4UMB86cS3v92kp/+bou9b/vZ/WaE7a8GWHrTh3+rk7EDFf3r7VgjLfQvdjC+1YV2uBzPkpyRnU4i53Je/W6AvV85WPiox7kkRuZuQDckRmoVoBxqpycixRCW4d91IBqsRTNVwfL7HqZOZex+7WR6U0lgq5OR5XaqJck4Bgy8Pf9PfPX+/+HXP/8je2cBtl528eIHEYGdKiyecgzGHKTaGJo1CYjNJbQaC4gvuYzCVU61LB5hzx3GoiV0aZNRGVKoabtOuSCWalkGT8seYhxUkJCTSFz2bZSGCoS9aeiWalAPZ+CcbUXpaqJWmUFi+XW+uHORK3GXeFr6kAZTLuNHahbe21EPFZMjvkNC432SWuPJkDwjURCPbLiOoUMVrrUOihRx3Mr7grsF16nS5POg4jrpzXEkVT7kUf4driVd4Xb6ZaqUt0ks/oInxfdJq4uj1VKA1FdKoeo29dYnuA/KCLxvZ/1bN+2ePILnErZ+UjO200RkT00gKkVnzWVptZeZuV5sgyKU5gJM/aXofQWsvzZzweNvY2JeztpLG9E3NtbfeFk5NhBYErB5amRytYOeiXy00zcxLV9G5X+Ke66Yga0mvOsCDIPt/PDjX/PjT79nasFLz3ApjepnVMmeIe6LxTAaj24wm1rlfXJbL6MfrkE31oh6rI6p4x4cS1Ju5n1JSvNDNEP1pDXdJFf6iJ6ZZnI74xE6C3AtS3GvtrD+jY/dn4eYeytnYrcJgf0hZd036Z0qxTcvwjzZyFBURv9KHa6lMhyL9UQ/KVn43MXUazH92034NwQsv+9mcKORxdddrL3uRT2ej2GuBEuoizZ7GdaFFiwzjYQPxtCOSVCPNyIdKkHgzUA73URPsIH1r2ysfeukzJRBVkcSssEmnBsq2lw5iN15ZEriUE0VMflKhGK8HH2wGfVkFV2jqRgjuSgnivHuthJ938PMhh7PcjvzH+30bzqwLEqYOtbg32lD5s+kL9KCa0XMyKGcyUMtUkc2fWNViHXFKPoaWT51Y4s0MPNCS+SNhZFjPf3bCtLF96jS3cMcLGVyV8LKaxMrZ72Ej5SM78uIvFbg36jn858CrL9xsv+VH/tyE8PHCiIfzPj22hlYleEKC9AMFKMeqEXal4vQ9IzRDSH2mTpajRm0WgsxBusR+1Jxb7Sjm2zAON1Gb0RIvTkdV1SEOypm7ETN5Ek39kgtvvkqjBN5hE+kfPjdOG9/HWDn+36W3jmYOjQwuNbF4LoMz3Ircn8BuZLbFEoSCR/a6Z1sQzfayOiWAu9yC7ZwLe6lVga3u0hsvEGTrgL/nIfTz1/R3W9DOyVj7YdJ9n49y9C2nmp9Aj1TdSyf2tg6MbG81k0g2s78KwXOuXY8o7P88On/5h//6v/lj9/8V96//FvGQ93obGlorcUMBSXoXQX0zzUwvK6kRpuKoCcTmbUQz6wAhasMnSOPhXk1m8t2AmEZIm0CaeW3yG94SlLpI+QOEXXqClLF92nsSadc/Qj5aAEt9mSKFbGUqZ4TX3ud+PpbtJgreJgUQ5kkj4mjHg5+GcIQbCRPfp0ntVd5UHmNmwWXuF98k9S2OKQDVaTWx5FcdZ/Yghs8Kr7Fs+pYbuddI7b+FqWadDo8lfQE2kiuSuB6+iUyW6/yrPISdcp8quU5yPzlNDrSGX3RRuhzC8aVQp603MCy2EL0czdr38g5+6OdkR0Bu5/srOwbMVnzcfhq8A53MBUxIOiIpbUrHqU5i9B6NxdC8zK++tHOxnY3mwc2dl9Y2Tt3YBuuwDvdQIftKZrxp+gC9/CsxmGdTcSxmI7AFktTbwK+RRGTUTtqRxNyew5qXypS6xMaNXfQjz6jw3GXFt1j8ppvkVh5mYdlX5Ane0Bi8x1MoXbMYQnXc78kqS6WOnU6qv4ipAMZdPqLcC13sPjOQfikD4krh+C+nuV3DqIfeggfd2Kbq8UyW41hvJxWczK9wUrEnhSckXqME/n0zOaiGU9h/pWKyf0OegJlTB52sf6Nhe3v3Wx+1cfcuQjLch6e3U5cB0p0EQFjuyoGFsWYp6VUGNMoNTyjWBdPuz+bWnMWDT3J9AZLkY9UkalOIabuFslND2l2lGCaaURsT6fNlo5tXkDozIrcX419qRljqIZWZxrtAxkYlmpw7wjpna9m8tSAe13J2FEfi28iGEJ1DO50IBnIplyfiGm6hakjI1MnCsKvNPhWGugdq+Fp4T0UjnI84Ta8CyLM0yKi74YJnJkwRGqRT5bj3ZLiXhbinK9h4YWS3/5zlPXXBoZ2JMyeG5H7cggemXDMduJdUqAeLWLrexcnvxtiaKcF22wNpkApysE8ZK4i6rpjcUaacEXaULvq6R9ZQDtsoW9BQv9mMz3hCkb2FBiDDVjnJMgGypEPlTO42cX0Sw2TR3Is4TJmz7oY2ZESPOpi7W0P0XMTR7+eInhqJPLajGW2BWNASLMln7reFJr6srAGJcg9jRhHhXiXVFjnZPg39cj9dfQF2ymQpRBXdJ/xRRv+OQtjqyOYpnrom1Nw+FdBNn7sp39djH9LRu+UmPVjP3NLarY2bOycORjYqcIZbaJ32MD7t3/gf/uX/8I///m/8tM3f0swaGV4QMXoSDuD063YJ+tYPncQ3DPTZEhDP1TJ7I4e/4qQ+u5EzI4SznYGcNmq6TSlkCq4SVrDQ6o7ntHRU0p2UwIl0lRS6mMoV6ZS0f0MzUQ1za58suUJxDfd50rJRW5UX6VCl83T8nh0ASGasQYq5bnoJwXkyWO4X3yFHMkTUlviiSm+RrkmhSd197mVfZkCwRMKhSnE5t7nVvZ1ClWpPG66TULLA9JEsbTaKyhqzed64mWKpE9oNiWgGS7EMt2C/0CEc6eZiVdi9v9kwHtaTJkxCelQEZE3HYwfNrD/sxnl8L9LmXBUhctdjtNfRa+rkbGAgQ5FGjUtD6gSJdCizeDC+QsHm8udbC5Y+fA6yMGxmbU9E54xMcv7TmT2VJos1xG6LjG2XcX8eTNd/XFIfGloRkvQjefQYkgis/kWVcpY2u1p6IYLaOi+SWb9FUraHlLcdo96RRJ5bY/JFceQJXpATNEV9OMSxvZM3My6QkZDAu3WQoS9WfTOVmJZrCb82sDC2z7W31lxhgV451vona5h9uzfdwaRMxOWSB2W6Tr6l4X4VhswzWXhWa5kbK+G8McqAocipg+V2GaqqVQ9wrfZQvClnOPfjRB5Y2LqbTP2nVxsq+34TlU4tpXYFjvwLnbRbm+jta+DHPlj8lRxlOgTyVPFIvGm0GZLoM1dzsiZmQLtM/I7EqkxluBf76FKlYjYmUadMZNiYQHZbYlYF+vx77ZhClcjH66gUJ1EkTSOEvkjap15FHanU6bPZmhPT+98A8aZOqoMzwkcW5jYMxE+NbH5TS9LH2RM7LVgGi2lqTsRlbuQqU0NmoEqSrtSsM8qcKwIkQzn4tuRY1+RMHFoZGRXyty5mqNvPUxuypk4MhA6s2GYasS5qsK/Y8IYEaIPVDGy2cH8Kz222Qp8K01ox7NRD2VhmW5A5EzHE22js78Yb0TP6uqvWdj+kcjhNv71bozhEpwrzdgWG3GttuJZ6WDmhQ37kpD5t2re/WWChbcGps+6mDlVMbojx7vSindVTPDUwtZ3g4weSJl5pWXyzIBxtgV1sJpmSyqNuhSa9fmUd6ZjCnaS1BpHjakI10o33uVunlbFUNdVxPF5kL7RdjxLHRjCAob3zax9P8nMKxu9oQYChz2EDwaY23dw+M7P9omfvpEGRo+FzL5RM7SgwOJQsr68z+bGD2xsrbO5Oc7p/gpuTyO+kJjlUxu9Q3WML3exdKCg25HP2JyUtXMFIws1yPWJ+PqbMfUX0DtXRKXtCc8F9zANtbJ+NkS1PIOk6gfcjL1CdlMi1YYsrNEusjrjKdKkk9XxnPt1N0mRPeRu2VWuJl+lSPUc3UQTT0seUanOJF34gHRRDFntcSiGanlYeouUloc8b4rnQck1cuuecivhOo/yH3Ir/xpJwhgu5X7BncrrpAofk1AWR3xhLBcfXSSt4QHuxVoi5xI8UQGGhRzWf6vAfZDPzCcRzo1aRI5iRJYi1j+Z0Y5nMf9aQZn6Fg26eFxDdYTCCpz+Slq7kunubaJdkU2LLI0F/CdsAAAgAElEQVQ2YxEiRxkXDncGmQnJmF/TsnFoY2vPRXRdx8yynIU9K6sv+pne7yFwIGF0qxx7oA25L4PeSAWOeSGC3kcUS25TLn9CRstd2l05WGaq0A8/R9KXSbXkOe3mZ6y/sdLpqOJZ7TUSam9zNfEScreQvoiYS0kXuZn5BY/LLiG1FtLhK0DkTeDwdz5cK02M76pZ/9zP4ns9y5+NzL+0EtzRsvWNi41vrOjGCnDONaCbyGP8RQ3zHypxbyRiWXlC8KyDsz8OMXXahT5Qxee/CbHzrZXpIzl9S6UIx3KQjhfi3JDgO9Lif61BGahmYm2G99/8G2cf/o1qbQ058seU6pPpGMpHOZKOyBXPxvdeFr5zUW8roM5YQLuvkd6gkiZDEWmNscSV3uNBxj0KxCnUGXMxR9oY2pUisGWS3nyH/uky+mdzaHal0zFcy+SpHeVUOY6VdpxLEmyzXQys6pjc13P8o5etr9S8+K0J91wDzdpU9IOldPtKmNrqZHi9HedCK6qRcgyRCpybQnzbcnrnhITe2HCvtzG4IcY730anJxfJUBn9W92YppuRDpTTGxLiWm5j8lSLPdrG6JECQ7ic6dNOBjfqMEzlYgvVY5yuZmBLiGo8F91EEUPBIIubf2J27wXBYwOutXq6gznYo9UM77cx89LIwtsBNOOVvPxNPz/98yIrH+3MnOvZ+sZN6MzM2JGevpUWJk8MrHxlx78jZvpMTt9sKc4FIQJTPjWaVGrVyej8Auo06bSZizBPdSC2VJIvTqK4K4Pkuid09TRyeDyMyllL71Q7ba5iBndNmJc68G3Kca+08PK3M8we9TOw1EH/QguuYDu9U01MnAv5+E+DHHz0YnaV4x/X06JuQqApYTDcTihqpa+/CtNYM/3z7VhGy3jznZl/+CcbgekSTH15fP8rLT/+0snEYin60QIUo/GMndUyctpGp6uEyJaFqZUeBPpc7uRd5nLGl2S2JpAnSqBKlUGC4AG3iq6Rp0xG6Cui2Z3Ow+rb3My8QXVPNnNvbNT1ZBJXeYfr2Rep6Imj1ZWFuD+f20XXaOwppFSVRoboCcWiJzzMukFM3k1ShbHE1t/hWt4V7lfc5Fl9LLeyrpApfERc1XWe1lwlW3SbLPFdLPOFuLdLWP5JinkjgekPYvpmW7mfcQuJuZDAnpQKdQxLb/Q0mJ5SpbyH1deA293Cq0+DaJ2FKM01jM/p0NprsI4LKZE+48J3P26xudXDykYXc0tdzISlRFek7Jz18fk3QdZPBxlfczN/5sC7UoNjvoqh7QbsyzmIzA+okd+isSeWTl8KibXXaOzJYHy3DtdKOWPHGsJ7OvqmKihue8jtZxeJSb/EzawveVx5B5W/BUuokydld7mReoln5feRunKoNiUgHEygZ6GCgZ1WPv/NHGd/mWLuUx+BUwMTB1ok3iyUI2Uc/X6U8Fsd7pVWrLPlmBcf49j9gpHzO+z+0sHRT2b2vlGy852Rn//nDd78ycvHv3dz/ude/If5qCO5NDgzUQeqMC42Iw3mYJ/v4dvf/Ef+9R//P3769v/CMmWhui8J+Vg+uuk8KozJlOvvE37dSviVmUTBPSp6cpCP1JPTnEJRezIFHY+4U3CZB6W3eVJxj5yWFIwzrUyed2GaKaBRF8/yYSNT0WLqjelU6rIZXNegmajHtSzHt6HCOifCuyxleKON3e+6WfvQydbnHmSOckrFz5hYleBZrGH/RzsjG0Jarcn0r0txb4oY3OtCOVlHx1AN7o1OtNN1eNYUdA2VUdubRGLbdbxr7YTO7VQY0ynTZmJfkmBebKR/T8LGzz5cG1KCLxX0hgvwrFTgCFczc6xnaKMDz2oduvFCeofbUHmEmENNrH5S8Ff/GmLxWMjGKwVDWy3s/jzOxHYPkaMe9r52sf7WzvbHfoJ7GqaOuxk6UKGdbMIxV4d/XcTyWzOWSAXOxQass60YA810+qqpVKeR1PiApIb7FHc+I00QT5EiA814G2J3DbldSZTJM6nvyMI3IqNA+IxaXT6ttkp6p6UUKZ5RpIjDttDGzEkvI6tK2syP0Axmoh0oZOODl/n3Sk7/ZGX7Oxu9A2W4hsuwjLYg1OfRoHyKfbIO3UAek2sqwjs9vP3Zyfd/FvP+u1K++lrCcqiJNy8l/PRLG7/9aw3RswacG2kMnhQztCPCMl2HdbqOPEEiOYIE7uZe4m7hRe7n3aDNlI/SV06W+Al3ii5zKe0i6e0PkI7mk9oRQ2zjLRLb7qEYrSG1NY6YoivElFzjSeGXZAkf4luoY2KxhbTy22RUx5NSmkCF+AES41OKWlKILbvP1ewveVh5k6z2J9x8fpWbWZfI6nxMg+kxBV03SRbdxrXSwOBeDfu/7mH5o4qFr2vZ+FFJkzkLubsS/4KA/Y9Wdj5ZCRx20OKKQ2B/xPCyEGegnt1PZgYjYqaW1GyfOxme0dBtryO3/QkXFtfsrETNrK/20WuqZHfXxeqajrHxet68tTKz1I1+VIJnvRvzQgNL33UzcFSBJpBAo+oaAm0MVfo7lKivkd/+gOcVDxlYqyGw18zBcQ5//y9deGZrKW9P5HHOdR5n3yC++CaxZddJqr+HIyJH1FeMKVBF/7IMz6KMyTMtoXMNvaPVuIJ1TO0rWPvBx/ZPY3z3jzusfuWme6qM4W0tx7+fZuxEhWu5Bdd8M31zyQTeJBH5nMzy163MvOlk8b2YtW+VHP9lkLVvdSx+knP0GycTJ514d8S0evPoXRSgDlZjiNQzezzH3/33/4X/4z//N37+5Z8wD/uo7EkjTXyTCsN9DKFaRN4M8jquUmW8R6b0Hq3OeioNBVyK/4KUhgc0WtNI6YjncdNDkkTxlMizSBclMXrcQ/BIyOxhI0cfO3HOlJGjSCetLQH1cAOWiASFvw7rohzrnJjoOxuHPw7gWqhFPZyFaiAf+3Qrg+EWfFPleMP1rLzuZXJHTf+KgoFVFYZwM4awgEpTGgO7KsaODXSOVaAYryOpNQaBI4NOfzGmUD36YAvigXJq+3KQDlWhD9UweaIgcKZGOlCIyJuOyJvO5HEjo5u1rL63En1roy9chmm8lvUDL5apJlxbLbi2Gpg/0fD/k3DfX40giIHnO1VXjlQEilTknHOUEFECJEAIkEASAgEKICGQQGQBIuecC6qonKvjdPd090xP8ATbeztn37PPa/u8nr3z3b597273h71373s/7N/xee+zeF/F+EIxrUMxjD9S49hT0XO/Fut8BWPrzcwetOHeV6EYSKF9uArzcCHC2ruo7Hn0r9UjUvuT1+hHfnMoFZ0plJvTiCrz59OQj7gY+SmeKde4nXQdj6SL+BfcJr85CVVXKY6pFrS2UgwjUiqM2ShsBWQrI8mqi0aoSaDMlIRzR0VVdxTi1hD8Ms7SPCRg6r6GgZUmxo5qmXpRyegDOR3uUso1oSQWeJFc6kW+0peu6Sy0fWEcPFXw4JGKg+N8jl6lorVcZnQ6lpcvFOzfF3DyJpP7L1JZeZyDciSQBncsks5ginQh1NvSiSn0RW7KJVRwm3O+H3I38Qbq7lJEmkik5ixyG+K5EHmaG6lnkZhSkFnTELZEUNgeTkTFLc5FfIRv6kVKGgIor7lIcOpFojJvY3cVodBn4RNzg5i8CGIEHoiqPAhMuMbF0DOcCv6IT258gn/GTUKE3kSL75Jviie15hp1vfdw7hWy9K4B+7aQJ7/pYfd9L5aFLLa/rWL/Bw2vfj/MT/+4yJPvexndlTO0V4ag7TKFHV649iXMPKhneKeErslSmu3JLBzVMbWpxTpSTWV7LB/0j9XiHtdgaC9Fbyhha7+LrT0LS4sNrKxUc/y8l4mHbXSsVaJ2J2PdyaR5IRzteCjF9Z4kl14ktOwTwqrOk9vgQ4rEG02/Pzr7Hd4/DefVaz/K273JrvWjVJNKiiQC/9TreCeeJ6MqiGx5OIXqSHpW8slR3aKhL5Ptb7vZ+rIbtTWXGkMEXWtl2LYVLDzvZPaRltGHleinM1h43sHqZw4Gj1S4jhoY3KrFMJXB1lf1jD1Ko3MtlsrBELrX8tG749n/wcbal0ac+1I6lySk1PtSaIqhsi+V2qFUtO4s2uYEzB5M8v6LP/Hm/V/TbGulVJNPY08dcVU3yWu5iqgljPCi24SLbhNXfYkw6WViK6OIqAwiWxdNaPFN/IqucC37EqnaSOJVQcSUBeGZdZOGkVJsc9kcneTxsy/UbOxUU6EOJqr0DhUdKXQt1WBdrKdzuQHDdCXzjzs4/GIMlb0QWUcSDX0CJC0xuDercK+UoLWmUdwQTvOAiEJdGNLONPSTVXQu16KfETP13IDYEk+BMYYqew5lnek0jRbSPF5Mk0tEujIMYWscxeYEBPoYyjpi6duswLEhpcaWQIDoMrKuJDrmU2kfS8A6J2FsV0f3Yjljm63MrnTR1FdAlj4A7WwBpaYw6ntiMQ6moR3yp28vj5VXrcye1GOeEOLeaWJyT83CYy3VzlCWjgqxjCWS0xRGTm0IWmcBKbI7pMrvIGwJoXlMTJoijDvpF0muDiG0wIfwAn980j25EHqOAKEPip4SBub0pBSE0egQY12Uk9MYjsFdjXZEgqq/iCR5IHW9OViWZCh6ExGoA7mb4kG+NhLnqoqZfTvOjRqsawIGDuR0rVWhG66isi2NfLU/vZslTJwUU9RykbnNDH74eRNPXhYwsRNBuf4GltFYZjZT2HuRyMJxAEOLAXQthiG2e1Bk8SWv9Qr5zecQ6yNoH6nEvlhD67CEpNJwPOMvECG8g0/mVYZ22yhuSeZSxGnOhHzC9dDLxEv8KW2PQmqJJqTwKt5J5whIuszaVAh/97fBdFj8OBNwivhSX3Iqo7kRfJkIgS/hotvEC84gqrqLd+oVzkR8xMdepzjrdZrIQn/SGgPoP2ogo/4aSqc/9f1hNA4kMv+4jUffj7L71kVTXwkaly+Hv6zi1/9pgRd/bcWxL0LpisKymUO+4SKitsuYJtJpHc5k6rAGoyuf5qEERvdErD5vYfthD63d6Xyw/8DJzLSW1TUTx0+djEwXM7OqYGS+Bvt4IcfvHay8U2NeTaC69wZtsyE49/Lo2xKgMCRQWO9HVW8YOR230LnjmH1YycROHB0T3nz1o47uoSByGi8QVnKOIl0M+mEJKWWBBKR4IKqOI7cyjHprJnJLHMHCT9EMRzF8LGf5vYWh+zrK7AGUdN1l7ImWw6/s2BZyyNZfoLTrNvOv1Th2qnA/1zByVMnoQQ15mpuMHJYw8ViIfSeWnp18WgZTEFZ70D1fwuLnrfQfy1C7U6jsS0AzkYd+Lh/9ggDTkpDxx1LGDxvQ9pTSaFETmS4grSyOUpWIAk0qeS3eCJr9Sa29S7DgCnEVtwgquci9Uk8sO2pa5qVcSzmHR/KnXIz7kLt518hWBxMnCaBQn0Sq9jo1tkDmNwRYbAlkC66zsCGnZ0nO/Eszo8eNjD5oYvBQh3NLy9BmK10zahS2Mjwzr5CmDEI3KmJ4u4LxnSLUvSnIzalUdcShcqZSbUumaaKU9vkKHNsqWmYkNLlLUY0U0DYro25QiNSaSstYGTpXEfrxKqoduaSr/cjWhKIeyGPpRRvLLw3U92SQpvDBOluFvDOEvJorKLsyKdamUN6WxvCqBWN/IyXaWAqaw+jdlNE8nkCp8S4ivTeN7iTGTsp497Ni/v3vEuifjMM8qsA+3YhjWsniYjj/+X+7yosnvmiHEyjURlDeGkeWwoeGvgwGd5VUdCZRZsjEttjA+rtejNO1pFRFcDXmAtdir3A+5iylxmxGN4yIFPHkVoczsNJAlSWD3s0GVAPZNPTnUdqegEATxz2hB3EVXkRKvLiReIFg4W3SKoLpdCnpXqxk7rmegX0NQ0/aePTbI1ZfdSG1hNC/X8zS+2rKrFdoHwphdjUNw+gdasY8GLqfyeBmKraZIOYe+bP+KhLjUAjl5mAs25mkKUO5KziNsPUjcpXeyNrSaRrMY+NVN1JjGnGSm9xJPEOmLJbhPT1lhjQSK0L59NYpPjj9AR6hp6myxCBS3yNRcod0STD+CddILLmATnOdkfF8YjPu8cnVj7mbeIuLQWe4GnWaCkMmwspA0kouE5hxhU/DP+QD3w/59N4pvFKvkaT0xH5QhcIZycBOMk2jPhjdyRhcRVjnixjeF1NuCCdLfZHxh6Xs/9zC8e+N9D8vwHKcif1+PoHiTxA0X8M4mUjnTCajB8V0TAswTGXTvZaJdSGb1T0jTlclH+j1Arp7itjdN/PgWMWvfqrj+Zdypg5kdM2LcGwUoZsOpXszlpapIDpWQ+hey8C2XMjmmx7616uYflbN8NN8pp4LWHudx/arXJyLAbQOedGzkEDrSDgZUi9SygIQ6YKQd6VQ1hrDjXvnqdGnobEnU6QJ5lbKKYKEV0gQeyLWx1DVE8fQcQX9B4UYJrNJk1ykzphKqOgyysF4Bo/ETL9WM/ZUQet0DOtvNKQqL9Gzk4vrcSmOnWJcT4tp7A2na0LA9MNGFM4EavojaZ1LxnmQT/++mKln7fQd1dGzU0pFdwj1A4mkqa6j7E0ms/oemZUhpFTcQ9aZRmlHAKK2eyRUedM+kku+Kpz4ci+yNWEEl/mRWBOKqCmG0MKreGVeQNiURPNMBRJrIg2judh2xbTMpVLVFY5AHkRtazT901UMb6npP6hDMymhrC8N63oNvdstNE9WUdtXgt5dT91AETJHBrV96QgbA0iqPIu6P5mOyXJaRrJpdMbhWCln7oUZ26aKJreY3r0GXI9MdKzWo3QVUjuUR50zG8OkDHl3FrKeBOoHhGgHi6npSkSoCWfkUEP3qpzKrhwahjMZ2ahBaklHWO+BcTCfgZUWcpRJDC3N0OeyM7HTTN9yA1MPWuialZJV54NIE4xlpYKeTQVvXgby3/7Fl+fPs+mb1GEYrsE2XsXjk3z+87+/yB9+DMGynEvrqJjm/hIMLgnDmyoqDbGU6KMxzNbQu62noCmNa/HnuRx1Ab+sO8SU3SOxyo/cxjhWTuxIVanEZ3pi6a+m1pzL4FYNhnER4qYMokSeBKRcIzD1AomlHiRWBiEzF9BoysU1JWZiWcL+WzWurXJMU4UYZstYfGVn5a2ZOmc4LRPxLLyow7GVTEPfPfpX0lGP3aR14x6j97MY3vBm5XUAU08vsvYilEZbADJzCO3zSfjkniWm3IcExTUiizzIqrpHh1vKy19PoRzMRdQUy53I61wNvMDliFMkVwQzuqND3VPKreDrpJXfQ9OXglQfSVb1Pa5EnONq4IdcCP2QTzw/JrMwnN6hcjLyo4jNuUtg0h0C8m6RWOaLX8I14gsvEZ53gUvhZzkfdpYbiefRjGZh28nHtCWmda6IjAZPYqtOoZ+MpNwUiXWlCPteJvd/aaJ7rRqJOZrmiTx690uY/qyYoZfZDB6VUtDiR7M7EttuHP2HhajHknBsFmCbLcAwmofaGYxzKZM+dwEfLCypcU9V4h6vYmtRzpfvNTz7tp2jb7oYO6imzHKb9KazyHr80I7707kUhWUxg2prONnKWxS03KJhJALNZDAzLwoY2A5ndDcU90ESlqkoJo8q6XCnU90ejrA+gFpHOic/jGOerCA6x4+I9DuI6gPJUwWQ3xRFsjyEwvoYaozZVHWkM7ynxLlZSsekgPLmeDzjzmAYLWT5pQHXg1qW3rdhWc9D0HqF5ol4ujbyGHpYwNwbBc9+N8HsWyVinS/y9gg6pkupc6ajGUukdSGWnu0shvZrOPnVLO7nHbROS3BuqVENplLQ7kP7TAoqZzRFTWGkVnpSbvEjXXmFYn0I+dpAcuu88Uq5wN1MD0pMybQvV6IeE1LXm0FixR38sq8gt5bQOWtCbhdT05+N81BO15aYhoFMpIZENI4MFIYclDYxqYp7pClCaRqtwLRQQ2JdCBOPeiizZhMi9qJ+oBjNeBFZqhDyaiOosSSiGcimSBNFcVMQGmc6tjk5k4/NGOblyPuENLhElFqSkNrTEehjUI8WoxvPwb5ZyeyLVnrWypk5stLolCBsj8GyXItzuwH7eg0NQwWY3HEs3U/EvlOIzJbCwFo1XbNytl5Ns/P4ORNz4yw9sNO32MbEYTvGiXxKWwPQu9LQjaVT1BHD6mEJr18I6B+KZ2Nfx9ELMzMrddiHc7D032BkNQrtYBy6wTycK/WM7jQy97iNkd0mNAP5VHdnkaoIJjjPmxxlPLGSUO5m3MY7wwNFj5DuxSbGV9vJk4Ri6qvFPKxA3VfC4IaBhLJAGnulJElD8U65hEQbRXFtKMkiX3S9Jaw+7ebwdSs7D8o4filh86EU10o2zvlcDKPF1DsEqIfjMM4msflZKwMHQrLqr+LaiuX+58lsv8tG7/ZjZC+Egb1rrLy7xdqrEOZPyml352NazqZ+JBTtRAo+2Zcp1cVTaUynrDkJw1gZpcZ4biaf43zAKc75nSG+KJRqcxamyQK23tmRG0VYxqqxTYh5/vU4ccX+XIw4jW/iFW5FfMqV8DNcvHOGvKJw2ntKmFlp5+btK5y/c4YwoRcCpT9R+acJzbrMp3c/wSP6AtdTThNUdI6K3kCKewOoG05C3BZKkS6QwpabVHYFU2r1pWMzls1vG9j4spPC9nBUQ8lUO2Mo7bmDaiaIRnciowcyrEt5GFdD0S/E0H8oY+JERvd8Nu0jaYztypk/ymd2LY0Pjk9sDAyVMTvTzMaska0lLXP79ay80jB1IqPW6Utw+UckKj+mZuQ0htkoKrt8aJ+OR+64TmH7BQZ2i+leykY/HknnQjQ13ddoc93DuSakb7MIw0Q6kiYfWkdy+eF/PeSv/u0N978eJS4nkNgcP/TDJTSNFjJ4qMf9uBOpJh2BLAqJNg25OYm6jkjM7kxch2rk1mRmT+qYfqJg/n0l+ukYyi1eRCs+odjqRdNUHM2z4bifSZl7rWfps2ZMrnykel8Wnzdy+PMhHDulDDzIZ+GdgpH71Wx/04NqPAfLkoqFZ3aaxtMpMvmSq/RifK8V63QVTYNZiNt8EDZ4IlL7IVDdJUd5j3jZXbwF1xC1JyHtzaRhRIhAFU9Uviex+T7oOvsxdu9Qrm9A2BqPcamC+pFMslT+xEi9kdmENPaYaLcPkFkex8S6gdkDI4peEd6C6xjnlCQrg0lVhVFlz6fSnk2OJhi1Q4hzvRzNUBzChnDSqnzJqrlHVlUEtpVGquyF1PQW0TRRRpUthbapAjJqAyltyaRppBTTXDnrn/XgOtRgnW6gsa+CWmcBBc3J5NbHoh0uQdEjYnIzl+WVOywcC5F2xGGZrUM3VMT8iZGB+VZmtuy4ZqeY2lxh/rEVTa+AnkUZFaYA1H0JyPrScSzVYRguorU3h5UdGdu7ChyDGaiM4WQqgqiwxSGzRNA0mMb841ZmHzVhWy3Gsl5GkyuH1jER1gUpOlcRmsESBA1JRBUFkiANxrGmY+aBg7HlNspVyQyvG5l8YGXuqYPh3Q5y1VFYF1UUt6XTOVfL8tNupNpESiqDmFyTM77TwNbLPt58PsrL10rWjwtYOhIzOC+i0ZpOWWscXaupjD4QMvlIiqLfD7HJn5n9FB5/lsPT7wrp2fVH0X8b+3o4668SmH2YwtBWMco+AQlyT2qcMQw8yENi9UfUFECI6BYl2jSSxSG0TechMvjhlXOGT++eIqcunJ4lKfalamaOOtHaxDin6xmdr2XvQS9VzakkSSOIKQjGL/o25/0/5ZTXKT68+AFZJaH0DEkJT7jD7YgrBGTeRKTxJVlymZCsC3xy4yO8Uq6SVHcH37xPqR4KR9hzG0G7D6WtwSRXeBMjPodlKZOB4zx0cz7MvKlg9YsWxh7JGX5YgvuFDJnTk9EXJSx/qcbkLqfKKKRnq5i591L6DkqYeFjF+hsVvas5OJfL6J3LpH8ikQ9WF/QszZlwDKhY3bCyf7+N6d0cHKuJtIyF0bedT7D4NPnGj7EenEEzfgep9TbGxQBqR84gMpymaSQFhSUa/WgKtX33yFZdos7mR/dyFmLTHSStd8hTXKZ7qZw//Ken/PqfT/jub/dJL4+koiGdwQ01uslCxp+18MX/dEBeQQLewaepbovFPleKWB2IfjSFhRda9r/uYuGJmuH7QmbeFNDujqNQ50Gi8iNUU1H07pcycFTEs7+ysPJlC67H5Sw/VzKwkcngQQ5f/y+LtM+n0TYfz9qXGupHQ2icjKHGFYNxXoJlSUzLdAIyux/V9kBaRjNQ2FIp1EZSrk9Dbokmt8GDRNl1ospvUtAeSd1wLprJAowrZTRPF1LXU0h5SxYBMb50927y9OU/MHfwEIE2na6VWgb2GsioDUDakYW0W0zf4i7Ds6s8+WqXt98c02pXkCwPJqLCD9u6jtyWOLK0UVT2CDDM11JlzcLgqkYznE+c9AKh+Vfxy7mEZ8YZ0uURtLvriC73w094i7p+EebpciqtyRinquhdMTJyYGD8gRbXkYqdrwdpGJRSb5OQWHabpHJ/0qqiKGpOo7g5G/tGLc7Z/yGCjl09tpVa6pyJ6EbSqDNmM7XVQdewmZXDXdaeTGJ0Kf7HvGdNpKEnD8OiGllHLuK2aCo6Y1EZ/XC7i3nytoGF+/nUtiWQrrhJ/UA8LWPpuA7raRyIRdp9j8JOH8otAVRZgmmfKEKgiqVlVE6GLJnb0R70rRnQu6ppc8lYO+5mbtvE9uthjn8+xcj9Vro2ZPTfr0E5IkA1UoZ9U4ljrY6ksgBypV4cvNDQN1dMx3QFro0aplcLWD6up9wQSUNvHrn1wXRO5bH8poCtL6W4HxWhnbxDjcMTifYiGttdZh4LMS8Gkag4T9dsFAOrflhmQ9GNhpLRcBWJORRR2z3MK4lIbbcpNwWQVO5DWKYPZ6+dRtIRjmE+gyipB/XdBex808LG5zq6ZuWou0rQ95ThcNczta7BahcjVSYTWxLExcjzfHUOL5kAACAASURBVOp5ig+ufcCHXh/w4Z0POeP1KWpDFvXmJPRjeaQpPLkZfYrEoqvEFl/ietQZfHMvUWz2JE/nR60rnPrpKMLLbxAlOU+c7CbJ8pssvlFg3Y6lZS4M+46I3l0J5qUi1ONpjD+WUz8UQ1X/PWw7SfRs5NPQl49qMJ3BEwETz2QU6D1pHo1g430tfWsitPZkbMMlfPBkswf3iIaegSr65qXMPatjbD8H01gYM8dSXIcS8nTXyWk6S8PoFRpd56juuUFN/xXyjR8TWXGW4jZPDJMZLLxQUt8XhKzTl971ZJpGvamx+FLR4s3AWhU//uMjfvevT/n9n1/w2//9LTOPbVRrEumarsS2oeD4F0N09tWQEh9CWlYAhfW+rL1tYmS3EoHyHhpHDO79Ojqm8ujfD0HrusPDzwZ499M47uM6lj9vYvikgKU3BiaeyHjxRwdPfmNi4/MmVl+3cfRdN4svlfTvFGKcSUE1EoXQcgfdUiodW4WoxmIosdxEPxePbiqB1pkMMhqvk6cJIUrsS3lHPpnaIETGIEotEXgXXOKO4CwlnfH0H9bgft5Iw2geiv5citsSsY4pMTnVrB6+wb3zENVgKWPHWjrnShA13SO+/A49ayrkphoGFjrYeeHCPKCjSJlOXXcB1V0ChK2pyLpFFBpTKelIZfBQj8yaSmV3Nn2bzVhGCzEN5SLvyiKu3o+7OReILQskoyaR1LICcpWplJtSkHVl0LOtoXVeQfdWC46NOlqHCll7NoKqt5KcmiSkxlTaJ4owTEvQuQppnyqjfiAd62oFxlkZg1smRnf1SO3xpDUE0DFWR5e7ivHNNsY3dcwdt7L+upuRAy0Tx/04V2aYP37C2qMH1HeWkyQPorLVn8npPI6OSjl6Usryg0qa+hPpXihg/KQB92MNFV1h5DV5U9wUSrurALUzhcQyP1JkYbRN1tC92Y5zt4Oh/S4U1kLmTkwsP+hkYr2Zdz+u8PDzCWYem+ndUqEbLWb00EjfXjvO3WZc+yZqLUUEZlyhzhbN9LECqSmexuEE5D1JTD80oOrPpt2dRk1nEKvP5Gy9EbH9TszwUToNkzdpHLlOg+MWFlcW47sCDFO+1Npuoe65R0nLadJrL2KcD8F5GIWs6xrC5iuUGD0IK/mUQp0f5wM/4aOrH3A75hTpdbdRdMeRrvCha64ex5YU83Ihs68aefkHC/WmdBpt+Ry862Voth6zQ0F6WSzpddGkSWO5eu8yH137iI+uf4JXwlXc08XYxgSI6m6SXnuNcmUSsdkXSSq9TI05mdRqP1LrrlE3FMPwcTHm5TQy60NIVtymYSQNmT2M4ZMCRl4U8eD3ToSt/sTIriDriSah7jZjD+uYfKagbT4G1bgvQw+KWH7fSv1gIt2bAiaeSWkciyeq+iwNI5H0bWai6Ayk01XCB4fr3WxsWdl6bMK+koFpNQi924uu2Uhsc0noJ6KoG7yLxHKHCnMQAfmfklh7nnLbVWp7w7DMluPYzKZ3J4nh+3ksvKzGsZFF53woelcwlul0uudS2f3MzE//8Tl//PNn/P5fP+eH//CCsaMWhpdLOfjSgNFViWNahaYjlUp1AhXqNJRdQuq7k1h6UsvEYSWtEzFY5wuxLciQO7wxziWz99LK2x+HWH3SQYkhEMNCPBU9nrTOhDP+sBL3iZzu5Xxa3Ym4jspYfqVj/V0LM4/q0U9nUT+ZQOdOHt2HpWgmE5A5fOhcycG8KKJjSUSpOZASQxRV1mz8BV74FnpQaI4hXeNPqOw6UVVeRFffRTtWzOr7DrqWqshQhlKsT8bkkmFzyylsyqSoMx/dkhjzmhzjjBr7ej2JlbcY3W6nf0GH2SFmxN3M4vIY9hEtNZ0i9C4FScoIymw5SHsy6ViupXlSQrUjD4VDiKY7ltX1RKaWoylQ+hCQeZ58eSy5UjGDk0958fafsAws0DXupGOmkdKuOCKrfVD0i+mcrcM6pqOhp4a2qQaEmmRuJJ8lQHCV/JZIGoYz6T+oZPBQRvtsHn3bCkYONAxuVpBa50uOMp6adiE6RyHDqw04l6rQ9KbhWK7HOt/A6M4UYytHPH/7K3761T/S2N5BiiwEmT4YudqHxZU83r+R0etKoq4rGaVDwMrbThbftNEwkkJdbypZ8iDEuhRqLPHUWNMp1qWidMgZOe5m6X0vfdt6lp72sfrSinOljpGtJqaOWpk6akdpL0HakUVJeyL9uzpGHhqwrNTROiYjtz6WK2Gn8cu6iKgpkEx5CFXmGMKEHtSYs+lfKcS9l87oairHr2sYW02nfzuB/gfxtM77YZoLYGA5ifdfNPLFuyS2d2+wfXSP2o7LlLR7EKu4hnkzEtNaOGXWC4jN14mSnEfa6Y+sM5kzIZ9wN+syJWYvhg+EdEzlobYL8U/y4FbENaTGDIb2q3n8q07WHrXSP6FgdKkB86AY57SKnmk1uoESRvd0tA3LSBGG43PvFtklEbRbU9CP5FLXGUBh5RVqtSl4hZ4lTXoZqcGXdOVVioxeFHf4Umi+iWklgabJRLIa76EZzaVxNJaunVRmPlPw4HdOCoyhxFffQTMeS5nNH+VIDNMv5Qw/LGLwgQDzWjqO3RLGH6rpW9cgtSQgaPYjqvwMMlMgFnceFU3ByFpC+eDly3HWj6xM7TTSsZBCrfs8plU/BjbSaRmIpmsxB/NSDJW93jSOJBJZ4UFg0UUahsNpHIzHfahnYLcIy0oMrZNh9G5n0rEQjXb4Lo4lIZOHCmo6vZl5oOKHf3rC7/7jO379T6959ccdDr/t5xd/O8zgWgnConDiEm8iqPCktD4U+3g97Y5y8mX36BgUMrBZyPiTCoaPqmibzKdhNJ7O1VxG1grYPKlm66mNtrEiutcTqHB8hHLwBiP7xWhGg2kcDEHvjqJ7PQPHmpih3UoWn+vY+Vk3w0+VmDcL6N6vwHkgw75TgGNbTMuEkN7tKqp744mpvoGkI47gUm9uZV8kstKLEMlt/Ioucyv3HBFSL1T9pRgmiyltjSSlPBDf1BuklQUjbkim0pqFrFdIbnMKjcMytp4fYhozkyj1wtBXy+NXq1jtjczMulmYW0bXUUFtlwjNoIQCcyKdawraF8oRWxKoceagc0soNsah6w1j68CHoVkvxKokJMpq4jOy6Rt8xus3/40ffv1f+ezbf+bNl/8zri0XDa5Swit9aZ6pYuZxJ4OLBkTqdNpXFEhsaSTL4/BNC+Rehg85qgia3XmYZiuwLtTSt6XEuSNDpg+jUBeMyp6LaUhC17QEx3wZzsUq9P2F9C01073UiHmmjb1HP+Mvf/uP/OHHf6BntJ92VyH64XRkTVGMTRWwtVdMvOAaZfpc2sYrsSzUMrhfR01vKjW2bJSdEkS1aaj7hBjHy1h40sPul25GHppZ+6qf418soHIUUteTQdtUMW1T5dT3Cyk1pqJyltDsKmH8gQbXIyWtS6WoRooZ2mpD1SPBK+EWFyM+IVPlR5UxhUp9JAFJF4nIukWHK52JvTRefK/l+E01j15UMLKRythxGmvPUljYi2N+S8DX7+X83S+D+PNPHvzbX13ht9/7s/tUwMheASuvqumcTaNIfw3VcBjZ6usIm64Rnn+LYIEn6uFM7NtptI8Ho7EnobMLsU2WkVMVisUto2u2jLyaWGSqNKbmZOi7sihpSEDTI0TvFKO0CFl+aaRrrhz3ho7BaQVxWX4YbQW0DsaztuHLbz4LY8gZTkTqbSStd6nv86J5KhjDQhw1/dHUDkYh6blN60IMrkdStJOxGJdS6DsUUzMSg3lDhGIglQDRWUpMPhSafElWX6FrOwXDUiqKwXs0TcbRNpvJxhed6McLkXamE1/hSXLFNRKLL1GpjkfekkL3ZDkffP+rBd79bpL9ryzopyPoP0lh/rWEvvVcehfzmD9pQD8dTc2gNzp3HBJjECJdEEM7FYzsF9K/WUJNTyilZk/6NotROn1odvlim0vj8TcDrD03UNnpxfxTLb/5l+f89PeP+fHvjzn5aZbdb+zsf26kvCWR/PJo8sW+SJVRiKVRaJoKGRhp4PBRD81dhbS6Mqh2BmFcyqVhJImONQETT2S49/I4elfLwVsb0w9aqbBeQKT7lMyai1TazjK4lcru52Z2PuvCMplL70IBG2+MvPrDHLvfjzP7WTeNM1m0rRQw/1ZH/76M9gUx7Qs1yCyZxFZ4ci3lE/xFHoSIvUhXR5BYG8i1pAucCvyIcwkfElxyB7kli2pzElnVvtS051OiSidSdIP82ijyGsPQukrIqUumf7GNgro8aszVZNWFItHlkFocg7S+gIaWWsZmh1G05FPQkEhZZwaTz4049xtpGBRRbIhFNVSEvDeVMksMQs1d6juCKK0Nxdg9wJvP/o53b/+RvZ3/wPOn/yd/+e/+C3/5u/+PncOfKG+pwLGuRT8txbbXyOD9Jlx7rRhm6zGsadEOWhmYPWFi6TNCYpO5HnCJcn0qclMhna5mnEttjGy1kCkOpW1YxPSxmpXHzaw/VzGwWojOmU7/cgNLL2zMP+ukY1aHztrH08fvOXlwwuhiJ7tP6yhrDuRGwnlyKnyIzb9NuSmRAk0gubK7hAi8SKgKRO4oQOUsJiI9EK/Q61hnKjG75ZjmKjn8YQjbppLebQ0rb3rJ18Qg78qid0fJ8nsnOZo4ggp9kXWWYJxS4jpqZ/KpmeSaKDwirxKQ4cVF33NcCDyDV+pFwkpvECm+TqU5ktDcawSmXaFCH8XYTgUd4xkYB7I5eVyOfSSRrvE4Xn6Vz9u3+Xz9tY6vv5Dzp9/l8dffBfFPfwji//j7fL79vp6NEyXu+RwevCpj6WEplZ1+mOcSKDdeQ2kJY2KnmuF1MTKDL95ppwjLuY5YE0vLcAEqex6RopuobCmou8R4hp3H5EzGtSZD5yxkbMeEfrgcrTOHsfst6AZKmNtp5vmXFmZWW5DXRyNTefD6mS///d/O8stvfWkyJaEdikfSfh3DYiIdq/kMHdYw/1xHUOklageC6d5MZ/xpMW3zEVT3hhFTd4liqx+GOSFR5R4kK65TbPQjQnqG0YcibNuJSOxnaZ4OpXkyjfmXLSy8qefoV2bM0/mkij1ILblBpTqVOIEXKWJvPlg8KGDxbQlzz5WI2i/Rt5vK2INc5D3XMU0G0z2TRa0zmFT1RUKLz9Exnsn6y2o6ZmOo7AyisTcMifE2WU2XGNytpm+jiJH9PHQjIex/3YlpUUCm5jTObQnf/GmXz/9yla//tML+d4Osf91NjTWf7kU13QtaJJpklPp0MrOCiYryp1CUxPCkhiffzzH/rJ22+TwkPT7UDgXTPpPKzrsWNt82MnlcxuJJI10TZZTq/BhYkbH2vJ2OmRgM7kR2vzUx+1yLc6kafb+QtVcmlt7r6FjLYeULNeb1bDTTOZR3JVDVnUtiYyjF9jT8cj3Q9hURWeaNd/41gsvukK2LJELqTXRlEGejz3I79RreWReIKLxKS38JsfkBSLUiEjKjOe/zEYllgZQZkqh3pnP8xTTm/hoCcj3IqvcmX+eDUBtBUJYn9U0FKBrSsDqrqajJIDk/GFlXFmp3AYYZGSX6FCrMaWhHimidLEFsiqCiK5SWETXL26948/kv+P6Xf8O7L3/Fyzd/xcnR33D84CXLK9ss7T0kozqB8tZUnLuN9B7rqHcV0rFQy/hjK5YVG2Ozv+Lhyf/DZ+//O3MrXxKRlE5WeQi15izanHIGF4wML1po7Cxmck9H63Am9tli1h7Xs/6sGYMrj/K2FG4lXqbWkYlmsBSFRUz7UAOZ0ihSS71YWs+jsimC+OoQostuE1zgQc+anP4FAUNT2QiVMVyJukBYcSC9Oyqaeyvxjr2MdkCIY6WFwYM2FP1ZmBYq6V6TM/W4GdVAHtphCcO7RroXtRQ3Z1FhKKJ5VEVdn5Thg24qO0sp1hdw+tZpLgSd4nrQJa75n+ey73n8s24iaokhodqP9NoYEsrDyJaH0+TIJ1R4BY/Ij8gSXyS/+gqm0TgOXxfx4m0R77+sZfM4jf2Xmczvx/DwdTbf/SDi2Wf5jCwn8vx1GT/9hZbV41z0Q5GMHVYyc1zC8S+lbH5ehH0mDY01DokhmriCu1gnqulZk2JZKKWwMY5saQBNVgldLiXd4zJmdpSsPqhldLGOKn065mkxnUsSVPZclo/aWdyT8+B1Ox2OXFKF5+lzBfE3fwzh+fNwcsUB3Ms9T5XVh7bVbKocyVR1JJNY6YlX5qdU2jxRDfnTNB5CndOToYNcBk7ymXhdxtzrCpy7WegnYll6WYPWGYp1VsjAcS7du0m0zMTSOB6PrDcQRW8ARncMkzuVKNpikCjDyK8MQGMtoNlWwgdrT6sZv5/P8gsdrVMZjB1V078loGHwLo6VOFafNKDojyWr6SZl5nBaR+JRObyRWj8lV3mdLPlNEmSfklR3Ds1QEuOH1TjWM6l03EBs80O/mI20x4v+zWKOvxvi4U/DvPj9EDvf9LL8eTcj2230b7TQ3FdDcLQ/EfGeNJqSOHjZg0Acx+R6D8c/n2H0SM3Ek3oM8zkYxyIZnY1j/7UWx4EA43I8AyuZLO9KePKzbpafGHDvNmFxS1j5zEH7ShK2zSwG95RMPzcx+6QJw0QiTT2hWMdT0A4mILbEoXLlYZyvptVdh8xSSGDObaSGNMSmVHwEN7mUdI67wut45V4lrMyPaykeXE26iEibgLgljWx5LNH5wZz3OcedoDt8fPoTAtLv0DouRuVMp3+9gQ53DZmV0UQWXcc4nULHeDaOkSaaTRU0tAho0AhobZMiUWZQ2yuiqi+bGqeQWmc+hmkJW5/ZGD1spLYvFXW/lINn33K4/yeePvkjP/vFj/zsx1+z/+AdC5u7JIrCCMv2o763jI7lSsTmZNIb/ek7VOPc0zC8q2P3Cxc7b47Z2P4XPn/3X/jpV/83P/zy/2Vp/TMqNAIaugvpmdPROlyFabyasY12xveqGFiXUGtOx+Yuxb3bRNesnIyaECKL7tLqrqBlXEpNt5Di1iTiS4PIrQ5jbKmCONENggpukKLw4Xb6OUQ6X6yTWfTMFBNd4k1YsTdxVRFkN4WjHS4moy4IaUca2uEyWmeltM2W0TYnwXXSgPuJksnHTWhHilF0F5BdF0d+QxaSliLkXWVEFAeTrkwgV51CSOE9Tvud4XasB1fvXeKy90XOe54nThyKwp5BfnMg3Ssq+rbUlDQnUd8jpLjdB3GnB6m1l8lpvoN1OY3O8UgmVpPpn4ti+00xUw8SMbsDmT4QMrQSzsJJJir7FezT/rz7eSUdo/6Um26i6PZh9UkBW9/mMvkihfHDFGaPspg7KkPTmkqnQ4RjToB1QkKtPoV8SSjBYXdRaopY3tLx6LWa91/V8d0vmhhbKKVjrBDbfBFj22q6xuT0ueWs3Ncwu6VBIPFG0RSHfSyN9PLzXI86TbDoLCLdFURmH4KKPLid/AkpCg+6VnJQDvnh2E6mZTKYCus19JOhTL0t4uAvVKx+Xc7659U0OVORtN7CNJeE3OGDYuQuVYN3UQwGY1gWUNEXSMdsJkMLeTSbo+kfqWRsUkP/UD2NLUJMXVV88OLHcYb2q5l4rKJnTcry026mjuuxLCQwsp1D35yYYkMo8YpLSDtC0PUlUtcZS4HmOvrhFLLk1wgr/IjkujPU9YcxtFvC2EExpukEmkaTGTyQY1tJwr6cxNrbDnZ+3s/B9za2vu5l6oWRuSdm+tY19Mxp8fb3pLwukYXnEnY+1zN9YGbrrY3Zx3om9htxLpYwMJvK198E8qe/Dubky0o0c2FoJ30ZWEtl/aiC++/NbLzS0z6aSnqVB31HWhSOIGo6bjO+L+f+907Ms0VUmaPQ9ORRaYqitjsWuS0Z56Ecy3o1jiUTo6tDjK53YRirJFp6l7iqUK7FX+Fc1Cky1VEUtGUQWhHMxahz+KbfxiP8EkJlBhVtpdyOvMUpj0/4+MzHSPVCrIsyzBNldC/VIjGmky6OxSv6OjGlN6m1J+PaN9IyXEmaNJg6XQ5t5kqc03rap2oQmVIpMKUg682mfbKMpRMDY3s6VHYJTvcWj5/9K1999We+/vzPPHzxlKWtDZY2DpjdG6KyIwtZZz5yZx6m1TKMSzXUj+ZgWBDTuSBj4Wknn//FCm9/eszug7/mx5//Lb/9iz/zs+/+KwubJzT3lqDqFWCeqqNnqZH5FwZOvh1h9lhJ60gGjY40HAtSRra0LD51IlQnUNKagcFdS7u7Ev2kGGFrLJL2DIq18TTZS4kruEdOfSjRFZ58Ev4R5a3hdM8U41iRU21NJqLiFgWmdMSWTMSd8RjmxbTPVtA2U0ZVXyZadwlDx2ocO1I2vjKw910nrgdKrMsVNI+VkqWIQ9lTjWGyifSaZO4V+FFvr8Ez+g6nPE8jrEsmIMGLMx5nuBvrg2+6B0UGf7pWyuiYrSOlOpS2CRmNw/lI7SHoF4KQDfhzt+Q88RVXaLIEMjidzuyekLkHOThWg2kcvEbzcDh1vT7kqS8gNnpgmAlgaNmP2b14+lei2Xom5NtfiBlbuUX3pA9T91O4/20h6ye5TM+UoG6MxmjNJTnXk+rGUDq6M5HXpTE638DKYR0Hz2Q8fFHOg5e5bBzVML/bwMKRlvH1JmrbBRTUxKPpzKJnvAzHeB2hiV4kFt4iRnQev+RLhAnOU2G+Q3rLXe7kf4qg2YOmCR/GTgQ0jcVhXU3AuZdKifEKGlcAw89ycZ6kMfZExPIrBW3OJOq6vZh4LsS6H47jfgJNs/6YVpKwbxXTOp7FwIqU6S0liysG/vCbz/nFN6/4xdfvOD5YYWyoiw+++OM6rgdqutZKUPdnUmVKYuyglrnnctpGw+hfLEVuTSFL6Y2g8TalLf6MbtVT3xWNYzmP5IrTRBR+QlVnEHJbIBKDH0pbFNLm29RaA5jYqaB7KhGlzYudL+zMvu9i+cs2Nr7uZvJFG0vvjMy+aGbhpRHrrIzpR41sf2tg70snxtEynKuVTN5X0+kSMLRayaOvVPzmt6XsrCfSPZmBYjgAqf0GQzuF7D9r4/C9le03JnTORIo0nuhGskiVnkPd5YfaloRhvIKB9VomH2oZf9xG/UgO7qet7H7tYultN22T1VQZirBPNWKfUWKbVZFYfY/ziac4F3+acFEAmcpofEVe3BPc4nb8RT71+ZCLYaeo75UhaRNxL9ubGxGXOHXxE+6l36G8I4G+DTXOrRZK9GkEpnhxO/wWd3M9uCe5iG5GQk1/CWF5d3BM1mKfldM0JGHmuR35QA4aVzn2rUYahvPonJZiGJdzLfIyrol3PH/0X/jN7/6ZX/z4Lzhdk0TkeiKoTaR71oBYn0WVPQWVS4BpWYptuwbXk0ZGHmlonRSz+LKDw5/Z6V6up7ChjK4hPZNrbiYWDnHOdqEdy6TcHE+1JQeju5rF51amTgxo+vMYXK7hxc/6WHygYHizEftCC00DFcSW+dA5raTOJsQ4LUfVX4CgIYqA7PNEFPnim36HxFIfyptiKWxMpFgXT7ExCu20CKUzhyTFXQrb4qntzUfSGYn7qYbp53ra54voXJDSNCxgYE+B1JZAVW8cE0/rsSyV0bksxjgvo1CfwcCmlekHg/Qu9nA19Bp3kzz55PbHnLlximZ7Hp2ufKIyvQlNi8An+yK5bd4oBrIoNaUgMaczfKCkb7MGRb8f5bZbyGxe5NRfIVJwjkTJRZptYcxs5rP6IJXdt0m0uW/SNhWG0hlIuPBjcuuvoLQHM7oSw69/p2VmLZKNhxl8+00ZL5+UYB8JZuo4ifvfS/j6L3T88Msunjw1U1AcQnzqDcrkQew/Lef5exv3nzlY3lcytiigcziJ/feN3H/ST1+/gun1Vqq0OZj6qolN80dcG4VEEczQpJYmcxk2h4iqhhBCU86TXe1N50oGIusN4nRnqHDexLYUjHbUn7bpRMwr8QwdCSjvvIVuPBDLZijyiUv0nqRi30hG0+XH0FY27jep9J5koF+IomHCj7bFFPp35DgmVVQ1pjC20sY3P7zh//rXf2DZ7WBxYoLffPfN/1+yfX+1gRgIHndmZqd57LGxcQFsXOi9ii6EBIgOAlWQQBKiCFGEkCiidxBFgBAGTDEYG4M97lPi8UwymynJpm1m323J5m3m8nJ5e3f7693b/WH3ez/c5//48Hh3jxMTu7U0zwqpHYqhZ7mUzRcOFPZrdHkz6ZxLYsxbiKZLQKEpjNq+FPQDaTjXS7B7b9DiuoRjToreKaB1PptySwj+8W9yLfYtJPIAxJpLJEhOkif3xToTy9E3Y0w/sTD3wsDGayuTDwzY10vou13J4mMLQ3fLaHRlcf/bSaYPGlk5aufeqyFc20ZmvNWsP2xnfKMUz51iBqYE1FnDsS5k4bidybPfDvL8y0HG15WMb2oxD2cia/VD0RKKojWMup4wdN2ZuF9aGNjMZOVhNb0eNXUjUvq3dBgm8shrjUXdn02rS0HLeBnq9iziS/wpa0snz5JMguYGEXnXOJ/0V5yKeZu4oiuEi/zxT/YhIPFDYsUBlNUnIZDf4EbmeXyvneV85BlqegponlJjWzGic5SRWhhPgOAyVd0SshvCKWxLR9FbSH51Iq2DUlpnhNTPCOnbUjLzUEvPmpp8UwJRxVdJrYxAP1ROQMplynV6nj/7gW9+8n/41bf/gXVogIvJ7xKc54fUkEPLmIHhLQv9OwbUA7kkqW4ic6Rgu13J6H0dcw/rqbInk1p7hYuCk5Q0pKJ2xGHsy2BwvZj21QIcqxpsi3KsCzIGNgxk6wQYnEW4NiyMuqpxrYkZXiulwJBC27iW5mE5dlcd8lYhsrYMokv9EVTcIL8umCuZpzkbfZIibTK2oTKkukiiSwNIMYbgvGdCYkjmbOI7CHWhNE+X0LuuZPXjVtqXiqgeTGZqV8fKPQtTd/TYVmSIG26QpgukeaaEgEo6oAAAE1ZJREFUoTtG2pc1qJxSVl8O4z7uIaUqlrDsYETV6aTI4smvSWPAXcaQJxtVWxKFtULSNIFkGH25kvsu13LfI0l9mfqxTNaedTBxUIxhLJjylhvYxpJRmcKotcfidKcy7k1iZDkY991oHGthKAb8kBjOoe/MIFt5ke5FKT1TaTz9cTX3PquidzkDtT6Urq50rMMprDwpYvVxMZv3Knn5aRNf/42NtW0TWbl+5JScoaz6HB3OXOa8Ftr6s2gbjEdnjWH9ow4ePp/n0aMprH3lpOeHYhtU0NajYHBOS4MlC70pk2qTmDqDgPkVPU1d6QyuiJl/KKTHG491JYLpj1LQDPmSWHGBjU+bWP9CjXr4JqUdF2lfCKFtxR/twjuYN/xomrlJdYcvw5tCVl+Vk9dxg3DVObKbA1AOR9O+KOHo5Rrf/9233H20zMaOi3/83Uu++9LDv/3l1/zxv/2W3ZU5Tmz/2E77UjamqQQG16tweiup6Q+mfiKSjlkBA0u59K1U4lytorwlhPiKs8htUehHLtE8FUCfJ4cuTxJNC8mUNAcTkvIuwqIrGB0i+lYVVDRGU153gUFPLOsvTEwcmXA91nPnKxuDO+Vk6c/ROJ2D67iJ6WMFC0/0eJ83M7orY+KuAuOIgPFVBbfvtrN52M7SgY6luzIGXVkMDBUwtlTGs98N8fr3c+x/bKWo7hrlDWEMryloHI5DaQnBOi2lZUbI8B0Tk8cGZK0+1HfFsXLQw+CmgYFNFQ5vBc1TRdiX5dT0Z6Ltz6NpspKbeadROURY5xXY3Aoup3xIZnUoweILRBZeIaYwkGvCiwhKriPTRZFWdolcYwiFpmiyZNFcSblAQnkoDVNVVNrykGjTaerXIW8voMyWhXGqlJLONHSjOQxu63DMFzC3r6RzqYCavkxmHujoXVeQbxIQGH8F//hLKO2FCBSxSE0pdE9M4l37gsXVB+SosyhuyaCyQ0JBfQ5SQw72pXpE9fGcjn+f0/HvoXYW0LYqY+S+mol9LbEVV5GYIylrS6BpNJ/qnjgaRqNx3ZcxvGfAsa7HNFOIY12F1VNDaN41Gh3ltPbLkTem0+y4wcxuIW0jBeQprtHrKkbvEFFsSsAyLaOwUUCGPBRDjwRJTRTx0iCKtMmIFaGI64Mp70ojz5xEZGEw6Yp4xPoEpE0x5JsjGNjS4jo24ViroHU+H31vIiNLCqzT+YwfqGlbKCaqzI/StjhqRwtodBUzuKdneK+JW58N4n7ah3lWR3ZNOkWmHJSdYmwLhbTOptI2l4NlKpe2WQlKRxiNk9nElp8jTR1ApTWW2XtahreLaZgKZeYwk6MvS3n6uo5bx/l0LcVgX45m+7mCteMynLtRWDeTSJD7EJ17ikzFe8zeLWFsXUG1LZHetQpmHxnQDSSj7Yyg2h7Jzis13vtFOEdFeL1KpiYrmJoxodRkUqA4j30yD8dUCbpGCTuPbLh35bh2K+leyMWzY2Z+sR6p9Dra2lzMXcV47nZw+2k/958MMDBSzth8DXO3Wtg9GOfRUyee7TJs40mMrBfy4OftNC8KkJoDSFadxepJY+njMjTDYYhNZzAM+9E6f4nh4yAGj6KQWX3J17+LYyWN5ulUUmrOYV7IIc8YyuByA5/8bIs//vAb/vdf/oXWNgX7d5b5h1++5vufPeLRrofhTgu99jpOjO1UUz8hoNIeRrryEhp7MubpdOwrYnqWc5jcLGN6r5bWGQkVrWHkGvzR96fR58lH3RVGnu4CjePBGEfiuJr6Lunyq8xuGzH2ZVE7LEDWep0mRyQdwzcZ2ZBinEhnaKec+1/bGLidT2TJj0iv88W5XcH4kRTbWgoTO2UMbYtxbKQx9bCK+UMN4x4l83tGRneKaBi/TutIJO0Nqays6fn5n2/x/HfjuParESrPYuzLoHUsn3pnIprWcJzLKtY+sTF11MygtwJ1UyR11mS8DweY3euif03D9L6R2e06+qYUJOb7U9MtRtEvJl4ZQLr6JoY+MaMb1QiqwlHbc6hoTiKiOICY8iBSVXEI5JGESs5xTfgBl9Le47rwFAmFgQjk14gq8UHmSEbRnUdpoxiJNoGGSQXty1oa50qxrVVinsujf09Dz2oJvXMFZFWF8eHl9wjOvIRYm0ByZSgRkqtEScIIl9xEP11ITNVV8uqyiJdGEykOIt+UQWlXCla3kjKzmKoOKb2rjUSVBhEsvU5MZSCdqypalhRo+vOxL6spa0vDOC2lxZXLzqsuuldKaRpNpnlERN9GLS1Lctq9MszLhTQtVFLakoW128DMai/NM6UoOoKxTmeydVfDklfI4JyUUm0aMZJY6odUVLYLSasMIk12Hf+49zHYpeSowykzx5LdGEFiTRDltlSuZ13gpigAQWU4USUXKbIk0DZfQfctGX2bSsraorAMiVE3RbNwoGXmgRZlbwKq7gzKO9LJrI1h/F4TC886qZ9QYr9Vz/Zfj+N63Etxi5R0RTTSxjAM4+lY3Ll0bxQwtFOIxh6K2h7EzKGSpolslJ2xNI6nMbKbx/JDE1N3q+jaiWT4TigjnnCmdqMYOUjBsSZk80U9Cw+KGXmQjOMgnoqem5S2+mNdvI5rX8jKcxOj9/V0r5fTu5OD814azj0B2rGb1I9cp6E9Ak1DKhNzaiytcjRGEdLCUFJEAVgmxLQNFeOabuH2Vju3dxpZu29kZlvN3EYpriUpBbkXyEy9QYbkBqMeIxsvern3sg/3ag2b91u5/byH5Z1GFtxy1pbSefUiBddyGLeeVXPvywbanVGkFJ2noiMYx0YettV8RHXnkVsvkW/4gImjDFq9gWTr3kU/4kdlly8ZskBqO4XM3+7i8OFt/uF3v+Zff/g9//T9t7z4aJwuWy4/eXWX3/xkn4fr3Qxaq7E3VWOxqDjhuifHMp1CeXsEOYZwzOOlKG1hNI0moui4ycyOCvdhE42TWfRulNC7XsrgtgqzS0i1M57a3nQahkTIzBEoOwQ41wqxzxSgsSTRPCqksjae3LyL5OX70GRPYPCWCPdBIQ++aKBvTUxQwQmC8n9EjukirUvhaIZPMXYvn6E7IsYOstFP+lI/6Y9rX8f25x0YFi+hHb9Ac38Y+UUX+fSbWV58P8KLvxtn/pGRYksg7kcW5nfrWdnSMu4tY2pTw96nPcw9qKN7RUJtWwLmgTy8nwyx//UcGy/6WH85yuCiEaNZQnZlGP3rGu5+M4XQGEtA+kmkhli6ltSYp/XkVkfTOZSDUBtKQuV10pTh+KWf41LaaT5MfAdfwSmiiv1RduWTVHETrTMb3aiQLFMkjlUDqdogCswpDG7XceerXlY/bad/v5rZp42M7Gmpc2aQVHKDD66dIkedQmpZOBmacCSmcIS1IYQVXaRhuojRuxosrhLCC65Q3iqmZUZNdMVlbop9KW8TElceRLoqAYE8isTSWFLkETRMFnIj04+rSZdIrgzhQvKH1A7n0urOZeGjesb36lg8NjHgLWdsQ8XaMysDe9WY3EXkWeLonKlhdLkD64SKxrEclHYBGquA/qkU1naFtPWX4RhYZnb5G8YWPmZ6q5/82ihCcn3wiXoboeI6yWXXyFAEESA4T3COHwEZZ7mQdIZz8R+QUBaBSBuHxJBIXIUfVfY4HF45TVMFmMfEGHqSGdqUoRtKIUkeiMKRQeuCjG5vHQO3G2iZlTP30Mb6ayeTRy0Yx6voXm2nz2uk2SVk7H4V5nkhiq44OuZz6HbnorKHM3lYxOEXZg4fNODyiLn3vIq5tWIWH+noO0hm9E4a5sHreJ6JGD8WMHovh+XnGibuSjn4uZ6RIxHa6TAcewJG7kbiORCy/tTE0vMOJo/kTD/NZuQ4HYPLj/qFAPq3pXQsJjK4LaJvtBhHewU9vZX0zyoplgcjN0XSMVzB8aMRFhZVbO218NlXSzx5NczOUQWPnimwmTNQqxNRNoVT35mDc7GK5UM9rl0FnkMTWy86uf/KyupeHSveQo4PLvE334kwtgYz7JbTO5mDvCWWwIzznIk6SUlLAs3TaQxviKizxWKfzccyHoLWdpWxXSHjt0uZXbNy9NEWv/ruK/7nf/+BP//zH/j+21/w+GCd9Q0FfY5Efv1axv/6ZTx//Gk8T3aNLEx009mp4cTGs0bGNzSI9RGk1dxEbo3FuSbG/bAE56oEY18aUzs6zNNCbJ58quzhFLeGUNMbQ67pLB2LGajtAgLT3qZrKZ2Vp8XUdSVSbAjGOlNCqiiU6IhLFBVGMblayu6rcj762sj9z030rEiILn8PQdWHxJS8S2rNmxS0vUXXZiKTR7m0ukOQtpyg2vkWdrcQ9xMNJV1voGgNoc1ZwOyehv2fdnL8XR/eZw0UN1/HPJLOnZd9bBza2N5tYWFNzfpRK9s/7mHhSTMFpps4ZmUMeTTc+ekw+1+P4Xlq5/GvtnnwuRdlfQZ7n84wd2yh2JpEjimOZFkQV1LOIusQUdScSU17Kn2zEiKLzhJZfJHgXF+uCM9xMvoNTse9gX/maa5mnCOy8CZn496nqiuNnk0VkpYwDOOFFFsT6V5TM3NUx9zjWqzLRfSuK5k7bmTv835ax6SEi3w5FXYSXU8W2u508ptiUPUKEZvCSVIEk10XzdLzBibvG5DqM7mceI4LgpO8H/oewTlXCMz5kAhpIDG54URLgpDoE0iU3SC27CofBL+PT5gP/skXiCq9iH4iHc1gPON3G1h7MkG3u5aJzRp2X3Rw5xM7U0f1NC2VkKa9ysJRM8O3dagcCQzeVmL1qmicrkRjjaOy3pe5pTU8i79n7+6/cfzo/7Jye5+lXSdRuf5cEfggqY4ntsAfv7jT/OjkCd4MeJO3r/8VvpE+nIl9hytZZ4ksukJInh85tfHElt0gquAGle0ZCBTnqbML0fVKME+VIW8Xkt8QjHOjkvF9PfXjUjxPhhnYaCKuPJyQokBq+gvINgZhHC1G4chi/mkNzt1cKixJ1DsS8OzIcO9WsvZxBXP7JczOybF3Z/HgvpzdvSL2Pq1h5VDEwnoOJnss+skItBPXaV+OYGgrlcWHxbifyXDu5FEzGUHbRgxdnmDGPWkMLZVy9N0YK5/pWP/rMuY+FtG47E/tnA9dW/G0bV5l5bMS3Ds1WCxZLHr0vPqtmwm3CkNnEo65XGa9SnbuNbC+38TMeh3TmwpuHVWy/qCKsuoQbh1rMTtE2O0VyNTJdI1UcPSqj/XjBpoHspnbquX2kYXV/RY6ehPZ2inHs1PN8oEO956WxSM9dUNC/ARnuJD0FobhRNpd6Wit4bT3FzDtVaAwxZArD6PcEIpnx8Lffv85f/7D3/M//vBPPLyzy9N7d/n82SG9PQVoNWf4zTe+/Ocf3+a//nSSp5sihmwtjE1aOdEylsXQqoaipjhSNZdpGMti7r6K4e1UbO4omkbiGVkvpW1GhHUhF7k1ijSZP+pmAVXmYJqnYiluCSa+0Ae7OwvnqhhTTx59KzJmD8wkiYJoskmZvFWN+0E53SuJqO2BiPXnyKn1Jbb8PTI1Z4gpfpuoshMU204z9ZGYwf0UqnpPUdX9BraVQMb2spH3+lJofpt82VUGp+v54g8u7nxjYWirnFpHLEpzCA32ZNz7rbj3W2jsSmRkXsrMVg3bX/az9nkvmaobeJ/1s/25g1vPGjn8YpSDr2ZwPepi//U0C/c6WH/ZQ/9GLZYFJUFFF7mefY5CQwY3RYHcSPOhd0pFo1NMmiaQ9JoIziS+ybnkNzmb9AaX0t8nON+X98Lf4q3ANwnM8kdkiMXiLkPZL8C8WEyRNYFKRyIDO5UonOFk6Pyo6EimeaKIW0+6MfRlUlAXRHLhZdoncmgYycU0XoBxNB9pUzRVnZkUNiYzuK1l4LaOkJwrnAx9h9C8q0RKQwkvuMZ10Xn8BGfxiTrFmcunqLYXYhwqwTRSRVDuZfwEPlS0Z1I9kEKC6jwFLXG4DvrpWewgvuAmhbowhjwy1o5b6d9UYt+Q0ziZj+eZDU2fiCJzIvqRPNo9laiGctH1Z9MwGM/+wad8dPgXvvjJv/Dqi3/n9df/zIJ3jBRJOJdiT5MtF5BedZXgVF/e/OBNfCJ8eDfgXS6Enudk0DskVkSSKAsjqyaOYIkf0YUhCNUpiPXRVHUkkCtPICD5PMkV4ei7y7HOFeB+aOTwm1E8z+wYR8pwrNZSO1yAql9M03wlksZYoor9uJp1Du1wGpNHSlT2RJzubI5e1vD4Ez1rjyT0efNIyLtGjOAiCwtiDg8LcO9ms7yVyeFjFcKq87StpVM3F0rHUhxDniwc08k0TEVhmI7H4snAtHgN+2oUndOpSFSn8H5cw+zzfFZe5+H5Ukr3nbD/v6V3Y+navcLml1oOfuZg/q6B7ad2Dp4esbX5lMlZL3ZXNd77RvYeWVjcMjDqrWb1YRMzB5W4P1Ixca+K0R0hxuYstNoM8iqC0JpFGDslqJriaOoXITPE0DdVgeewjpaxVOY3dXRPiuiZlTLiVdO/osC1147RWUpckQ+59YEM7ZZi6I4lTniFInUIhjYxNY0iJhfr+eVvPuZf//QDf/7Hv+e7zz9lyz3LRK+Nob5GegYKaK4t5/WhiT/9Ios//ULB8aqF4V4d6joR/w8/oE746hcxOgAAAABJRU5ErkJggg==" style="height: 2.1916in; width: 2.95in;" width="283" /></span></b><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"></span></b></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">The ARM team sets up instruments in Crested Butte this </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">summer to collect data to understand how climate is</span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">affecting snowpack and water availability.</span></b></span></span></p><p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">n
The first autumn snows draw our eyes up to the high peaks in northern
New Mexico every year. Some people simply enjoy the view. For others,
that first dusting signals a good ski season to come. And a lot of New
Mexicans hope it means we’ll have water in our streams, rivers and
reservoirs next year. Lately, that has been less certain, thanks to
climate change.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Throughout
the Rocky Mountains and beyond, the high-country winter snowpack and
the waters that flow from it are vital for healthy ecosystems,
successful agriculture and a vibrant economy. With global climate
change, scientists know that higher temperatures, and different rain and
snow patterns will affect every downstream water-user. When streamflows
are low, farmers struggle to irrigate across a vast region of the
Southwest; cities face water shortages; hydroelectric power production
is jeopardized; and recreational users, such as rafters, kayakers and
paddleboarders, get short-changed in the water-sport season. A lack of
fresh water from snowmelt can also decrease water quantity and quality
in the reservoirs, making it dangerous for swimming.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">We’re
seeing those effects already. But we’re still in the dark about such
crucial details as how soil moisture influences the amount of rainfall
that actually reaches a river or how airborne dust changes the timing of
the spring snowmelt runoff.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">By
capturing, storing and distributing rain, snow and runoff, mountain
watersheds provide a majority of water resources worldwide. With help
from scientists, policymakers rely on Earth-system models to predict the
timing and availability of these resources and plan their use, but
current models feature strong uncertainties about the water flowing into
and out of these watersheds as precipitation, evaporation, runoff to
streams and rivers, absorption in soil, uptake by plants, and storage in
aquifers.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">To
settle these uncertainties, Los Alamos National Laboratory and its
collaborators have launched a unique, large-scale research campaign,
called the Surface Atmosphere Integrated Field Laboratory (SAIL), near
Crested Butte, high in the Colorado Rockies. SAIL is a research campaign
funded by the Department of Energy, managed by the DOE Office of
Science Atmospheric Radiation Measurement (ARM) user facility and led by
Lawrence Berkeley National Laboratory. (<a href="https://www.abqjournal.com/2441807/using-science-to-understand-the-future-of-water-ex-research-aims-to-help-provide-water-security-for-everyone-in-this-changing-climate.html" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p><p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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<span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">New Studies Enable a Clearer View Inside Cells </span></b> </span></span>
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" style="height: 1.7416in; width: 3.025in;" width="290" /></span><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"></span></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Courtesy Photo</span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">o
fully understand how cells work, scientists need to know how their
moving parts relate to one another in space and time. However, because
of their size and the amount of data involved, visualizing cellular
structures in three dimensions has proven difficult. Now, in a trio of
new studies, two teams of molecular scientists have aimed to make it
easy for everyone to see inside cells. By incorporating painstakingly
collected experimental data and partnering with computational
biologists, they are bringing 3D visualizations of organelles and
chromosomes into sharper focus. </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
researchers are also making their 3D data, published in separate
studies in early October, freely available for anyone to explore in
order to allow researchers around the globe to probe their own questions
about how cellular form impacts function. As Karissa Sanbonmatsu, a
structural biologist at Las Alamos National Laboratory and coauthor on
one of the papers, puts it: “We’re trying to do Google Earth for
chromosomes.” </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
researchers incorporated experimental 2D interaction data, simulated
physical forces, and Newton’s equations of motion to predict the 3D
structure of the X chromosome. They didn’t stop with 3D, however. They
repeated the process at different time points during a process called X
chromosome inactivation (XCI), thus adding the fourth dimension to their
analysis. The high-resolution modeling, which required analysis of
enormous datasets, was made possible by using supercomputers at Los
Alamos National Laboratory. (<a href="https://www.the-scientist.com/news-opinion/new-studies-enable-a-clearer-view-inside-cells-69380" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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" 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<p class="x_MsoNormal"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Can Sterile Neutrinos Exist?</span></b></span></span></p>
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" style="height: 1.9916in; width: 2.9583in;" width="284" /></span></b><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"></span></b></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Workers install a component of MicroBooNE’s </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">precision detector. Credit: Fermilab</span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">n
the 1990s an experiment studying neutrinos saw something strange: too
many particles showed up in its detector. In 2002 scientists began
another experiment to figure out what happened. That trial also got
surprising results—yet in a different way. Then came a third experiment
in 2015. That one announced measurements last week that do not resolve
either puzzle and only heighten the mystery.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
projects have all looked at neutrinos—nature’s most abundant particle,
save for photons (particles of light). These tiny, chargeless specks
stream out of the sun, as well as supernovae and other cosmic events,
and about a trillion of them pass through your hand each second. They
are known to come in three types, or flavors: electron, muon and tau
neutrinos. But many scientists hope that a fourth type called “sterile
neutrinos” will appear. If they exist, sterile neutrinos could help
solve several mysteries in physics, such as why neutrinos have mass when
theories predicted they should not and what the invisible dark matter
pervading the cosmos is made of. The puzzling excess particles at the
earlier experiments got researchers excited because they looked like
possible signs of sterile neutrinos interfering with the normal neutrino
flavors.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Such
posited neutrinos are called “sterile” because they would only interact
with other particles via gravity, whereas the known three flavors can
do so through the weak force as well. But they could affect other
neutrinos because of a weird property these particles all share: the
ability to “oscillate,” or change flavor. A particle that starts off as
an electron neutrino, for instance, can turn into a tau or muon
neutrino, and vice versa. Usually, this transformation takes place while
neutrinos travel a certain distance, but it seemed to be happening more
quickly at the experiments—the Liquid Scintillator Neutrino Detector
(LSND) at Los Alamos National Laboratory and its follow-up, the Mini
Booster Neutrino Experiment (MiniBooNE) at Fermi National Accelerator
Laboratory (Fermilab) in Batavia, Ill. Scientists thought that muon
neutrinos might be oscillating into sterile neutrinos and then into
electron neutrinos, a process that could happen faster than the simple
muon-to-electron flavor switch. (<a href="https://www.scientificamerican.com/article/can-sterile-neutrinos-exist/" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><span style="color: #333333; font-family: "Arial", sans-serif, serif, "EmojiFont"; font-size: 9.5pt;"> </span></p>
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BZN6VUe9ZbwVLCSy41tROVXPADeJuw2KyHJYiam1yI2/cMjPCHI4IPEPO5OazmTd4n/ECg5lpzP+Mwsyecv836UBIt5Y4SktmeIw+FyKm/WcChcwfaATESXrmOz2ZFevMqHcWrSiq6w/R7NuwrvRymFjE/N0NLdhyBFtsGun9JqORQu55kgGZ+GJ/FmSAba2bXN44E3qwyT2cIfE7J4LjSTO31rUReL1cr45DR2ux2n08m5Gw38PVXNF0kadvnJaOzs89yrWzLxd3EB/iIN+wIVHAiS0N0/uE7zPgBegO7+Ab5LyWSfv5RdITlsD87mz0kaz26fmJnlT3FKCq/eYn+QkmNxWZhWj2LgVlsPnyaoEZ0vZ2eAkl9HymnvG+DTJM0/BO+l2mbeCc+gsb2DpwMkROWVY7ZYNz3v1rxK9gQq8UpTE6U+z4fREgLVJRvg/SC5gKf9Mjh7+TpJ+RcJVZ3DuGITm+a0dGqkNKWepik1htpTARvh1etoFSdyJzmaptQYmtPjmO/p8MD7ToyakSkt09PTvOSfxhb/TKJzLxG5EipbD++jAgXRmmLyKq9zNDiZuYVFTz8mo4FDIWJei86mbWCE4xn5POIj41cx2XQMj/GXVA0ByqJNc1DbM8TroVKau3r4Lj2PhwUKvBRFLJnM/CDKx0t+HnXlLbbdF14xb0arya2oxl9WwAlxAbjWAFkymfGWn2e7n5zHv4vnTN4lWBe7XYXXT1OOadnAoVAJr0Tn0DY4tmmcAFabjZTzl4nPLyU2r4xHvKUU3VwL7emWTBwXFZB75RYfx2XymJ8SVVk1udUNHDvzn8DrcrkYn5wiPucCT/qJ2BGaywuhKq63duNyuWjo7OXPCWo6+gY4FJXJy2EKRicmPc/fauvh00QNTZ09/Cpcxu5AFZmlVXyWpKHxp8LrcpFxsZpvUjRMz83zWriCP6fkoF/RlOtl1eZ9NkRFR08fS0YD56tricq6sMHm/UNyATsDlTztncwvTiThJV+7bjebGL9VRZsslTaZkLqYICbrbnpOFMPYCA3x4bRKU2iTpdBflIdJ69aY6+F1OR2EKAp4VCDnnZhMvk1S8WZU5hq88iIe9VfzpCCdvV4pvBiQ7olMgDtU9HWKhqdDVJTXNvFelJQ9f43gxcgsKuqaeSdCgubyTe6V2p4hXguR0DkwjOxiFQ97S3k/LpuJyQneDBUhLLlGdlU92wLVm+Dd7Sthd4B7XracECJQlYBzLdHicDjIuVrDE0GZbPUScaNxox+0Cq+/phyTUc/LwWJeO5VL+9D9k1pLJjN+8rMUVNdzvrqWh06ISC2u8sSHdUsm/paeR2ljB6qLl3nYS8L3knMoyq7z0RkVPwrvyjRiNplIzCpgi7eEXwSp0VypxeFwUFBVw9/S89AbjXyZVsAOgZSati7Pk7faevg4PpPhKS2nNRd4WKDgiwQlH0RLaOwZ3NTT/eC1WCz4K4tIPX8ZnXGZPyTkcDhSydzC5kzV+mjDahFOW98gGQUXWFpJQIxr5/ggqZAn/TLIKCgmSJpLoOIsRtNamG+2vZlrPn+hyvsbrhz/Ey0ZCdhNy7gcDsaqK7h64guqvL+m6uRX9BZm4VyJO6+HF+BOZw/7A6TsCVTw7LdhvBObvUnz+knySM67wK/9E5hf3PhO8QVl/MJfRmxOMb8KTuPr02k8FaIi9WwZr/kl09jZu2kOanuGeC1YQnv/MHXt3ezyk/JyhJqya9d56mQilY3taKoa2HofeHcJJLweoUSYf4HPY2WckJ6DdYVYTqeT4ttN7AtR84iXhAvXbm/oexO8QWJe/RF4FwxLfJOkpqqlh66BIbb7iPBSFGNccdp0Sya+S8+jtLGLGe00z/ml8WqkmkBpPh/fD16n00nfwCBL67w+AMPiHL8MFLLVP5OkC9ew2myEZRXzSXQGRRVX+Dgyjcf8lORfq/OAd6uth4/iMhmemqW5vYvdXmk8LRBy8GQsd34ivPM6PV+lZOMnlFN81Z2iftpfQv/I5ojDg+K8g8MjnnqCVYftxYB0rMtGOvqHEOYWYVxesx1dTicOixmHxYxFt0BTWizNGfH0Fmq4Fe7DXHe7+7rZhHNdCvheeBeNS3wUr2ZbQCZbfaQcOaPZZPOW1jZjMZvwTshgUrsxe3ilvpm9vmKOhgl5J0JM0ZVq9gfK+SAigzf8k1lcXOReWYX3Tnc/M3MLvBKmYm9wJl+fTuMF/3T6R8fQVNU/AF63zTs5o+VWcwdewswN8JosFsKzinnieByPB6j5NkWD1bKWFbuf2fBydDatDzAbJme0vBsqRJhXRNa5C+z1SeOjlAImZtyVe6vwXqxzO5z+sgJ2CCS8ITjDJ3EPgFd1oZyG9q57unLxfXouj/rISC65gdVq5bN4Nbu80nhWIGSvIIPtQVkknL/iyemvh9dmMfPpGTmPe0vYeyKBO70/Dd6hiWmOnslin7eQZ/3S2esnYbefjIq6pk3P/1iGbVXWRxuWjQbmFha4Wd/gCeXcK06bld6zGm4EfE+V19c0JkVjHL9/2/fCa7XZSL9whd2BSnfS4j7wrkYbyquq0c7Nb2ivd3iU54OkbP/2NN+kaOgbHuFAsIyd357i01gZTsfmTOMqvA1dfSwal/k4KYft/ip2f3eaP8RlsbRk/FF4j6W4Q2VzizrOll/ZEHedmVvgw1NSvk+Q8mSwiheCpHT2r63jKry+WWWYLGY+ic/imRAVdd1D952vuvYunhSk8aRvOs8IUtnlr+CNUxo6Vsa0Cm9JrRveG3da2ecrYusPKXwUl8nmUJnLRcq5SkRF9xSxuJx8kaxhi6+c7GsNGA06XvNPwV9+DunFKsKVZ9npJ+eEohiD0e20rYcX4FzVbXb4ynjCX8adnp9m8zb0DPF+tIzEglLEJVfxlp1lh68EYdGVTc//o/AuGQ04nU7MZjNjExP0DGzeUA6LmYGLhesKczIemB6+F15cLhq6+nktQsWW4JwfhddkMrG0vEx3X58ndTq7qOc3p9T8x0kxMXmlzBmM/Pa0modPZBCp3uyswRq89R29mMwWgtUlbA9Q8YhAQZDKnQT4cXjdoTKXy4XBYGBsYgLtrHv9rt9p47fhYm41t3P0tJIt/iqyKm96AF8LlbnjvBGaYnYIpBTdbvZEqBwOB/PzczgcDtTl1/ldmAjhuQqkJVc4Ei3n6RAlN9vdocd74Z1f1HEsPouHfVV8FJ/FZpvX5SLpwjU+j5Oz3uMfGhzkaYGQJ0MyudbaTWtvPwe8E+geGsVmszE9Pc1Tfhn8PqmAuysZl3vhndTOcjhczi5f6U+C1+VyUnL7Dn9JyWJ2UY/NZuN6ex/7AxV8n5636Xl3Yc5Gm/de2QDvushITullFMUVm+7fUJjzn1SVyUrXQmWrMr+wwF+EeTwelP2j8AJMaWcR5p7DsGKyGZZNfJVWyGNeIopu1LszTmkFPO4l5nx17X3HULeqeTv7cDjsaK64HayHvWXkXL4BgObais0bqqRv2L3J74UX3OlkdXE59SuJkDB1EV8ka1jQ6TiddZ6HfBSckJ5Db3Cnn1fh9VmJ85bXNrHtZDphWSWek007N4+ysAidwYi//CwR2ZewWszYbDbSiirY4SOi4HojTodjE7w2m4304qs87ivn2P3hdZJWeos93kLEhSXcbmql4mYtxyIzeMwvk6MxKgbHJsi/epvDAanoV1J2NvMyb4VLeSVCTduAO653q62Hj86oGFmB12Q2E5R5gd0+GT9u865EImw2O8KiywQqz7O8Eg3oHL7L69EafhUmxrS0scbhTkcX+wIVPB2spKN/4L4leOMza/DqFhdYNplZWjbxXaICRflm7/2nlkQ6nU5ExVf43alMBsenPN+7nE7U5dfZ4qfiyBm3w+ZyOjgpd8NbdKORZZOJZZOZyppGAuWFHufSZLEQkl3KHp90mrp6MVksBGsusddPvLEOY7Uvl4ub7X28EijidmsnLpeL2539PB+exY6T7iSRw+FAXnGLbYFqXgiW071y2vQNj7JTIOLDlEIGx8ZZNpmZmp1HIMrhZkc/JqORwwEppJdU4XI6aenqZqdXGm9Eq+kYGAZAqzNwKFLpgXdmbo63IuUcDEins6+fpeVlLt6o5/PTImYXdRyLUSCrWHP6ymvusM0rg5iCSixWqxvetFxK6lpXoj0u6jp7eSZYwYdxau6rebMqb/CEQMT2k2ns90ljj086WwQynvUXkVd5neGxMT6LU/J6gJDBlbK//sEhfhkgZJevBEnJFWa0M0Qo8jnol0pZzR3sDgdOp5PSulaeE6R66gjAfZR09vVzNErCbl8JipLLWMxm+odH+H2UmL+lZjG3sIjD4aCippEDwTK2nxSSV1rhKYnrGxrm61gx23xl7PCT89lpMTcam7DZ1+xCm91O8fVaXgqRsccng5NCNX7iPHzSNez7exyaq5u1mcNiYbj8Ai3iRBoTo+jUSDFObtTqdrudqpp63goWss9XRJymiIV1dbu9QyM8HyDitzFZLOp07uL0SCmP+an4Y6wcP3Eu/pJcjoZn4KMs9pRm2h0O5OU3eSMkg6m5Oex2O/LymxwOFTN1j30McHdyihNpWez0SuOz0xLae/voHZ3gUJSaXwaL0OsWudHYwvtRUrYFqtklEBOpLGBwZBTJuUts8RZxIFjKDymZ+IpzOSHM4q0wCVXNXYgLS9jyXRzSonKsViud3d3sP5HADl8ZMVnnmJub4+zl6+z3E/N2lJzaljasNhvqihvs9xHydoQYX1EOvw5MJibrPKXXrrP3RCLJhWWYzWasFgvCvCK2nEzn3SgZPYPDNLR38UZgKv7yteIj7dwCf0zK5oOYB6SHp7RalBcv82WimtdDpbwSIuHTMwryK6oxLhkpvX6b98PT+SBCRMnV6+ByISu8wNshabwbJedEioryqmv8ITiRd8NFRCtyPdpkZHIGrzQ1nYNrWRe9Xk9EupyjYWkciZLx19NpTE1Ncba0kneCkvkkMp32nj5MZjOJ6gKORIh5N1rO8TMZzK/ERjOLLvKbwGSOnlby3iklb4dlIEiRoTOsaWeDcQl/oZKjkRLeO6XgaKTE8/l1SBqV9ZvrN1xOJ8aJu3RpZDQmRjLdVIf9nqyWzmBAkCzl7XAxR6LlfByRusGRsdmsRGWe53uhBp1Oj7iwhPciRLx3WsXRKKlnDO9GSBCeX/tlg8vl4mZLJ5GqQgzLy26npaWTMEUh+qXNtcdVdY0cCU7i6CkFvw1OJTXnHPM6PX6yQiIyz2Eym4lTF/BuWAbvnVZy9JSCP58Wk3mumM+jhBw9peS9U3LPeI5EiPkyWUPlrTq+PJXGO1FyImQ5zC8soCkp43chQo5EK/jydAbXaur45rR7/Y6EZxAslGG32VjQ6Ug/X87hoDRe9E3mRHo27T29eCeKeSdCgl+6monpGaanp/g8IpEj0XKOhApRF10iQZXLO2HpfBieSk1zm1uZOBxkV97AV5TNfQtz3BNuQ2cw0Dc0THf/AAs6nSfcZFhaZmJmlomZWfRGt302r9MzMa1lcmaW6dl59AYjEzPu/7Xzix6D3el0sqDTY11Xk+twOJiem2diZpbJmVkmtbPYbXZ0BoOnTbPFgtPpZG5hkclpLZPaWaZm57CvBLQX9AbGV+6dXBnb9Nw8jnXessPpZHpunsmZWaZW+1q9f1r74N/muVzMtjczfvsaFv3m8JTD6WRmbmGtPe2sx+laFcPSMtr5BZxOp3uu7ul/dcw6g3FDit1itaJf953FYkVnMOK8z2/OlpZNnjmfmNYyr9PjcrlY0OnRrzwzv6jb0OeUdo4FnZ5J7dym8UzOzDIzN8/Ssskzvtn5RewOBwv6tbWZ0s5hWFr2tDExo2V6XYG8xWplcGSUjp4+FnTu56dn5z3t2+x2bDa7Z04mprUs6PTMLiwyMe1ub7UqEMBktjB3T0z855++/yz/tvIzvD/Lv638DO/P8m8rP8P7s/zbyv8DT6sCdSKPluMAAAAASUVORK5CYII=" 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<p class="x_MsoNormal"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Business people, Nov. 2, 2021</span></b></span></span></p>
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" style="height: 2.1083in; width: 2.9583in;" width="284" /></span></b><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"></span></b></p>
<p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Clockwise from top left: Andrew Gaunt, Bill Daughton, </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p class="x_MsoNormal"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Eva Birnbaum and Cristiano Nisoli.</span></b></span></span></p>
<p class="x_MsoNormal" style="text-autospace: none;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif, serif, "EmojiFont"; font-size: 8pt;"> </span></b></p>
<p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">n
article in the Santa Fe New Mexican highlighted several Los Alamos
National Laboratory researchers that were recognized in November:</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"><br /></span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Los
Alamos National Laboratory scientist Vania Jordanova was named a fellow
by the American Geophysical Union. She is a member of LANL’s Space
Science and Applications group and joined the lab in 2006. Jordanova has
a master’s degree in physics from Sofia University in Bulgaria and a
doctoral degree in atmospheric and space sciences from the University of
Michigan.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Los
Alamos National Laboratory researchers Bill Daughton, Andrew Gaunt and
Cristiano Nisoli received the LANL Fellows Prize for Research and Eva
Birnbaum received the Fellows Prize for Leadership. Daughton, of the
Primary Physics group, was recognized for his outstanding work in
inertial confinement fusion research. Gaunt, of the Inorganic, Isotope
and Actinide Chemistry group, received his prize for advancements in the
field of molecular transuranic chemistry. Nisoli, of the Physics and
Condensed Matter and Complex Systems group, was selected for his
pioneering contributions to the fields of magnetism and novel magnetic
materials. Birnbaum, the laboratory’s isotope program manager, was
recognized for significantly investing in early career staff and in
building new capabilities for isotope production.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">James
C. Owen has received the 2021 Distinguished Alumni Award for the
College of Engineering from the New Mexico State University Alumni
Association. He is the associate laboratory director for weapons
engineering and chief engineer at Los Alamos National Laboratory, where
he has worked for more than 25 years. He received a bachelor’s degree in
mechanical engineering from New Mexico State and a master’s degree in
engineering from the University of Colorado.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="x_MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Tracy
“Tess” Lavezzi Light has been awarded the 2021 Los Alamos Global
Security Medal. She is a scientist in Los Alamos National Laboratory’s
Intelligence and Space Research Division and has worked at LANL since
1999. She has a bachelor’s degree in physics from Reed College and
master’s and doctorate degrees in astrophysics from the University of
Minnesota. (<a href="https://www.santafenewmexican.com/news/business/business-people-nov-2-2021/article_26a5a55c-26b4-11ec-8066-0b8f709610a5.html" rel="noopener noreferrer" target="_blank">Full story</a>)</span></span></span></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-47571346878388731852021-10-28T15:35:00.001-06:002021-10-28T15:35:19.968-06:00<div class="separator"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="40" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQAI4W35zXa7FImOO%2B3RjBI%2F8%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="121" /></span></div><p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span>
</p><p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #333333;"></span><b><span style="color: #16689f;">Is the Great Neutrino Puzzle Pointing to Multiple Missing Particles?</span></b></span></span><b><span style="color: #16689f; font-family: "Arial",sans-serif; font-size: 12.0pt;"></span></b>
</p><p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"><img border="0" height="208" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQABOaMcNFKU5FgMJBpQ%2FIb0U%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="183" /></span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">In 1993, the Liquid Scintillator Neutrino
</span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Detector at Los Alamos National Laboratory
</span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">reported a puzzling bounty of neutrino detections.</span></b></span></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">n
1993, deep underground at Los Alamos National
Laboratory in New Mexico, a few flashes of light inside a bus-size tank
of oil kicked off a detective story that is yet to reach its
conclusion.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
Liquid Scintillator Neutrino Detector (LSND) was searching for bursts
of radiation created by neutrinos, the lightest and most
elusive of all known elementary particles. “Much to our amazement,
that’s what we saw,” said Bill Louis, one of the experiment’s leaders.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
problem was that they saw too many. Theorists had postulated that
neutrinos might oscillate between types as they fly along — a
hypothesis that explained various astronomical observations. LSND had
set out to test this idea by aiming a beam of muon neutrinos, one of the
three known types, toward the oil tank, and counting the number of
electron neutrinos that arrived there. Yet Louis
and his team detected far more electron neutrinos arriving in the tank
than the simple theory of neutrino oscillations predicted.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Since
then, dozens more neutrino experiments have been built, each grander
than the last. In mountains, disused mining caverns and
the ice beneath the South Pole, physicists have erected cathedrals to
these notoriously slippery particles. But as these experiments probed
neutrinos from every angle, they kept yielding conflicting pictures of
how the particles behave. “The plot keeps thickening,”
said Louis. (<a href="https://www.quantamagazine.org/neutrino-puzzles-point-to-the-possibility-of-multiple-missing-particles-20211028/" style="color: #0563c1; text-decoration: underline;">Full Story</a>)</span></span></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="25" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQACHuvnBjCbhLrW5oJjlt2hI%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="120" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #333333;"></span><b><span style="color: #16689f;">Understanding the towering ‘fire clouds’ over forest blazes</span></b></span></span><b><span style="color: #16689f; font-family: "Arial",sans-serif; font-size: 12.0pt;"></span></b>
</p><p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"><img border="0" height="174" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQADyfBkIAxNxGuabHAJr6gNU%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="256" /></span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Courtesy photo.</span></b></span></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt;"> </span></b></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">cross
Northern New Mexico, it’s been a hazy summer
and early fall for all to see — and smell. Much of that smoke was blown
here by winds from the Bootleg Fire, which raged across south-central
Oregon, and the Dixie Fire, which scorched Northern California. As these
blazes obliterated hundreds of thousands
of acres of forest, the roiling flames launched massive smoke plumes
high into the atmosphere.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Typically,
the smoke has been lofted to a few miles above ground, and then picked
up and carried by wind currents across the country,
much like weather fronts that carry moisture and bring rain to blanket
New York City and the eastern seaboard in a thick haze.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">But
the Bootleg Fire also sent up a towering vertical plume lofting smoke
to a record-breaking 10 miles. Intensely hot fires from dense
fuels, local weather conditions and dry surface and high-altitude
atmospheric clouds conspired to cause the plume to rise far above
ordinary clouds.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">When you see these
<span>pyrocumulonimbus</span>, you know you’ve got big trouble
below. These clouds are so intense that they modify local weather and
create amazing lightning storms that can ignite more fires.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">In recent years,
<span>megafires</span> and their blanketing haze have become an
increasingly familiar sight, along with the towering thunderheads of
smoke that form above them. Yet we’re only beginning to learn what
causes those awe-inspiring “fire clouds,”
what’s in them and what effects they have on weather and climate.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Through
a combination of field observations, experimental work in the
laboratory and computer modeling at local to global scales, our
team at Los Alamos National Laboratory is making progress in
understanding the mechanisms and climate impacts of
<span>pyrocumulonimbus</span> from recent <span>megafires</span> in British Columbia (2017) and Australia (2019-20). (<a href="https://www.santafenewmexican.com/news/health_and_science/understanding-the-towering-fire-clouds-over-forest-blazes/article_6c91cd90-34db-11ec-808e-2feedcbd5cbe.html" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;"> </span></b></span></span></p><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;"> </span></b></span></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></b></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="24" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQAJVJzP2PBfVKhqClLQ5Wohg%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="113" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #333333;"></span><b><span style="color: #16689f;">Major US and European labs join forces to tackle climate change</span></b></span></span>
</p><p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #16689f; font-family: "Arial",sans-serif; font-size: 12.0pt;"> </span></b></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><span style="color: #16689f; font-family: "Arial",sans-serif;"></span></b><span><span> </span></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><img border="0" height="160" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQAI%2FFjauar%2F1KortABytMggE%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="271" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Waste heat from the European Spallation Source will
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">eventually be connected to the local heating system
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">rather than being vented into the atmosphere
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">(courtesy: Perry Nordeng/ESS).</span></b></span><b><span style="color: #666699; font-size: 8pt;"></span></b></span></p><span style="font-family: helvetica;">
</span><p style="font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><b><span style="color: #666699; font-size: 8pt;"> </span></b></span></p><span style="font-family: helvetica;">
</span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">op physics facilities in Europe and the US have
come together to tackle the climate crisis. The labs – including CERN, the European Space Agency,
<span>Fermilab</span> and the Los Alamos National Laboratory –
have announced that they will step up their scientific collaboration on
carbon-neutral energy and climate change as well as share best practices
to improve the carbon footprint of
big-science facilities.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Large
labs demand a huge amount of energy. The CERN particle-physics lab near
Geneva, for example, uses 1.3 terawatt hours of electricity
annually, which is enough to power 300,000 UK homes for a year. In 2020
the lab released its first public Environment Report that detailed the
status of CERN’s environmental footprint. It found that greenhouse-gas
emissions emitted by the lab in 2018 was 223,800
<span>tonnes</span> of carbon-dioxide equivalent.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Planned
facilities, such as the European Spallation Source that is being
constructed in Lund, Sweden, meanwhile, have integrated sustainability
into their design such as diverting waste heat into local heating
systems instead of it being vented into the atmosphere. (<a href="https://physicsworld.com/a/major-us-and-european-labs-join-forces-to-tackle-climate-change/" style="color: #0563c1; text-decoration: underline;">Full story</a>)</span></span></span></p><span style="font-size: small;">
</span><p style="font-family: "Calibri", sans-serif; margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="color: #333333; font-family: "Arial", sans-serif;"> </span></span></p><p style="font-family: "Calibri", sans-serif; margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="color: #333333; font-family: "Arial", sans-serif;"> </span></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="clear: right; color: #333333; float: right; font-family: "Arial", sans-serif; font-size: 9.5pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="34" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQAJYeC7MY7qhMv71N%2BsQGFkU%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="140" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">New Results from
<span>MicroBooNE</span> Provide Clues to Particle Physics Mystery</span></b></span></span><b><span style="color: #16689f; font-family: "Arial",sans-serif; font-size: 12.0pt;"></span></b>
</p><p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><img border="0" height="158" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQALX7Mu0wsORDkVk1WF8ppGw%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="233" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">MicroBooNE detector being lowered into the
</span></b><b><span style="color: #666699;"></span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: xx-small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">experimental facility at Fermilab. Photo Courtesy Fermilab.</span></b></span></span></p><span style="font-family: helvetica;">
</span><p style="font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><b><span style="color: #333333;"> </span></b></span></p><span style="font-family: helvetica;">
</span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">N</span></b><span style="color: #333333;">ew results from a more-than-decade long physics
experiment offer insight into unexplained electron-like events found in previous experiments. Results of the
<span>MicroBooNE</span> experiment, while not confirming the
existence of a proposed new particle, the sterile neutrino, provide a
path forward to explore physics beyond the Standard Model, the theory of
the fundamental forces of nature and elementary
particles.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“The results so far from
<span>MicroBooNE</span> make the explanation for the <span>
MiniBooNE</span> experiment’s anomalous electron-like events more likely
to be physics beyond the Standard Model,” said William Louis, physicist
at Los Alamos National Laboratory and a member of the
<span>MicroBooNE</span> collaboration. “What exactly the new physics is – that remains to be seen.”</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The
<span>MicroBooNE</span> experiment at the U.S. Department of
Energy’s Fermi National Accelerator Laboratory explores a striking
anomaly in particle beam experimentation first uncovered by researchers
at Los Alamos National Laboratory. In the
1990s, the Liquid Scintillator Neutrino Detector experiment at the
Laboratory saw more electron-like events than expected, compared to
Standard Model-based calculations. (<a href="https://losalamosreporter.com/2021/10/27/lanl-new-results-from-microboone-provide-clues-to-particle-physics-mystery/" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><b><i><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;">Also from the Los Alamos Reporter:</span></i></b><b><i><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></i></b></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Improved DOE
<span>Exascale</span> Earth System Model Two Times Faster Than Previous Version</span></b></span></span><b><span style="color: #16689f; font-family: "Arial",sans-serif; font-size: 12.0pt;"></span></b></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><img border="0" height="139" src="https://mymail.lanl.gov/owa/service.svc/s/GetFileAttachment?id=AAMkAGUzNWM3OWFiLWYwMjAtNDIxYy1hZDc0LTY1OGM2NjIzNDgyNwBGAAAAAAANssCvoHrQRpHMLaFT0J6LBwDBUtrqOlfWSooOQ8zz9OAxAAAAevD9AAAHINSadDTxQ4lPmelCY8J5AAM%2B1b%2FuAAABEgAQAPHXDQT3SSxOqgTsEZTcdJo%3D&X-OWA-CANARY=SLxkzTXm2kKqlDSgxXGak2CUN6ZZmtkIjSKng0EPQZKPWM6-HzAsRhMmBj0-Jtdb9qcfQzxEyj4." width="251" /></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">High-resolution E3SM simulation over the Arctic showing
</span></b><b><span style="color: #666699;"></span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">surface ocean currents and temperatures (blue) and
</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">January sea-ice concentration (gray/white).</span></b></span></span></p>
<p style="font-family: "Calibri", sans-serif; font-size: 11pt; margin: 0in 0in 0.0001pt;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;"> new version of the Department of Energy’s Energy
<span>Exascale</span> Earth System Model (E3SM) is two times
faster than its earlier version released in 2018, allowing for more
accurate and timely simulations of the changing climate.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“This version of E3SM is faster and more capable than the first,” said Los Alamos National Laboratory scientist Luke Van
<span>Roekel</span>, who co-leads the Water Cycle science campaign for the project.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“From
one version to another, earth system models typically become better but
also quite a bit slower, so both faster and better is
significant. The improved fidelity and increased capability in physics
and regional resolution position us to begin answering critical
questions related to DOE’s mission.”</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p style="margin: 0in 0in 0.0001pt;"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Earth
system models have weather-scale resolution and use advanced computers
to simulate aspects of Earth’s variability and anticipate
decadal changes that will critically impact the U.S. energy sector in
coming years. These critical factors include regional air/water
temperatures, which can strain energy grids; water availability, which
affects power plant operations; extreme water-cycle
events (floods and droughts), which impact infrastructure and
bio-energy; and sea-level rise and coastal flooding, which threaten
coastal infrastructure. (<a href="https://losalamosreporter.com/2021/10/25/lanl-improved-doe-exascale-earth-system-model-two-times-faster-than-previous-version/" style="color: #0563c1; text-decoration: underline;">Full
story</a>)</span></span></span></p> <br />Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-53129904417572158862021-10-22T14:42:00.003-06:002021-10-22T14:42:49.179-06:00<p> </p><div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"></span></span></span></span><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"><br /></span></span></span></span></div><div style="margin: 0;"><span style="clear: right; float: right; font-size: 12pt; margin-bottom: 1em; margin-left: 1em;"><img border="0" 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" width="168" /></span><span style="color: #3d85c6;"><span style="font-size: large;"><span style="font-family: arial;"><span><b>The coronavirus is still mutating. But will that matter? ‘We need to keep the respect for this virus.’</b></span></span></span></span></div>
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" width="216" /></span></span></div><span style="color: #666666;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><span><span><b>This electron microscope image shows </b></span></span></span></span><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span></span><div style="margin: 0;"><span style="color: #666666;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><span><span><b>coronavirus particles. Courtesy photo. </b></span></span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #666699; font-family: Tahoma,sans-serif; font-size: xx-small;"><span style="font-size: 8pt;"><b> </b></span></span></span></span></div>
<div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b>C</b></span><span>oronavirus
infections are down across much of the United States. Hospitalizations,
too. Deaths are finally dropping from their dismaying late-summer peak
of more than 2,000 a day. Most people are vaccinated, and booster shots
are gaining approval. Officials in the United
States are hoping the worst of the pandemic is over.</span> </span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span> </span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>But
so much depends on the virus itself. It is not static. It mutates.
Delta,
the variant of SARS-CoV-2 now causing virtually all infections in the
United States, is more than twice as transmissible as the virus that
emerged in Wuhan, China. The possibility of further significant
mutations in the virus looms like a giant asterisk over
any discussion of the trajectory of the pandemic.</span> </span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span> </span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>The
first significant change in the virus was identified by Bette Korber,
a theoretical biologist at the Los Alamos National Laboratory in New
Mexico. She had been scrutinizing the genomes of virus samples from
around the world and noticed that one mutation, known as D614G, had
become common in the virus in dozens of geographic locations.
This mutation altered the positioning of the virus’s spike protein — its
tool for binding to cells.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>Korber,
in collaboration with researchers at Duke University and the University
of Sheffield in England, concluded that the strain with the mutation was
more transmissible than the first strain that circulated in China. They
posted their findings online — and slammed into a wall of scientific
skepticism. </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>No
one today doubts that the coronavirus is capable of evolving rapidly —
and dangerously — as it spreads through the human population. It is a
generalist virus — able to infect many different mammals. It has been
known to jump from humans into minks and back into humans. Zookeepers
are coping with infections among lions, tigers,
gorillas and other captive animals. (</span><a href="https://www.washingtonpost.com/health/2021/10/18/coronavirus-mutations/" rel="noopener noreferrer" target="_blank"><span>Full story</span></a><span>)</span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
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" 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<div style="margin: 0;"><span style="font-size: large;"><span style="font-family: arial;"><span><span></span></span><span style="color: #3d85c6;"><b>Physicists make most precise measurement ever of neutron’s lifetime</b></span></span></span>
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" width="235" /></span></span></div>
<div style="margin: 0;"><span style="color: #666666;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><span><span><b>The magnet array for the UCNτ experiment at </b></span></span></span></span></span></div><span style="color: #666666;"><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span></span><div style="margin: 0;"><span style="color: #666666;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><span><span><b>Los Alamos National Laboratory.</b></span></span></span></span></span></div><span style="font-family: helvetica;">
</span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b> </b></span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b>P</b></span><span>hysicists
have measured the lifetime of the neutron more precisely than ever before.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>The
average time it takes for the subatomic particle to decay is 877.75
seconds,
according to an experiment that used magnetic fields to trap ultra-cold
neutrons. The results have twice the precision of similar measurements,
and are consistent with theoretical calculations. But they do not
explain why in an alternative kind of experiment,
neutrons last nearly 10 seconds longer.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>The latest measurement was presented at a virtual meeting of the American
Physical Society on 13 October, and published in Physical Review Letters1.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>Exactly
how long it takes for a neutron to decay is random, but the average
time is about a quarter of an hour. To get a precise value, Daniel
Salvat, an experimental nuclear physicist at Indiana University in
Bloomington, and his colleagues built an experiment called UCNτ at the
Los Alamos National Laboratory in New Mexico. They slowed
neutrons down to ultra-cold temperatures and placed them in a vacuum
‘bottle’, a metal structure shaped like the halfpipe in skateboarding.
Magnetic fields at the bottom of the bottle prevented the neutrons from
touching the surface, where they would have been
lost. (</span><a href="https://www.nature.com/articles/d41586-021-02812-z" rel="noopener noreferrer" target="_blank"><span>Full story</span></a><span>)</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b>Also reported in </b></span><a href="https://gizmodo.com/physicists-trap-ultracold-neutrons-in-a-bottle-to-see-h-1847870808" rel="noopener noreferrer" target="_blank"><span><b><i>Gizmodo</i></b></span></a><span><b>.</b></span></span></span></span></div>
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" width="99" /></span><span style="font-family: Times New Roman,serif; font-size: small;"></span></div><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span><div style="margin: 0;"><span style="color: #3d85c6;"><span style="font-size: large;"><span style="font-family: arial;"><span><b>NASA releases incredible audio captured by its Perseverance rover on Mars</b></span></span></span></span></div>
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" width="250" /></span></span></div>
<div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>Nasa releases incredible audio captured by </b></span></span></span></span></span></div><div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>Perseverance rover on Mars.</b></span></span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b> </b></span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b>N</b></span><span>ASA’s
Perseverance rover has recorded five hours of sounds from Mars and
scientists said it made them feel as if they were “right there on the
surface.”</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>The
rover now has the unique distinction of becoming the first spacecraft
to record the sounds of the Red Planet through dedicated microphones,
according to a press release issued by the space agency on Monday.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>“Sound
on Mars carries much farther than we thought. It shows you just how
important it is to do field science,” said Nina Lanza, a SuperCam
scientist working with mic data at the Los Alamos National Laboratory
(LANL) in New Mexico.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>“We’ve
all seen these beautiful images that we get from Mars but having sound
to be able to add to those images, it makes me feel like I’m almost
right there on the surface,” said Lanza in a video released by NASA. (</span><a href="https://www.independent.co.uk/space/nasa-perseverance-rover-audio-mars-b1941629.html" rel="noopener noreferrer" target="_blank"><span>Full
story</span></a><span>)</span></span></span></span></div><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div>
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" width="105" /></span></span></span></span></div><span style="color: #0b5394;"><span style="font-size: large;"><span style="font-family: arial;">
</span></span></span><div style="margin: 0;"><span style="color: #0b5394;"><span style="font-size: large;"><span style="font-family: arial;"><span><span></span></span><span style="color: #3d85c6;"><b>Bacteria, fungi interact far more often than previously thought</b></span></span></span></span>
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" width="239" /></span></span></div>
<div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>A diverse culture collection of fungal isolates </b></span></span></span></span></span></div><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;">
</span></span></span><div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>obtained from around the world has been </b></span></span></span></span></span></div><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;">
</span></span></span><div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>screened by researchers for potential bacterial </b></span></span></span></span></span></div><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;">
</span></span></span><div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>associates.</b></span></span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b> </b></span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b>I</b></span><span>n
a novel, broad assessment of bacterial-fungal interactions, researchers
using unique bioinformatics found that fungi host a remarkable diversity
of bacteria, making bacterial-fungal interactions far more common and
diverse than previously known.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>"Until
now, examples of bacterial-fungal interactions were pretty limited
in number and diversity," said Aaron Robinson, a biologist at Los Alamos
National Laboratory and lead author of a new paper describing the
research in Nature's Communications Biology journal. "It had been
assumed that bacterial-fungal associations might not
be that common. But we found a lot of diverse bacteria that appear to
associate with fungi, and we detected those associations at a frequent
rate."</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>The
research contributes to an emerging understanding of the fungal
bacteriome,
the existence of bacteria both within and in close association with a
fungal host, opening up possibilities for studying the interactions more
intimately and connecting that research to issues such as ecosystem
functioning and climate change impacts. (</span><a href="https://phys.org/news/2021-10-bacteria-fungi-interact-previously-thought.html" rel="noopener noreferrer" target="_blank"><span>Full
story</span></a><span>)</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
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" 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<div style="margin: 0;"><span style="font-size: large;"><span style="font-family: arial;"><span></span><span style="color: #3d85c6;"><b>NASA Perseverance mission shows flash floods on Mars</b></span></span></span>
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" width="247" /></span></span></div>
<div style="margin: 0;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><span style="color: #666666;"><span><span><b>The Perseverance Mars rover in April. Courtesy photo. </b></span></span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: helvetica;"><span><b>P</b></span><span>ictures
of boulders that were carried by flash floods into a lake bed might not seem too thrilling.</span></span></div><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><div style="margin: 0;"><span style="font-family: helvetica;"><span> </span></span></div><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><div style="margin: 0;"><span style="font-family: helvetica;"><span>But
when it’s the Perseverance rover photographing the Martian landscape
and
capturing evidence of dramatic weather events — and perhaps a climactic
change — that occurred on this now-desolate planet billions of years
ago, the images are indeed intriguing.</span></span></div><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><div style="margin: 0;"><span style="font-family: helvetica;"><span> </span></span></div><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><div style="margin: 0;"><span style="font-family: helvetica;"><span>The rover landed in the windswept, barren Jezero Crater, which was once a
lake linked to a river.</span></span></div><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><div style="margin: 0;"><span style="font-family: helvetica;"><span> </span></span></div><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><div style="margin: 0;"><span style="font-family: helvetica;"><span>It
shot photos of terrain as far away as 1.4 miles, using the SuperCam
that
Los Alamos National Laboratory helped develop for the Mars mission. Some
of the images and an analysis by almost 40 researchers were published
in the journal Science. (</span><a href="https://www.santafenewmexican.com/news/local_news/nasa-perseverance-mission-shows-flash-floods-on-mars/article_747808fe-2ae9-11ec-b88e-af49c15abe5d.html" rel="noopener noreferrer" target="_blank"><span>Full
story</span></a><span>)</span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div><div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
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" 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<div style="margin: 0;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #3d85c6;"><span><span></span></span><span><b>Tess Light Awarded 2021 Global Security Medal</b></span></span></span></span>
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81RR2lLCaG/Io2pexeZaaliuPEGHbX5NN/KpKsul+HHJQzfL6b5UhK54Yc55qiPhY4S+ury6KrIoisngZ6kEMZi2zETEfzRSwQwERbAUHgL+sKC6Alt/4FkK0oCAkhv2Yzo5k0Ib9mC+NadSAuJoyitgIaSOhpqWqhp6KCiqY+yljGq2ibo6FtiZeuKl5c/WalpVF+/RPP9Klof3uZBdRnXCtNJPxOEj7MNdurKGEmKYSgqhLmUBPt0lAl0MiPa05XkoEOknzhK2glP0k56khDsQfiRvQTZ2+K/24Fgsz2EWR0k/qAXJWejuVtWSMfdSkbaH/F8rJv3z8f55eUMv71b5M+PK/z95SX//v6Gf315wR/vFvj2ZuIHkjF+WurlxVgrLyc6+Tjfw4fhJubqixm9lMjk1QwWm2/xeqyTn+ZG+GlhlE+rE/z2fo5//bzEry8nmet6TPP1SppuPGK4ZZjFoSUW+2cZedxKTW4mUR77OWbvxJnT0Wwab61hfayDLy8m+OvDIt9eTfJh4f8jeTP9jFeTXayNd7DU/5jBe+XcPXeCsiB7Cj1/IPE0peSYISXHNpAUuOtw4YAGWXuVyXBRIN1ZkTSnDSAbZyNV0pyUSHFUIMlOllgrccKNdxJuuIMIo11Em4kQZylOgq0kiXZSJNvKkmKnSLL9RodJcZQm1VmKNBd5Mvcok39En9tn9vG09AxTdRlM12cxVZvJTE0G83UZzNenM1efymxdElNVcYzejGLg4ml6ioPpKfKjr8iXwZJARspCGCkLZqjQl7EcT6ZyvJnN9WcuP4jZ/CC6M3y5ceYwKV6uRLg7ceaAHWF7dhO914wibyfuRx6mM+E4HTFHaD17hI7kIPorUpi8V8F0822GH92gq7aQztpcRh5XMN95i9m2a3TdzqQ47ji++4yxNlLFSFMJA1UF9OWl0JcSwUh8F6YS2zGT3IapxDZMxbdhIr4NI7Ed6AvvQGfndrS2bUNVQBDZzRtIdm3egojgdqSEJVCUVUZDXQdNbSPUtY1R0TRCRdMYNR1TNPUtMLVw5NARLxLj47l1pYyme5W03r/N46rLVBad50LkCUL22LFXQw0rcTHMd+3ERlQYNzUFQuxMiTu+l7QTR8kK8yLzjDfnovw5FxVAUqAnp/ftI8DKkcDdzoRZuZF00JuyqLM0FOfRVneTwdaHLIw+4+3KOJ/fzPP7T8/56+cX/OvrK/7n+xv+8+sr/vxpme9vpvnt9STfX47x6Xkv65OtvJrq4ON8Dx9Hmli+X87YlVRmbl5grbOen2b6+bAwzsuJXlZHO3i/0M/3V5N8XRtn7lkjLTcqabx+n8Eng8z3zrPQO8Xo41aaC/MpCfAhcv9BIoKi2DTWXMnaSDu/PB/ij7dz/PpymveLfaxPdvBqsotXk095OdnF2lgHy72NDN+/yN3cU5SdcKLI05QyTxNKvAwpPq5L8VFtio7qkH9E+0eSKJHpqkCGqyLpLipkuKiR6arxY+RS/DFuyZNoJ8NZcyHOGGwlXH8HUcaixFmKE2stSryNxMZVsa0sKXbyJNnJk2grS7K9NKmOMqQ5y5HhKs+FQ5pcO+VIe1Eo47UpTNdlMl2TwWxNOvP16czfTWOxIZX52mSmKuMYu36WwYun6C0O/IHEj4GiQIaKgxko9mOw0JuxHK8NJPn+zBf4MZvvTU/mMW6GHyDN25XII06cdrPlhJMxZ5wNyD1my90zB+mIO0pn9GFaog7TlhxAX0UyE/fLmG6+xdCja3TUFNBRncPoo3IWn1Yy13mTrupsSpMDCHa3xsVCB0sDLUy1NTBSVsRARgo9cRF0xYXQlxTCSEoIsx/HRGIXRqI70Nu1He3t21DbuhW5LVsQ27QFoc2CCAtuR1pEAhUFNbS19NHRM0FD1wRVHVNUdcxQ0TVDQ383xmb27Hc7RnRUNFfKinhcf4u2+1U011yhoewc5bGhxLm54K2uxt5du3DYvBnnbYIcUZAl1NqUhGP7yAg9zrkwb7Ij/ShKDKMs7SwXok4S6eFOgK0jgeaOnLHbS4q7FxejY7hXmk9b3Q36Wu4xM9zF6+URvryZ5c8Pz/n7pxX+9csa//n2iv98e8nfH1f4/m6a76/H+PZqhE/Pe1ifbGV9vJWP0518GnnM84cVjF3PZKoql/Wue3yaGeLDwiTPh54y/fQeK8NNfF0d5OvqCHM9jTy5cYvHV+7S/7iPqafTTLUPM36/lYnyMtoTIrkeHEr2iRQ2jT65xsrQEz4tDfD721l+XZ/iw1wf6xOdrE908nKik/XxTlZH2lnue8zY48s8LArn4ilnirwMKfUyosLTgJJjWhQd1abQQ4f8I5rkHlLn/H5lMvcqkOGqRIazGhnOmmS4aJDqqESKoxwpjrKkOMiSaCtDlJkwp/W3EWGwgxhjIeJ2CxNjIUKcpRgJ1uIk2kiSZCtFovXGSbaXIcVRjmQ7GVLtZck+qMmVUHua84IYuRXHeFUS0zXpzN3JZL4hg8WGDBbupDJbk8x0VTzjN6MYvnyK/tIQugsD6C7wp79gA8lgcSCDBb5M5Hkxk+/DQqEfS8U+zBcepy/rCLcj9pPh40KUhyOn3WwIcTQizMGAnCM23As9QEfUEToiD9MaeZiO5AAGKpKZfFDOVMtNBh9dob0qj7bK8ww/LGOhq5L5zlt01+VwJSuEcD8XDrma42hpgoWhPoYqKuhIS6MlIY6WpCi60qIYyYljLCeBobQohhI7MRTZir7QNnR3bkVtmyCyW7YgumkLuzYJIrxlOzJCkqgraqCrY4y+oTnaBuao6ZmhomOCqq4p6rpm6Bpb4+h6kNOnzlBWkMuD2hu036+mve46D8vPcyPuFNluewlX18Rzxy4Obt6Cm6AgR2WlCbEwIeHoPrJOHOf8aV8uRAVRnHyai1mx5MeEc/boEQJs7AmydCTC6QDpx/25FBvL3fI82u5co7+lnpmhVt4sDvH15Qy/vV3gj/dL/PnTc/75+cUGkp+f8/v7KX59NcyvL4f4+XkP65PNrA438n68lZ+GN5BM3MhkuuoC650NfJoa4v38OEuDbUy21zHffZ+fF/v5ujrMQm8TzTdv03jlLt33exhpG2fscR9T1Y95UVbKfGYSnVFnuRSRxabhx1dY7n/E2/luvr6c4tvaFO/n+1mf2Bix1sY6eDHawepIG8tDj5lovkpTWTSXT++l2NuIch8jyr30KT6mRb6HNvlHNMl3Vyf3kAbn96tspIiz0kZpd1Yl3Un1R4LIkuokS4qjHIm20kSZCnFKdyvh+tuJM9lJgrkwsZaiG0gsxUmwFiPeWpxEGwmSbaVItpclyV6OZBtZUu0VOH9Ql4pgOxqzfBm+dpbx2wlMViUxW5fKQn06iw3pzN9JZbo6gYnKGCZuRTBy9RQDpSH05AfSneNPX14gQ0UhDBcFM5Tvx2iuNzP5viwW+bFY4MNM3jH6Mo9QE+nGOX8Xoo87EXHIhlMuJkQ4G5PrYcfdUDc6It3pjDxMW9QROlICGaxIZubBRWZabzP4+AptlTm03spi6H7pBpKuW/TczeVWQRjJp4/g6+HCHmcrzE0N0VFRRVVSGiUxMVQkRdCUFUFHXgw9eQn0ZEXRl9yBvpggesKC6O4SRH2bAHICAoht3sKuTQLs2rwDiV2SKCuoo6tjhKGhJboGVqjpmqOsbYqKjilqeuboGNtg6+hGYGAIedmZNNy+Qvu9Krru3KC5PJc7cWcoP7CfVHVtTu4QwnOzAEcEBPCUFid4tz6x7s5khniQHe7LhahA8uNCKUg4TdqpAMIOueFjaUOAuT2RzofI8A6iIjGWhoo82mqvMPCkjpm+Jt7MDfJ5bZZvrxf59nae7++W+OPTCv/8sraB5O00X9eH+bw6yMelbtYnW3g+2MjrkWbeDT5m6VE54zcymbqdzYu2Wt6NdvNmaoClgRYmWmuZe3aXjws9fFkd4nlvK22VVTy4VE9nXSdDT4YYutPJREUd6xfyWU9JYjgqiqqoDDYN3r/IUm8D72ae8eXFBF/Wx3m/1MPaRAcvxtpZHW1jZaSF1dFWVgYbmW6+RdvFBK5GHKDUx5Aybz3KvHUpPq5NoYcm+Uc0yHfXIOegysa4tUeJDNf/IlEj1UGNVAclUp3kSXWSJ9lBngQbGc6aCXNabytnDXaSaCJEkqUYcRbixFlIEGclSayVFAk2kiTZyZDsIL9xFWynQLKNAil2KmTt1aXMz5YHKV4MXDrDxO1opqsSmKtNYqE+lbn6VGZqk5i4FcvEzbNM3Ihk5MopBkuD6c8PpDc/gP7CYIZKQjeg5P8o7gX+LBYGsljgx2yBDwPnvKiPdic3aC+JXq7EHrMn6oA5MXvNKDhmx/2Th+iIPk7n2aN0nD3K09RAhi4mM/3gIrNtlQw1XqWtKofmG5kMNBQx13Gduc6r9N3NpSo/nJTTR/HzcGGPgwWm+jqoKSggJy6BrIgQiuJCqMmIoikrjpasGDpSwuiK70BPZOvGw+JOQdS3bUFeUADxLQLs3CTIzk07EN0ujoK0Mtoa+ujrm6OtZ4mqrgVKOuYo6Vqgqm+FtpE9VvYH8PQJICM9mdobFbTV36brzjXaL+bxIDGSGx4HydXTJ1JYFN8tWziyeTMeosIEGmkRe9CRrBAPLoR7kx3uS/YZf86F+RPrd4zAvc54WVoRZOXA2T2HyfIP4VJyAg1lebRWX6PvcT1T3S28nBng57UZvr1Z4tvrJb6/WeKPjyv8/WWNv395wa9v5/j8YoRfVgb5uNTDy4k2ng828WK4mdcDjSw3XmLiRiYzN7NZbq5kfaidl+M9LPS1MN5Ww2xXLR9mO/i6Msjz/jbaKiu5V1ZDR20HQ03D9NW2M1xcyfr5PF6nJzMWE019VCab+u+WM99dz6vJp/yyMs7n9Qk+LPeyPtnO2lg7L8baNrCMtLI61MhsaxXtl5O4HnWQMl9jKrz1uehtRImnHkUeWhQeVqfwsAa5B1Q5v1eJc/uUyXRVJt1JlTRHNVLsVUi2UyTZfuOPnmyvQLz1xrgVbrSdGFMR4s3FSbCQJM5SkjgrCWKtJYizkSbeRopEOxkSHWQ3yrudAsm28iTbKZG5R4sibwsa4g7TW3yC0asRjN+KZqo6ntk7yczWpzBTncjEjWjGr0UyfjWckSsnGSgLoq8wkN6CIAaLgxkuOcFIyQlGCgIZy/NjOj+AhYJAFgv8mS/wZ/C8H3dijpIXfIA0/32keLsQd9iaBDdLij0duR/mTleMN53Rx2g/60FXagADl5KZeHSRmfYqhp9c20ByLYP+ugJmW68w136V3ro8bp0/Q2zwIY7ss8He3AhDTXWUZGSQEhZFWmgnCmK7UJMWRUNGHHUpUTTFd6Etsg1doY1VFJ2dW9HYJoiioAASW7awc7MAOzZvQ2SrMDLisqipaKGhbYya7m5UdC1Q1bVCTc8KNX1rtEwcMbdz46inD0kJ0Vwvz6Op7hpP71zn6ZVCnqTHUu19lBLz3SRIyRAssBWPzQK4Cwnhp6tOtJsDmSeOcCHci+xwHzJP+5AW5kNswFFC3Fzxs7UlxM6R6P3unA88wdWUZO6WFdFSeZ3exw1M9bTwcnqAX15M8fvbZX5785xf3y7x56cV/vXlFf/8Ze0HkjF+fj7Ix8UeXk50sDLSzIuxVt6NNLPWeoPp2xeYvZnLYuNtVnuesDLUwVxPI5OtNcx1VPNhuo1vKwOsDbXSWVXJg7I62ms7GHwyTF9dFyMXa3lVXM6ngmzmMzO4n1TApr6GMma77rI20cXH5WF+WRvl3XIfaxPtvJzoZG38R6KMtfBi9AmzXTU8vZbGrWh3Sn1MuORtxEUfY4qP61J0RIPiQxoUHtQgZ78a5/epbqyn7FEjw0WFNCdlkh0USbKXJ8VRaeO3vQKxlhJEmu4k0ngXUSbixFpIkmAjTZy1BHHWYiTYiBNvJ0G8jTgJthIk2UmTbK9Akp0CSTbypNopkeGqTo67IVdCbLifeIj2bF96S0MYvRHBdDHo8agAACAASURBVHUCc9XJTN+OY+xaBGOXTzN6+STDFSEMlATRX+jPYFEAQyXB/3uGCwMYy/VjOs+P+Xx/Fgr8mM/3YyjLh/qoI+QH7CfVew/JxxyJO2hJnNtu8j2dqDt5hKYIT5pOH+XRGQ+aEgPoqUhh4uElZjtqGGm8SXtVLs3XM+irL2Cm9Sqz7dfors3jUsYJTnk6sc/WGAsjLXTVVVCQkUFSSBTpnbtQFBNCTVoEDSlR1MWFURfejtaureju3Ir+rm3oCW1Fc4cgyoKCSG8WYNdmAbZv3spOgZ1ICEmiIK+KkpouSppGKGvvRkXHAlU9S9SNbNExc8TCfh+Hj3py9mwEFYUXeFh5mc66a3TdKKE1J4WGkwFcdLYnVU2NkztEOL55Kx47d+KnrUrUflsyQ9zJi/AlNzKQ81GBnIsKJPWUL5Gehzi5x4kwJ2fiDrpzISSUa+lp3L9YRlvNTfoe1zP9rIWXk/18Xp3ht7fL/Pb+Ob+9X+HvTy/495eX/OvzOr+9m+fz2iifVgb4uNzDm9l21ieaeDPdysepFl521TBTlcfU1SwW7l7heecDlnqbmHv6iInmambaK3k32cqvz/t5PdbOs9pq7pfV0FrVTP+jfgYbehivesyb2jv8eqeSNzeu05J/mU3dNcXMdNTzYqydD8sDfFob4P1yH+vjnayPd7D+A8naeBtrI00sPL1Dz80squOOUepvQoW3IRU+RpR56lLsoUnxIS0KD2pzYb86WT9SJMtVhQwXRdIcFUh1kCPZTpYUe0VSHZVIspcj1lqCqN0iRJmIEG0mSaylDHHWUsRYSRBrLU68rQQJduIk2oqRaCtBkq00yfbyJNrKk2QtS7q9EpmuWqS5apK6R5Vsdz2unrDjcZoHA+WnmK6MZ7YygYmbZxm5fIqhimCGK4IYLgumvziAvgIfBgp9GS4LZLg8iMHSAIYKfBnP9WE214+FvAAWC/yYz/dlKNObhkh3cnz3EnfUmZgjtkS57SZqnwmpB60pPOZMueceSo+7UOHlStWZ47QVJTP+4CpznXWMNt2kozqP5puZ9DYUMN16mdm2qzytvkBZSiAnjjmw394MGzMDDHQ0UVaQR0pUHJldIiiKCKEiKYyKlDAqYjvRENqB9o7t6O3cit6urT/WUgRRFtiK9CYBhDZtYdtmQbYJ7EBohyjiEvJIK2gir2qIooYZilq7UdKzRNXQBt3dDpjb72Xf4aOEnQmj+MI5Gq5forX2Kl2VFXSUZfMw5jTX3feTra9LhJgkvoLbOb5zJwFaasTud+B8yFHyIgPIjQ4hNzaU/PhTXIgOJTnEl7Meh4g5eIiU497knzrNjcxMHlwsp732Bv2N9Uw/a2Ztoo+fV6b4/naZ7+9X+P39c/7+uMa/P7/m319e8fv7Bb6sbyD5tNzNu/l2Xk8382Gunc8LXbzrv890VS5jl1OYqS5hoeUO892NTHc8ZLypisnWSl6NNfP1+QBvp3vobrjD3bIqmm49pvdBL4P3+xlr6ORDcxv/6m7nl9ZHdF69yabOqgImWqtZHm7i/VIfv7wY5MNyP+uT/8XRsZEmo52sjbay2F1HX9V5qhM9KfffTbmXIZe8Danw1KfEQ4+iwzrkHdImZ78m2W4aZO1VI2uPMlkuSqQ7ypBsJ06KnRRJDnKkOCmR4CBPjLUU0ZYSxFhIEWcpS6ylFLGWEsRaShFjKUm8nQSJ9hvvJUl2MiTbSZNkJ0eirTyJNnKk2iuQuUeLJGc1YmzlSHZRptTHhAeJB+krC2XydhyTlfGM34xm+NIZBstPMFAazGBJIH0FfnTn+NKT58NAiS9DZf4MlfgxlOfFaI43M7l+LOT5sVTgx0KBH8NZvtwJP8x5L1fOujsSftiK0L3GBDoYEmBrSJCNEcGWBoTs1uW0rRGZXvu4kx3HwL0rTHXUMNR0jdaqXFquZ9Ffn890yyVmWq/wtDqHixmhnPHbj8d+B/Y42WC52xRNdXXkJKWRFxZDUUQEJQlhlKWEURETQk1oJ1q7tqG9ays6P263tLdvRVVQANktWxDevJltm7awbfN2tm8VZpeoDBJy6sgpGSCvboKC1m6UdK1QMbJH29wJM7s9uB7wICT0JDkZadReKqOl+hpPq6/QdbmQxpRYbnofJX+3KbGyCgTuEsJbRIggLXXi9juRHXqc/MhA8s+eIC/uJIVJYRQlhZN7NoyM0CDSAwLICgii8Ew4NzMyuFdeTEvVDXof1TH59DFr4738vDLN9zfLfH+zxPe3y/zxYZV//vKK/3x9zZ8fl/jycoxPqwN8XO7m/UIHb2da+TjXxefFbj4MP2C2Np+hsiTGrucw/fAW850PmWt7wHhTFRMtt1kfeczXFyN8mB+g/2EDd8srabzxiO77vfTd72eooYt3zR38z2Avv/W00lNdyaaO2/mMNVfzfPAJH+Z7+LI6zIelDST/TZK1sQ7WRrtYG21jsaee/roC7qQFcDHAhos+plz2NaLc04BSD32K3PXJPaRNrpsW2W5aZO1X5/xeNc65KJPpLE+q4//f/k1xUiTRXp44axliLaWIs5Im3kqWWEtJYiwkiLWUJtZaknh7aRLtpX5AkSbRVoYEG1nirWVJspUh3UmBc3s0OO+mTf4RQ66H2nM/8QCdub4MXY1gsjKeqaoExm/FMnw1ksGKMPrLQukrDqI7z4/O8950nT9OT54X/UV+DBT6MpjrxWiODzN5viwU+LBc6MtiYQAjWb40nDlIlqcTke72hB20IsjFFA9LffYYaeKkq4KjphIOqgrs1VIl1NWWK8kR9Ny5xFRbLUON12mrzqXlRhZ9/4vkMs/qcrl24TTxpzzwP76fQwddsLe3Rk9HFwVpWeRFRVGSEEFFRgQ1GRFUJIRREdmFhshOtER2oCuyHT3hrejs3Ibatq3ICgogvFmAHZsE2bp5O1sFhNi1SwZJaXXklfRR0DBBUdscJV0bVIzs0TR3xshuLw773fELCuZcSgpV5aU0V13jae01uq+V0nwuhcogX4psrUlUVSNYVBQvYSECNVSJcbXnfNAxCiKDyDsbQl5MCAUJpyhJjaQ8LYbihChyI8LICT1J4ekzXE1Npr60gObK6/Q8rGXi6UNWx7v5uDLJ1zfzfHu7wLc3C/z24Tn/+OU1//76mr8/Pefbq0l+Xhnml5V+flrq5O10Kz/NdvJ5sZuPo4+Yry9ioCSegfJUxu5UMNvawELHIyaa6hhrqmJ18BG/LA/zYX6Igcf3uFtxm0dXHtBV38Oz+m4Ga9t5/bCFf/W08+ezZgZrKtnUdj2H8cZqVvqe8H6ml59Xh/m41Mfryc7/TZG18XZejLbxYqSFxd57DNeXcDfzJBdD7Ljot5vLfiZUeBlT6mFAsbse+Qe0ueCmzfkDG9vA2fvUyXJVId1RkRQnedKclEi1UyTFXpFEWwXirKSJNpf4kSBSRJtLEmMhuQHHWpoEO1kS7aRJspMi0U6KeBtp4q1kiLeSIcVWhixnOc7vVyXfXZ/KU060ZfvQV3GKkauRTNyKY6Y6iZmaJCYr4xm7Ec3IlUiGLp5hoOwk3fkBdJ0/TmeWB08vHKevwJeBAj8Gcr0ZueDNdJ4Pi4U+LBf4sVAQwMg5XxoiDpLp5Uj4YTvC3KwJcjbD3VwXZwN1bLSUMFeTZbeSDDZqCvg7WlCeEEZ3bQVTbTUMNV6jvSqHlhsZ9DfkMd16iZm2S3TfyeZG3hmSI70JDfDg6DE3nJxtMdTVQ0lGFnkxEZSlRFCTE0VdVgy1H71ER0wEA0lRDKXFMJAWQ1dcDA0RUeR3CiG+dSfCgkLsEBRh13ZJxIQUkJJRR05JFwU1E5Q1LVHVtUbNyA713U7o2e7Fbu9hPH0DSU1I5EZZEY+qr9FVf5Oeyku052dRHxZChbMTKZqanBAVw3uXEP7KCkTbW5Hl50FBZCAF0SfIiQkmL/EUJWkRXMqKpSw9hryY0+ScOkVuaBgV8fHU5ufy5NZVnj6oZvTZQ1YmnvHTyjjfXs/x69t5fn27wG8fVvnr8yv+8+0N//hlhe9vpvlldYSfnw/wcekZ72Y6+Gmuiy+L3XwcbWSpoYSholj6ShMYvV3AVGMVcx0PGG+pZfRJJUvdD3k/28+r6SF6H9zjTvE1Gsrqaa3soLOqk4GbTazdecRfnff4q72eyVuX2dR86RyjD2+z2PuIN9PdfFwe4qfFfl5NdvFibAPH6n/PcCvPex8wdq+M+9mnuRLqRIWfBRd9dlPhvbHguDFu6ZC9X4tsN03O79fg/D51svaobKynOMuTYi9PkrUiybaqJNqqEGclS4zlf5FspEiMhRRxVjIk2sqRZCdDkq0kCTbiJNpKkWgjQ5KlFEnm4qRaiZPpJMP5vcoUeRhQF7WPnpJQJm7EMHEzlqkfSObrUpmtSWLydixj188yci2SwcthDJSG0Jvny7MLnjzL8aY334+BAn+G8nwZyfFmOt+bpSJflgv9mC/wZ/i8D3eiDpDhbU/4IRtO7bcm2NmM41YG7DPRxlFPBWtNeSxUZbDVkMfXyZyS+JN0Vpcw0VrJcOM12qtyabmZQd/dH0haL9FTn8PNwkhSon05eeI4nl6HcXZ2QF9HHwVpOeRERVESF0FVSgRVaWFUpYTRkBRDX0YKM0V5LNRUsNRQw1xVFSNFJTTlFFGUUUJWSgUZCVWkJFSRlFRDWk4TWSU9FNRMUda0QFV3o5No7HZA32YPtq7uHDnuT0x0NBeLc3lQfYWuhkp6a67TVZrDg+gzXD3gRoaOHmFiEvju2IWPjCzhFmakex8iP8KPgpggcmOCyU84SUlqBKVpZ8mPDyfzdDCp/oGk+QaRf+YsN7OyeHi1nM77lYw8e8zS2DPeL4/x9dUsv75d4Nv7RX77uMpfX17yf357y7+/vuCP93N8fTnK59UBPi318G6miw+zz/iy0MPP482s3CtlKP8s3TmRDFzJZOTeDSZb7jLaVM3Qo1vMdd7j5WQ3K5P9dN2/S2XeZWryq2m61kTnrXb6rjXyorae31sr+VfLNeZvFLHp0cU0Bh5cZbbrLi9GO3g/18OH+Y0X99WRVlZHWlkZbmVlpIX14WZWex8w+qCcB3kRXD21h3Jvcy77mFLubUTxMQMK3PXIPazPhQNaZO9XI3u/Buf2qnF+jyrnXRVJdZTbGJds5Um2VyXJToU4a9mNDmK1cZsVZyVBnKU0CTbyJNnJkmQnRYKtKPG2Ihsv79bSJFiKkLB7K8lWO8h0lCR7rzLFHvrURe2jt/Qk07fjma5MYKo6gdnaVBbupDFXl8R0ZTzj16MYvRbOyLXTDFecoL/Ij548H3rz/BgoCmCo2J+RQn/G8nyZzvdmsdCPpSJ/5gsDGDnvQ32kG5leDkQctuPMARtC9phz3NYINzNtXAxVsddRwFpdGnstWXydzSiOP0lHVQkTzZUMP/4vknP0NRQy1XKJyeYKntXlUFkUTXp8EKfCfPD1PcZeVxf09YxQkFZEVlgcBRFRlMVFUJYUQUlCDBVpGXSU1THXNcJ5twUHra05YG2Fs4UllmaWGBtboW1ojaqeFUqaZsir6COnpIucssFGkmjtRkXPEjVDWzTNHNC3csXC0R23I36ER0RSmp/N/cprdDZU0XPnJs8uF9GYHMPNo0fJNjYjXEoOv21C+IhKctJAj5Qje8g7401BTBAXooO5EBtKXtxpLkSfIu1UILHex4k85E7s4WNkBp2iPDmZu5cK6Wi4zXDXE5ZGu3i/OMSXlzN8fbvA1w+L/P5plX98e8n//P6O//N9nb8/zvPr63G+rA3y8/Nu3s938X7uKZ/ne/g03sbyvTL68yPoygijuySNgTuXGX18h9EnNYw2VTP37AEvp3pZnein88EDbuVeoSrnNk3Xmumq7mDgVhPP66r4teUK/2mtYLkyn00PypIZuH+Zuc46VkeaeDfzjHezPT8+2W1hZaSZ50NNLA838mK4kZW+h4w/usKT4hiuhu2j3NucS75mlHsbU3LMgAJ3gx9ItDm/T30DyF41zu1RJdNZmVQHeRJtZYi3kSHBToEEO3lirCWJsxInwUaSOGspoi0kibWUJsFGhmR7aZLsJEiwESXRRox4K3ESrMSJt9hJwu4tpFjsIMtehgt71Sj0MKAm3JXe0lCmquOZro5nqiqemZok5mqTN0auW7GMX41g7MppRq+cZqg8lN5CP3ryvOkr8GGo1J+R0kBGf2wBT+dvjFlLBYEsFgQyes6b+kg3srztCT9sy8n9VgQ6m3Hc1oBDljoc2K3JHkNFHLSlcdKVI9DVnLKEMJ5WlzPZUs3w42u0/S+SYiaaLzP2pJyOmhxul8STlXqa8KgQAoP9OXDgMMbG5ijKKSMjLI68kDCKwkIoioqiIC6DkowaWmomWJu7cMztGKE+voQHBBDmF4ifpz/uR/1wPuyLmesxdM1d0dCxQFnNCEVVQ5Q0TFDWNkNFzxJVA1tUje3RsnDGxMEN50PHCTkZRv6FczTcvkLn3Rp671bRe/0iLVlpVPv7UWBjR6yiBkE7JfEVlSJUR4vEQ87khflSGHOCC1FBnI86QVbESTLOhJAQ5EO4+yHC9uwncs8hUj0DKY9LpKG8kPY7txhuf8TCUBdv5ob4ZW2Gb28X+O3DEn99WuPf317xf397w39+fclfnxb59fU4n18M8Ol5D+/mu3g73cXHuR7ej7Wx8KCCvoIIOtOCeZafRH9VGSOPahlvq2fm2T3Wxjr4aWmU9dkhnjU+oTL/NlV5NTTdaKO79hlD1a08b6jle8cN/tNVweqdEjbdLU2m9245Mx21rAw28nr6Ke/mulmfbGN1tJmVkSZWh5pYGWpkdbiJ1b7HTD25RnN5PNciDlDua0mFrwnlXsaUHjWg4Ig+Fw7rkHNAkwv71Tj33z6yR4U0FxWSHRVIsJX9cc0rR7yN3EaCWIqRYCNDvLUcMeZSxFlJkmArSZK9NMl2EiTZiJNoLb6BxFqMBMudJFkKkmy5k0x7GbL3KpN/WJPbYfY8Kw5hsiqGqepYJqtima5OYLo6gamqeCZunGXschgjF08yXH6KwZIQevO96cnzpL/Qi+EyX0bLgxgtCmQ0z4+pPD/m8gJYyPVnIc+fkXPeNEQe4JynA+FuNoTusSDA0ZhjNvocttbF3UqHg6YquOrJstdQieB9VpQlnuJpTRkTLVUMNV6lvSqPllvZ9NwrYfTJJQYflNBy+wI3i5PITo8kOiaME6dCcPc4zm4La1QUVZAVFkNupxAKQsIoiEggK6aIrIwuapo22DoeJSjwNOmJiRRlp1N0IYPzmWlEJ6XgHxnPfv8zWO89hrGZHVraRqiqG6CkaYyStimqepYbncTUAS0LJwztXHDYfxD/oGDOZ6VRd+sS7XdreNpQRef1ch6fS6PyRBCFrq4k6hhxUlwBfwkpQrQ1iN3nSPYJL/Ki/vtOcoKsiBDSTgcSG+hDmPthTrrsJ9z5AIkePhRHxVBXUkD7ndsMtT1kfrCTlzND/Lw2za/v5vntwzJ/fnzBvz6/5D+/vubf317yj5+f8/ubSb686Ofn5718mHvK66ku3s1082GihaUnlxgsjKQrLZhnOfEM3ixm4kktCz3NvJrq4fOLSb6/W+LNyiR9TS1UF1VRnVtN09UWeup7GLzTwYtHj/mj/z7/M9zA6yc32XS3MIGe2jKm22t43v+Ytcl23s48ZW287UeKNPJi+AkrQ02sDj1hpf8BMy03abuczM2ow5T5WVLua8pFLzNKjhlReESX3P9H1ltFV5Vga9uc010ChYTg7hB33XE34u6640rc3UggCQkWF+Ke7HhCgkWhcKoKKKqQ6u6qrtN9uo98393zX2zO+f8x/os5xrpYt8+Ya77zne+yOCWGxPQkqUbHSDY8ygXDwyToHyL+sw0lQlWSKPU9n58lCFeRENtPVHcRrrKTSHUJsUVesJc47X3EauwiWm0HUWo7iFHfRrTaZiJVvyRGfQsXBLtJMThIlvlxqnw16ctyYeZyMHM1QuaqhSzUhHK7NoyFmjBmKwPFNyMFnojyPBjPcWUk046RLDsm8p2YKXFlrsyDmSJPZnJcuZ3tyt0cF+5lO3Iv25HpVEfqgy1JtRMQZKqOt6EKzgJZbNTOYaEqhYXqWcwUj2F4bj/G0ofwNlalNNaPoatFLHTVMdV+ib6rWXTXpjPWVMh0WymjDXncqk6jpiCOjMRQwsP88fXzxNbeFg0NLY4fPs6erTvY+xmS/dsl2CtxgL17znH8tABdI2eCg6Mozc+lsa6C1huXuV5bQUFpEZGpGbgFR2Fu64qmlgBZaRlOnjzL0ZOyHD2jxDFpNU7Ia3JGSRspFQFy6joIjE1wdnMhOSmWK5eKaauror36Ik356dTGhFLp4UausSlxMgr47d6P605JPE+fINxIQKqHHRkh7qQJPUgN8SRN6ENysA/RHi4EWVvha2BMgI4pUWb2ZPsGcjUzg76rNUx1t3J/YpAnd6Z4vbEknklerfD++3X+/OYRv/30hL++e8KvP6zz4ekSP65P8Hp1nJf3Rnm6OMSLOyO8vN3LRvclpgpCGEz0ZDgzjOmaQpa6G1mfGeKHh7f59c1DfvvpOT88WWGqb5BrhXVcSa+lvayTkZtjTDcMsd41wC8Lw/zjwRg/jLexqT4rgrFrhSz11LI63srDuV6eLPTz7XyveB6Z6mBjqoP1yU7Wp9rZELVwr7eGwcuJ1EXaUOKmSomTPGVOihTZyZBnfZZsi5NkWZwi43MgRJL+5ytEnf3Ea+0nRmMPkaoSRKrtIkpj1+dBfSeRamIZOEJNkiiNncRq7+KC7n4SdPYTp7WLKNUdRKhsJVJtM5FqXxOhtplojW3E6+wi2eAgmeYnqfRUoTvJlsliH6bL/JkpC2C+Ioj5y0LmKoOZLRN3D1GOG2NZToxmOTCUac9Qlj3jeY5MF7swV+bGTIkH03muzGe7cCfbhfs5TtzLdmQq2Z76YHPS7PUINNbETU8Fe015rFSkMVOWxlTlHIZyR9E5sxf9cwfwMFShJMaXoatFzHfVMdFWQW9dJr216Yiai5npqGC4sZC2mjSqCmJIiQ8kOMADLw9n7O2tEWhrcvroMfZt28rezV9xYOtmDu2Q4NDOgxzeK8XZs7oYm7oSHX2BuqpLDHY2Ieprpbf9JtV1l0kvKEAYcwEXd09MjQzQUJRF7txpzp6T4ZSMCifl1TitqI6UsjayKgKUNPXRMTbDwdmF2NhIyoqyqC7KpSI9kfzQADJcHciwtiTN0IAYRUX8DxzGVXI37iePEqanRoqrNWlBLqQI3UgK8SA52JvkQB/iPd0IsbHCz8AUPy1TQvVtSHX1oSY5md6aS0x2tXBXNMC3dyZ5uXabt8/u8+7lCj+/WuPT2w1+/ekxv//4jN9+eMiHp3d4szHJq9Vxnt8f5emdYZ7fG+blYi9PemuYKwpnIMGNkaxQ5q7kc6+3iUfzI7x7vMTf3n/L3z694N3LdRZHh6kvraYm/TKt5a0M3xxiommE5b4xPt1f4D+f3OPTvQk2XUsPZrg2m/muah6MNvNwuo8n84M8WRjk29luNqZb/z+QdPBwoo3l/jpGalK4GmNPqbsmJS6KlDkrUGInTYGN+Ogqy/IkGWZiVeuCnviePUFwiHitQ8So7SVMeSehyhKf1SxxRartFkOiKkmUhgSxAkku6B4gUe8Q8dp7CFfdRrD8lwgVviRcaQsRyuJB/oJgLykGB8k0O8pFVwU64i0Zy3FjPMed8RwPJvI9mSrxYrrEi6libyYK3RnNEu9GBtPFNZRhy3iuE7MlnsyXezNT4slMrgvzmY4sZTlyP0fcSaZSbKkPMSHVTgcfQ3XstZSwVJXFTEkKMxVpzFWlMFY4ju65AxhIHcbT8HMnuVbMfFcdk22V9F7Norcuk4nWMua6LjHeUkLnlQyqC6JJjvHF39sRN+fz2J03R1dblbPHDrF/xzfs2/YVh3Zs4djOnZyUPMyZA7IoyhhiZenJhfhUGq5dYXK4k/nxXkb62rhef5XckjKiL6TgH+CHk7UpJppKaMqdQ1FWDjkFVWSUNJBR1kZGTRd5DX1UBcboGltg6+iEMDSI1KQY0mNCifVyIdjcmEA9bSL1BCTq6ZCgpobw1Bk89+3H4/gRQnXUSHa2Ij3QhVShGykhHqSFeJEe4k2CjzvB523wMzDBW8OQQG0zEu09uBx3ge6qi0x0NnFnvJ/1JRHPVhd4/XSZH1+s8eOLVd5/v8FffnzKbz895a9vHvHxs9Hxh1URL+8P8/zuEK/uj/Ld0iBPhmqZvRjFYIILI+kBzF7O5H7HNR5O9fL24W3++v5b/u1Pz3j33Sr3JoZprazjWk4V7ZdaGWkaYrp1jOX+ST49uM9/P1/n74/usulKih/9VenM36rm/kgTD6e6eTw/yLcLAzyc6WR9uon1qRbWJ2+xMd3Ow8k2HgzVMn41g5vxzpR6aFHiLFa3im2lKLA5S67VKbIsT5NpfpoUw2Mk6O4nXrCPeK1DxGkcJlxlP4GKuwhR3Emo0i7ClP7/kERrShIn2E2Czn4u6O4nVms3QuVt+Et9QaDUl4TIbyZccRsxGju5oLOHFIP9pJscotRJlvZoc0YzXBjKcGQgzY6BdFtGcx2YKHBlqsiTqSIPRnMcGEizoTfFiv5US4YybRDlOTNT5M1smS8zJd7M5Lgyn+HIUoYjdzOduJPpwGSSLQ3BpqTY6uCur4a5ujz6SufQV5TCTE0WSw0ZjJVOITh3CEOpY3gba1IeH8DIjRJud11lsq2SvuvZ9F7L+gxJFROt5fTWZVNXGEdqjC8BPna4u1pgb2eMno4y504c4oDEVvZt3czhHd9waqcEsnsPo3xEAR15E5xsfEhPzKDlZi0zo13cnupnfKiTxuYGCi9eIiEtncjQQAIdLbHXU8VQRRotJXnUVNRRUdNB/jMgitpGCB3SHgAAIABJREFUqOqaoGtiibW9Pd4+noQJ/RB6u+BtaYSzliruaspE6AtINTEkVUdAtJwcAUeP4XvqBCGayiQ5mJMT6EpWmBcZYV7khPuREx5AUoAPYc72+Bmb4almgL+6KXFWzlyMjuPW5YuIOhpZHOtl9fYYz1YWePN4mZ9erPP+5QYfvn/Er++e8dcPz/jtp2/58PIB7x7N8WZtku+XxQrX9/eHeXt/mBeiehYuxzOc4MLwBXcmS2JZvFnK6nAz369M8ad3G/z+p+e8f7PKyswInTXXuZFXQ+fldkTNY8y1TbA2MMOn+8v817N1/uPJfTbVJPnRW5nKbMdFHgzf4OFkF4/n+3k0P8DGXC9rU22sTTazNtnG2lQbq5NN3B++iuh6NvWJ7pR6CChylKfEUZoiu7MU2Jwh1+I0uZZnyTI/Q6rRMeJ1dxOvtYcErf3EaBwkXPkggbK7CJDZRrC8BGFK4lkkRnMfMZr7iNLYQ4zmHhI+H2bFau8mUm0nwfLf4Hv2j/id+wNBMl8RrrSVWE1JEnX3kWJwgAyTI5Q7KXArxoqxbDeGM53oTz1PX4oVQ+m2iHJdxRAUezOR78JQhi29yRb0JJsxmGHNRL4bsyW+zJb6Mlvsw2yOO/MZLixlOHIvy5G7WQ5MJTvQGGJJiq0OzjoqGCrLoi0vhUBBCgMlGYyVpNCROo7G8YPonT6Kl5E65fEBjN4oE0PSWkH/1Wz6r2Ux0VrKbOclRM3F9NRmcb0ogcw4P4R+9ni7WeBoa4S+QJlzJw5ycMc3HPhmM8d3bOXcrp0o7TuC4KgSpopmeDr4k52WTUfjVebGu1mcHmBsuIuG5gaKKipJzcwgMVJItKctPuYCbAXKmGqqYaCti7bAGFWBCUoCE5R0TFDTNUPL0ApTawdc3Dzw9/PG380Bb2tjvI11CDHRJcXOgkJnWwosLUjW0kIoJYX/mVOEqCuQZGdCTqALuWHeZEX6UBgvpDQxhpyYUGK93Qg0t8JTw4gADVPirZwpjYqm/VI5oo5Glka7WZ0f4/nyAm8fP+Cnl+t8ePmIX757zK/vnvH7hxf89vNTfnm1ws/fLvB2fZIf1sZ4tTzI98vDvFsb5fvZDu5eyWQg3o3+KEeGM4OYvpzOve6rvLo3zqc3a/z+6Rm/vHnExu0JeupucjO/mq7L7YhaR5nvmOLR0By/3L3H//12mf/+dolNl+N86CpPZrK9hHtD19gQdfLtXD+PFgZYn+llfbqd9akWVidaWJ1oZXWyheWRG0zW59KQ4kGJpzaFTrKUOEpRaHuGfOuz5FudI++zwpVmcoRk/X1c0N5LvPY+ojT3Ea6ynxDZ3QTJbCdEXoJwZUliNXcTLzggNi5q7SNWey/xOnuJE+whRmsX4ao7CZHfjv+5L/GX+heCpP9IpOJW4rV2kay7n1SDw2SaHOeikyKd8TaICjwZz3dnKMOBgfTzDGbaIcp3Z6bUn9lyP6aK3BjOtKcnyYKeJDOGM22ZKnRnpsSHmVJfZgo8mc1yYz7DhTuZjjzIduR+tgMzKY40h1iScl6Ao7YSekpyCORlEMhJoa9wDgO5M2icOoLSoT1oH9+Pu54ypbF+DF8vZa7rCuPNZfRcyaK3NgtRcykzHRWMNRXSU5vJzZJEci8EEu7vgI+LOfbWegjUZTh9dDeHdmzh8NYtnNi+BeldO1HbfxT9Y0pYqlji5yKkICufrtYbLEz2sjQzxPhwFw0t9ZRUVJCZmUladDjJfs5E2BvjaaiJva42FgaGGBiaoqlriorAFGWBGao65mgZ2GBi6YSTixcBfv5EBHgT4+tGso8reQEeXBb6UBfiS6WbM9nGhkQpyBMifZYIDSWSz5uQ4+dEfrg3+bEBlKVGUZ2dwsX0C6SFBhLp6EywkTVhejYknnejNCqatsoyRLfqWRztYnV+lOfLs7x9fJ+fXq7x/rsNfvnuEb++fca/ffiO39+/5M8/rPPzkwXePBznhzWxh+v75WF+XhXxdqGLB9dzGLzgQU+YPUNJPkwUJ3C3vYqXiyN8+n6V3z8+5Zc3T3m4NEfvjQZu5lfTeamF8dZR5jqn2BiY4ePte/zX2j3+e32WTZUx7nSUJiBqKeVO/3XWxjt4NNvHw7k+1md62ZjuYH2qlbXJNlYnmlmbaGZ1pJ7phnya0zwp99KmyFGKEgexd6vA+qw4e8viDJkWJ0k3OUqy/kExAAKxDSVCdR9Chd0IFXYSpihJlOruz1DsJ1Z7H7Fa4iVijJYk0VoSRKpLEKYsiVBhJyFy3xAi8wVCmT8SpbyFeC0JEvX2kmpwiEzT45Q5K9EWb81ksS/Tpf6MFXgwkuvMaJ4LomJPpi76M1sZwHSJJ4NpttyKMaEzxpThdHsmC92ZLvZittiL2XwPZrJcWUh35t7/QuLEbKojzUJLkm11cRSooKssj0BeBn0FaUxVZDBXOYee1BHUjuxGcOIAbnoqFMX40n+tgJmOy4w2FNNVnUFndTqjjUVMd1Qw3lxC39Vc6suSyUsKJiLQAS8XUyzNNFBROMnxAzs4uP0zJDu2ILNrJ+r7jqJ/XBFrNSsC3cMozi2it72B25N9LM0MMTbcRX1TA0Vl5aSnpZAaGUyKnyOxzqYEmgtwNRZgZ2KIqZEpAj0TVAUmKGqboCQwQ0PPCiNzBxycPRAGBpMWF01p2gWuZCfTkJtKe1YibUmRXA/yocjanAvqKkTKyxKtqUKKrTHZAU7kRfhQGBdEeVokVblJVGQnkhcfTlqAPwmO7sRbuZLq6E15VCztFWWIOm5ye6yHlblRnj+Y5u3ju3x4vszHl6t8+uzf+v3DK/728SW/vt3g/fMl3jwSu4Ff3h/guwdDvFsZ4+18F8v1BQwnetMltKU/wYPxwhiWWip5uTDIL9+t8Nv7J3x484j1pVn6brRws6CGtkuNjDWPMNMmYqVnhp9m7vHP5UX+z/o0my5Gu9JWHMt4UylLfVdZGW1hbaqLjZkeHk73sDbVwepkG2sTrayLmlibaGZltJ7Z5mI6Mv246KNDoZM0xXYyFFidI9/qrFjhsjxNpsVxcScxEN+OxAsOE6t5gCj1/USo7CFceTcRKmKzYqxgP/E6+4nT3kuM5l5itfcQrbWTSI3thClvRaiwA6H8doJltxAs8yVhcl8QrbKFBK0dJOntJs1ILAGXuirRmmDFRIk/s+XBTBT7MlbkxUSJD9Pl/sxUBjJfGcB0sSf9yTa0CvVpDtKjN96K8RxXpgs9mC3yYCbfneksFxYyHLmTacfdTHvuZjkyk+pAi9CCFDsBTgIl9FVk0VGQwlBZlvNaSjjpKGCpfArdM/vRO3MANwNliuP8GLxewuytGkYbSumsTqOzJpWxxiJmOioQtZTQdzWH+vIU8lNDiQx2wsPZCGNDZWSkDnNo71b2bvuKA9u+5qjEN0hJSqK255i4k6hbEuQdTnlRKf2dLSxODbE4M8jIUCfX6m+QU1hEYlwcF4J8SPS2I8bZhGArXTxNBTiaGmBpYoquvimq2sYoaBqjpGWGho4l+iY2ODi5ExkaQVF2BjerSum6Vkn/tUoGLxXQm51Ic0QIl5ztydDXJFZFjhhNZZJsjMkKcCYnwpu8mAAKk0Ioy4iiLCOGwgvh5IYJyfD1J9nZk3Q3Hy5GJdBeXs5EewOLoz2szI7w9O40bx6JIfn0YpVPL5f50+tH/PX9c/7+8Tl/fbPBx2dL/LgxKbam3B/gu/uDvFke4s18NysNpYwkedMdYsNAnBui/GjuNJbzbK6fD8/v8+uPD/nweoOH9+foq2/jRlENrZUNjDQMM9E0ylKHiNeTS/xz+Y64k5RHetCUH8NIfR4LPdWsjDWxNnmLh1M9bEx3sTzVzupECxuiJtZFzaxONLM8epP5tjJu5QZy0U+fAic5iuykKbQ5R67FaXIsT5JtfoIs8+Okmx4iyWD/Z0gOEau1n2iN/USp7SdCdQ8RqnuI1thHnPZB4gX7iBPs+uz0FQdERKhKEKrwDSFyWwiS+ZoAqS/FZ76yXxOtspULWjtI0d1FmtEhsixOUuqqQHO8ORMlfsxXCJkuD2LqYhDTlSHMVoYwfymY25cCmS33YjjNlo5QAxr9degINWYg6TzjuS7irXuBK9OZzsxnOHAn0557mfbczbBnNsWelhALUmy1cdRRwkBFBh1FKQyUpbHSlMdeII+lyln0zx3E4NwhPA3UKI7zZ+hmKbe7rzLRUk73lXS6rqQx2ljIdHs5481F9F3NpuFiCoVpYUSFOOHuYISRjhLSZw5xYPc2dm/7mn3bN3NY4hvOSuxEdddRdA+rYKlpS4hfNBWl5Qx2t3Nnepg700MM9XdQc7WWpMwsQoNDELo6EuZoRpidPsHW2niaaeNgqoeVqTF6+saoaJmgqGGKsoYZ6gJzdI2tsXNwJyIsnNL8LFqvVzHceo3xljrGr5YzWJhOe2w4NZ5O5JjockFdkVh1ZZItDMnydSQ3zIucGH9yYgPIjQskNy6IzAh/0oL9SPH1JtnFgxRnL0rDomkvK0XU8RmS6SGe3Jnk9cZd3j9f5tPLB3x4ucwvP2zw1/fP+PePr/jtx2/5+OIO7zam/l9I7g3y5sEQb253s9ZWzliaH31htgzEuzKWF8r8jSK+nerh3dMl/vLjBp/ePuLx6gL9LU1cL7xMU+lNBq73MdI4zEzLMC9G5vjHvdv839VpNpVEuFKfG8HIjVxud1WzPHyDtYlWNma6WZ/pZGWqjdWJFtZFTayPN7MqamJlrIGFW5V0FYZTEWAshsReimLbcxRYnyHH6jiZZkfIND1ChskhUg3EGb7xggPEaO0jWv0A4cp7CVXcSbiy2KOVIDhIgs4B4nU+O3619xGrfYBI9T2EKu4QR6BKf43PqT/ic+qPCKW/IUZZgkTNnaTo7CbV4AjZFmcpdVGmMcaCsWJf5i6HMndJyNzlMOarI5ivDv983x7AbIUXohxHeuMt6Ag3piPMhJ44a4YzHREVODFd6MxsthPz6fbcybAVQ5IphqQ1xIJkWy3steXRU5JGW1EKHTkpDOXPYqxwBj2p42gc34v2if246apQHOvH8I0SFnuuMtVaQe+VDLqrUxlpKGC6rYzJpmIGrmXTcDGJ4jQhsSHOeDoYYyRQRObUIfZLbmPX1q/Zt3UzR7Zt4+yOXahIHkf3sCrntR0JD07gcmUlI33t3JsdZnF6kP6eNi5VVxOTmIK7uwdO5sZ4mmjjb6aBv6UGXubaOJnqYWVshKG+CeraJiiqG6KkboS6tgm6hlacP+9MaFAIRbkZtFy/zEjHDSbarzN2vZKhkmxuJUZR5+dGgYUhSapKxKkokmyiT7aXPYURPuTFBJAZ6Uua0IPkYFcSfJyIdXUkws6OMDNbYiydKQqMoLm4mLHWBm4PdbIy2cvjxRHerN8Wp6a8Wubjdyv86fUjfn//jH98esXvPz3h06v7/PhwhtdrY3z3YJDv7g7x5t4IbxZ6Wb9VgSgrmL5IO/rinBjJDmG6No+N0VbePV7g1x83+NOPj3i2tshIewvXii7RUHKTgWu9DDcMMtUwzJNuEX+fmeG/F0fZVBTuwPWsEIbrcpi/VcW9wWusTjSzMd3J+kwXq5PtrE40sTYh7iRr402sjDWy0HWJ3uJoLgVbUOQoQ6HtGYrOnyPf+gw5lifItDhCptkR0k2OkWp4hHjdA8QK9hGnvY8o9b2EKkrgL70FoaIE0Rr7iNc58BmSfcQJ9hCvK84IjlLfS6jyLoLltxMosxWfU1/hdfwLgs9+Q6ySJMkau0gT7CVV/xgZZtIUOarSEGXFaHGgGI7LYSxUR3K7LobFumgWa8JYqApgrsKDqWIXxrIc6Euy5FaMKZ3xFgym2yHKdWQq35npbEfmM+1ZzLDlboYddzMcmU1xoFVoRsp5TRy0FNFTkkJTXgptGSl0pU6jd/Y4OicOoXFoNzrH9+Klr0xFrD+j10tY6K5jou0ivVcy6a5JZ7ghn6nWMiabixi4nkVzZTJlGeHEh7nh7WKKiY4CsqcOcnDXNvZs/ZqDW7/h+A4JzknsRXX3SfSPqWOv40RMaCK1VTWIBru4Pz/MwvQAPd0tlFdeQhgZj7WNHYaaalioS+OkJ4unqRKeZhq4mOhx3tgEYwNTNLSNUVQ3RFFdHzUtQwT65lha2RHg60tOWhINtRcZ6rjORMcNJhqqGa7IozMlmusBHhRbGpOkqkiMghwX9HXIcrWjONyXwugAssO8SAl0Is7blggnSwIsTPDWM8ZL3Qihrg3ZXsE05OUz2nidpcF2Vie7eHJ7mDerc3x6fo8/f7/KL28e8Zcfn/C398/556dX/O39Y/78/QM+PJ7j7fo4rx8M8v3dQd7cGxZD0lXFZG4YA1EO9Ec7MZweyFhVGssD9bzdmOYvb9f580+PebVxl4nuDm6WXqah9AbD1/oYvznC5I1hNpoH+X1YxH9NDbCpWGjPtbQgBqszmGur5P7ANdZELWxMdLI+eYvViTZWRM2siZpZFTWzImpiebyBha5L9JXFcFloSaG9DHk2pymwPkue5RlyLU+RbX6cDNPjpBmfINngiDip8fPpbpTaLoTy3+B79gv8ZL8hXG0XsdoHPr+zi1jBLuIEu4nW3k2Uxh7ClXYilN9KsNxWvE99geexPxB45iuiFLeTqC5JivY+UvSOk24iRaGDKjcjrcWQXApjviqc2zWRLNZFs1QbzZ3aSBZrgpm/5MV0iSuiXHv6Uy3oTDCh64I5/Wk2jOY4IspzZiLbiZkMexbS7LiTZs9SugtTSc40hViQeF4LO20FdJWl0JKXQl9WGnN5GewVpXGWP4Oj9FHcFU4QZ6HF1QuBTFwv5nZXLRNtF+mpzaL7SgYjjYVMtpYiaixk6Fo2bZeSqcgKIynCHX83M8z1lVA4c4QjeyQ4tHMbxyUlOLN7N3J79qN54BSmZ7VwNXYjMSqFG1fqmBzu4d7sCPMTA3TeaqakvIwAYThGRiaoy0mhI30MK/XTuBor4GWuibuZHnamxpgaGaOlY4iihj4K6vooaxqiITDFyNQGD3cv0hITuFFVRn/rNcbb65loqmO0qojutFhuBnhSamFCsqoSsQpyxAs0yXS0pljoTVGUPzlhXqT4ORDrZkXIeSM8DHVwVtXGRU4XPzUzkh28uJaezsiNau4MtLA+1cWzxWHerM7w6eldfv1enAf8609P+bf3z/nHp5f87cMTfn2zwi9PF/hpY5K3KyP8cH+QN/eHeHtngG/7rzJTFMNgjAt9Mc4MpvozUpHEnc6rvF4W8evrdX77+SlvH9/n9mAnbZVVNJXUMny1B1HDGJNXB1i92cdvAyP8H1E/m4qC7ahLCaC3Ko2Z1gruDV1nXdTKxkT7Z9m3hdWJZlbGG1gWNbIsamJlvIHF3ir6KuK5HGpNvr0sudZnyLM6S57FaXItzpJlcZoM81OkGR8n2eAwCboHiBfsJV5TklgNScKUthIguxk/2W8IVd5JjMYe4gX7iNGU/N/Ah2it3URp7CVCSYIwxe0I5bfjd/ZLvE/9gcBzXxCu8A1xqpIkau4nWe8YaSbnKLRX42a4NcMFvsxeEjJXFcpCTTiLtVHcqY3mbm0kd66EsHjJh9kSF0S55+lLM6UzyZTuJCv6084znGXPaI4To5n2jKTYMJZiiyjVmbEUd3rjXbgSYEWUtQArgQI6KtIIFKQxVZDFQ0uFeGNtss20yDFWJc9MjUoPMzrSw5i5WcJSdy2TrRfpqc2k50o6I40FiFqKGb+Zz8CVDJovXuBiVjCpUW4Ee1pgbaSKsvQxThzYxbE9kpw+sBu5Q3tRO3oA/VNnsVbSxdvag9T4dBquXWdmpJf7MyPMjffR0dZIXnEhvsFBmBjqoylzFl3pE9honMPDTBlfS228LA1wMjfBwsQEgZ4RyloGyKnpIa9ugJK2EQJDSxwc3ImLiqamvIje5quM36pnsrmO0eoSetITqA/wosTSlBRVVWJkZIlWVSbZ1pyCIA+KIn3JCfUkxdeBaFcrAmyM8DAQ4KisgZOMAA8lY2KtXalKuEB/XQWLA008munm1Z1B3q5N8PHpHf7y3Rp/fvOIX398zO8/PeUfH1/w9w/P+OuP6/zycokPj6f5cX2M18vD/Lg8wrv7wzwbqWe+PIGBOHcGYpwYTvFlqCSexdYqXt4b4c/fr/BvPz/h08tlNiZ66auppq20hr4r3YzcGEFU28ODa938pXeA/x7vZ1NhiD01iX50X0phuvUid/qusjraxMZkK2uTnwERNbEiamRZ1MjKRDMrY/Us9VYzeDmRmghb8uzkybU6Q4HlafLMT4vlX8tzZJidItXoGIl6h0j4HAKRoL2bWM1dRKntJFRpO4Fy3yBUlBBb49X3fB7YxRWndYBojX2EKUkSIidBkMwO/KS24HfuKwKkviREdjORituJVd1DgtZh0ozOUmynQr3QnNE8b2YvCZmtCmO+JkKcwXU1hrt1kdytEbJ0yY/5Mg9EeQ4MpFvRkyyu/tTzDH0+wBpIs6Uj3oKmKAuaomxpjHLkargD+d5WBFrqYqGtgkBZHh15GaxUFBCa6lDmZkmjnzVN3ibc9DSiUWjLYF4E8w0lLHVdYarlIr1XsuipSWf4Zh6jjYUMXsuk81Ii9cWxlGcEkxzlQoCHOZZGqijJHOXkIUlOH9iD3NGDqJ44gs7p45jJyOKgZUSAox9ZSdm03LjJ3NgA92dHmRrrpbn5JjmFBQQKg7CzMMZCUxE7LXl8TNUIs9Ml3N6AwPOGuFuZYGNqgp6BEcra+sio6SCtqoecuj5qAmMsrOwRBodQVpjDrYY6RjrqEbXUMVJbRndGEjf8vSk2NyNRSZmIs1JEKCmSaGlMjq8TBeHe5Ag9SfFzJM7DhlB7U/xMDXDVEOAkL8BN0ZBwY3vKwiPprS5hsfcmj6c7eH2nn3er43x4cptfXi3z5+/X+PX1Q35795i/fXzG3z885W8/PeIvP9zl47NZ3j2c4O3aGO9Wx/jxwTDPxxtZvJzKSKI3/dFODCX5MFgYw1xjGU9u9/PLqwf848Njfn+zxouFYcZu1tFRVkNv1S1Grg4hqu7jTl03H7uH+O+JITYVBNtRneDNrYokplrKWeqpZXmkgbWpZtYn21ibaGFF9D+giGt17Dp3+6sZrk7mSqQdeXbyZJufJM/8BLkWp8i1OkO25Vkyzf6nkxwlQfcgFwT7iNfeQ4zGLiLVdoiVK8UdhMhLEKIgSZjSbiJV9xKtto8YjQPEau4nWn0fYcp7CJKVxE96O37SWwiU2UygzJcEnPtXgqS+JFxxO7Hq+0kxOE3heSVuhJgxmufD3KVQ5qvCuH0lgju1kdytE39u3akOYaHSl9lSD0T5TgxmnKc32Zq+ZBsGUm0ZTHNgMM2OrkQrroWbUxZoQWGANfn+NmT7WRPvZoanmQ6mGmpoKygjkJXHSlWOKCtdavzP0x1uT4/QgvYgUzoi7RnKj2ChoZjFzhpETWX0XMmg60o6gzfyGLqRS3d1Mq0XY7hRHEVZRjAXIlzwdTfF3FgVeZkjnDgkyZmDe1E4fgiN08fRO3caCwUFnHVNCHYNID8tl1sNDSyIBrk7O4JopJumxusUFOUREx1GiJcjQidzol3NSPOzISfYkTRfWyKdzfG2NeO8mQn6+gYoa+kgpSJASkWAjLIOimr6GBpb4u3tQ3ZGKk21lxlsuY6o9RojdRe5lZFEnbcn+YbGxEvJEXr0BEJpKWKNdEn3dCRH6EWG0J3kQGcSfe2JdbVGeN4CL0Nj3DT0cFPUR6hrTaF/MJ3l+Sx2XuPJVDtv7vTz08oYHx7P8cuLe/z5lfgHU7+9/Za/v3/Gf3x8zt/fP+a31yt8ernA+yeTvNsY5+3qGK/vDfNY1Mjd2izGk/0YinVi8IIHA3kRTF0v5MlcL3969YB/fnzMP96v88ODUaZbrtF5sYauS60MVPczWtnH7ZpO3nUN8p8Tw2zKF9pz+YI3bWUJTDWXsdRby4Phm6yJWtkQ3WJ1vJ1VUSsromaWxxpZHW9ibbye+wO1jF1Joy7KkVx7BbLMxHlb+RYnyLM4Sbb5aTJMT5FqdIIkvaMk6h0mSU9slY/R3EWU2nYiVCQQKu4kWHYHQdI7CJGRJFxRkmjV3cSo7yNaTWylj1Tbg1BxJ/4ym/GX+Yogua8IlvuSQOk/EHDuC4JkthChLEmi3hHyrWW5HmTCSK6PeGivCWepNoJ7tZHcr43g3pUIlqpDmK/0ZbrUnYkCZ4Yz7elPsf1c58WgpJ6nPd6Cy8HGZHsak+BsSJSDHpGOeoTY6uJipI2JuhpaCspoycpipSpDlLUOVwLP0x1hT0+oBR1BpnRGOTBSEMlsfSFzHZcYayimtzqD7poMBq5l01eXTkdFPA0lkVwtiqAkM4SESDd83c0wM1RBTuooxw9+/tQ6dhC1k8fQO3sGSwVlnHVNEboHUJyZR1dzI4sTw9yfHUU01EVTwzXKygrJyUgi90IkxfEhXE4OoTZdyJXUYMpifEj2dcDfwQJbMyP09A1Q0tRFSkUbKSVtZJV0UVQzQNfADFcXN1IS4rh2sYTeGzUM37xCb2URDQlRXHR0IF1dg4jjJwncu5/AkyeI0NEkxcWWzCA3UkPcSA5yIcnfiUQfJ6LdHAi2scFHzxRPVUOCBBZkefjSkpfJQmsdTybbeb3Uy0+ro3x6PMufnt/hL98v89vrDf727jH/eP+c//zlJX//PJd8ejXPx2eT/PRogh9Wx3l1f4gnE00sXctnIj2YkTgXhi640Z8dwvTVAp7O9PCXlw/4j09P+M+PG7xbG2e+/SadpTW0FDXQUdJFf0k3s5WtvG7t5p8j/WwqCLOnItGb1rIExuuLud1VLYZkvJW1iVs8ELWz/BmSFVEza2NNrI43cn+wDtHVTK7HuZLrKE+W6THyzI+Kw+k+35Okm5783EmOkax/jCRFlQ2hAAAgAElEQVS9I2JINCSJVN5OuMoOhEoShMhuJ/DcdgKkthMiv4MIFUkiVcWW+WjNXcRo7iZcZQfB8psJlP+KYPmvECr8DyhfiVUy+W+I1d5NtvUZaoP0Gcr1ZO5yKIs14i5ypzacu1dCuVcTyuLlQOYqvD9D4sJIlgP9qbb0JZ+nN+k8/ck29CfZ0BZnQWWQEclOOgSYKOGmK4u7njyehio46qphoq6KQFEJbVlpLJVliLIUcCXQhu5Ie3pCzekINKY7yoGRoiim6wuYba1g7GYhvVUZdFVl0Hc1m+6aVJrLYrheGM6VoghKsoUkRrvj62aOiZ4KMueOcOSgBMf27eTswX0oHD6M5rHjGEvL4aBjQphnIGU5hfS2tXJnaoR7s6OMDXbSUF9HRUUJFwuzqclPp74olfbyFDovJtNeGk9deihZIa4EOlpy3sQIga4eipq6yKnoIK+sjZKKDuqaehgaGOLiYEtcaBDl2anUl+XTXJbPjYxEyvy9SDc2JFpKioDd+/D6RgLv/QcJVlXmgr05mQEupAvdSQl2JTnQmaRAVxL83IhydiLE1BpfTVOCta1JdfamITOFmaYqHk208P1iL++WR/j07Qx/enGHv/6wyt/efsu///SUf7x/xj8/Puff3z/mt9fL/PJyjk/PZvj5yRTfb4j47sEIT6baudtYzHReBKOJ7gwluNKTHoSoOpuHE7f484v7/McvT/mvT+v8vDHGQscNWnIvcS2tlsbsFjrzO5m+2M6b+k7+Y6CHTYXhLpTHe9NcFMf4zSJud1Vzb/A6K2NNrE7cYkXUzoOJFh6MNfJgrJHVsUbWRc08GLrG5I0s6pPdyHNRJMPsKLmmR8g3O06exSmyzU6QaXKCNONjJBscJUnvCMk6R0jQPkiM+m7CVSQIVd5OqNIOhPI78Dv3Db5nthIosx2h0jbCVHaI3cAae4jV2k+U+i5ClbYSovglIYpfIlT4GqHCZoJlvyFAajPBsluI0ZAk0+wkNX7aDGa7MX85lMWaMO5eCeNuTQh3qoK4WxXE0uVA5i/6MFPqwWShKyPZ9vSn2dCbbE1vsg29STb0XLCmOcaccn8DYqxVcdY4gYX8IawUT2CvIYOtlgImaoroKCogkJPBUkmWCFNNqr3N6RTa0hNiwa1AE7o+QzJTX8B860VEDYX01WTQW5PJwI1cBq5l0nEpgfriaGrzIihNCSBZ6IyvgzHGWvJInzzEoT07OSi5g6O7JDm1Zw+y+w+ifUqa8zpmhPkIqcgvYvBWG0tT4h3JcH8bN2/UUF5WQFleGjV5STQWJ9FRnkxnRRK3SuO5liEkV+hMsL05Ngb6CDR1UFXVQVVVgKaaNgJNAQbaAiwNdHGxMkHoZkdysBfZkYFkhfmQ7OlElKk+QfIyeO85gOuX3+D0h69wk9yFn4IssdYmZPm7kBXmSWqIG0lBziQFuZIU6EG8hyuRNvYIDW0IM7IjzcWH62kJTNSXsz7ayPe3e3j3YIhPD6f5y4slfvtumd9/2OCvb9b5/e06//bmIX99vcZfXt3jlxfzfHo+y/tnM7z9dpLXq+O8uN3NWvtF5kuiGU/2YiDWhc5Ef4Yr0lkeaebTkyX++ekp//i4wc+PRCx0XKU5s5zaC5U0ZDZyq6CNqcoOfqjv4J8DXWwqinTnYoIP9flRDF8vYK67mnuD11gZbWJtvJ3V8Tbx0D5az/2xepbHG1kbb2Z5+AbTjfk0pXuR66pChukJ8k2PiucS81PkmJ8k2+Q46YZHSNE/TIruQZK1D5KgsY9oNUnCVHYQqrydMKXthChI4C+1Dd/TW/E/t5UQ+W2EqUj87/VijOY+ojX2EqEqQZjKFsKUvyJMcbMYks+b+BC5zUSrS5JucoIqL3UGMhxYuBTEUnUId6tDuFsVzJ2qIJYuB7NYGcjcRV+mSz2ZLHJhLNeOwXQr+lIs6E22pDfJku4LljRHm1Pqq0OEhSz2Kvsxlt6JmexBzquewVpdFmNVOXSUxRt3K2UZwozUueRqQoe/Fd1+ZnT6mdIT6cRoUQzzDcXc7qhgoqmQ/tpM+q9mMdKUz1hTPv21abSUxFCbHkhxuAuJrpZ4GWliKH8GqUP7OLB9G7s3b2Hv5i0c2LqNU7v2onZCGmsdcyJ8w7lcVMpIVytL08PcnhxgoLuZK1cqyM1JJSsxgsL4ICqTArmSFsjV9CBqU/0pjXEjxccaX0s9rHQ00VfXQKCmiZ6GNkYCAWYCTSwF6pzXVcdBTw1XA3U8TbRwN9XCRV8Ve3UFbM4ex3K3JDZfbsH2X77g/L/8AYdt2/GWPkeshQlZ/q7kRHiTHuZBcogbySHupAR5kuznSaKbBwkOblywdyfTw4/axBiGa4tYHrjJy7lb/LDUy7v7I7xfn+LDt/N8erLIxye3+fRsiV+e3+NPL+7xy4sFPj6f5ePzGX5+PsWPjyd481DEd/f6edRVxXxpLOMp3vTHuNCR4Ed/aTL3Bhr5+eE8v//8kL/9/JB365MstF+nLaeMmxlVtJW0MVDZwUx1O6+aOvjnSB+byqJcqEzwoj4/ksGruczdusy9gWssjzSyPt4iXiCONfFgrIn7o80sjzSxOtbIg+HrzLYU0pzlR567KhnGx8k1PUau5UlyLU6RY36cbJNjZOgfJlV3P8m6+0jS3k2C5i5iNCSJ+KxuhSptQ6iwnWAZCfzPbsdfahvBchKEKYszuKLU9xKtsVc8m6hLEqG6nTDFrwlV/JqQ/wFF9iuC5bYQqSpJmvFxqjzVGEy353ZlIItVIdypDuFOVbAYkEvBLFQEMlfuy0yxJ9NFLozn2TGYYUlfqjl9yWb0JZnRfcGMphgTSvwERFrJ4qxxBEuFvVgrH+K8xhms1GUwUpFF8BkSCyUZhAaqVDgZ0OFtTo+3GZ0+ZnRHODFWGMtCQwlLty4x1VTCwNVsBm7kMtFawlRrCUN1GbQURlIT50WBlw2xFnq4asojOHeU03t3sWfzFrZ/8SUSX3zJ3q+2cGLHXlSOSWMtsCDaP5Ka0nJGetpZmh5hYWKQ3ltNVFwsJCkujEhfJ6LdLElwNyfFy4J0XyvSfC244GGC8LwAVwMVLDUUMVFTxkRDHVMtTcy11LDQUMRCRQZzxTOYyZ/CWOY4RlJH0Tt9EM2jB1Dbtxfl7dvQ+OOXGG76A+b/8q9YbPpXbL7egvupE0SbGpDl50xehDeZEV6khXqQFupJRrg32eEBZAsDyfIPIss7iFzvAKrjoum9lM/d7joeiZp5Nt3Gi5lOXs338nppiLf3xnj7QMS79Rk+Plng07NFPj2/zacXc3x4Ns1PTyf58VsRbx9O8N3dQR711DBXEcdYmgf9cU50XfCnvziJO903+OHBBH/+fpnf367xZmWSmbabtBSW05p/ld6qTsbrepmvvcWL+jb+3tfNpoux7lxO9KUhP5qB2hzmOy5zp/8q94frWR1rYn28keXxZu6Nt/JgtI2VkWZWxhpYHrnObFsRLTkBFLqrk256nByzY+RbnyLPWrxMzDY9TpbREVL09nFBdzeJgl3EaUkSpb6bcLXdCJW2E6q0nTDFHYTI7sL/3E78zkoQJLOLMKU9RKruIkp1NzHqe4lSF2dyRalIEqm8g1DlrYQobSFMaSthimLQIlR3kWp0gsue6gykOrBwMZDFy0KWqkJYrApi8TMktysCmSv3Ya7Ug9liV0T5jgxlWtOXakpvkjG9iYZ0XjCkIdqQsgBdEhzU8DWSxkXnJO765/AwUsRBTwlTdXkEynJoK8pgoSSNUE+JCntdOj3N6fM0p9PLnK5wZ8aK4lhoLOVOZxUzzeUMXc1l8EYeEy3FTDYV0FedSEN2MFXhruQ7mBGrr4Wrqiza545wet8udm/Zyjd//Iqtf/iC3V9s5sS2PageleW8jjWxgTFcrahkvL+TOzPDzIt66Wytp7ggm8hAb7ytjXAzUMJdRw4vHXl89BTw0VfEU1ceR42zWCqdxkThDMaK0pgoyWGsJIeRghT60ifQO3UIraN70DgkidpBCVT3b0dl7zYUJLcjvWUzZ//wR+Q3/RGtTf+K4aZ/wXTTv2L9xde4Hj5MmIE2Gd4O5Ed4kh3pSebnfODcGH8K4kIoiAqhIERInm8wuR7+VIQKuVWcwVxrFatDN3g42sDD0QaejLfwYvoWr+Z6ebk4wOsHY7zfmObjk3k+PV3k07NZ3j+d4OfHE7x9NMHrtTFeLvWw3lPFXGUMY+kuDCU6MZASyEhRIrdba3l2e5APz+7yl+9XePVggomWeurzy2jMqaWnsgNRbR8zNZ18W9vIn27Usanigj+XkwJoLIhl4Eo2Mx2XWOqr48HITVbGG1kVNfNgvJUHo+0sj7WzMtrCylg9K6PXmOsooa0ghGJPHdJMT5JjepQCKzEkuZYnyTE7QYbJUVIMDpKkt49EwT7itcRxQhGquwhV2kmY0k6EChIEy0kSILUTv3MShMjtIVJxL9HKe4j83FEiVCWJUNlFuMrn3GBVCSJUtxOhtpNwVUnClcVdJ9XoJJc9tOhLdmT+YhCLVUJuVwWzcCmI25eCuF0ZyMJFPzEgpW7MlLgxke/EcOZ5+lLM6UkypivJiFsXjGiKNqQiUI80d12iHDQItVMl3EETob0Ad1NNTNUVESjJoa0ohYXSOUJ1lKi0M+CWhwU9HuZ0elrQHe7KWHG8+BfVnVXMNJcxfD2foZsFTDQXMv7/UPVWzXHta56mciUzSZlSppg5xQwWW2DJDDKKmRksi80yycy2bIvBbG/e23CqTtXU9HR1T/V0T0fHRM/FzJd45iJ19qm5+MU/V0QqIxWxnnxxve+9UV5daufe8Anm6nYzXp5DR2YSRxKi2REZSKiXBxadDrVUhlosxSxV4WewEOcXQVlmKV21XdyZu8r79Zf88WmDH7YWefbgJlOj/dQd3sO+rETKHIGUhntRGmqjJMRGcYiNgmB3dvhbSPe1kupnJzXAh+RAHxL9bcR5W4jxMBHjpsNhVhFtkuMwyogzK0gwa4g1qIhUyQgVSwgXSYgXCWSIROS6CBSKZVRYLJxKjqXn4E5G6/Zyumk/w42HGG05xkT7KSbbqpmsP8X48ROMHTjKcPkBpiqP82i0h3f3zvHH4nW+L8/zfWWev67f5V/ePuFfPjznnz8853/99IJ//WWFf/tji//2l3f89396z3//57f8n//8lv/jr6/5t29r/MefX/CPS1f4Ya6Ld0OHedN3gM2hU7yZ6eHHh9f4D59X+R//8iv/93/+xr9+/cCbx/e4PTrLjf7LPJm6z9qFl7w7/5S/nLvK/zU9gcul3mrm+mu4e6aDpaujfHx+nl+XrvNl4w5f3zzg25vHfN96wvfNJ3zfespfth7zl9d3+fb6Jj8tzLIw3cjZEzkMFQYzluvNRFEAE0X+nCn02w7efejPttGXaaUv1UpnkhttiX+DxER9jIm6aBO1USaqwvWcDNVSF26kJcqVVoeZ5hgjDbFGGmOcIDTEmmiI1dMUZ6RpG5bGeBPN8W60JdkZzAni0oFkFnsq+HzuJD/PVfPTXDU/Xarix4vH+fHCMX48X8nn2f18nNnLh+l9vJ3YzcZICSsDRSz1FfCqN48XPfk8bs/jWkM+M7U7OVNXwpnGMiYaKxis2sWpilyK0uJJdYSTEhlCUXQIDRlxzFXk8OJIEYuVhbw8Vsxi82Fez3Ty08Oz/Lowx6dH59i8M8XG3XHePDzD5p1BXlxo5v5AJdeqdjGzK4f+nDRqMhIpTogkOtAXD7MJrWwbErkKH5OFmIAoynLK6Wvu4+GNW/ywucK3z6/5YWuRp3evMTnQQd2+EvanRlEe4U1ZoJVifzNFPkbyPfVkeKhJtqiIc9US7WogwmIi1GIk1FVDmEFJqFZBuFZGpFZCtF5CnFFGskVNmlVHslmNQyMnTColTBAT4yKQ4uJCposL2SKBAoOeg9FhNO3Kou9kCcN1FQzW7WOk4RDjTZWM1R5l+OhhBir20lNUTndeGaMV+5nvaGT92jg/PL3IL88u88uzy/z28hp/LN3kt6V5fnhxhU9PL/HD8zl+XbrJP7x/wn/6Y5X/+g+v+W//+IZ/+8s6//r7Mv/y4wL/tHKNH6508n64kncDh9kaOcGb2U5+ejDHf/y8zP/8D7/y//zbP/Cf//IDHxYec/f0Wa50znJnYI4XEw/ZmrrP1/Gz/PeBQVzmemq4OlDHrTNtvJgb4sOTGX5busof63f5+uY+37Ye8u31U75vPuXr1hO+bz3i++sHfN+8yy8LF1g828aF6gKGdoYymuvLRKE/EwW+jBX6Mlrox2i+L4M7bPRnutObYqUj0UJLghuN8SZn4B5roDHORH2sgdpoLVURKurCjbRGW2iNMdMYrach2kB9tIk6h6tzNUOMjsY4w7ZFcRYlWxJMdCa7M5Ttz4U9Mbzo3Mnn88f4aa6Kny6d5OeLx/j54jF+unCMz2cP82F6L++mdvN+ai9vJyrYHC1hfdAZkyz2FvKqdycLXSU86t3PvZEq7k828+hcF08u9DF/uoXe6v3syUslIzac1PBgCiPDqM+IY64im5dHilg6WsTLkyUsth/hzdlOfno4y8/PL/Px8Xm27s2wdW+C1/dH2bjVx6vzjTzsO8r8yV1cKMthLD+L1oIs9mUlkxgZjLe7G0alEp1EiqtChY/ZSmxQNLsL9jDcMcjTW3f5YWON3z9u8X5jgYfzFznd1UTN7gIOpEawJ8KTiiBXdvkZKfXWU2hTk+kmJ04vIVwjJVglJ0Atx08jIUAtJVglI0wtJVIrwaEXE2+WkmRRkOqhIc1DR7Kbkhi9jBCFmFCxQJRIIM5FRKKLiASRQKpWTVGQN8dy42k7lEvfqRIGTpUxdKqcoZN76DlSQVtZMfU7cqlN3UF9cg6d+SVcqD3Jy3ODvLkzzds7U2zdPM3mjRE2rg2xcqWPhfMdPJps4cF4A89mO9i6P83XrXv8629L/OsfS/zzz8/468cnzmeelub48Xon70aO8LZ3P5tDlbyebOCn29P8b++f8j//5TP/73/5xn/9h0/89OoJT8ZnuNY6zPXWcR71XGJx5CI/Do3zn7q7cLncV8vVgXpun2lj4XI/7x5N8+viFf5Yu8PX1/ecqeDXj/iHrcd83XrI1637fHt9j++bd/j11WVWL3Vxqb6E4ZJIRnP9mCjwZ7zQn7FC51ihkfwABnd4059hoyfVnfYUK61JTkga4vQ0xBpoiDPQEKen1qGiJlJJfaSJ5mgLbbGutDiMNEQ5+7Zqo03URhioj9bTEGekPk5PQ6yaljg17Qk6OlOcLfOz5WE8ac3m/cwBfrx4lJ/OV/LLhWP8fOEEP5w7yqeZg7yf2su7yT28m9zHmzNOS7I2UMRK306WeotZ6ilmeWAv69P1vL09xsdnl/m8OM/nV/Ms35lltreOytIcsmKjSA4NIT8imLo0B5d3ZfLicCFLxwp5daqY5fZDTkgezfLLizk+Pb3I2/uzvLk/ydv7Y7y+M8DqpTaejVRxp34/c/uLmdpVRPeunVQW7iAjNhx/mxtuaiVmuQwPjYZAi53k0HgOFO1ltKOfxzdu8GbxBR/Wl1hbeMD8hUn6G09xoiSTvQnBVARb2e1vZJevgVJvLYV2FVkWOfF6KREqCYFyMX5ygQC5QIjSCU6kXkKMQUKCq5QkNwkpFilp7grSLApSXCXE6MWEqySESSVEicU4RCKiRSKiRAIxKhnpXm7sTgmnvjyd7sP59B4ppOdwIZ3782ksy+ZUdgqVCfEcdsRx1JFAfWYWZ47u4+HpNlavDLIy18vCTAsPT9dwd+A4t3uPcrVjP+eaKpioK+Fsyx4eTDXx9vEUXzau8/v6VT6/Os/nhfP8/OoiPz+f4uPlFrYG9rPeuYuV7grWR47xcW6Af1y5zn/5Y5n/8de3/O+/rPDT0xssnBlhvrmVufp25ht7edjRx2ZXF987G3G50lfL1YEG7pxu5cXlft49muHnxTl+X7vDt637fH/9kO9b9/n+5j7ft+7zbesu31/f5vvWbX5bnGP9Si9Xm3YzUupgJM+P8QJndutMUQCnCwMYyfVncIcPPZme9KTb6Er9+3C6hlgjdQ7Ddl1EQ61DSU2khrpII03RrrQ5LLQ6zDRGaamNUFMTrqUmXEddlJHGWCNN8Rqa4hS0xStoT9DSmerGQJYn06XBPGxM591kBT+e288PZ/fx07nD/HjuKB9nDvFh6iBvJ/bwdryCtxN7eHOmgvXhnSwN5LPYU8BSVwGvOotYHtzPm8tt/PzyPN/fPOKfPi7yl/cveLdwg8ujrRwvyyXTEUFSUCC5YYHUpkRyqSyVZ4d28LIymxfH8lhuPsi76U5+fXSW3xev8ePCHB8enuX9g0k+Pp7g0+MzvL09yPK5Nh71VnOl9jCTxw/Qe2QfJ8qL2JEUTZCXGza9Eg+dAi+DhlB3GxnhsRwpqmCkuYNbZ8+ycHuehdvXuTs3y9RQJ83H9nBoRwJlkT6U+Bkp9dZS6q1lp5eaXJuCdKuUJJOYGK1ApFpEhEZMlFaMQycmzigmyVVKmkVKhlVCprtAlrvADpuYHR4SsiwCaWYRSQYRCVqBRJVAokIgTibgkArEqCSkWLUUR3lxMi+GlooM2ndn0V6eQWtpEnV5sZxMjuRoXDhHHBFUxkTQkBnP6QM7ud17ipczzbycrufxyEnu9BzgZtserjWXc7GhmOnqQsZO7mCqtpD5gUMszbWwdaebjZvtLM01sXy5mc35Tt5e72Rz6hTLfeW8aiviRUcRrwb3sHG2gZ/ujfBt5RJ/3Zzn29Icb2+e5vloC7daTnC9/gTzjSd40HyCVx3VfOo5icvlniquDtRya7SJpxd62Lo/yY+vLvP72m2+bN3j69Y9vm3d5evWXb5t3uHb1h2+bTkh+X3pKpvXBrjRtp/RsjhGcvwZy/dlotCP8cIARvP8GMnzZTDHWXXvyfCiK9WD1kQ36mOM1Dn01EarqXWoqY/VUh+joy5aR22kjvooAy3RFtqirTRHulIfbqA6VEt1mIbaSC2NsXqa4tW0JChpS1DTkaSnK83CQJadqZJAHjSk825iNz+e28/ns3v5fG4/n2YP8H5qH28n9vN6bDdbp8vYGitjY7SElcFCFnvzedWVx4uOPF50FrIyuJf3c638tnyRv75/yv/yaYVvb16wdv8i093VHNmZQWZUCElBAeSFBVGbEsnFshQeH8rg6aFUnhzO5GVDBW+n2vjt8Tn+WJnnp1dX+PB4ho+PJvh5YYZfX5zlhyeTbM0P83Sqk2t9jUy31dJff4LqQ+UUZMYR4WfF26TC26gk0E1PtJeN3OhojhcVMVhVzcX+XubHR7l+ZpjZvna6aw5zsiybPUnhFAe7U+SlpchTyU5PJUV2Bfk2GTk2KVlWMRluAhkWMZlWCdlWKbk2Gfmecoq8FRR7yyjzlbDLX0J5wLb8JZT7Sij1FFNsF1FsF1NklVBgkZHrKiHLKCbTVUKeXcOeCA9OZYbRVBRHe1EiHUXxtBdE0ZIbQWNmKPVpIdSnBtKUHkR3QTSTB7O43baXhdGjvDpzlGfDR3jcu49HXXu411nOrfYyrrWUcbWllPmOCu4PH+TlzAmWz53kxfRRno0f4sVkJYtnT7Eyc5LF0f0s9BXzoquQV907WRwqZ3XqGG/mmvlwp49P94b4cLOXtYvNLIxU8binkoedh3nYeZjnXYdZ7jvGm4HjuFzsPMblnpPcGKzj0Ww76/fO8PnFJX5dm+f3zbt82bjLt637fNu8x5eNm3zdusXXzdv8ZfMOv6/cYGt+iFud+xmrSGAkN4ixfF/O5HtxpsCX0TxvBvN86M/xoS/Ly7n+LcWdpngzdQ49NVEaah1q6mL01Mc4s1110Vqqo5RUR2loiDbQ4nCjMcpMbYSeU+FqToUpqYlQUh+jpTFeTUu8mrYEPR3JZrrTrPRl2RgvCeJOXSZb4/v5fOEwn87t5ePsbt5PVrB1ehebo+VsjOxibaiIlYFClvoKeNmdx/P2XB41ZHOzKp0b1RncbS5kcbKat/fH+fj0Eht3zzM/0U3bkTIO5SVTnOQgLSyAlEA/CsODqE+N4lJpKg8OpHN/fwJ39yfyuGYnm5NN/Ppolj9WrvHjq8u8fzTFx0cT/PbiHF+XLvHri3O8eTDO0ysDXJ3oZGaohdHuOppP7WVXTiLxQTZCLFpCXLVEWI0k+nhQHBPOqfws+g7tYbLmGOeaa5huqmLw1AGa9+RzIieO/fF+VIS6Ue6vpcJPxW4/FXv8FOz1l7I3QMqeQBm7A2XsDZRwMEjC0VA5JyM1VMXoqYrRUBOroi5eSX2CisZEDY0JWpridTTGqqiLllMbKaM6Uk5VhIJTEQqOhUo4EiTmcJCMylAl1XFutGX405MbwkBBOAOFYQwWhTg7xIuDnTOjdwZwpiSY2T1RXDmayIOmXBZ6i3kxUMpC/y6e95az0FfG874ynvdV8Kx/D08H9vJseD8vxw6yNL6f5TP7WDyzj8WxvSxOHGBl8ggr4wd4OVLGi4FCXvTl82ogn5WxMtanDrB17iRv5hp4PdfAm0t1rJ89ycrYUZZGKlkcqWRppJLV0cO8Hqvk7ZljuJxtO8z5jkqu9ldxf6qF1dun+bBwgV9XbjgB2bzHt637fN28y5eNW3zddELyffMOv69e5/XdUe71VTK+N5mh/EBG8nw4ne/FmQIfRvO8GMr1o3+HH30ZXnSn2WlPttIcb6Y+xhmo10brqHc4O4DrY03UR+uojlRQE6WiLkZNQ6ye+hgdtVE6qiK0VEWoqYlw9mo1xWppi9PTEW+kO9mNvnR3BrI8GS8O5k5NNhtjB/l4/gifzjkzWVtjpSwP5LMyUMT60E5WBwp42ZPDo5YMrlWlMFji4IjDhwJ/M3n+ZkrC3KnMiORoXjIVKQ7SAj0JMWqwS0R4KWUEmQ1EelhI8MiZ2eQAACAASURBVPEiLySIU8lRzJakcHtvKjcrYrlREce9UwWsnKnj871xfnlxic/Pz/Pu/hk+3B/jl+ezfFm6yC8vZnl9/zTPr/ZzY6ab82c6mOxvoLtmH4fyEskK9STObsBh0RHvYSDb353dMcFU7Uiga/cORitLmDy1l/FTe+g/spP28gwach2cTPHjRJw7J2NcORVjpirGRF2cicYEA41JehqTdTSn6mhL09KdoWNgh5mRPA9OF3kxVuzFeIkXk2VeTO3yYrrMi8kSO2cKrYzmGhnO1jOUaWQgw8hglomBTCO9GTq603T0pOnpyTTSn2NlJN+HieIApsoCmd0VzGx5COf2hHJhfxgXD4RxaX8YcwfCuXE0ijsnY3hUl8yz1nSed2TyvDOLhe5cXvUWsNi3k+X+Mpb6y1gaKmdpqILlkQqWR8pYGS1l9XQZq6d3sTK2i9UzFayNlbMyUsLSUD7LQ7ksDeewPraTN1O7eXP2CG/OneD1ueO8PnuUrekjbE4eZnP8MBvjB9mcOMSbyYO8mz7Mp7PHcJlt3s+FjiNc7jnB3clmlm6O8nHhIr8tz/Nl466zcLh1l68bd5zavP0nJF/WbvDuwRgPBk8weTCVwcJARvK9Gc335HSeN6O5Xozk+DOU7U9/hhfdqTbak6w0xTuBqHXoqY3enuIY61SdQ09VpJLqKCW1DhX1sRoaY/TUR5upiTRTH2mkMUpPo8NIS5xzmU9nvIneFAt96R70ZXkytjOYm6ey2Dh9kM/nKvl87hCfpvexMbqTxb5cVvt3sjFUylJ/ATdqkmjZ4UNBkJEwvQIPiRg3sRirVIK7VIyrIGAUiTCKROhFIsyCgFUiwSIRY5WJ8daoCLe4EuNuZYePB9VxgfRnhDKcGcB0QTg3T+SyNFHHp3vj/Pj0PO8fTrN5c4i3Nwf58eE4vzyd5POD06xd6+bRTDPXxho4P1zLROcxuo8XczwvmuIId7K8dWTa1eR76ygPsXAkwZfG3Aj6dyczeTSHc9U7OVtTxMSJHYweTGZwVzS9hUH05vrQn+vNcJ43pwu9OVPszUSpJ5NldqZ32Tlb4cnF3T5c3ufHtYOBzFeGcvNkBLerorhbE8Oduhju1sVypzqam8dCubLflwvlNs6WWJnd6c5MkTszO61M77QytdOd6Z0ezOy0M1Ns42yJnYvlvlzeG8jcviCu7w/m2sEQrh0JYb4ylPmjYdysDOdWZTh3T0Rw/1QkD6ujeNLg4HlLLM/a4lhoT+JFVxovO7N41ZXNUk8Oy725LPXlsDyQw/JgLkuDuawM57I8lMPqcB7rIwWsjRSyPlzA2nAOayNZrA1nsXU6j3cTJbyb2cu72QO8md3Du5ndvJ3Zy+vpCt5N7+b15C5eT+3i3XQFH2b38uncAVxmWvZztv0Il7pPcnOsmZfXRvjw7CK/LM87ayWbd/+E49vWHb6/vuuMSzZu82V1ng+PpnhypoapykyGioIYzvNmNNfOaK4Xo7nenM71Z3iHH30Z3tvNje40xllojHWlIdaVWoeJOofp79Ykxkh1pIaaKDV10WoaHBoao400RLnRGG2h2WGhxWGhNdZCa7wrrXF6OuL19CaZ6U1zoy/bxumiIG6cSGd9eB+fZyv5NHuId1N7WR8pZblvJ6v9ZbzsLWXmUDwV4WYCVWJcBRGuEgGrXIJFJsEqk2GRSjGLxZjEYsxiCWaxBKtUhrtMhrtMjIdCgo9WRYBBS6BeQ6BaQahaTrROSbJZQ4mflZYdsdxor2Tz+jCfHk7z+s4oixfbeHW2kY3L7Wxd6WL1XAuPR05ypWM/Z1v2MNW8m7GaEnoOpFOfF8KRODf2h6s5GK7meLSB2kQrrdneDJSEMX0wgctVmdxoymO+OZfrDRlcqUrk0lEHlw6FcflAKHP7Q7l+KIwbR8K4eTSUO8dDuXcijIcnw3lUFcGTmkie1EbxrD6GF80JvOpMZrEng6W+LJb6s1nsy2ahI5XHdbHcOxbKjQN+zO22c3GXBxdKPThf6s75Mg8ulNm4UGbnUrkXl8q9ubLHh2sH/Lh+KID5w8HcOhzCzSOh3D4awp1jIdw9Hsq9Y2HcOxrG/ePhPDwVweOaCJ7WR/G8MYpnTVE8a4nheVscL9qTeNWZwmJXKkvdKSz3pLHck8pSXwpLfaks96WxNJDB6lAWG8PZbAznsjGcy/rwDtaHs9gcyeb1WB5vJ4p4P72L9zNlvJ0p5cNMGR9md/FhtpT306W8nS7h7dRO3k+X8WlmN5/P7cZlsnkvM62HudB5kusjDSxcGeL9kwv8snSD39du8XXzHt+27vB16/afVuTr5m2+rt/ij9V5Pj2ZYWGqntkTOQwXhTCS++8gyfdlNM+X4Rxf+jK96Eqz05boQUu8B81xFprjnUMenEVFZ6GwPkZHTZSamkg1dVFOSBqiDTRFudLicKU11kJbjJW2WDda43S0xqrojFfRnaiiJ83AQLYHY0X+XD+WyNpQhXMN9cQ+1kbKeNWzk+dtRdxvzKenxEGahwZPsYBFLMYsEWOUiHGVinGTSHCTSHGVSNCLBXSCGIPgBMVdJsdjGxKbQoa3RoWfVoW/ToWvRom3UoG3SomvRk2QVoPDrCM/xJPGXelc6TvBo6kmbg0c41rHHm527eVu135utVQwV1XIbGUW00czmTqWzURlOqf3xTJQEkRPjo3ubDf6ctwYKXBnvNSb2T0BzB0J53Z1PA+aUnnSnsGzzkyetqXyqCGOhzUOHlc79aQmhmd1MTxvcPCi0cFiYwxLTbEst8Sx3BrHclscS23xLLUnsNqdwtpgNuunC9ka38nWxE42xgpY7svmeVMC94+HcfOAH3MVdi7ucud8qTtniy2c3WnhfLEHF0psXNrlyeVyL67s9uTKAU+uHfJh/nAgt44Ec+twMHeOBHL/aCAPjgfz4HgI94+Fcf9kBI+rInhaE8lCvYOXjQ4WmmJYaI1lod3By45YlrriWelOYKkrntXuJFZ7kljuS2JpIJnlgVSWB9NYG85kYziD9eFsNkayWR/JYmMkm42RHbwey+PdRBHvJ0v4MFPCu5kS3s+W8vFsMR9ni3k/XewEZKqYD1OlfJ7exeez5bhMNu1hqvkg59qOcW2wzlkreXyOn5ev8cf6bb5t3uP71t0/Y5E/tXGbL2vzfH46w8JMA+dO5jJUFMxQjp3RHDvDuZ4M53kznOvDUI4PvRk2OlOstCVYaU2w0ZzgTmOcq9PN2h6YXR+jpzZaSVWknOoIJXVRauqiNdRH62iKNtIaY6I9zpWOWDc640y0x2lpjVXSHqemM1FDT6qJgSwrpwt9mDsSy2JfKVvj+1keLOZpew53azM5ty+Rk/F+RBnVWKViXKVSTGIpOkGCXizGJJFgEosxCWKMYjE6sYBOENCLBUxSCR5yBXa5EptCgU0hx1ujxF+vxk+vxk+vwV+vwU+vwUutwFMpw1shxUsu4KcWSPTUsycpmPqieHp2p3D6YDpThzI4eyCd8weSOX8wnouH47lcGcfcUQdzlZHMHQpn7kAIVw4Gc+1wMPNHQrhzIpIHNQ6eNMTzojWZxY5UlroyWOnOZLkzncW2ZJZaklhuSWKxKZHF5gSWWxNZbktgpT2R1fZEVtuTWOtMYrUjmdX2FNbaU1ntTGGtN52N4Tw2x0t4M1nG28ldbI2VsNKfy7OmZO5WRnB9rx9z5V5cLLNzrtidmSI3ZgotzBZ5cK7YzvkSOxfK7Fwst3N5rydX9/ly7UAANw4HcetwIHcPB3CvMogHx0J5cCKcBycinFakKpKnNQ6eN8TxoimBly2JvGxLYLEjjqWuOFa6Ylntjme1O5H1nmRWe5JZ6U1muT+F5YE0lgfSWRvO/BOQjZFsNkd3sHU6j63Tubwey+f9RPE2KEW8nSriw8xO3s8U8X6miA8zRbyb2smH6VI+TpfwcbaET2fLcJlo3M1Ew15mmg4w13uCp+e6eP1ohh+WrvBl/Q7fNp2p3+//3pps3HK6W2vz/Pj8HC9nm7lQVcjQzhD6sj0YyvZgaIcHQzmeDOV4MZDtSV+mja40C+1JFudgugR3GuPctq2Is6DYGGukJkrJyQgJVeEyaiKU1EaqqY/S0hitpzXWSFucmfZ4VzrjTbTH6WmN1TmD90Q9XWkmejOtDOfZObc/kiftBSwOlfK0fQf3atM4uy+WY9F2ItVy3CUyrHIlJqkMg0SGVpCiFYkxiCUYxGL0ggSdWIJOEDstiViMm0yKXaHAU6HErlBhVyjw0arwNTjXRdvUCuxqBR5KORa5BKtMgodcgl0hwS4X4ykT4S0TEWGQkx9o4WRqED2F0UyWxXF5XzzXD8dw65iDuycc3Dvp4EFVLI+qY3hcE8PTulieN8Sx0BjLy5Y4FtsSWOlIYa0rlfXuVNZ7M9jozWSjO4P1zjQ2OtJY60hhtS2Z1bYkVjqcWu5IZrUjmZXOFJa7UljpTGGlPZWV9jSWOtNY7slgdSCX9dGdbIyVsj5ayvJAEc/as7hTHc/VAyGcK/NkpsiD6QILk3muTORZmMizMplvY6rAznSRjZkiD86W2rlQ4c2l3b5c3uvHtf1+3Njvy+1DAdw5EsTdo2HcOx7BveNhPDwVwcNTUc7/tT6ep40JLLQk87I1iVftiSx1xrPS6QRkrTeF9d501nrTWO1LZXUgnZWBDFYGstkYzmFjJI/NkVw2T+eyOVrA1mgxW6cLeX26gHfjO3k7UcDb8QJej+fxbrqA97OFvJ8t4sNsER9mink/XcrHmRLeny3h07kSXCYadjNev5uJht1c7DzCw+k2Nu5P8vnVFf5YdbpV3zZvO0HZvMP3jdt837jNt43b/L42z08Ll1i+0MlcXQkjxaH0Z9kYzPJgOMvGcLadoR12BnPs9GfZ6E5334bE6ty4G+dKfYzJuZJ6u4mxzqGlKkJGVYScmnAldVF6GqKNNEYbaIox0hJjpC3OSEecibbY7a7gOAPtiQY6U830ZloYzLExVRHEnfo0nnXm8ag1k8tH46lJ8STFosZbKsEqlWORyXGVOSHRCTK0Igk6QYJBLP07JGIpBrEUV6kUm0KGl1qJl0qJp1KFXaHCW6vFx6DH26DDrtXgrlLgoVDgqVTgpVbgrVHipVZgV0qxy8TYZVI8ZTICVVKSLCr2hFppTQtgojiCuQPR3Drq4O7xaB5UxfCkNoHn9Um8aEriZUsyi20pLLUns9SRwmpXGutdqWx2p7LRk85GbxYbfVls9Gay3p3Felcmqx1pLHeksdKRznJnGoudaSx2prPYmcqrjlRetqfwsi2ZheZEnjcm8LQxiSctqTxty+RpRw6P2nO415LFfG0Kl446mNodxGihnf4sM91pOrpSVXSlaOlOMdGTYqIn1URvmon+DDMD2W4M51g4ne/OmSIbkyVezJZ5cbbM0wnOHj+u7A/i2qEQrh8OdiYMjoZw+0Q496tiuF8Tx6O6JJ42JvO0KYHnrfG8aE/kVUcyi50prHSns9yTwVJvJst9maz0Z7M6kMvaYAEbw/msj+azMZbP5ukStk6XsjFWyNaZQt6Ol/DmTBGvxwrYOlPA26lC3k0X837G6YL9TR9ndzl1bhcuY3W7mGjYzUR9OefbD3F/vIn1O+N8enmZ31Zu8nX97+7V9407fFu/zbf1W3zduMlva/P89PIya3M9XGnaxWhxBP1ZXgxl2hnJsjOS7cnQDhsD2Tb6s+x0Z3jQluRG6/YO9qY4s7NpMeZvHb7Ofq7qKCXV4Uqqw1XURRqojzLS4NA5Gxtj9LTF6mmPNdEW40pLnJmWOD3tCQa6ks30prvRn+3B6WI/rp2M42FrNldOJVOT7E28UYa/Wo5NJscqVeAmk2GUStGLZRjFcozbcBjFEkxiCSaJBLNUhqtMjlUux1Mtd1oOrRpvtRovpQo/nR5/kwF/kwEfvRZPrQovlQJfjRo/nQofjQKbSoZdKcVTKcNTqcBTqcJHpSRIpyDarCDHV0dlrAfdOf5MlAVzYV8YcwcjmD8Sw4OTiTyrS2GhOZWFtjRedKTzqiuD5e4M1rrTWe9OZ60vk/WBHNb6d7Dam81ydzaLXVm86szkZWc2L9uzWWjL5FlbBk/bMnncnMr9+kTu1sZyq8rB/Ikorh2N4PKRCM4fieLsIQfTB2IZ2xvFYHkYXUX+NGfbqE40cixKxeFQGQeCJewLEnMgSMqhQBlHAuVUBks5GirjRKSSk1FqqqM11MVoaEjQ0ZxsoC3VQFu6ga5MI707LPTnejBUaON0sQfjJTYmytyZKrdzdk8g5/aGcOFAOHOHo7lSGcXVY5HcOBnFfHU0t2oc3KtL4H5DIvcak3jQlMyTljSetWXyvCObF91ZvOzL5tVANosDBSwPFrA8nM/KSCHrI0VsnC5kY7SIjdNFbI4X8Xq8lNcTJbybLOP9ZClvp0p4O13Bu6ndfJzejctoTSnjtbuYqC1ntmU/t840sHJrlI8Ll/l15SZf1m872+Y37vFt4zbfNm7xdeMGX9bn+WPtFj8vzbF2rY9rzbsZK4uhf4c3Q1mejGR7Oi1Jto2BTNv25l0bHSlW2pKsznla8Waa/9bZG+9cCdcQq6cmSsWpMDnV4UpqI3XUROupjdbQEKOlMVZHa5yOthgTbTFuNMcaaY7V0havdVbdU13pznSnP9+LyX1RjJTHsjvUSrhKjo9cgadahVUux00mx02hwCSXYxBLcJVIMQtiTIKAq1iC63bw7i5T4iFX4qGQ46VW4K9TEaDT4KfR4KVS4KNX42/S4W/U4atT469XE2jUEGBQ46tV4K1x/p2XWoGXRom3RoWvVkOAQUuwSUOoSUWkWUmKh4ayIBMn4m20ZvvRlxvEcE4Q4wVBnNsVxrUj0dyrTeRpazovOrN41ZXFUncWSz3ZLPXmsNSXy1JfHi97clno3MHTtkwetWbysDmL+w1Z3KxJ59qpFK6cSOTikRhm9kcwVhHEUIkPvYWedOTaaMpypzbNg1PJdioT7OyLcaMi0kRxiI5cXxUZNikpbgJJriISzQLJZjHJJoEUk5h0s4RMV4Fsi8AOq4QdVgn5NhlFnjIKvaTs9JFR4iuj1F9KeaCMPaFK9oWpOBCh4kikgmMOOcdj5ZyKV1KdqKMmyUhdmpXGDDutWZ60ZdvoyLPSVWCjd6c3gyX+jJQGMFwWyFh5EOO7g5naF8bsQSfoF47FcPFkDHNV8VytTuRGTTLzdSncbkjlflM691rSediWyYO2bJ505vCsawfPurNZ6M5jobeQ533FvOgrZrG/GJfR6hLOVJcwXl3KdNNeboxUs3h9kE/PLvLr0jxf127zdeMuX9fv8HXDaUG+btzky9pN/li7xa/LV9m6McytjoOcKY+jP8e5r31khxdD2XaGsu0MZnnSn26nJ9WDju1HcVuTrDQnWmiOd3Wug4s30Bivo86hoipCSlW4lKpw5XY6WOd8pNfhhKQ5VkdLjJHmGBONsTqaYjW0xKppS9DRnuxKc7IbJ+NN7ItyI8mqxy4I2CRS7AoVNqUKq0KJVa7EonTKVSrFIpFiEUuwiMVYJGLcpBLcZTI8FSrsSiV2tQIfnZIgo4ZAvQYfjQovrQq7VomnRrkdwGsIdTMQajEQZNLip1fhq1fip1fhp1Pjq1Pjq9fgb9QSbNYRZNLgr1fhr1UQoJERrpORbtOxK8TC8RhPWlJ86cn0YyjXOYB8vCyQi4djuF2fyePWXJ535PGiM5dnnTk86cj90z26WZ/G1VOJnK+MZepgDKf3OOgrDaejIIjmHX7UpXtyMtHC4Wg9e8LUlAYpKfRTkOstJ8uuItVDTbxVQbRZRoRRRqheRqBaip9Sgo9cwFsu4C2T4isT4ysV8JOJCZCLCVSKCVZJCFGKCVEIhCrFhKvERGgEInRiInQSonQSHDoJsUYp8UYpiSYJqa5iUt0kpFokZLiLyfQQkeEhkGmTkuOlJN9bRb6PjEI/p4oDlJQHqdgdomZPmI4DkVoORmo5FG3kaKyJEwlunEpxpzrVSn2mncZML5qyvGjO9qE915eu/AC6CwPp2xlEX0koQ7vCGa0IZ3RPOGN7ozizz8H4gVimDsUxcygOl7HqnYxXlzBaU8xkQwU3Bo+zODfA5ycX+XXxBl/WbvNl4w5fNp1u1rf1m3xdv8WX1Vv8sXaDXxav8Obmae71VDK+J4H+HF/6d9gZ2uHFULanU1le9Kfb6E51pz3ZnbYkC22J5u2WeWdtpCFWT2OcmtpoOdXhYk6FSTkZrqAqQk1dhJb6KC110WrqHVoaHQaaYgw0xhpojNXQGKOiOUZLS5yJujgrFcFG4sxyvGXOwp+HVIZNKscuV+KhUGKVKXBXKHFXKLCp1LjLlVilcjxkcuwKGTalFHeFFLtSjpdGiadWibdBjb9RQ4hZT7BJh49WiY9Bg6dWhYdSio9WSYibiVB3V4ItRkKsRoLddASY1E5QtEr8dUoCTRpCrUZCLAZ8DGo81DJsKil2hRSbVIKfQobDqCLXy8ARh42WDF/6C4MYLYtgpCyKkbI4zuxJYXJ/CucOp3LpWBrnjyUxXZnImQPxDOyKoq0gkJp0L44lenAw1sqeaAtl4SYKA/Xs8NGQbleSYJURY5YQpRcI0wgEqcQEqMT4KyX4KCTYZALuEhEWsYBJLKAXRH9KJwjoBQGDIMIkEjC5CJgEAbMgwlUQ4SaIcBNccBWLcBMLWMUC7hIx7hIxHhIxHmIJnhIp3hIpvjIBX7mAn0yEv0wgQCEiQCYQKBcTqJQRrJIRopESohYI04gIVQuEqcVEaQWi9SIcejExRoEYk0CMWUK8WUKiRUaKRU6aVUamu4IsDxUZdhVZnhryvLXk+Wgo9NNQFKCjOMBIWYiZ8lA39oS6sS/CxH6HkX3RZvZFWzgUY8HlTHUJ47W7OFO7i4n6XVztPcbipX4+PTrPb4vX+WPtpjPdu+EM4r+u3eTr2i2+rt7ij9Wb/Lp0jXd3xrg/cJSJfcn05vjRv8OTwR2eDGZ7MpjlhGQg05OuVA/akiy0JpppTXTuSGyMt9AQa3be8DFaaqMUnAqTcCJEyslQBTXhauoitdRFa6l3qJ3WJMZIU6yJpjgTDTF66qN1zgHckUZK/Aw4TEr8FDJsUgmeSgU+ao0z2FarsKuclsFTpcZdrsBdocCu1mBXqbEplPhoVPjoVHjrVHjr1fgaNPganfI3aggyaQkx6wk0afE36/HWqbGrZPjp1QSa9fgZtQS6Ggi2GPE3qvEzqPA3qAgyagh3MxJmMRLoqsPHqMauVWHTKrFrFHiplXiqlXiqFPiq5ITr5WTYdZQFmTkaZ6c1L4yuwijadkTSmBnOiQRfDkZ5cCDKxv5oD8ojXCkMMJBp15DkpiBGLyVKKyFCJyFcJyFMKyFYLcZPIcZLJmCTOiGwil2wbN/cpm0ZBQGdi4DWRYTGRYTSxQW5iwsKFxcUIhEKFxFKkQsqFxFqFwG1i7B97YLGxQWtiws6kQidIEK73algEAkYRKJtOcFydRFwFQm4CWLcRAIWkQirIMJDJMJDJMZdJMVDkOAhkeAhEbCJBWxiEZ5iAS+xGLtEhPe2PKUCdqmAl1TAVybGXyYhUCYmUComSCohSCElVCknVCkjVCUhVCkhTCUnQq0gSqfAoZMTq5UQpxeIM0mJNcmJNclJNMtxOVNTzpmacsZrdjFRV86VnqO8uNDDh4dn+e3VVX5fve7McK3d4svGLb6sb2vtFl9WbvPbyjVna8roSaYOptGX60ffDhv92Xb6Mz0YyPBkINOTgQw73akedCSbaU000pxkpjnBQlO8xZnZijHS6DBQF63mVJiU4yESqsLk1IarqY3UURepoz5aS4NDT1OMiaZY55OKtQ43qqOtHA11I8+uJtwgxU/tDNADdCoC9Cp8tCo8NQo8VQq8VM64wEujwa5QOjNRag1+BiNeajU+WhV+BjV+Jh3+Jh0BRh0BRj0BRj3BZgOBBjUBOiVBJh2hFjOBJj2+OhUBRi1+eg2+f9ZJ5HiqZHhrFATq1YSY9U5ATFq8dSq89Gq89Bo8DRo89Wo8NUq8tjNhXkolfmo5wToZUXoZqRY1hf5uFPqZybQoSTVJSTJJiTVIiDaIcZilOMwywnRifKUi7CIXbCIR7iIBiyD+85fdLDhvUP2fALigcRGhFQloRc5rtYsItYsYhYuATCRC7uKC0kWEXCQgFYmQbUshEqF0EVC4iP4ESLn9XqVIhFokQrP9uTqRCK2w/dpFQCcSoRcJTnBcnN/JKAiYRU65isSYRWLcRBIsghSLWIqbIMYiSHETiXFzEbCIJFhEAhbBCZZVImCRiLGIxXgIEtwFCR5iiRMskRibIMZTLMNTLMEuFvAUS/CUyPGSyPCRyvCVSfGVivCXCPjJJPjJpfjLJQTIBFzGqss4XVXK6VMljFWXcaHjIE9m23l/f4ZfX17ht9UbfFm/5bQi/05f1m/zx+ptflu5zodHZ3g6XsPZI9n05Qf+HZIMG31pNvrS7fSl2+hNdacz2Uhrop6WBBMtCa40xplpinMG8E0xRuqi1VSHyzkRIuVUqJyacDU1EVqnNYnSOq1GtJ4Gh4Fah4mT0W5URrhT6GkkSicnWK8kyKAmQK/Ef1s+WgU+Gjk+GiXearkz4FZr8Fap8VIpnW6VVo2PXo2PTom/QU2gSU+gUUegXkuwwUCIwUCYyUSoQU+wXkuoq4Eodzci3YyEGLWEmHQE6DT46zR4q5XYlTLsKhmeKjl+eg2BJh1BRq0zqDfr8DPq8NFr8Nar8TZo8DFo8DNo8TdoCDRoCDSo8dcqCNYriDarSLTqSPIw4XBTE66XEKIVCNaICVRLCNJKCTXKCTMp8NdIsUkF3EQijC4C2n9nEZy/+mKULiIU29ZBvn3DK7YthtJFQOUiQeEiIP+bRAIyQYxMEJCL/naK/v+AiESoRIJTgvPUiMSoE0w1lAAAIABJREFURQIakYBacL7WugjoRMK/sy7CNjBO180oEjCKxJhcpJhFElxFUlzFUlwFMW6CBLNIjKtIgkUkwVUk4CoIuAkCbmIBN7EEN7F0GyAJVrEYiyDGIkiwiiW4C1KsghirSIS7xOkGeojF2Lb79DzETmtll4jxlIjxEgt4CSJcho4XMXSskOGjhYycKGKmuYL7E428vj3BzwuX+W3lOl/W550FxPWb2+6WM3D/fe0Wv61e59PjSV5M1nPhWB6DRWFOdyvbzmCmnb50O71pdvrSPOhNc6crxUhrgp7mOCPN2zvcm2NNtMa50hxnoi5KzalQBSeCpZwIllIVpqQmQkFdpMr54FWEhupwDVURGo5H6DkcZqYkwJV4i45wo5Ywo54Qo5Zgs5pAo4ogk4YQVx1hrkZCzAb89Sq8lAr8NFoCDHoCjXoCjBr8DSr89SoCDWqCDRpCDTrCDDrC9DoiDDqiDTocRh0xZhNxFjfiPdxI9HAjyepKvJuJGFcT4dsABWjV+KgVeKlkeGsV+Bo1BJh0hJr1RFrNRHq4Ee7uSpTNDYenhUib6/a1hWibG5EeJiLdzYS7Gwn30BFp1RDjrifJ00y8TU+kq5IQgww/tQRvmRgvqRhvpRg/rQQ/nRwvlQyrWIxRJKDaBkLhIvpTchcX5C4iZC4ipCIRUkG0bTUEFC4SFC7i7feJkYnEyEQCMpGAXBD/XSJh+3OdsP0NErUg/rtEYlSCGKXYeWpcBLQiF/QiEXoXpxumFwkYXMTOUxAwCc5uB5NIglkkdUrshMFVEDslEuMmiHEV/+1aglmQ4CpInEBsnxZBjHXbGlkFKe6CFItIjFUkYBWcMZK74ATGIhWwSERYxCLcxWJsgoBNEOEuFuHSX5nP0JF8ho7kMXwsn+n6Cm6PVLMxP8qPzy/y+8pVvq3P833jJl/X551au8Efqzf4bXWe31av8fnJNIszzVyuKmKkKIKhLK/trJadgUxv+tO96U+z0ZNmoTPFQEuCjpZ4oxOUWBPNMc6iYFOscRsSOceDJJwIllAVJqM6wjlBviZcQ3WYlpOhao6FKDkUrKHUV0uim5IIs5YINxORbq6EuRoJdtUSZFIRbFYTbjUR5W4lwmoh1Gwi0KDFX6chQKcm1FVPtNVEtJuBKLMOh6ueBKuJNJuFVKsbae6uZHta2envSYm/J4W+dgr9vSgO8aYsxIeyIF8K/LzJ9rSR6mEh2eZGrEVPmEFJoE5OgE6Bn05JoFFDmKuRCIsbDrs7cd7uJPrbSfDzwOHphsPTSpy3jTgfG3E+HsT9f2S8Z1eUabe2S+WcKKqKIuecRUURFVBUzJlgQkXJOQcBkZwUycEsBjB1P51sO9p2eLrb7qeT2V7rHfsdY/+LY3+4S9u19oc5CougjnEfnPOc57wubzdifWzE+7mw1M/CUm8LSz2dSfAyscTTRLRNS5BRia9KjpdMiodMjIdCjKdairdGgYdShkUitDZqRxv05oGWOzkhdxIhdxK/BUAuElRCUA+R41UqgOLkgOgdSJQiyVvg5CInh08RoXkHlDfKohGLUItEaJyc0Imc0IsdLZjIydGOidE51MUkEmN+8+CLZDiLZZgkEswOIISWTPhYUA6poDAOeGxvQXGohtjxnugNOFIBHJEYm0TwZK5SEa6OAYNNLLRrbk4S7CIJVrEIp9rMVOr2plCTkUJ91lraj25lpOYgt8408unlHr66Oci3t87y7a0Rvr0l5CPf3hrh4a1Rvr41wtcLZ3hwqYObnYUMHt5AQ1oYNUl2albaqU1ypzbJm9pEL2oTBUhKl5ooXKSnKM5AUbSwj5UfayQvzkherJ6jEWoOBsvZ5y8VlCRM/nZF5Ui4jpxQHQdCNGQGqdjiqyLBqiLEqCDUrCfExZlgF2fCXF0ItRoJNgttS6BJT7DZTIiLhXCbjUibhUirmXAXPTFWA4ttJpZYjaywW1jr5cZGfzd2h/mRHR1CzpIo8pLiqV6XRG1aIsWrFpGXFENBcjxFyfHkr1hEdmw4OyNC2BMTzt5FYWwIdiPRXUesWU2EUU2IUUOwSU+ws5FQFzMRdiuRbmai3IUKd3Um1GIkxGIk1FFhViPhrnoi7Fqi3fTEeZhY6uVMoq+ZlQEWVviYWeSqI8ygfGvG3RUS3GUSPBUyPJVSXOVinCWCeVa9eaAdJXMSIXsLiEQARCQoxBuAFCJHq+X0v5REJEHhJHlHlQQI1U7vtFwiMWqRCLXICbXYCZXICY2TE1qRSCixAInW4Ve0YhEGkRPObyAQSTFLhL06Z7EAg1UswUUkxuwk+BaLROpQFanDs0iwOqARlEOKVSJ6C4pF8o7KiCQOSETYxGJcHZ9zlUhxlUiwi2S4OclxFUtxqstMpTYzldqMVBqy02jN2cSZyn3cGKrm04vdfHljgG8Whnl0a8TRZo3xza1Rh3kf4eH8GT6/1MN8bxlDRzdSvz6cyhWuVK90pSbRjdoVXtQlelGX6EHVcjvlSy2UxpspjTVTHGWiKMZIQayBvFgdeTF6jkYI7dY+fwX7A2UcCpVzOEzO4TCVcOVQsI6sIDU7/VSk2DXEOGsJczEQYXMh2NmIr06Hn0GHv0Ew7X56Df4GPQFGIwEGA+EWM4vsFpa5mUnyMJPibWO9j51Nfu7sCfPncHw4xUnRNG5YTteudQzu38Zo7l5mC/dxvmgf48d2M3BwK737N9OZsZ62HalUpCVSujaR6k0p1GxOIT95EbujvFnr5cJKu5kEV2cinfUE6rUO3yL824LMWsJsRsJdTQLUVgNBFj2BzhoCTVqCzXpCXAyEuzoT42FhsacLCR5GEr2MrPI1s8rHSoKbhTC9Gm+FBE+FBHeJGHeJBA+5DHeFFJtUGNVq/gcoIuQiMTKRGKnIAcsb7+F4X/4/ygHGO0oiF4kd7du7pt3pH0CcnARARE6oxY5WzEn8FhKd+P9fRokYk1hoE51FQtslKIgAiEUkqMUbSKxv4XA8/I73rCIJrhIZrhKJYOrFElzfVRXJ/1YZGTaxXPAtEuE9u1iBu0iGm0SGU21GCnVZa6jNFCBpObSRwfIsrg1Vcf9CF19dH+LrhREe3h7j4cIY3yyM83BhVBgNL4zwzfwQX1zu5vZAJYPHN1OzPpTyRCuViS7ULLNRvdyNmuXu1C53pzrBlcqlNsrjXSiLc6E01pmiWCP5sQbyYrTkxQqBYU6oin3+cvYFSDkUKhNUJMLAoVAjB4J07PVTs95dyRKLnjibC7F2K2FWZ3z1anw0Wny1Onx1Gnx1agJNeoJMRgKNOkJMGmItBpK9rGz0s7Az2E5WuA85kQGULoumeV0ifXvWMXl0B5dLsrhReZD52qPcrs/jvaZC/nWigLtNx7lRd4wLFTlM5GcwkruTwZxtDB3eztm8vQzl7qYraxN1G1aQlxjDvrgQNgd7stxuJMpZS6hJR6BejZ9WiZdajo9Wib9RTYCLjkCbkUCrkQBnHf4GLf5GPUHORsJtVmI97Cz1dmWFr5UVPs6s9DGRGuBGaoA3i20uBKjleMqluEuluImluEmluMsl2KUizGKh99c6CT7ijVLInERInEQCKO+AI3sHFuk7kMgdSqMQCS3ZW/V48/Fb8y76B5A3LZhI8CQax5hY7xgNC3mLY9IlFqZcJpFEgOStMRcAMYsljrZKLADhKJtIik0swSr+531BEcTYxI6cRiJ2gCMTFEMkcRh5ByBipeNjGTaxArtIjrtYirtY5mi3MgVI6jLX0HxgPf2lmVztreSTc518ee0MXy+M8PVtIWF/OD/Gw/kRHs6f5Zubgzyc7+Ozy53cGqjg9PGN1K0PoizRmfJEZyoSzFQsdaEqwYWapS5UL3WhaokLFYtdHKvuBopideTHah2hoIbjURpyQpRk+0vI8pVwIEhOTpiWnBAjBwN1ZPvr2eKhZblVySK7iTg3FyIsJgKMWvwNWgIMBgKMRvwNeoLNRiLtFsKtzoSZNSyy6Un1tLI3wo9jSwIpXRFO9ao4WtcncjZzE+ePZ3Kz8ij3GvJ5vymfD1sK+KitiE9OlvGgvZIHHZXc7yjn444K3j9Zxq2mAm7U5XKjPpcbDbncbi3kdmsZV6qPM1N8gLG8TAZzdtCwI4XcVTHsXRREWpAHS1xNhBnU+GrkeKll+GiV+BjUeBs1+Bh0+BuENZdAs5FwmwuRrhYi7RYWeVlJ8nclJdDGan8Xkv1tpAZ4kuTjRpRZj59KjpdMhodEiptUjN2RhVjFwm9mvZPgT96oidTJCbGT6G0JI16HejiJkTqJkDrgUYjEKN8Z7b6ZWmmdxP+rxRI7wHCoh0j0z5jZSWix3gBidEyzzA4gTI5ydpJgdpTLG/V4Y9rFQotlFQngWERvFEH0VjVsYolDEd4YdLHDd0hxlcjeKo1dKndAo8AmUmATy3GVKITPiWW4i+S4iWQ41WSkUpuxhtqMNdRlrqFx33r6ivdypauMj2Y6+eLaab6aH+bhrRG+nj/L19fP8NW1fr6a6+GruVN8NdfOgwut3B4oYrxkE607w6hZa6Um1UxlkpHSxRrKF2moWqSlOl5PVbyJqngz5bEGSmI1FMeqKYjVUBCnoSBGQ16UlpwQBVl+YjJ9xGQHSNkXrOJgsJZ9gWq2eWpIdFGzyKYlzs2ZcKueAJOaYGc9gUa98IAZdAS7mIh0sxDpaibCqmeJu571QXayo4MoSoqheWMCXduSGNy1hpmju5gvP8x7DQV81FrKx21lfHqyjM9OlfNFVyVfdFXzVXctD3vr+Lqvji96a3jQXc2nXVXc767kfncZD3rL+Wqonq9Pn+BBfwMfdVfzQVcld9uLmWvMZbosm6Ej26nftppDy8JJD3ZniZuBIIMSf50Kf4MWP6MWX71jr8tF8CiRNmcWedqI9bIQ5+lMoo8LKUFW1oTYSA20kexnJTnAnURvO+FGDX5KKV4KCe5yMXa5BFeZ8LBYxMKYVStycqiJEzInJ0FJHIoifqMqb3yIYwQsmG8hdTdLxLhIhdOaBonQPqlFordj33+U5E2LJUCiF/1TxncBcRJjFokwi4TJlkn8T0ZiEUmxODl8iFgiTLDe+JB3yip2KIUDCptI+D9bRWJsYiluMkFRbQ7fYRPLsEsV2BzK4iqR4ypWvAXEVSLFTSLHXazALpbiVLN3DXWZadRmrKU+ay2N+9PoKdzJxVOF/Guqnc+u9vPl3ABfXhngwYUOPplp4f50I59O1/LpTAWfzVbyYLqUe2dyudS8lTN58fRmB9C505OmdS5UJKgpjpZTFqmgOkZNbZyBqjgj5bFaymI1FMeoKYrVUhSnozBGS/47kGT4iMn0l5IdqCA7SMVOXyWrrWpirQZiXE1E2AwEmFRvE21/ow4/o44AZz1hNmfCrSbCnfUssRlJD3YlZ0kQValLOLktmaHsdUzkbOZqcSa3a4/xXlMBH7UWcr+thM/aS/m8o5yvuqp42FPNN301POqv59uBer7pr+Hr/moenm7g0dlGvhtp5LuzDfxwtokfzrbw/Vgr30+08d1oCw+HG/l8qJb7fdV80FHBrROFXKw6xOmj22jYvpJ9CcGs8DYRrFPgpZTho1URYNIT7GIg1GIiwiYY+mh3FxL83VjmYyHRx8RKfzPJwTbWhXuyLsyTtcGeJAd4EO+qJ0QvxU8rxUslxUPpaLkkIqwiES5OIgcowiRKIRJaLtk7oEgcKqMSSdBLZZjlcmwqJa5qJR4aBT4a5dvpmVUmxfAOHO9Otd4k8Jo3CbyjxTI6iQVz7iR5BxAnnEUiwY+IhVbLxdFiWUVvplqSf6Za4jcPu+BVXEUSx3RK5JhQiRyACG2XXSb5H0rypt54GVfxG0iElstVIsNNIneUGKfajDTqs9ZTl5lGffZaGvevpTNvM7OtudwdO8FH5zr4YKqVO6druN6dx1znIW52HeBO/0E+OHOAj0cP8+n4YT4eOcDd3u1cblrN+YpFTBwPo3ePBzVJGgojpRSHSqmOUlAbq6U6Tk95rIbSWA0lMWqKozUUx2gpjFaTF6nmaKiCAwFSMn1lZPkpyQxQsydAzXpPFUttemLcXIhwNRFi0eNnUOGjU+OrVwlBnNlIkEVYMAwx6Yi3mkgPcOfI0mCaNi5nOHszs8f3cKloD9fLs7ldk8N7jXl80FLIJyeL+exkKQ+7qvimp4Zvemp41FfDdwN1fDdYz3eDtXw7WM2joRq+H2nmx4lWHk+18etkG4/H2vhptI2fJ0/xeKaDX6ZP8fPkSb4fbeKb4Ua+HGrgk94qPugs5U5bHpcqsxk4vImitHjWBNgJ1CiwSyV4qBQEGLWEuhiJtLsQ7momzGZkibcrKwPcWBlgY2WglRX+LiSHuLExNoAtMcGkBnmy2K4nwllOiFFOoE6Bn1aOl1KKXSrCKnYSAkbHyFXrJEbtSMzlDlBkjrzDIJVi02jwNZsI97AR5+tOrI+dOC8bsW5mIi0GggwavFQKLFIZepGQiWhEYtRvRr+ORF/3Ng95k4kIKylmkRhnkQhnkUgA5U1GIhIgchFJsDj9Y9ZdxBJc3o58JQ7v4IBFJMEm+Sdxt4jFWERSbBIZdqnsbXBok0iwSSS4iv9RlLfQvG215NikcuwSOe5iGW5iEU61GWupy0wTKmsN9dmpnDq2kYnGHG4O1XFruIkrXSWMVmUylJfGcEEyU5UpXD2xjlud6XwwuJNPR7J4MJbFJ2d2c69nAwstK7lavYjhg77Up2gpjJRQGCKmMkJOVYyKqjidoCQxaspjNJREawRQotUURWrIDVVy0F9Otq+CfX4a9vpr2eqnJ8lNR5xNT4TdSKjVQKBJCP/8jRp8DGp8TVoCLCb8TVoCjVqiXAyk+LpycEkITZtXcHr/Zs7lZXC1JIubFdncqs7hTu0R3ms8zoethXx6soQv2st52FPHo94GHvXV8W1/HT8MNfDDUD0/nK7juzM1fDdcx49jrTyebOc/0+38PnOKX6fbeTzRzn+muvhttpvfznXz22wnv0yd5N/jLXw/foJHI418ebqGBwMV/Ku9gPm6I0wVZVK1cQVp/naCtIL59lbJ8TdoCbM6E+NhI8rdTIy7iUR/V1YHubEq2JWkQBtJATbWhnmzOTqYtCAflns4E2NREW5SEmpUE6RX4aOW4yYT1jdcRG9ufhEeVoOTCL2TCJ2TYLS1YhEWpRx/FyPx/t6sXRTJjuSlZK5bxt7UxWxPjGZDbCCrgj2Ic3ch0KjHXaHE2REU/m9fonW0V29XUN78vaI3Zl2E0UkA440pNztAEXyH9K0Rt4ilWKWyt9nIW0DenVQ5TLnF8b2uEvnb9ukfIy95qyi2/6Esjq+VyrBIZQIoYjl2sQSn6j2p1OxdQ83etdRlrqUuM5W2I+mM1h7kam8l13orGK/eR/v+NTTtiKI9I4LTuVGcr1zMzZbV3O1J5+Mzu3gwnsWnIxl8OLCFOx1rud6wlNGjATSl6SmMFFMQIqIiUkZVjJyqWDUVsRrKY9SUx6gpidEIFa2hKFLH0VANBwJU7PNVkeWrZaefnrVeeuKsGiIsOkKsBoLMegKMaoKctfgbNHjpVPiYdMK+lUFDlM2Zpe5mtoV7U75uKb2Z65k8vouLJZnMlWVysyKb27WHuVefywfN+XzcVsiDUyV81VXFN331POpv5Nv+er4frOen4UZ+Hmnm59Fmfhpr4sexZn6eOMmv06f4faaTP2Y7+f1cJ7/NdvDH+S7+PN/Nnxd7+PNiD7/NdvLz1El+mmrjp6k2fhg/wbdnm/hqsJaP20u51XScqeIMStfFs9rbRIhWgZ9aRYBeL1xV5OFKrJeNWC9nVgS6khrqwaogV1YF2knycyXJ15X1YX5siggi2c9OnE1HuElDmElHiFFHgEaNl1yGXSzG6vAmb3aehD+LsEhFwvVIOhWRnlZSY0PIWreSsgM7OFF8gPbyQ7QUZVGTs43CnansW7OY9LgQlnjbCTTqsMnlwvTs7b6WWBjrihwbwyLHvpaTUHrH+3qHqr1J2s0isUNRxFhE4nc8h1TIP6Syt2pifVsy4XiDSIKrRI5d8o/CCIohJOiuDpjeTrfe5CFS2Ttt2D8/11X6BhopTtW7k6nek0r17lRq96ZSl5lMS046Zyr3caWrlKvdhZwp2039ruVUrPOnYbMXPQcCmSyO5mpDErfa0/hwcCefju3j05EsPhzczt3ONK43LWM8L5gT640URokoCBFRHiGjOkZGdZyCijgVZXEqSuOUlMZoKInWUhyloTBSy9FQPQeCjGT6GdjpZ2Sdt54EVzURLipCzXqCzAYCTMKOk59eg7dWKbRcRi1eWhVBJi2LPS2s9rWQtcifxm1JDB/dymzRHi4UZzBXmsV81X7u1h3hX03H+bitkE9PFfFFVzkP+2p5OFDPt0MN/HC6gR+HG3k81syvE238MiUox3+mT/HLzCl+m+3iyfl+nl7q569LPfx5sYsnl7p4eqmbJ5d6+PNSD79d6OLX2Q5+mTnFLzMdPJ5u58eJVr4728gXPZV80JrHQuMRRo5vJTcplCQ3IxFGLUFGHSEuJmI8hHQ+3suFVYF21oZ7sjLASpKPlZV+riT5u5Ic5Mnm6BDSI/xY6m4iwllLuElPmFFPkFaLn1KFp1yGm8wRNsokeMrEwjqLQoqvVk6YVceyQHe2JsWSn5FOW9khRk9VcGGomcvDbZwfama8s5KB+lyaj+/m+PZUtiwJJ97Lip9ejatcKmQaMgkuCilWpQyL40om41tInIQSCQDpxMKmsNEx4RLaLtHb9PyNsljEwl1ob652egvN290swaDbJY6sQyx1ACH6p80Sv4HD8Sp2rKRIhFGw8D1iRysnEX6WWNj/cqreuYrqXSlU70qmZvdq6jJTaD64gYHSTC53FDHXVcTZir3U7VpGeZofdenudGX5MVIQyaW65dxuT+OjoV18NnGQT0f38+HgDu51reVG0zIm8oI5scFAQbSI/GARZeFSqmKkVMZKKY2VUhonoyxWQVm0mtJoDcWRGvIjdRwO1XMw2Jk9/s6s9zGxwl1HjEVNmIuGIIdS+OpU+OjVeGmF9fYAkx4vrQo3hYxgk45EHxsbwzzJXxXFqb0pTORt53xpBhdLsrhRcZC7dUf5V1MeH7UUcP+kQ0V6q3k0UM+joXq+P9PAjyNNPJ5o5dfJk/w23cnv57r443w3f1zo5Y+L/fx1eZDnc8O8uHaWZ3NDPLvaz7MrQj253M+fl/v483I/f13u449LPfx+oZv/nOvkl5lT/DzZynfDdXzaWcz7Lce5XnuQnn1ryIz2ZqnVQJhJR5BJR6SrmUVersS7u5DkYyM90pfkIDtJvlZW+buS6Gclyd/OunBfNscEkhzoTqzN8BaUEIOeQI0af5UCH6UMH6UMX4UMX4Ww6RqoURJl1ZMU6sme5EWU799Kb10+5wabmJ/u4u6FAd67NMzdi2dYmOllbriNsfYy2oqyOLplFevigoj1tgpBqIuOUJuRCHczEe4Wgi3OeGk1WGSyfzZ+HR7lnzGw6K0PcXZMucxiqaAs7/oQqTDZsjjaKYsj/7CKxY4dLcd0yzESdnWMhIWve2PgpXgoFHgolXgpZXg51uvdHLtadolI+L63yiMEkk7lW1dSuWM1VTtXUb1zFVV7kqnPTqOncDcXThYw11XCWFUWJzKSqNoQSMNGL7oyfRkvimKucRn3utbxycgevpg6xIOJHD4c2sPdznXcaFjOeG4wjWl68qLE5AWLKAmVUBElpjxW4ig5FbFKyqJVlEWrKY4UbkY5HKpnX6CejZ46VngaWOymJ8ysIshZg7+zVjjroRNOC7prVPgaDfgYdFhlUuxyGeHOBlL93dkTG0j1hmUMHUhnJn8nF4r3cqUsk4Xqg9yrO8qHJwq431bMg/YSvuqu5NuBBr4bbOTfZ5r46WwzP4+fcHiOTv4438PvF3r57Xwfv18c5MncMM9ujPB8foyXC+O8nh/j1c1RXlwf4fm1szy7Nsyz62d5fn2Y59dP83RukCdX+vnzci9/XOzh94tdPD53km+H6/isq5T3TuQyW7idmnWLSPN1JdykI9CoIcRiIMrNhUV2M0vdndkQ6cf6CF8SvS2s9LOR5GtjhY+V5EB30qP82BgbQKKvjUizljBnHWHOBkINOoJ1agK0SvzUCnxVcnyVcvyUcoL0KuI8LWyID+PothRai/Yz0l7B5eEW5qe7uXNhgLuXTnP34hB3zw2yMNnLpdONnDlxnPqj2zi4MYHNy8NJiw9m/ZJQtiRGs2PVIrYkxrA6OogYb1e89RpcJBJMDkiMTiKcnUSCgXcSYXYSDLyzWOTIRcSYJQIwFsfo1yz5J103i4TVf5ujhbRKxFhETsJ2r/jNkqIAh10mxVOpwFejJMikIcJqItrdhUXuZmKsKsJMEoLVIgIUIvwUErxlEjykjgzFoUZOZVtWUr41icodSVRuX0nl7lXUZKTQeXwH51ryuNZVwnT9AU7uT6YqPYCmLd707vdnujSKmy3Lea93PZ+M7eHz6UN8NnmUj4ezuNe5gWs1yzibE0Rtsp7ccBHHAkUUh4gpj5RQHiOlLEZKeayc8lg5pVEKyqI1FEepOR6hJidUw05fFStd1SR46Imyqgh2FpYEvfQqPIzCaUG7Som7RoObRouLVI5ZLMVdoSDS2cgaXzvZcUE0pCcycnALFwv2crloD9fKM7hdI0DycUsRn7WX8WVnJY/66/lusIHvTzfw00gzj8db+XXiJL9NneLPc938dbGfvy4N8MfFQf66PMyz6+M8vynUi4UxXi6M8WphnFe3Jng1P8nLmxO8nJ/g1c0xXt0Y4cX1Mzy/NsjTuQH+utLP75d7+e1iFz9PtvDNUDUftxdwvXIf/fvWkx0fxCKLjiCTmkCzlmAXHVGuJmJcDawKdCc9OpAkHyuJ3ua3oCQH2UmP8WN7Qghp4d7E201EuOjyr9FkAAAgAElEQVSJtJiIMBsJNekINmrxd6T9PhoFPloFAUYNMZ5W1saFkL0xicrDO2ivOMxQSwlTvXVcPH2CK6MnuTbewfXxTq6NneLSmUYmOovpqTlAY942Kg5spHz/ZqqP7KSpIIvmgmwqc3awPz2J1Jggwm3OwsjY8ZvdReR4uEXCSr+LyAnL2zBQOHzlIhbh4ngVIBFaLheJcD7GKhY5tnkdI1+xE1aJE64SEXaZGC+1nACDlgiriUWeFhL97KRF+LIlPpTdiVFkJkWxc7Ev60OMrHSTssQoJlorJUQpxUcuxU0ifbsA6VSyeQVlW5ZTvi2Jsm0rKNuZSPWe1Zw6uo2Zplyud5cy25TDqZwUqjcG0rzFm4FD/pyviGKhLZF/9a3jk9GdfD59kC+mjnJ/JJt73Ru5Ur2M0wf8qUnWkRsuIjdARFGIhIpIKRXRMsqiJJRFiymLkVAaLac0Sk1hpJLj4UoOhKhIc1ewzFVHnF1LqLOCEMd5cE+dEnedArtagV2twV2jxSJXYhDLcZbIcVcoiTQZWeNl5UBMAG2bVjF+aAeXCrOYK81kvnofd2pz+FfjcR6cLOWLzgoe9tby3WAj351u5PvhRn4cPcHjiTZ+nTzJ77Md/Hmhm6eXBnh6eYgnV0/z/MYoL+eneDU/zauFKV7dmuTlrXFeLIzy8vYEr29P83phmpe3pni5MM7LGyO8vH6GF9dP8/zaEE/nBvnrygB/Xe7jP7On+P5sHZ91l3C38QizRXsoT4tntYeBUKOSYGcNoS46Iu0motxMLPa2sC7an9RQD5Z5m1nhZ2Olv53kYHc2xPizfWkoW2KDSPK1E+dqItbmTIzNmSiriXCLgWCznkCjFl+9Cl+jcJQgwm5mcbAHqYtD2JW6lJwdayg9tJ3Wkv0MNeUz0VXJuYFGLg41c3n4BJeHG7kwWMN0TxkTHcWMtZcy2VnNdG8js/2NTHZV01t7jLKsTWxPjGapj50Qgxo/lRxvpQxPudThiyR4SMW4O04aeknEeEolwraAVIRdIsIufhMSCjdtWiTCSrurVIy7XIqHUoa7UsiEPFQyvLVKgswG4r1dWRPuz/aECPalxnF8w2LKtydRl7mWtoOb6TyymZasNZSlRbIvxkS6l4REk4hItRg/pRh3uRiLVADPKT89gaL0BEo2L6d023LKtiVSvXMVJw9tYqI2h+vdpZxrOcqpI+uo2RRK00Zv+vcFcK4smoXWZbzfu4b7I9v5Ymo/X8wc5rPx/bzfu4W5uuWcPRxI43oT+TFicoOcKAoRUxkpoTpGRmW0mMooEeWRYsqi5JRGKimIUpIbpmBfoJKVFjmLLBoiLGqCjGoCdBq8NSrc1QrsSplwolCrx1WpwVmiwCCWY5bI8FQqiDLqWevlwvGEULp2rmH66G6uFmVyrTSTheoD3K0/zEct+XzeVc6XPVU87Kvl0UA93w428N2ZRn4YbeLniRZ+nT7Jnxe6eHKxh2eXB3h+9TTPrg3z4uYoL+cneX1rhtd3Znh9Z4q/707y6s4Er25P8PrOFK/vTPHq9hQvFyZ4eXOUFzeGeX7ttOBd5gZ5cmWAJ1f6+etiN48nW3g4UMVHrce5VplF566VbAtyJUyvIFCvItxiIMrNTJSbmUi7geRwLzbGBZIUYGeZj5UVfnZWBrizJtSLjdF+bIwOZJWvnSU2I/E2E/GuJha5moi2GYm0GAkzGwh2Fi6jCDYbCLYYCLGbiPS0sjjQi5S4UHanLqUoM52T5Qc4e7KU8wMNXDnbwrWxNm5OnmRh6iQLU6eYn+5iYaqbWzN9LMwMcG2sk9meOvoqj1CRkc6epBiSQ7xY4u5CrMVAhLOOEL2aIK2KYJ2SYK2cEI2MMI2MULWcELWcILWMQLWcAKWUAKVwQtBHIcNHJcNHq8DPoCLYRU+k3YUYTxux3jYW+diI97WREOzF2kURHFizgspdGzh5eBu9eds5U7CZs4WbGS3exXTFIS7UHmG2PJuhQ+to2BBCToyB9Z5SlrhICTNKCTBI8dSIcVOIcTq6dhF56+IpSl9C6aYEKrYsp2rrClr2rWO0aj/Xu0u50HqM7tzNVG2KomqdN6f2+DNeEM31pmXc7U7l4+HtfD6RzRczOTwY38+Hg9uYP7GK2eJwunfZqFgmJS9URFGImIpIMTUxUqpiRFRFi6mIElMWJaMoSkZ+lILccBV7/VQsNskJN6sINqsJ0Gvw1epwUyiwyaS4KRR4qNS4qXVYFRpMUhUGsQKLVI6XSkmUSc/mIDcqU2Ppy1jLbN4Orhbv5lppBgvVB3iv8SiftBfweVcpX3VX8HWPY+w70MS3pxv4YbSBnydO8OvUSf4838VfFwRIXlw/y7Obozy7Ocrz+TFe3Znm73uz/P3eDP/13jT/9d40f98VgHl9b4rXd6Z5dWuKVwvjvJwf5fmNYaHtmjvN0yuD/HW5nz8v9vCf6ZP8+2wDX/SUcLv+AKM56eQsDiRSp8BXpSDMxUCU3UyEqzMhLjoSg9zZsiSU1FAvErytLPexkejrSkqQO+vDvVkb6sNKb1cSrCaW2owk2AwstRlZbDUSZzESbTYS6Wwg3Gwk1GwgyKQj0Kgj0KQnzOLMEh930hdHcGxnGu3lh5joqmJupI2FqS5uz/Zw70Iv9873cffCALcvDLIwO8D8dC/Xxrs4N9DMmeZiWo/vpWhbCpkrY9kUF0hqiCdJvnaWetqIsZuJcjUSY9OzyKplqVXFcouKZRY1y6xaEixaElx0LLVoSbDpSLDrWebpzHIfCyuC3EiJ9CN9cRg7kuLJWJPIvvVJHEgX6uj2NCoP7KSv6DDn6ou51lrAfMtRbjTs5WrlVs6X7uFixSHm6o5xoz6Xi2V7Gc5ZSdOmYI4k2tkRZ2NDtCvJERaWBZmI9dDjlJMSRe6aaArS4ijbsISyjQlUbU3kRPYahiv3MtdZxOX2AvoLdlCxOZbCNb7UbQmg/0gc52pWMt++ng8Gt3N/LJPPZw7y6dg+Phzcwe32FK5Ux3H2gBdNKQpHViJxQCKhKlZEZYyIimgJpVEy8qMVHItWcjhcwyZPFVFGJWEWDUFmDf4G4aitRSLDKpXjplRhV2kwyZTopAq0EgV6iQIXmQIftZp4i4GsaF+a1y/lTFYa545vYa5kj2DYG47wwYk8HnSUCZB0lfF1VyXf9DbwaKCZR4MN/Hu4gcejJ/hl4iS/TXfw57lunlwe4Nn1szy9Mc6zm+M8Xxjn1Z0p/vu98+/ULP/93jR/35vk77tTvL4zw6vbAigvbwmgvLw5wotrwzy7eponlwb440I3v8208/PECR6dqeHjU4VcrdhP7fplJLgY8JbLCDLpibQ6E+5iJMikId7LwsZFwayP8ifJ341lvjaW+VhJDfEkPcqfDeH+rAvyIdnbziovC6u9raz2spDkYWa5q4klLkYWORuJcdYTadIRbtAQrtcQodcQa9KzwsPO1sURFO1Np6/mGOcHmrg52c3tmX5uz/SxMN3LzYlu5sY6uDjczrmBE0z31DNysoLeunxa8rOpyNjAsfQVZCfHsysxii2LQ1kXHUJKeCArQnxYHuBFoq+dVb5W1vqaWedrYoO/M5sCLWwKsrIlxM62cA92xfmSsSyYfaujyEmL5/jWFZRkplGbs43Wgiw6yg/TU3WM3prjdFcfZ6C2gPGmcuY6Gni/r5mP+qv5qCufu62ZXKvcxoWi3ZwvyWauKpdbTQXcbjnC9cbdzFZsYLAohY7jyZw4voa6nNWU7E3gcHosTgUbYilYH0NBWgwlGxZTumkx1duWcSIrmdPlu7jSWchcRzGDpbup3LaYvORAStcH05odz5mSZC41buB2zzY+GtnLg6kDfDKayfv9W7jVvpq5ungmjvjStk5JSYyYwhAJFRFiqqLFVMaKqIyVUBEtpzhSTl60ktxoFftC1ayyKAkzqgkx6/A3afHRabArlFikcqwyBTaVCme5EqVjhVsplqKTyLDK5QRo1Kz2MHN0cSDtG5cztm8DF/O3c6M8gzt1h7jXcJgPTuRzv6OMTzvK+OxUCV92lvOwr45H/U18O9DEv0838PPICR6Pt/GfqVP8ca6LJxf7eDZ3hqfXR3l2Y5zn81O8vnOO/7p30VHn+fveNH/fm+D13QmHogjt2Mtbk7xYGOfl/JgAyfUzPJsbEsbEF7r4bbadx5MtfH+2gS/7q3mvtYjBQ1tJD/TEWybBX6cmwsVEhNlEoEFNpE3P+pgAtsSHsibUh6QAd5b72UgN9mBjdCC7E6LYlxTP7sXhbI8NYseiYHYsCmZrlD8bgj1J8bGT5G4h0W5imc3IMhcDyw1aEnVqVhsNbPTyIDsxlvLszfTV5jPT28jl4XYun2nn/EALU90NjJ6qZvBECT11+ZyqOEJL8X7qj+2l6tAOijLSObZlNTkbVrAvbRlZa5ewN3UJO1cvZUfyUravWsrmhFg2xoayOTKA7VHe7IrxJHOxNweW+XE4KZBjqeEUrFtE6dYEajJTOHFkIx2Fu+ivPsDZE7lMdZZwrq+KC4ONXBps4eLACWZ6G5jtrONSZyMLfS180N/M/f5aPurO525bNtdr93C5MourNYdZaC7mw54qPh8u54vJEj6fKeb+bDEfnSvhg3NVvDddzo3hQmY7juB0MieZhozllG2OpTg9hrLNi6jZmUBT9mpOl+7k6qlCrnWVcrYii9odCRQkB1OcFkT97hi6clcwUr6WKye3cW9oL/dH9/Hx2T2817eRhbbVXK9fxNRxP05tVFMRJ6Y4RExZhITKaAlVsVIqYqWUxygpjlKTH60lN0pLRoCGZRYloWY1IS4GvLUa3GRy7AolVoUSi1yBVaHEIJWjEklQiaWoxBL0jnFfhE7FFn87pcsj6Nq8krHsDVw4to0bFRncrj3A3foc3j+Ry4dt+dw/Wcxnp0r5sruCh33VfNffwPf9jfxwupGfR1r4ZayN3yba+XOmi78u9PLXlQGezJ3m6dwIz29M8vr2O5DcOcfrO4IveXl73OFNJnl1a5wXN0Z5cWOE59eHeXZtiGfXBnl6dYAnl/v461I3v5/v4Nfpk/w4doJHw0086K/mSl0OR1fFEKxR4KNUEOFsItLqTJBRQ4hJw8ogT7YuDmV9pC8r/e0k+tpYFWhnXYQv+1bHU7xtDXkbkji6NoG8jSso3LKK/E1J5KQuZk9CBNti/Nka6cPWMC+2BHiy2d2VLRYXdrrayQoO5HDyUsqyNtFWlsNAYyFDzcX01ObRWnKY+vz9VOdmUHFoB6X7NpOfsY6ju9ZwZHsqR7encmRbKke2Ol53pJK7ay3H9qZTkLWZ4v07KD24m/y9mziyaTU5a5ZyODWO42mxlG5ZQvWuFdTtWUFdxioastfSfHgjpwp3MVB9kNGWPKa7y7k4VMfVkSaujp1gbqyNuZGTXD7Txrn+RmY76rnQUc+Nrkb+1dvE/f5a7veX8UFPHve68rnTU8p7AzXcH23h0YVOfp7v4I9/dfHs0z6efjHEk6+HefJwgj++HOfxJ2N898EITpO1WxkoSKNhz2JKN0ZStimOml3LaMpexWDxdi6fzONGdxnj1ftp3JtE0dpQStYGULstnLaDi+kvSGGyfgs3e/by4fA+Pjqbwfv9W7jdvpqbjXGcLwqkZ5uOqkUCJKXhMqqi5VTHKqiIlQtrKdE68qMNHArVsclLy1I3HaEWDf4GNe5KOXaZDLtChYtChVkmwySVoZfIUIulKEViVCLhrigvhZwlLgYyQv1oSF5C39bVjGdv4HzuVkFJag/yXuMR3j9xjA9a87jfXsQXXWV81VPJN71VfNdfy7d9tXw/WM/jkVZ+HW/nj6lO/prt4a+Lffx1ZYCnV4d4duUsz+fGeTU/w993z/Nf9y7wX3dmeXVnipe3J3l5e1Iw7bcneDE/wvPrZ3h+TchKns0N8OzqAE+u9PHkci9/Xezmj/Nd/OYIGL8fbebLoRo+6CriZHYaS+xmvJVywl2MRLg6E2TSEmRUE+9hZmt8MNsXB5Mc4MpybzNJATbWhHqyKyGC3PXLyUtPpHDrSqqy1nPiyDZac7dTtz+dou1J5G5YzNF1i8hdE8fRxGhyosM4FOTPkdAgjsXHcCxtOYV70qg6vJ263J1UHdxC3q517NuYwp51q8hYv5LsDSvYn76C7PREstJXsH/TKg5vTyFvzwaKs7dSfmgHNcczaCw+QFvVMXoaChlqKWOwpZzumjxaC7KpO7SVhoObOJm7md7inQyW7aW3eAetxzZReyidqoMbqc3dSVvpfrrrjzHUVsJYdzXT/Q1MDzUxe7qZi6dbOD/YzHRPPdOnajnXUcvNnkY+GGrh87EWvplp4avZZr6+2M7DK718e3OQn+6O8Mcn4zz7fJz/+naK/+enGf778SVe/zLH61/nefl4nj9/vMMvP9zGabZmE8OFKbRkxlOWHklZegzV25fQnJFEX8EWLrTmcqOnjKn6Q7TsS6Z0fRjl6/xo2BZMa3Ys3bkrOVOxgUvtu3nvzH4+Gs3iX4NbuduRykLzYq6UhdC/y0TVUgmFIRJKQmVURyqpilZRHqOiPEZHSbSB4xEadvmpSHIzEO2qx08vXP/joVLgJlfiqlDholBglErQSyXopDJUYqlw3sFJhLNETKBWw2p3Nw7HRNK6Zjl9W5IYzV7H+WNbuVGWwa2a/dxpOMT7TUf5oPk4908W8nlnKV93V/Kot4Zv++v5tr+RH8+08J/xU/w22cWfMz38db6Ppxf6eXZxgKeXhnh6+QzP58Z4eWOSv29N8193Znl9Z9Yx6RI+fnV7hpe3Jni5cJbnN4Z4erWPJ1f6eXp1gOdX+3l2uY+nl3r560I3fzqWIR9Pt/HDWCNfn6nhs6FKpsozSA/zxlshI8hZS7irkUBnLf5GJdE2HesjfNizLJwNUd4s93Fmha+FtcGebIryZ3dCOAdS48jbuoLag5voKMmkv3I/HUW7aDi0jqrsZKqyUqnLWkv19hTKUpZRnBBL6bI4SpOXUbAxiYJdyRRmppC/K4mD6+PZvDyKVbHhLI8KJTk+ks1Ji8hMS+Tg5hRyd66jOHsT1Ud20Vywn1OVR+luyOf0yXLGe+o4N9jMlZFW5iZOcnW0jZnuOkZOlDJYd4zhhmNMtRdyqbeMi50ljDQdpTl/O7m71rAnPYldG1eRuWMth7K2kJ+zh6rCg7RW59HTUsZoZx2zfSc4N9DEub56zvfUcrm3ljtnmnkw28X3Nwb59f2z/PbRGH/en+bPB+f568uLPHt0hVffz/Hq+yv8/eNV/n48x4tfbvL08R3+ePw+v/78AT/89AkPf/wMp4HDS+jeH0PtthCK1gZRnBZO5ZZFNO1dQU/eRmZbDnO9u5iZxhza9qdQtiGUinU+nNgRzKn9cXTlJjFUtp7zrbu5O3SAj0f38+HQTu51r+NW2zKulIcylOFC9XIZBSFiioOlVIcrqYpUUR6loSxaT3GUniOhKtI8VMTaDPgblMLlbhol7ioFdoUSm1KJWS5DKxahlohRSSQoJVKUIilqkQizVEKYQc9aTw/y42NoW5NAd3oCp/ekMJ2zibniPdysyuJW3X7ebzzCh83H+bStiM9PlfBVVyWPeuv5rr+Zfw+18XjkFL9NdvDbZCd/zPTw17k+np7r59n5AZ5dPM3zy2d5MTfGqxuTvJ6f5tXCNK8WZnh1a4bXd87x953zvL41LQSM8yM8vz7Ikys9PL3Sz7MrQzy7PMCzS308vdTPk0u9/Hm+m9/PdfHruQ5+nGzm0UgdX52tY6H1GDlJUQSoFfjqVITbnAm2GAgwKomyaljpb2FLnD8bY3xI8nNhhbeFZH831oZ4kbUylmObV3B8WxJVBzbSUZZFf80BOkr20HQ0nYbD6zhxbBPtedtoPbCJ+s2rqU5dSs3a5VRvXEXpjtUU7V5Jwe7lHNuyiD0rglgV5kWUtyfhfr4sjgpl8+oEcnduoOrwXlpLDtFbd5wzraWMd9Yw1d/I1JkTnB9t58pEF/MzXdw618Gt2XZujrVwsbeaybZSJk6WcaG/nhvjJ7k908HN8RbGT5VQfXQH29euYGlcDFGRUURFx7J48VKSVqxg84Z1HMneRVN5LqOn6rg01Ma1kXauj7ZxY7iJW2cb+GimhUc3B/nt/gQvH13g//z7Gv/np5v8/eNNXv57nuc/CfXk3zf584cF/vP9bX784S7ffvc+X337MQ8e3efjb7/gw+++walhixf1m90pTrWRm+TO8dXBlKbHUrt7GR2565ms38e1zgLONefQfmgNZemhlK31onl7EJ37Y+g5lshgyQZmmndxu/8An4we4uPhDN7v28Dtk8u5UhHKmWwL9SvkFISJKQyWUBmqoCpcRUWUntIoPYWRWvYHallqUxNoVOOlU+KuVWJTK3BVKrCplJiVcrSOCw0Ub89hC8ZdJRJhU8iIMutI97ZRvCSCltR4OtcvYXDHKsb3r+dS/k7mq7K5V5/D+41H+bD5OPdbi/ni7eGqer4bOMHPZ9v5dbKL36a7+H22h7/O9/P0wiDPLp7m5eURXl0Z49XcBK9vTPH3/Ayvb87y8sY0L29O82J+ihe3pnl1Z4bXtyZ4OT/CyxtneTE3JOx0Xe7n2aVBIZi8OMDzK0M8vTrIHxd7+e1CN/8538nj6Va+H2vk6+F6PuoqonZLIpEmLd4aFRGuLkTYzYSYtUS4aFnqYWR9uCebYnxIDrCR6OXCMk8XVvnb2J8ST/HOVPJ3pFC5bxOt+Rm0F2fQlLuF6gNp1OWso7VgK52FuziZs5XG7SnUrU+kftNq6nasoXJvKqUZqyjanUD+phj2LPMnMcBOiN1OkKcvS6NjyNicRkP+AU6fKONcfxNXz7ZxbfwUVyc6OT/ezeRYN9PjvVyc7OX6bA/zs+0sjJ3gam8l083HGak5wnhLEVfOtHLnwiDvXx1mfraLkY5SSg5uIWX5Yvz8grHag7C4hmF3j8DTN4rY2CXs2LiB+qJcJrubmJ/s4t65Pt6f7eHeZAvvjddz/3wj39/t4enXY/zfXy7z//4xz//94xav/3OXJz/f5defbvPT93f4/tvbPPzmHg++/hcffv0h73/1Mbe/fsCtLz/n1tcPufvNI5wqU50pTzFwNEHDvnhnDib4U7A2ioqtSzixP5mzFbu50n6U882H6DyyjoqN4ZSleNOwyZ/2jEi6Dy9joGg9Uw27Weg9xEejR7g/to8PBzZyp305c9URjByw07xaTmGYmIIgEZUhcirDVZRHaCiN1FAQpmKXl5oIkwovrRIPnRqbRoGzQoZVqcRFpcIgl6Fy3DYoE0kQO85gy0VitGIJnmoFiy16MoM9qFweTtPqaNrTFtG7eTln967h/NEt3CzP5E7VQe5WH+Jf9bncP1HE56fK+aKjkq+7a/h+sJmfR4UzIb9Od/H7bD9Pzp/m2aVhXlwZ5dW1Sf6+PsXrG9O8mp/h9cIsr+cdtTDDq1vTvFiY5MX8BK/mx3h1c4QX14d5ce0Mz64M8uxin1CXBnlx5Qyvrp3l6dUhfr/Ux+8Xe/jtYie/zLTxw3gTD8/U8WlfKR3ZaSxxNeGtVhJhtxDl5kKYxUCUxcBSdxOpwW6kR/uSEmRnmaczSz1MrA50JWtVNMe3rKRgx1qq9m2n4cgeag9tpWRvCkW7V1B5IJWW/C10Fu6mLWcrDdtTqduQRMOWFOp3pVGVuZbyrGTK9iRQtCmGjGV+LPe3EeRqJ9jDn1XxSzmetYuBE+VcGz3FexcGeP/iILfP9XNpsoszpzs42dXBqa4Ohga7mB3v5Npk2/9H1Vv2dbmua9sCf0q6u7tBREVCuku6u7u7GxRQlG5EMShREbuxW8dw9JxrzfWs+/kU2/OCMde9nhfXR9h++3lc53FuO1dG6plrzmWkOJaB/BjO1mZxYbiFreUz7FyZYG1ugLNdpeQmBXPM0R4NTUOkFAyQkjdCRtEEeVUzzE0dCPX1p6k4j8WhTm4uneHuxbPcWRrgxnQzW+cr2JmuYG+zg1+en+O/v1zg//x8lf/4eYOfPl3n7dttnr68wd2nt9h5eIvrD2+y9mCHqw92ufrgLqsP73Ht0X22njzl5osXHKg8IU+FmzTp9gJiLKWIP6RDjoclZUGHaYhx5VR+KPNNKcw2ptCfE0RVkC2lnnrUBhjQGm1Nb4YrI6WhzDWnsHY6j53xfO5NpLIzEs5WjzuX62wZz9Ci1VeMYhthisyEqTAXpcJCjAorMcqtxck3l8BfRRxTKfH9FJGSRFlcDEUxMRRExZARiCElIorE3+khJiRA8LftQ1xIBAVRMUykJTihLkuWrR41LmbUu1vQ7GlDb+BhzsV6M5MezIX8SC7mR7FaEM16WTJb1RncqM9mpzGfe23FPOmr5OWZJj5MdPJpqodvs4P8PD/ML8uj/LIyzm+Xpvjr6gx/rc3xx7WZ/dWUtVn+XJ/jr40Z/lyf4Y9r0/x+dYo/r03y59UJfr+8v/T4y6WzfyfIaX4sDfPrhTP8tnKGHxeG+b50im9LA3xb7OPTXCdvJpt5NlrL/eEKRrLDcdNVR0dSDCsNJWw1lbFQkcNGTQ5HDVncjVQJdTTF11KXY7pKHNVWxNtcm2SPQ+SGuFMSE0hNahS1aZGUxfmTE+ZMdvgRypJO0JoXQk9hDB3p4TRGeFEf6EpTmAcN0T5UJfhQmeRJTcJxysIdiHcxwtlYA1N1TSz0jPF1dqE8O4WpUy1sLw1zZ/U8OytnuDI9wLnBFuqa6kmtbCSluoXajg7On+nh0ngXV4Zrma5Lpz8rjK60EM6Up7J8uoGt5WFuXx5jbaaH4fZi0uMCcbS1RU3NEEl5PSTl9JFUMEJO2RRzEwci/ALoKC9kdbSfe5fGeXx1jHuLfdyYqGPzTCHb4wU8udbIj2fn+K+vy/z3j6v89dMWHz7c4NHLHW49vc36o9tcubfL6r3brKyn1DMAACAASURBVN6/zZX791h7cI/1h3e5+fgB95494fHL5xyo8lCm0lWWNFtRThqLE2mrTrqrGcX+jtSEO9OV6se58hjGquLoyw6iKvQwhZ5GVPqb0Rp3hFOFwUw2pLHSV8rWuVp2p6u4O5XLztkYtvq8uNxgz2SWNm3+kpTaCVFgJkKJmQgVliJUWgkosxIjx1SC43ICDA+Koi0ljoaEGMoS4iiIiSErEEVaRJSDQgIkhEQQOyBA7IDI3+obEaSEBWiIi2MjK0GIniJFTobUOptQ72pGvYsZnT4ODEe4cS7Gi4kEXyYTvBmL8eB8tAfjsV5MxfsykxjAYlowl/JOslGZwp2WAp72VvJmpIXPE318mxvm+9IoP18a57er0/xxbZY/ru7PIX9tLPCPrQX+sTXHX5vz/LUxz5/rc/vf2ix/rs3w59o0v10e5+cLZ/mxfJZfL5zll+URfiwO89PCab7PD/J9cZBvCwN8mu3m3XQrz8/V8mConHN5kXgYaKElLsBcRQ5rdUXMlGWwUpPFXl0aZ10FQuxNCbQxxs1Ag2M6KniYaJPgZk9mgDOlMQHUpkdTlRJOUbQP6YFHSQ92ojTRg5a8ULrzI2lLDqY+1J16P2eagt2pj/KhMtGbqhQvapNcqYhwJMHVmOPGmphqaGJhYEyAmzu1BenMD7dyc3mEO6vnuLE0yMJoG53NlaTkl+KaVolrdj3Z9W2MDPdzeXKAtdFGFpqzGMqPoC87nHM1GayMNHL9wjC3L5/j8nQX/c0FJEX5YWdljbKKARJyuojL6SMpb4iisglWZoeJDgqhv6qM9fEhHl+d5sX6NPeXBrk5VsfmSAHb4wU8XWvml+fn+K9vy/zXz1f57dsWL9/vcnvvHpuPHnD10X0u37/LlXu7rD/Y5frDO+w8vsPdJ/d48vwhe3uPePP6MQcq3NUpc1UkxUacMAMxwiyUSDpmTKHPISqCj9IS58lAXhjDxSfpyQykKvwYhT5WVAU70pUWwFh9JisDdWyMdXFrboA7i13szlSycy6Z6/3eXG1yZDpXj85AKUrthcgzFaHITJhySxEqrASUWomTbiKJrYwI2pICNCXF0JCUQElcbP8vlqgo0iICpIQESPxbuykkhKiwMBLCwigKxDCQkOCIkjQJltqUHTWm+qgRNUeNqXYyoem4FR0e1nT72DIQcJjTIcfo8z9Mp6ctnZ429HjZ0+fjQJ+PPf1+jgyHuTIe4818agjrZak87K7m1dku3k8N8m3lHD8uT+xvAF+Z4veNOf65vcR/bi/zz+3F/7kz+evf39YSf20s8uf6HL9fmeLXS5P8ujLOrxdG+WX5DD8WR/g+P8iX2R6+zPXxdX6AT3O9vJtuZ+9cHQ9PlzOaE84JfXU0xUQx+/vdu5myDJbK0tipy3JUVwl/K0MCrU3xMNThmLYKzroqRDiZkex1iMJIP+r+hqQg0pNkPydSA50oifekOSeEztxwWuL9qA04Ts2Jw9T5OlMd4UFFnBfVyfuQlEc4knjcCGcjDUzUtbAwMCHwhBt1BanMnW5ke/EUOyvDbMz2MD5QQ3VFPgFJeRhGlmKVVE9SdSfDI4NcmTnF5mQbl/pKmKpP5XxNCtMdRayOtbF9aYRbq6NcnOyiuyGX2HAvrMwtUVAyQFxWD3FZfQ7K6qOkbIKN5RHiwiIYqq/i+vRZnq7P8mprjkcXh7g93cjWuWJ2pkt5tdXB73vn+e/vK/znj2v89HmLJ+8ecPPlYzafPGXzyRO2Hz9k5+Ed7j+5zaOnt3n2dJe95/d4u/eADy8f8On1Qw4UOStTfFyJRBtxQgxFCTVVIN7JgDxPe8oDj1Ab6UZHqj8DuWF0ZQRSFXacYr9DVEe40p8XxUxrMVfPdLI9PcztpVHuLJ/i9mwdt86lcWPAl7Xmo8wVGNETKk25oxB5psIUmQpTZiFCmeV+kqQYi2MhJYKamMh+c62kOHKiIkgL7yeFpJDw/9yuix/4v/I0GWEB6qISGEtI4q4uT5qtHmVHTSh3MqTIVodSaz1qHE1odTWj28eakYjjnI/35nyCH6OxXgyddGH4pCujMV6MxngzfPIEp0KO0+t7mD4/J85GebJSEMduWzlPBlv4MHOab8tn+b4yyk+XxvlxZYo//r51/2trkT82FvhzY4G/Nhf5a2uR39fn+PXqDL9enuTX1Ql+Xj7Hx+lB3o518OZcG6/PtvDqTDMvRxp5M9rC+4lO3k908m6inZfnG3lwqpIzGaG46aqiLhDFVFEBOy11LFTkMVU4iLWaHId1VfAy0yPAwhhPQz2OaqtxWFMRPxsdQh1NiHd3oiIhjOqUcPJOepDsd5i0wKOUxnnRkh1CR1YYTdHeVHseoeKoLZUuDlQEHKciypPqJG/qk90pi3AkztmIIwaaGKlrY2FoQqC7C7W5icwM1LE118uNxQGujLcz0llGQX4mzlGZqIaVYpLQQHxNJ8NnBrk2f5rr8z1sjDdx6XQly/1lrAzXcnWmi+2LZ7hx8SwXxzppr87iZKAbFqbmyCsZIC6znyIH5QxQVjHF3vYIKVExjDbXc3P+PHtbi7y9ucjz9fM8WOlid76OByv1vN/p5a/Xk/y/31f4x491Pn++zsO3D9l59ZSdl3vce/mcJ68e83LvHu/27vLu5V3evbzD+5f3+PjyPp/37vHp+S4HshxlyD8sS6K1BMH6AoIMZYmx1yXbzZoyv8NUhx6lJd6D7oxAutKDqIlwpcjvMOWhLnSkh3K+NpOVvjo2x3q5OTfI7nwPt6eruHUuhRsDfqy1HGOp2IyBk/JUHhWmwPQARcbClJiLUGYhoNxKlFRjUSylRdA4KI76QQkUREX2f/MKiSApJIL4/5amCQkjKrzvg1IQEUdTVALTgxL46iiSY69P+VFTSg7pk2OhSomtHs1uNgyGHmMq1Y9LJTFcqUlhrT6TtfoMLlUmsVKeyKWKFC5VpLJSkshsZhgjkR70BzvTF3SMM9E+rBalsF1fxKP+et6Md/F5YYivF87x/eI4v16d4Y/1eX5bm+OXK9P8cmWK365O89uVKb4uDfNhqo+PU/28n+zlyWA92425XK1I4lJJLKul8axVprBVlcHN+mzutBRwr71w/+5muIYHg1UMpYbirK2KsrAIRnJyOGhpYK2mhJGcFFaqCjjpqOBmqI6/hT4+xjoc11HDSVOJEyaaeJho42WmS06oO9UpwRREepAWeITMEGfKE31ozQmjMzOcxnBvKpwPUWJjRukhSyo8nag86UFtkg8NSe6UhjsSc8wEJwNtjDT+DclxqnPimeqvYn2mi+vzvVw818pAcxFp6anYhmUgF1qCcVIDSTUdjJzpZ21hiFsXBrm11MvmTDvXxpu4MtHM2lw32xdGuL48xIXRVlrL0wjzc8HM2AJ5RQMk/hckqmpmODocJSs+nrGOJm4vjvFme4UPd1Z5e3uRvevneLbWx8utbr4+GOY/3s/wf35a4c+fN/j45SYP3j/m7rs9nnx4w9tPr/n8ZY/vH5/y07tHfHv7gG9v7vHl5R0+Pt/l3YMtXu1c4UCG/UHyHKVJshInRE+EID1pom20yDxuRqm3PdVBh2mKcaU9xY+OtADqo9wo9LEjz8uGqrCjdGcEMF6dwkpPCRtnK9mZqGB3Io+d0QRuDvqz0XqclXIrhmKVqTkuoMBMiMK/ISm1EKbUUoQ0I1HsFETRlZNGWUwcGZH9o9S/C2P2OzJE/n8WdCkhEZQFYmgJRLGWkSTSWIMyJzMqjphR5KBPvq0WTSfsGI3zY7EgivW6NG6257HdmstaQxbXGnO42pjL5focLtdlc7kuk9WaNFbKkljMi2IswZ/BCDeGozxZzo1lrTKT7cZ8Hg3W826yjy8LI3xb3p9Tflmd5OfVSX66NMFPF8f4+cJ5vi8O8+psC3c7StlpLmK7PpeLRXHMpAYyFufNuThvJtOCWcyNYiUvhqWcSJZywlnJP8lqcQybdenc7ihiIDGYwxoqKAoJYygjg72mGtZqyhjJyWCpIo+jtiLOesr4m+sSaKGHh6E6ztqKuOgpc1xXGVd9JdL9nahO9qc0+gTZ4cfIiTxOZaovbXnhdGVE0BDiRamjHYVmRhTZmFLufpiqkx40JvvSlHyC0rDDRB01xUlfB2N1XSwNTQk64UJ1bhyTfRWszXSwNdfD8tkWOusLiE9OxjIkC/mwEqxSG0iv6+TsSB9rC0PsXjzN3Yun2FnuY2uug2vTrazNdXJ98RTr8/3MjzTQWJJEkLczxgZWyCoYIiFrgISsAZKyBqhrWnDUyZm85EQmepvYuTDG65uX+Hh/nU8P1/l0f5kPdyf4dPcsvz4b51+f5vl/frrI7z9t8uHTDo8+POXRxze8+vKB7z995Pef3/HHt9f8+uk5Pz485seb+3x5vsObe2s8Xp/l1uIIB9JsJch1lCLFUpwwPWECdSQ5aalKurMxxV62VAY40hjpQluyH+2p/tRHulLobUn6cT3y3HSpDbGkP82N6epQLnfFcmM4kd3ReO6MRrNzKpCtDlcuVVkxmqhGg5so+ebC5BkJU2wuTKmFMCXmAlINRXFUkUBbVgo5YRGkRIQRFxZCVGi/ZEZKSISDf6eKhLAI4geEkBEWQUUggra4CI5KB0m31KfW2Yryo2aUHjGhxsWSUxEnWMyP4VptOpuNWVwsS2A8NYSBSB+6IrzoifFjOCOSmbJUFqvTmSlOYCo3itmck8xkRTCWGsT5RH8WsqK4Wp7GZkMed7qqeD7Sxvupfr4ujfBt+Szfls7wbXmUb8vn+LZ4hs8zA7w738Gj3iq2arK4WJjAYs5J5tJDmEryZzIlkPnsSFaKk7hWncVaVSYXCuNZyo/iYlEMFwqiuVAQzeWyBFrDT2CvooCikBB6ByWxU1fFVl3l71o6Gew05DmirYiXsRYh1ob4W+jgrq+Mi44ix3Xk8TJXJTvkCLWp/lQmelIU50JRghu1mf505ofTkxFBY7AnpXbWFBgZUGhlRrmHEzUxXjSn+tOS7Elp6BEinMw4rK+LsbouVsZmBHu5UZsXx1RfBevTnWzN9bB4ponW2lxiEpOwCMlE/WQpR7KayGvq4vyZPtbmT7N78TT3V4e4szLA9kIX16ZbuTbTxsZCL9dme5g6XUttQQIBJ45iqG+GtLwBYrL6+zOJnCGaWlYcP+ZCUUYyk4PN3Lo4xsubq3x6uMX35zf48Xydn54v8/PTaf58NcO/vizxr59W+e3bBu8/3Obxuyc8/fiWd98+8suPT/zjx3v+8dMb/vy6x2+fnvDLm3t8enSdx5tzbEx2MdtTxoFkK0nyHA6SZiVGhL4wvloCwsyUSDliQqGHDZV+DjSEu9Ce5EdnWgANkS4UepmSfkSZnCNyVHio0BppxNmcwyzVebLRE8Tt4XDunYlgZyCArU4XLlZbci5ZnQYPMfIshMgxEiLfVJhiMxGKzcSI0xNgpyyBioQY0kLCSAoL/49/VlYgQFlMDNn/6bsQ4aCQEHIiIqgJRDGQFMVNXZYCO0Pqj1tT42JN7Qk7uoKOcTbem6WiGK7VpDOdGUaT1yEKHC1JtjQhycqUJDsLcj2P0BQfwEhhApMV6UwVJXMuLZyJzEiWihKYy4lhMiWU2awIrlVncKejnMcDDbwe6+LLwhBfF4f5ujDEt8UzfFsY4dN0P6/PtvJ0sI57XeVcb8jlUmkSF/KjWcmPYSU/lkulSazXZXOzpYidjnJutBRzvbGQm60l7HSUcqO1kGtVaSzmnaTSywErBRnkDwihLSGBrboqdhoqmCvLYqYkhY2aDIe1FDhhqEGwjREhtkb4mmrjrqeCs44CAbY6FEW6Up8eQE2KNxXJHlSm+9CSG0xvwUl6M8JpCHSnxNaSAgNDiq3NKfc+Ql2cD63pgTQne1EU4kS4ozGH9LQxUtfG2sSMEF836gvime6vZG26k825HuZHGmmuyiI6LgGbsCyMYyrwLGiltK2H8XN9rC2c5vbF09xfPcXuSj/b852sTzazNt3K2nwnV2c6mOyvojI3Fh8XJ7R1jZGU00dMRhdxGT2k5A3R1rHGzcWNkpw0pk63sXNxnL0bl/j8aIOf97b5/dUWv+2t8tveAn+9neNfX5b4r++r/PiyzpsPt3n49jFP3r3m3Zf3/Pj+gb++veY/vu3xz6/P+fPDQ368vMWb3UvcXDzNVHcBnYWRHEi0lCT3kDQZ1uJEGgjhoy1MiIkiiYdMKHC3psLPnvqw47Qm+NCV6k9TjCvF3iZkOcmTd1iMcldJGoKU6Y83ZLLAlktNbmz3B7I7HMqtfl822o5xocqMsymqNHiLkmcpRJahMLkmIhSaipBvIkqQhijmsqIoC0SQFvq3VXBfcqYuIYGBzMF9peb/smwoiYigKSqGuZQkoXrKlB82pcHNjiYvR7pCXTiT4MvZeB+mssIYTQ0i38mIMF0FQgy0CDHSx1dXm6PKijhrqxHuaE66xyEGcuO42lXDpcZSJnITmM9PZLUyi+mcGAajPBlPCWKjJpMHPdW8OtfB59kBvi6c4sv8IN8XTvN1/jTvxrt5drqB+92V3GopYq02m4slySzmxTCbeZKZ9AjmsqNZLk7kSlUGm4353Gwv5X5fLU9HWtkb6+bFuU7u9lWzVpdBtd8RLBSkkRMSQkNcDAtVJazVlbBQkcNUWQpLFWns1WVw1lUkwFKPMDsTgm2M8DLRwllHAX8rHYoiXGlID6A+1YeaVG/qswJoLwijryiS7vRQ6vxdKbK2IN/AkGJbS8p9j9EQ70t7RiBNyZ4UBTsS6qCPg44Gxhq62JpZEO5/goaSZGZO1bA228nGXBdzQ/U0V2YSmxCP48ls7BKrCSnroLarl8nzvawtDHLr0iB3L/Wze6Gb7dl21sYbuTbVwvpsF1enOhjvqaA04yQnjjmgoWWEhJweEjI6SMjoIi1viK6uNR5u7pTlpTE12M6tCxPsbV/k08MNfn5xg99fbfH73iq/7c3z59tZ/vV5iX99X+X753VevL3N3ddPuP/qOS/f7vHt/R6/v3vEX+/v8Y93d/jj9Q2+P7nMi41xrp1v4nRNIlXJ3hyIt5Ag20GGTBsJooxE8NYSJsBQjnh7Q/LcrCj1tacu9BgtcZ50pPrTHOtBmZ8V2UeUyHUUpcxZnDpfOToi1BhKNmC69BCX2zzY6vfneo8n15odWa4w42yKMk0+AvKthcg0ECbPWIQCExHSDURwVRBg8neFmbSQMJJCwkge2C920TkogYWsJAbiAnTFxf5Hp68hEEFXXAx7BTkSzfWocbamxesIHYHODMd5M5URynCsF/1R7hQ4m+GuKom7hjxxjlbkeR/H31gHB0U5HDXVCXCwIdjWjJakk1zubWTzVCvX2ipZKEnjUnUOy2Xp9Ia50+blwHRqKDvNRewNt/BpqpdvC4N8nR/g+8Jpvsyf5s1YDw/76tiqy2W1NIXlggRms6MYTQxi4KQ33cEn6A/zYiQ+hPPpUUzlxrJQmMTVmhzu9tawd76bV5N9PDvXwf3BWrriArBSUUBGSAgVMVGMleSwUlPEUkUOMyUZLJVlsFGVwUFDGi9TDcLsTQi1M8HHVBtXXSU8jdRI83GkNtmXhlQ/6tJ8acwJpKMwnJ7CSDpSgqn2cabA2vxvSGyo9HOhIcmPtswAmpNPUBhsT7CDHvY6mhhr6mFnYUVkoBfNZWnMD9WzMdfFxmwnc6fraKnMID4pnqPRWTilVRFV2U5TdzfT4z1sLAxw69IAu6u97Cx3cX2mjWuTzVybbmNtpovViVbOdZZQmBKCq5MNWprGHJTTRVJOB0lZHaQV9NHVt8TT1Z3ynDSmB9q5uTTOixsX+fhwk5+e7/Drqy1+3bvIry9m+fPtDP/6vMh/frvEl08bPH21w+7eE3afP+LZ0/u8f3yTH4/W+P3JZX5/cpFfHyzz5eYEz5b7WBuq4mxtMk25wRyItRAj016KLFtJoo0EeKoL4asnTbSNLlkulhT72FEbfJjmWHfaUnxpivOgPMCOrGNq5BySoPSoBDVeUrQEK9Abo8mZLDPmqpy43H6Ca22urNbbsVhmwmiqEm1+Aops9yHJNRSmwFiEJB0BTnKimEqJoy6yv2JyUEiAtJAIssJCGByUwE5WEnNxEaxkpDCWEEVPVAR9cQFGkuI4q6qQY29G3XEb2nycOB3lyVRGKPO5kZxPCaQjzJkoCw0cZSVwV1ck3/sojbEBRNmbcEJPHVd9bTzNjUjxdmW5v4378+dZaS7jSmMxG63lXK0vZKUyi4EIL6qdzOkPdOVaaSrPBur4ONXDt4VT/LQ4xM9Lw3yZP82Lsx1s1hWykBPPXFYMczkxTGVFMZocyqmEYHqiAuiM8KMrKojuuFA6ogLoPOnL2eRwlouSuNFaysOhZp6cbePxSBOn0iKx1VBFSkgYRYEAfTlprFQVsVFVwEJJBnNFaaxUZLFVl8HNRI0wBxPC7EzwN9PGQ18FV11FTjqZUHTShZokL+rSvWnKDaCrMJzegkjakwKp8jpCgbUZ+UbGlDjYUh3oRkOSP62Z/jQluVIQaEugvR422hoYaOhib2lNTIgPHeWZLA03sTnfy8ZcN3NDtbRWpZOQEs/x+EyOp1cSX9lKW083cxO9bC4OsHOxn9uXerm51MnWTCtr0y2sTbexNt3OxbEmzrTmkxsfwLFDlmhqGCElp4OUnBYH5bSRUdRHz8ASb9cTVGanMTXQyo2l8zy7cZGPD7f4/vwWP15u8OPFBX59McNfb2f416cl/vlllU/vN3i0t8Otpw/YeXiHx7tbvLw+z9dr5/mxNsIva6f4+fIgnxe6eDbWwM1Tlax0FzLRmc+BaAtRMuwk/oZEFE91IXx0pDhppU2aszlF3rbUBB2iMfo4rUkeNMa5UR5oS7azJjmHpCg6Ik6VpziNAbJ0RKrRn6THaK4FizVOrDYd5WKdLYtlJoylq9AVJEaJvQgZ+sJkGQiTayQgXksMJ1lRzGRF0RAVICssirSQABkhEeSEhTCSksRJWRZ7aXEOyRzERlIcUwkBJpKiWEtJEKilSpmTOfVuVrT7HeJ8sj8rxfEsF8UxlxtJb6Q7qQ6GBBtocdJIm/zjNtSFuJF3woFoO2PCbUyIcbSkIT6M7fFTPFoc5WJ9EePp0SwWpXOlroBLtdkMJwRS52xDu6cT8xmRPOgq5+14B5/nBvi+OMTPy8N8nO1jt6uS+bwEpjNiWMpLYqUkjeWSNKbzE+lNCCLPzZ44O1MSDlkR72hNkpMN+SeO0hLqw6mYAKYzItlqKuTeQB0PTtdzKv0k9lqqSAkLoygQRV9GGhtVRezUlDBXksVYQQpLVTns1OVxMVAjyM6YCAdjQqz08DZSw01XAV9zdVI87aiId6c+w4uWPH+6C8Ppy4+kPTGASg8nCizMyTc2ocjJgcrQE9Qn+9GW6Udzkht5/jb42+piqaWOgYY2DlZWxIb50F2Zw4WRFjbn+9mY62FhuJr2mlQSU+Nxi8/CI7Oa5JpWOvo6WZjoZnOhj52VPm6v9HJjqZ2NmWbWJ5tYn25lbbaNlfONDDVlkx7ti5O9JRpqhkjLaSMjp4m0nDYKigYY6lvh5+ZBdW4G0wMtbC+d4+n/QLLFz3tX+fFskV+eT/PPNzP858cl/vp8hfdvN7n//DZbD3fZ3r3Og/VFni8O8HGiia/jtXwbq+TbSDmf+op50VPIg74Sds9Uc2u+gwNRpqJk2ImRZStBtIkALw0hPLQkCLXQIOWYKQWeVlQF2FEfeZTmBDca410pD7Qhx1mLrENSFBwRo9JDgoYAOdrClOiO0WQwSY+JAkuWqu25UGPLUoU5U9na9IQepOSQMBn6wmToiZClL0KspihHZEUxkxGgLiZA7m9A/i1b1pcUw1lFFk81BbxVZTkuL4GttADrgwKOyh0k0ViH6uPmNJwwpyvIgYn0AK5Wp7FakcJ0VjgdAU4UHzOlPuA4nRGe9EZ70RvrQ1esL82RPrTGBjGYFcdsbQFXeutY66vlWnMJS8XpTGfHs1yWxtX6HGbyYukJcqPL15nJpBB2mgt4ebaZ99PdfFnYNzq+nuhgq6mAC8UpXCrN4Ep5FpdK01gsSmaqMImaIGe8tGU5oq6Aj6UJHkY6nHSwJN/PjUwXB4pc7OkIcGExP56bHaXs9JTSkxyMtYYKUsLCKIuKYigrg52aMvZqylioyGKkeBBzZVlsVeU4pqNCgJU+obYGhNjo4WOiwQlDFTyN1Yk5bklFgjuNOT605gfQXRxGT0EErfF+lLk7km9hRoGZGUXOh6kI96Qh1Z/WTF8aE13J8bXC11obS21VDLW0cLC2Ij7Cl+6aXJbPtrI538/mXDfLw1V01aSQkhaPV1IOPjk1ZNa30XuqgwuTXWwv9LK70sftCz1sL7SxMd20D8lMG9dm27kwWs9gfRYpEV44WFugrmqArKwWsnKayMhpo6isj4mhDcFeXtQXZjN7qo3tpVGebF/gw8MNvj3f5KcXq/z0fJ5fnk/yz9dT/MfHZX7/eIW3rze4++w2G/dvs3lzjXsr53hxvoH3A/l86svic1cGn5qT+VCTwF5NIo/aMnh4rpJHqz0ciDYRI8NWgiw7cWJNhfHWOoCrhij+pkokHTEk74Ql5f7W1J90oiXOjaZ4NyqCbch10SLzkBR5TgIq3A/S4C9LS4gCHREqdEeqcjpFl8l8cxbKLFkot2Aqz4CeCBlKHIVJ1RMmRVuYdB1hojWEOSYnwFRagLq4CAoCEWREhJAS3m9p1ZEQw01FnhhTHZIttQnWkcNRRsBhGTF8VOXItjKk1s2cFm8rBiKOMJcbxnpDNuv1WczlnKQ/3IXu0GOMZQSxUpHIxZokLlQmsVCWyFx5Cku12VxpLWWzp5rNnmqu99Vyq7+eWz11bLaUs9ZQyPWWEq5UZzMcF0hfsDtTCUHcrM/h+VA9r8db+TjXw5eFP16+6AAAIABJREFUAZ6dbeZ6cwE3WkrYbirhcmk6E8mhnE8JZ6E8g+aTHgQYKeGso4yHuQG+FgaURwcx2VJBZbgPkcaaZNnoMxznx0ZTHje7iulMCMZCXQVJISGURQUYyUpjp6qEnZoilqr7kJgoSmGlIsNRLSUCLPUIsNTG31Ibb1NNPE3U8TbTJMzRmLJYV1ryA2gtDKarKIyu3FAaozwpPm5HrqUpBVZWFLsepSLCk/pUP1rSfaiPcybL2xxvay3MtVUw0NbisJ0tSVFB9NQXsDzayvWFfrbne7gwVE13bQrpmUn4pObin19DflMnp4d7uTTTw62lHu6s9HN7uYftuVY2pltYm2plbaada7PtLJ+pp68qk4QQD+zMzVFT1kdWVhPpv5NESVUfczN7ogL8aSvPZ2mki1sXxnh2fYX3D9b5+nSDb88v8e3ZDL8+H+ev15P848Myv76/wutX69x5tsPmvV22tq/yYHGYV8NVvO/K5Et7El+aEvlUFc37kgielUZypymOOyMF3F1u4MBJU3HS7CTJsBcj1kwYHy0hXDUF+BrLE+eoS467OaV+VtSFO9IU60pTwgmqwu3Jc9Mnw0GGnEPClLlKUOcnQ3OwPC0hCrSGyNMVpcLpZB3G84yZKTZnIteQ3kg5SpxESNYTJkFTiBQtYaLVhXGVE2AuI0BbUoCS2D4k0sIHkBEWQktcFG91JbIdzMiyNyRYW54j0gI8VWSJ1FOj9LA5jSds6PQ/xNk4T5ZLYllryGKzMYcrFSksF0azUhLLtepkbrbncL09m622XDZac1lvzWO9rYDNzhK2eyvZHaznzqlG7p5u4u5gI7e6arjRVs52aymrlZmMJgVzOsKDqYRAtmuyeHKqhlfnm/g408nnuR6eDtdyoyWfu91V3G6v5EpFJnPZUczmxbFUnsVAcig5rjZE2hgSYKxF7CFzBksz2Dzfy3BBCnHmukToyNMa7MxqbQa3usvoSY7AUl0VSSEhVAQCjGSlsFZRxFZNEWtV+f12YUVprFXlOaKpjL+FHr4WWnibauBjpomXiTqeZmr4WWmRG+JES34QHcXhdBaE05YeSE3wcQoOW5JlZkS+tTVFbscoDfOgOtGHhmRPaqKOkOZpioeVJmZaKhhqa3HEwYa0mBD6G4pZOdfG9cV+thd6uThcQ09dGplZqfin5RNSWEdxcxdnRgZZnevl1oU+7lwc4PZSN9uzLaxPt3BtZv+otTbbxuJwLR3lKUQHuGJraoqKkh7SslpIyWohJauNiqoBNpaOJIaH0V9fxurYIHdXp3lx4yIf7q/x5ck1vjxb5uvTSX48H+PPN5P89WGRn99d4sXLdW4/vc31e7e5eeMqTxaGeXO6go+dGXxrT+JbUwKfa6J5Vx7Jk4oobjXFsD2UzvZMKQdCjcVItBYjzU6UeAsBfrrCuGmI4G0oS7SdBtluJpT6WFIbeojGGFeaE05QE+FEnrsxGQ5y5DiIUOIiSp2vNM1BcjQHy9McIk9jiBwdkUqcStJmLNuEsWwj+qKVKD0mQrKhCAlaQiRrChGlJoyLrCjW8qLoS4mhJiH2f6vDhIXQFBXgra5Itr0RcYaq+CofxFtFmpN6amRY6FN73JomD1u6g5w4n+TNhZIYrtWls9GQzWZ91v4Dq7Z87veU8vR0JY9PV3J/sJJ7g9XcG6zh7mAVd0/XcH+4gUdnWng40sSDoQbu9ddxq72MreZCNhryWSlLZSI1mJHIE0wnB3G9PpvHp2p5M9bCx+kOPky383SomlttRex2V3Gnt47bXVXcaCthrTGPC5WZzJWkM5qTSF9KFK3RQXTEhTBWlsVMbQFdicGk2hmQYq3DQJwPa8253Bms4lRGNLaa6hwUEkJFVBRDOWnMVWWxUpPHVk0JM0U5zJTlsNdQ4bCGCp6mOniaaeJuqIKPieY+KOYaeJqqE3/CiubcIHorougqCKMx0Ztiz0NkWhmSbqRPrqUVBS5OFAa5URrjSVWsG+VhjiS7G+Nurom5pirG2jocc7QhIy6Y003FrI51cH2pj+vz3VwcrqanPoOs7HSC0wuIKGqgpKWLs2cGuDzfz+0LA9xZ+RuSuRbWpptZm2lmfa6N9dkO5odraClN5KSvM1ZGxigp6iItq42UtDbSMlqoqRrgYO1EemwUw621rM2c5cG1OV7e/DckV/jydIGvT8b58fw8f7ye5I8P83x7u8zTvXVuP9nl5oNddm9e4/n8CO+GqvjYncq3jmS+tSTyqSGOdzVxPKmP5WZHLBtDKWxNF3IgyEBAnKUoybYCEi1FCdAXxlVDCA+9g0RYq5HlYkyxlwVVwY40xrjSknCCupPHyD9hSqqDLJkOIhQfE1DnLUVLoDytwUq0hCpRHyBLc7Ac3VGqDKfocT7dgIEYZSpcBKSbCkjUEiJRU4gIdRGOywmwURDDSFYCDQlx5P+uBlMUEUFDIMBVWZZUc21i9VQ4qaNAlJ4yScZaFNgYUXvMgiZPKwajnJnO8udiWTRrdWlsN+dwsyWP3fZCHvaV8/RUNXtn6ngx2sCL0Wb2zrXzcryLV1NdvJ7t5vVsH6+me3k+1s7jM008PFXHne5ybrSVsNVUyJXydGZSQxmJcGc+PYydlgKeDTfwdqKDj9OdvJto5flIPXd7K9npruR2TzX3Buq5f6qe271VbLUWc6U+nytNxWx01rDWVsVyTR5TxamMZscykBRES+hxeqI9WKlKZXeggvsjNYzkROOkq4GUkBAqYgL05Q7ur8qryOOgroKVihIWygrYqavgoK6Ei4EGboZqOGsr4GGkjp+VLr6W2rgZqhBsb0BjVjBDdYl0F0VQHXWC7KMWJBlqkayjTbapBdlHDpHl40xuqCvFYc4UBziQeNwINxMNzNTVMNbRw8XJnpzEUM60FHNlvIPriz1cn+/kwlAl3fXpZOdkEJxRSFhhHUUtnZwZ6efKXC87SwPcWe5nZ/HvJJnaH9o35ztYn+tgbqiGxsJ4wjyPYG5oiJKCNrKyOkhLayMjq4W6miFO9kfJSoxltKuJzYVRHq3P83Jnlff3rvHl0WW+PJ7n6+Mxfn5+jt9fT/DrhwU+v13h8fNNdh7tsnP/NnduXmZvfoj3Q1V87k7ja3sSX5vj+FQfy9vaeB41RrPVGc3aUApbs0Uc8NMXJtpMlGQbEZKsBATrCeGmIYS7riRhlmpkHDOm0NOKyiBHGmNcaI53pz7yGAVeZiQfkiXFXkDhEVGqPSVo9JehLViJ1hBlmgPlaA6UoT1Mgf5Ydc4kaTMQpUy1mxiZZgLiNQ6QoCFMhIYAZ0UBVkriGMpKoCEutt9JISqKsqgoGgIBLkqyZFvokm2hQ4qJCsnGquRY6VFkZ0jNURPa/WwZTfZmoSCcy5XxbNSnc6Mll1ut+TzoKePF6TpejjTwZqyZtxNtvB5r4/VYB6/Hu3kz3cPb2R5eT/ewN9nFi4l2no+28HSogfsDVdzqKGOrvoCrxakspkYwFu3NSm4UdzuKeTHSwNuJdt5PdvB2vJ2Xo608Od3Ig8F6HgzU8XCogcdnWng80srdgTqut5ew3lbEZmc517sr2ewqY6O9mI22EtZbClmty+BidRKbrTnsDpZxb7iSscJo3Ay1kPl7JtGTlsBcUQYbZXkcNFSxVlPBTEkRS2VFbFTlOaqrwnFdVY5qKeBmoIKPhTY+5jq46qvhaaJBRZw3Iw2p9BZHUR7uSpq9MXFaqiSoaZBmaEqqgz2JbodJ9nEi28+RXC9r4pyMcDXUxFRdDRNdfdyPHKYw+STn2ku4NtnBjcU+rs91sjhUTmddKhlZafimFRCQV0tuYwdDQz2sznRxa6mXO8vd7Cx0cH22mY2pFjan29ha6GJtvoPZ09XU5cYQ6H4YYwMDFOU1kZXRQlZGGxl5bdQ1jDnm6Ex+ajzne5u4vniWRxuLvNi5zNs7V/n84BJfHs7z5dEoPz8/y+9vxvnl3SKf3q7y4Pk22492uXFvl7tbl9ibHeT9UBVfujP52pbIl8YY3ldF8qI8nDu1oay1hbM2nMLmfAkHvHVFOGkiINValBRLEcL0hHDXFMJNW4pgc3VSnIzJ97CmMtCRhig3GmPd9/1bPuYkO8qSbCtCzmFRylwF1PtI0BqsSGuwEq3BCrQEy9IaKktXpAID0Sr0RshT4yZKlrkIcRpCxKmLEKkm4LiyKFYqB9GXEUddVAR1gQANMTGUxASoiIrgrq5MiZ0JOcbqpOjKkWGqTqG9IQX2etQcNaY30JHx1ACWCqO5UpnMZn0m243Z7DTn8binkhen6nk13Mi7cy18HG/n/Xg778bbeTfewdvxDt6Mt/HqfCsvxlp5OdHBy/PtPBtq4H5PBTebiliryGI1P4mVjCgWUkK4VhTPg64S9s7U836ynQ9T++vtr8+18Xykmednmnh+tolno808O9/B3kQPLya6eXKujXsjjewMVnOzr4KdvnJ2+yv2j3yDVdzqLmarJYvr7Tns9BVz73QFM6XxeJvqIHdAGCWBGHoHJbFUlMNSSQ5bDWVsNFUwV5bDXFEGKyUZDmsq4qSlxBEtRVx1lfAwUsfDWBs3fQ08DNXJ8HOkryyG7sJISoKdSbQ2IFJViVhFFVJ0DUmwsuakkx2RLrYkn7Al3cWMSAcDnPU1MVFTx1TXAK9jTpSmRTHWWcbadBc3lvvYmm1n7lQprdXJxKWlcDwpH/esWlJqW+gf7ODidDs3FzvZXexgZ76N7dkWtqZa2Zpt4/piN2uzHUwPlFOdFYHv8UMY6OmjIK+OrLQGsjI6yMjpoKlljMtRZ4ozkxgfaGV7+TyPNpZ4cesib+9c5vP9Fb48mOHz41F+vBjljzeT/PpukY+vL3Pn+XU2Ht1h685t7l67wN5kzz4kfbl8bU/hU100r0tCeFjgy3alP5dbQrhyJoWt+RIOeGiLEG4kIMVGjBRLAeEGQpzQEMJF8yABJuokOJqQ525Nuf8haiNcaYz1oD7KmQJfS5Ic5UiwESHdTkCxsyh1XlI0BSjSEqxAS4gczSFytIQcpD1Ugq4wGTqDD1LtKkKmhTCxmkJEqwlxUk0ENxVxLJQOonNQDHVREbTExVEXE0dWRBh5EWGcVJWpOmpHsbkOiSpSZBqqUeJgRKGdHrXHTOgLdmIs2Y/FvCgulyWzWZPBdm0mtxvyeNxRzvOeal4O1PH+TAufz3fwebyDz39b4z+Ot/NhvI33E+28mejkzUQ3r8518GSgjrstpWxX53KtOIXL+QlcyoljJSuSjbJkHnaV8epMAx8n2/k828XHv+VyL8817zfyjrXwcrydvfFO9ia7eTXTx5v5Qd4unOLNXD8vpzvZG2vhxbkmXow28uxsHQ9PV3K3v4TdvmLu9pdxd7CSubJEAi0MkDsggqKIODqSUpjJy2OmKIu1uiJ22qpYqslhqiCFubwUDmpyOGrIc0RTEVc9Vdz01XA30OSEgSb+ZtrEu5hTl+JLQ1oAub5OxJnrEaGkQIy8IomaOkSbmRJoZ0mQkxUxzpYkHTUmzEYHJz01TNTUMdczxNvFibKMKMa6yrk23cX2hV7Wp1uZ6i+hrjyRkJQUrOPzcUyrJq6qiZ7+VlYmW9iea2Vnvo1bsy1sTzf/DUk71xd7WJtpZ7K3mPL0UDyP2KOvo4+CnDpyUprIyeggK6eDrq4xHi7HKc9LZfpUBzcujO8nyc0V3ty5yMf7y3x+MMGXx6P8uneeP95O8cu7Jd6+vMbtp9dZu7/Lxs4N7qzO8WK8gw9D1XwZKOBrRwYfaqPZKwrkTr4X6xW+XGoLYXU0lc3ZYg64aQoTbCggyUqcFEtRThqK4KkujKu6JL6GqsQ4GJPlakWJ/yFqwl1ojPGkPsqNYj9bkg+rEGspSoq1MPlOolS6y1Lvq0hLkALNwbI0BUnTFCBGS4CAtgAx2nwFVLkIk2EpTLSmMBEqBwhVE+GEqiSm8pJoSQrQPiiGxkEJ5AWiSAnvr6YYSUtRcNiaOidLktXkyNRVpsLBiBJbPeqPW9AbdISzcV7MZ0WwWpTARkUaN2uyuNOYz6O2Up51VrLXW8v74Va+nO/k01gHn6f2xXNfJrv5NNnNx6ke3k908+58N69H2njaW8tuQzFb5ZmslSRxtTiR1fx4LubGslWRxuOOMt4MN/JhYh+Sz7NdvJ/q4M1EGy/Pt/ByrIU3Ex28mezizXQ3r6d7eDPTx9vZAd7O9vFutocPc918nO3i/XQnbyfbeTPRysvzDTwdqebhqUru9JczXxpHqJXBfuuTQBxtiYMYycpjqiCPtZoS9lqqWKjIYSS/b5qxVZHGUV2Wo1qKuOqr4aqriru+Ol4GaoRY6RBzxJjcYCcKwl1IdrEh0kCDk7KyxMoqEq+hTbiJMT5WpvjZm3PyiDnxTsYEW+viqKuKsao65nrG+LodpTw7hvHeStZmutle6uXaZAvjPcVUFMXjE5eMQWQ+VinVxFU109vXysp4M9dnWrg108yN6ab/j6m37Kpy/9e3ZfakJrPo7lC6U0lJEZVSurtbulFExARbFBu7uzuWrl6/vfc7Oe4Hc+19/x98x/X8GuMYnz5Prh/u5dqRnVw7Osz1E2NcXurn4GgtDQWpRAd4Y2tlh1JhiYmRFQpDSxQKKxzsXYmPiaa9toSjs6PcPHuAp9dO8Ob2WT7eP8vXxyf5/vQgP1/s4z/vDvJfn47w+6fTvHtzhTvPbnLpwR0u31jl3unDvDowyNe5Dn5M1/NjuIwvXdm8aEzhTkMC5zsSWR7N4PxCEVcW61gTYSEgyV5EjruIAk8xW51ExJmLiDCTE2uvIXOdAyWRXtQl+tOWHk53VgxdWVE0JvpRFGRNtqecfC89yv2FNEYY0hmrom+jkt5kY3qS5PQkiOmJE9IXL6QvTkBLuJASTyFbrQRkqPVI1gqIVMtwMZZhoy/B1kgftUyMgVCAvkCAgUAPM6mEra62dId6UetmRY2rOa3+TjT6OdAT4cl4cjBzW6I5WpzGuZpsrtRv52ZbqQ6SgQZeDrfwdryTz7sH+b5vlO8HRvlxZJLfFnfx4/AU3w5N8vXIJN8OT/B1/ygf5wZ4Nd7J/e5arreWcLWlgEtN+azU5LBSlc1qUwGP+2t5O9PJp4VBvh0e5duRUb4cGeXjkRHeHxzkw8EhPh8e5euRcb4dneDL4gSfDo/z8dAIHw4N/Z+99delUb4ujfLtqA6YT0cGeHegh+dzHdyfauR4czabvB103n9iMdYyOY5GClyUSrw0arzNNHhoFDiZGOCo0MdDbYCvmRFBViZE2GmJtNUSbaslzkHLZh87dkR7UBTnzY5oXSs6w1xFllxOtpEJ2ZY2pDs7s8HThQQ/d7JC15Ib6kGqtyMBduY4mVngbu9KYkwYrZU5HJlq5+rSGDeOT3Dh4E7mR2qoqcghLDMPbUYVLts7yG7byeREP2f393H9cB83D3ZzY38n1/Z3cu1QL6tHh7h2YoRLiztZGKqmOieJSL+12JjboDS2wMTQCoWhBUoTK5wcPNgYG0dXQznH58a4cXaBp9eP8fb2Mh8fnOXb0xP8eLqfP17t478/HOK/Py/x68czvHl9mZtPbnLxzm0uXr3A3WMLvN43yLc97fw63cTP4XI+d+fwrDmV681JnO1JYnl8E+fni7hwsIY14eZ6xNsIyXIRsN1dzDZHCXHmIkK0UqKtVaR72lIY7kltvB+tKSF0ZkbSuTmCxkR/SoPtyPMyIM9TQKmPkPpQGW0xxnQnGNOz0YiuBBmdsSI6YoS0xwjpiBHSFCaixEvINlsBGaZ6xGsFBChEOBpKsDOQYWNogEKkh6FQDwOBQLeOIRYTa6WlPcCFzkBnWnztaPZ3oCHAnq4IdyaSg5jbEsliwUaWK7dwsSaXm60lPOip5ml/A6+GW3g31sHnXQN8nR/l58EJfl+c4felWX49OsvPpVl+HtvFz6NT/HJ4jM/zg7ye6OBBXw03O0q50riDs9XbOFO+lXMV27hav4OHvdW8mezg89wg3xZG+XZojK+L43xZmuDz4jhfjozzbXGC70s6Da/vi+N8Wxzn29IY35ZG+L40wvejY/xybJxfjo3z49gkP45N8mVphA+HB3iz0M3T2RaWO7aT5eeiM8cUi7CSSXA0NsZdqcRTrcJLo8JDbYKziSH2RjJcVAZ4mhrha2Gss4yzNyXaXkOck4bsECcaMsMojvchy8eeNHtz0kwMyJLKyDY2YYuVNSkuTmxY50ZSiDfZMf5sj/ElLdCNQEcrnMytcHd0JXlDOO3V+SxOd3B1aZQbR8dYWehh10ApJcVb8U7LRT+lEqe8NvJae5kZ38nZvT1cmW/n6u5GrszUcWV3A1cX2lld6ufa8WEuHNrJ3oEKyrfEEebtjrWpFUojc0wMLFEYWaJW2eLi5EFaQjx9zZWcnB/l5vI+nqwu8eb2aT4+OMO3p8f49dkC/7xa4H8+HuF/Ph/n5/tlXry8yOqjG5y/eZMLF89yZ3Evb/cM8H1XO79ONfLLQAkfOrbwqCmZK80JnOiK59hwGqdnt3NmroI1IeYCNlgLyXAQkOcsYauDlHhzISEaERGWRiS7W7I92IXq9etoSQqgMyOczs3hNG0MpDTMkXxvBfleQkq9hdQHi2mJktGVYEDPRkO64mW0bxDREi2kOUJAa6SIxlAxZeuE5DkKybAQEqUR4WEoxFZfjL2RPrZGBiiFQhRCEcZCAQZ6AowFQnyVRjT7OdMb7EJXqDPNQY40BTrQHenJeHIgezaHc3h7Imcqt3CpPp8brSU86K7mxWAjb0ZaeT/epYNk7yg/D0zw++Fpfj86y+8n9vLHyXn+PLWX30/s4ufiBJ/3DfJ6qoOHAzVcay7kdMkmDmcnsJSXwnLJFlbrCnnUW8/byW6+7Bnm674Rvh7URY2vS5N8XZzm2+IU35em+HF8mp/HpvllaYLvS+M6/8XjE/x6fJLfT87olBxPzfDHqd38fmo3349P8HlphA8H+3k518Gl3lK2h3phLhahEQmwlotxUhjirjLBQ63EQ2WCm8IIB0M5doZynYe92pC1psZE2Juz3smcDU6mxDlp2RLkQE9BIjWpoaS7WrDRTEGyvpRMqZQchYKt1lZsdHNig78HKVEB5CWGUZgUQkaYN0HO9jhZ2ODh5EZabATd1Ts4OtXJ1SOjXD86wtn5Tia6C8jP34xLUg6SpAqc89soaO1h11gPZ3Z3sDJRy7mBEs72FbIyUsalPY1cXexj9fgw5/Z3s7uvlJLMDYSudcNKa4VKYYHS2AoThSVatT0eLh5kJicw2FbNqflRbi/P8+TKIq9vn+Ljw9N8e3KMX58v8J/X+/nvj0f478/H+eXdGZ6+OM+VB6us3LzG5ZXT3D20m3e7e/k+1cKP0Sq+9mznfXMGD+oSONsQw/6maOa7Ezkykc3R6RLWBJnpEW0pINVaQLajhM32YuLMBYRqhYSZ65PkYkp+gD2VUe40JfrRkRFKR2YYzamBlEQ6k++nYruXmBJvIXVBQloiJXQn6iDpTtSnI05KS4yYlgghbREiGkNEVPoK2eEqIc1KSqBajpOhFBu5BAcjOXYKA9T/6m2ZCIUYrdHDUE+IrVxKiactPUH2dIc50x7qSkuQC70xaxlPDmbXphAO5seyXLmFq407uNNWwsPuap4PNfF2rJ0PE9182T3I97lRfsyP8+vCFL8enuG3Y3v48+Q+/j6znz9O7uXn4hRfFoZ4NdXO7c4ylks3s5ARzUxcAPMp0ZzM38S1+mKe9DfzdqqPT3uG+LJ3mM8Lw3w+OMLH/SN8PDDG58Pj/HJ0il9P7OLXE7v4cXSan0tT/HZsRmdrfXIPf52a45/lOf5enuPvM3P8eXoPP0/M8O3oBB8PDvF6bw83B6upXO+PjUyCqUiAnb4EJ2N9XBSGuKkUuCsVuBgZYiuXYmMgw0GhExr30BgRZm/GeiedB0iMg4ZUb2t2lqbSX5LOFk9b4k3kJMskbJJIyFYYs9XakiR3JzYEepIaG8yO9PUUp8eQERlEgJsrTpb2rHVyIyM2gt6a7Ryd1kGyujTMqbkORtsK2LJ1E7ax2YjiK3HP66S4vZfdY52cmmzi9EApx1uzOd68lVO9O7gwU8+Vw72sHhvi7L5OpruK2ZEeRaCHCxZaK1QKS1QKK1TGFpip7Vjn7snW1ERGOupY3j/O3bMLPLu6xLs7Z/j86AzfHh/l57MF/n69wH+9P8R/Ph3j27vTPH52kSv3rnL+5mWunT3Ow4OTvNvdwdfxBr4NlPGlPZv3NancKd/AsbJQZirDGG9ez77BLA6OFrAm0FRAuJmQZEsBWxxEbLITEGeuR6hWSKiZPvFOWnL97SiLdKEu0Ye2jCDaM4NpTvOnLMaJPD8l+Z4iir2F1AQJaYmW0pVgQG+SIT2J+nTEyWhbL6UlUkRruIjGYAE1/kIKPGUkWhrgpTTAzkCKtUyEnYEUOxMD1FIJarEEpVCIkZ7u+EolFbPFxYqdYc50BTnQEeJCa4grPdFejCT6M5Xqz75tUZwqSedybS532kt52FPNs4FG3o628WGiiy8z/XzbNcz32RF+zo/z64EpflvczZ8n9vL36f38cWqeH4vTfJzt4057GacLM1jcGs9sfCATkWvZHR/CiZx0btQX83SgiTfTPXyaHeTL3DBf5of5tG+YN7M7eTXby6cDQ/w8OsUfJ/fwx4m9/Hpslt+O7uKP47P8eXKev04v8PfyAv+cW+Cfs/v468xe/ji1hx/HZ/i6OM6nQyO8W+jn9nAN1ev9cJRLsRSLsDeU4ajQx8nEABelEe4qY5yNDLGWSrGSSbE3lOFgJMNDoyDUzoINLtZE2poSbq1kg4uWhq3RTNRnUxjkRqJCTqpMF0m2KIzJtDIn3s2RmABP0uJCKdwcR0lmPBkxYfi5u+NkZY+3sxuZ8ZH01e/g2EwnV4+MsLo0zInd7fQ3FpC6aRPAP0oPAAAgAElEQVRmMdmI4qpYl9dFRWcvc2PtnByv50R3IUdqN3GkJp3jnfmcn67n6uFerh0b4uzeTsbbCshNDsPX1QFztSUq4/99FlhobfH19CIvI4Xx7kbOHZri/spBXlw7wYd75/j66DTfHh7hx9N5/nq1h/96f4C/Px7l85vTPHpykdW7q1y6cZHbZ5d4cmCUD7va+Dpez/fBUr60bOVdxUZuFURzdEcQk8VBjNRHM7dzM/uGdrDGXysk2FRAgqUemxwEZDjo6SDRCAnWyomzV7PF25qiMGdq49bRkhpAW0YQLWl+VG5wJt9PSZ6nkGJvATXBQpqjpXTFG9CdKKcrQUJ7nJT2DTJaokQ0hQtpDBZQGygi31NGlKk+zgo5VvpirKRCbORi7BT6aKVi1GIxKoEQYz3d2a6RSMR6azP6wz3pDnSgPciJ1lBX3Yp8vC+Tyf7MbQ7j2I4kLlRt4XZ7KQ96qnnW38Cb0TY+Tvbweaqfz5P9fJkZ5Of8BL/vn+b3Q7v4/chuflua5delXXxdGOZBVyVHs2I5kBrF0W2JzCeHMxXjy1xiGKdy07ndWMrzoWbezvTyac8AX/YO8W1hlE/7hnm1q4cX0528m+vjx+Ikf59e4D/Lh/jz1H5+Pz7HHyfm+PP0Pv5aPsDfZw/yz7lD/OfcAf5ZnuePU7v5cWzq307bKB8WBrgzXEtVlA9OUgk2UjH2RjIcjOU4GuvjqjTES2OCo5ER5mIJFhIxtnIJjoYy1mpVhNiaE+NsTZSdOeFWSiJtFWSHuzBYmkZZ+FqSVfpkGEjZIpeSpTAi1dKUaFc7Iv09SY8LoygznpJNcaRHh+Dn6oajlR3eru5sToxhZ2MBx3d3sro4wtXFQY7OtNBTt4OklE1oI7ORxFcSsKOLuu5+Fia7OT3RwPHOQg5Wp3KgKpljHXk6SBZ7WT02yOm5Nkaa88hODMHb2R4zpQ4OpbE5KmMLLE3tCPRaR8HmVKZ7mrhwcIqHK4d4fe0kn+6d4evDY3x7eIBfnuzmzxe7+O93C/z5YYkPr0/z4PElrt1dZfXGBe6fPczLA6N82tXO98kGvg+W8rlpK29KEridG8aJ3AD2FAcy1bSe/UNbWRgpYI2vWkCQqR4xlnqk2gtIdxAQZyEgVC0kSCNlva0JGV4WFAU7Urt+Lc0b/WlND6Al3Y/qWFcKAjTkeQgpXiegLlhEc5SEznh9OhNkdMSLaIsV0bZeTGu0mKZICU1hUhqC9clykuGrlGBvJMVSLsJCKsRKJsLGSIapVIxapPPuNtYT6oQgBEIcjQwo83aiJ8SVjlAXWsPc6I7yYjjRj8nUAOYyw1jKT2ClIovbrcU86qnmaX89b8ba+DjVw8fJPj5O7OTb7mF+zk/w674Jfuwd59vcKF/2DPFhdw+Pd9Zwcls8uyLXcTgjhuWiTBa3JrAnIYT5pAhO5aVzt7WC1+MdfJob4tu+UX7ZP8ovh8b4vH+YN7v7eDndw/OpLj7MD/PHyX3859wR/nPuCH+fOcjfpxf46/R+/j5zkP+cPcx/nTvMf84e4O8zupro16NTfD8ywcf9w7yf7+dWfw1lIWtxkuggsTOQ6kAxkuOmNMJLq8TeSB+tWISpWISNvgQXY328tUqCbEwJsTUlxFpDmJWSaDsT0tZZ0LApksJgN1I1BmQay9hiIGOTwogkC1MiXOyI8PMgY30wRekxFKVEkRrmj5+TC85W9vh5eLI1JZahlmJO7ulkdWmYq0cGWJxsoqN6O4nJmWgitiGLryC0sIvGvn4O7urhzFQzJ3qKOViTxv7qFI525nJ+Vz1Xj/RydXGAk7MtDDZksyU+mLWOOkiURuYojUxRGpljZWpHqPc6yralsaevgcsHRnl4Zh8vLy/y/uYSn+8e5NuDvfzyeIY/ns/wn3cL/PFhifevT/Pw0WWu31nlxo0VHi8f4u3+Eb7MdvDLdAPfB0r52LCVlzs2cGdLEMvZARypCmd/70aOTedzcOxfSAK1ekRZ6pFsJyTNVkiCpZAIjYhAtYgIK0PSPM0oDLKnOtqTpkRf2tL9aUnzpSbOjcIgLbmeIorWCqkJFNEUIaZ9ve4Qq3WDiJb1QtpiRLTFyGiNMaQl0oTGECUbreV4KqTY64uxkouxEAuxkIqx1JdgJpWgEf2/kUSIvkCEgVCIv1ZNpa8r7RFraY/woCvSi5FEXyZS/JnNCOVwTixnSzdxo2EH9zsqeLyzjtdjbbyf7ObDeA+fpgb4NjvEt7lBvs4O8mGql3djXbwebuXpzjouV21lT4w306EeHN0az9niTE7lJXMwNYq5hFCWtiRxr72K99N9/LJ/nD+PzvLXiT38ODzBx30DvNvbx9u5Pp6Mt/N0tJMv+yf5/cQ+/jp9gH/OHOQ/y4f458wh/lk+xH+fPcL/nDvIP8v7+OPEbn5dmuTHkXG+HRjl/dwAr3d3c6m9hHwfNxwkEqylYmz0xdgZ6tIqVxMDPDXG2BnK0YiEaCRCrPUluCr08daaEGKrM/L0N1cSbK5gvb2aZA8LcsLc2LbWhnQzQzKUMjIVctJVxiRamBPhaEeEtytpET5sjw8iPzaAJD8PfOzscbW2JcjLi7z0eEbbSjgz18W1xWGuHhpkcayR9qpcEpLT0URtwyChkoiiLpoGejk828W53S2cHihjsTmLQ02ZHOvdzsquBq4c6uXK4Z0cn2mityaLjA3+eNrbYaa0xMRQi8JQi9LYDBsLeyJ8vanJS+PAQC2r+3dy99g4j87M8PzCLG9X9/D59gy/PJrk9xe7+OvtAX59f5S3r07y8NFFbty5xo1rKzw5fYB3CwN8mWvnl+l6vveX8b42i+fZUdzZFMhKXjAnmzZwfDyLM3PFHB4vYI2vVkiAVo9IcwGJ1iJSbYQkWoqI0ooIUAkIMZeT4qZle6Ad5VFuNCb40JYaSEuqH7XxnhQEmZHtKSHfS0iZn4iaYCEN4UIaI0Q0RupeS5SY1hhD2taraIvSUhesJsZMhpuRFFuZECu5GHOxCHOpWCdzKpNgLhGjEggw/ldjy0AgQrxGD0ORmACtmlwPBxqC3eiKWstQvA/jG/3ZlRLE/s2RnCpI4UptNjdbinjQU82L4WbejnXwbqyTz9O9fNnVx6fdXXyYbufVSCPP++t42lfL475aVuvyObAxjOkQT/bFB7M/OZw9GwKYCF3HSKAXs+uDWa3awYfpnXybH+XHwUl+XZzhy75B3uzq5O2ebt7v6eX5aDsP+5p4MdbFp70j/Dg0zR/H9/DXqX38ffrAv2+Bf07v5a9Te/jt6DQ/Do/z/eAon/fpItLzqVaO12wjzc0OG6nOp9xaLtKBYiDB2ViKm9IAW0M5GrEIlVCIlUwHyTqNMUE2ZoTaWRJgpiTIzJgYew0pXtak+9iQ7qIh1UyfNKWUTKUB6RoliRbmRDraEOllT0qgK9nhnmwNcSPWww4fa0vcLS0JXefOjk2xTLQXszzbwbVDg1w90MeRkTo6KnKIT07DNCobVVINMcVdtA70sDTbzcW5Vs5PVnGmv4DjvXmcGC5hZXcjFw90cfFgN0uTdXRWZJAc7Y27rQ1ahTnGhloUBlpUxmbYW9qxIcCHlsIUjo6Uc31fKzcPdHLrUDd3j/bz9NwI766N8PXBOL+/mOXPtwf4+e4Yb16e4v6jS9y8vcqty8s8PbGH9/O9fNndyveJOr73lvCuIp1nm8O5kx7E+e1hnG5PYHl3Dmf3VXBotEgHib9Wj3AzIbGWQpL/hSRSI8RfpUewmYwkJw25/naURrrSEOdNW3IQrSmB1MWtpSDQimxPQ3I8RBSsFVDhL6AmWEBdsIDaYAG1IUIawsQ0RBnSHKOkOVpNsbeCELUYFwMx9jIRlnIRZlIR5hIBljIR5lKRbtFRJMZIIMJgjRBDgRjpGiGiNXooBAJ8jQ0o8LKnK9qHgVg/xpMC2JUSxHxGGCe2J3KhajPXmgu4113Ns8EmXo2082a8gw9THXyc7uDdZDOvRmp50l/B/Z5yHvZW8miglrtdFVws3cqBxBBGfR3pcTanxVZFjakxteZKet1tWdwUz8OuOl4Mt/N8qI2XY+08HqjjVnsRdzvLeD7UxIvhNh72NnC/u5pngw28n+nm+/4RfjsyzR9Ls/9XA/22NMNvSzP8PDLJ94NjfFkY5sPefl7OdPJ4vJ65go1E2WixkIqw0ZdiI9dFE3tDCU5GUlwU+tgYylGLRagFQqxkUtxUhqzTGuFnqSLY1pxAcxWBpkZE2atI8bYl3ceGZCclyWZy0lQyMlWGpGmVJFqaEu1oSbSHFck+1mT52ZLpbc16ZzP8LDV4W5sS7eNC8aYYploKODPdyNV9XVze28ahwUray7KJT96EVVQuFgk1xBa107Gzh2Oz3VxZ6ODq3mYuzVRzdqKM05OVnNvdyIWFdlYWOjg0WklrSSqJYetwsbZGY2yGwtAchYEZSiMzHC3sSAz2pqskgZNj+VzbW8m1PVVc2V3D1b0N3D3WxqvLvXy5N8rvz2f56+1Bfn17gtfPz3Lv4RVu3LjK7QsnebY4xfvZLj5NNvJtuIpv7Tt4W5TM04xQbqeHcKEgkuWuJFb2bmdlvpqDQ6Ws8dUI8NPoEawVsN5CQKK1gHhLAZFqAQFqIYGmcuIcNGzxsaUkzIX6WN28pC05iPrYdRQF2pLtqWCbq5h8dz1KfYRUBwqoCdSjOkCP6kAB1UEiakJl1IbJqQwxJM1Bjq+JCFcDEY5yyb9C2SLMxHqYSwWYS0SYiiWoxWKMBaJ/9bZEyPVESNboZieO+jKynC3pjvZlaEMAE0mBzKQEsjcjmBM74rhQnclq8w7udlfypL+B58MtvBhr4uVYA69GG3g2WM2jneXc7yvjTncpdzpLuNddxr2ucu62FnOpJJP9sYH0u1nTZKmgSi2jWmtAm4OWXVH+nNmxmQuVeVyrL+R2cwmXKrZwfFsCp/JSuNVczPPhFp4NNXK3s5g7bdt5NljD++kuvu4d5JeFUb7vH+OXA+N83z/B9/3jfNs/ypf5QT7O7eTtbDfPp9q4N1jFQEY4/hojrGQSbPR1Wwk2BhIcjHRdLAdjfawMZWjEuhrOQibFXW2Mj7kCfysVQbZmBJir8Dc1JMxWQZKXNek+diQ5qthoLidNLWeT2oA0UyMSrZSsdzJlvbspyV5qNnlpSHdXsd7BmGArQ0LtVCT5OlCRFspkbRbHhkpYma7h7GQ1813bad6RTlJiKg6R2TjEl7OxsImevg6Oz7azeqCLWwc7ub6vmYt76ji3u46VuWYuHOhgZaGT/UPlNBYkERfshbO1FWoTM90w0dAclbE5TlY2pIR70FsWw6mxLK7N7uDKZAHnx4q4sKuCW0caeHGxm693R/nj+R7+enuYn+9O8OrZCrceXOHa9UvcWjnK04NjvJtq59NIDd/6SvjWsI23+fE8SQ3mZnowF4qiOduXxvm9RZzdU8V8b6GuJvFR6xGg0SPKTECCtYAESwHRGgGBahH+GhnRdioyvKwoCnGmdv1amuJ9aUsKoD7Wm5Jge7K9TNjqIibPTTd5rw4SUBsioCZIQFWQgIpAEeX+Ikr9hOR4Sok2l7NWKcLFUIi9XIyNXIylTISpWA9ziQ4SrUiXPpgIRBjq6aGvp9MGlq7RSQ5Z68tIsTejO8qXsdgApjcGMJPix95NgZwsjOdC7WZWW/K53VnK/d5KHvZXcr+/jPs7y7jXU8adzmJudRRyq6uIG+2F3Gjezq2WAu61l3CvvZg7LUVcq8rl5LaN7NkQxFiwB6NBbowEujId5cf+9FgOb03kfMU2bjYWcqViKyuFGVypyOZ+ZyUvR5t5Pd7Mo74ybjRt5X5nAS+GG3g33c2nPf18nR/k6/wQn+YG+TQ3yOe9Q3yaG+D9bA+vd3XwZKKZKx2F1EavxUshx1omw1Zfjq2+FFsDCQ7GcuwMZdga6WNpIEMjEaERCTGXinBTGeFrriLQSk2wtSm+pib4mRoSbGFMgqslGd4OJDppSLQwIE1rQIZGnzStARutjYlzUhLvZkKKuxGZ7kZkuBmS5CQn1l5OgpOCzb5WVCV4MVQQw96mDA51ZnOoI4fJ6nRqs2LYuD6GteGp+CRsZ0tBNf3dDRzf3cTq/k7uHOzk1oF2rsw3cWGuiYsLbVw53MOF/V0sDFRQn5dAbIAHztaWaJWmqBWmqI3NMFVa4GZnyaZIF/rLwjkzksr1mWwuj2azMpzPhekybh9p4OXFbr7dn+Cvl3P89e4wv7w7wYvn57n54DI3rq1w68xhnuwb4u1oI5/7y/jWsZ2v1Zt4k7OBRymB3NgUzPmyDSwPbGJlTzEnp8uYbMpmjY9agLdKDz+NgHAzAXGWeiRYCIjWCghUCfFVSwi3NiLVw4KCYCdqor1ojPOhNTGA+jgfSsMcyVmnYpubnHx3AeU+QqpDhNSFCakPE1ETLKAiQECJj4AdXnqk20sJNzVgrVKIs7Euv7aSS7CQitCK9DAVCzCTCNCKhKiFQkwEQowFuj0umUCn6ijT00MjEbHBRkN7lC8jcf5MJfkzk+LHfFYwJ0sSudK4jVudhdzuKuF2dwm3e4q43rGd6+0F3Owo4mZHEdfbClht2c5qUx6rDbncaMzjdlsBd7tKuNtVzp3OSm63lbNav4OV0izOFmVypiCDY7nJnMhPZaViGzfby7jXU8X9rgqe9NbwYrCJlyPNvBxt5OV4M0+GarnelM21hi087Cnn5UgL76a6+DTbx6c9/XzY3c+H2UE+7Rniw+wAb3d183KqlYej9Ryt3sxWbzsc9cVYycTYGsiwNZRhayDFzkj3tTWSY2GgiyQaoQBzsRAXEyN8zdUEWGoJsNTirTXGV2tAsJkxsfZmZKy1J9nVnARrBanmRmwyMyTd3IAUGyOSHA1JdjEgw82ALDd9stzlZLrJ2OQqZ7OHEXl+Gqpi7OjKWMtwfiiTJTFMFG9gZ04kFYl+pIb7EhkSRmxsKsW5OYy0FnNsvIrLe5q4Nt/Mtfkmrsw1cmm+hauHurm+uJNLB3rYN1hJTU4C6/3ccbGyxFJtiqVKi4WJFiu1JZ52FmRFOzNUEc7yUDLXpzZzaTSLlaFsLs2Ucm+piTdX+vjxcIq/X8/z17tDfH9ziufPL3D7wUVuri5z5+QCT2d7eDdUzefuHXxuyeZTRSovt8bwIDmQ65nBrFRt4PTwJs7M5HNgIJ+uokTW+GhE+KgE+GmEhJkJiLX4FxJTPYKUAnzVYkKsDElxNyU/0J7KKA+aYn1pSwikMc6XsjAncn20ZLsbkO+hR7mvgJoQAfWhQhrDRNSGCKj0F1CyTo88Dz1SbaUEa+SsUwpxMZFgbSDBSqaTE1IL16AWrsFULMBUJEQjFKEU6jza5QKdPrBUTw+p3hoUIgHhFiqaI30ZjPdnPNGf6dQAFraEc7oslett23kwWMmDoWruDVRwt6+cG53F3O4p597Oam73VnCjo5DVlnxWG/O41pjP9ebt3Gzdwe3OEu72VnC3p5J7vVU86K3iblcFd7uredhXz52Ocm60FHK/r5rHo008Gmni2WgzL8fbeDnWyvPhRp4N1/N8tJmnw43caC/gQnUmN5p38KSvlpcjzbydaOP9VCfvp7p5P9PH+107eTPTy4upDp6MN3Grv4LRLTFE26qxk4uwkomwNdI5gVnrS7DRl2Atl2BjIMNCX4paLEIjEmEpleBobMA6UyW+5hp8LdSs1RrirZETbG5EpI2KJBdzUtzMSLRXkWptwmZrEzKtjUizlZPuKGOTi5wsN322ecjJ8dQnx1NGjpeMPG9DigKUVEVY0BzvQFeqG32bPOndtI7WZC/KYlzZFuLCpmAPtsWEULMllpHqDA715LE8UszKeBkrk+VcmK7i4lwzqwe7uXFkJ5f2d7F3ZymV2zYQ5eOMs6U51hpTbNRarJVabNSWrLWzJCvaheHKCJYHk7k2tZmL41msjGRzdXcJj0808/HaAL892cU/bxf4690hvr05xbNnF7hz/wK3rp7h3rE5ns208b6/lC9tOXxu3MKH0hSeb4nmfnIgV7cGsVIXw8mRNJaGMxlvTKUiI4g13hoR3moRviohoVoBseYCEsyFRJmuIcBEDx+VmGALfZJc1GT72VIW4U5DnA8tif40xPtRHu5Gvq8529z1yfcQUu4roDZYj4ZQIQ2hIuqChVQHCCn2EZLnqUeKnZAgjRg/jRR3hVQ3bZeKsBALUQv0UIn0MJcIMRMJ0f4/kBgIBMj0BP/aMOhhJBAQoDahLnQdgwn+jCcFMJ0SxL6scJYrMrjZXcyTiUZezrbzek8bzyebuDdQzb2BKm71lHOtvZArLblcbszhSn0e15sKudVazO22Ym53lHCvu5z7veXc76vg0UA1T4cbeDLcwtOhVh71N3C/t5rHQw08n+7g+UwnL2c6eTndybPxVp6NNPJspJGnQ408Hmrgbm8Fl+q2cqk6i7vtRTzpr+LFcB2vRht4PdbEm4lWXk908GK8g8ejzdwbqmO5OY+KSE/WqfSxlUuwkguxMZD8a9stwkYuwUomwUouxVwuQSUWoZXoOoN2hnLcVMb4mKrwNVfhqTbASy0nyMKYCBsT1tuZkOSsIclBSYqtkkw7FZvtjdnspM8WFznbXOXkuEvJ9ZKxfa0BO9bKKVgnpdBHTlmgguowUxqjrWmLs6Uj0Y72JEca45yojLKnKMSOolAHSmLcaUjzYTA/gtnqRA62pLLUsZlj3Vs52Z/P8ng5l+aauLrQwbnZRvZ0bKdycxTR3o64Wphiq9Zgq9JibaLFVm2Ot70lW2PcGKmMZnkwndXJrVwc3cb5kRxWZ0t4crKZT9eH+O2pDpLf3x3my+sTPHtyntv3znPnyikeHp3l+WQr73sK+dKczef6LN4Xb+TZlijupQRwJTeY803rOTGYwkLXRjoKIslZ78GadWoR69QifFQigjVCYkwFxJkJiTLVI0Cph7dSRICpjDhHFVt9bCiJcKM2zof6RD/qEnypiPRgh68l2zwM2e4pptxXSE2ggPoQIfUhQmoChVQFiCnyEZG/Tkyqg4goSznh1go8FFIcDSVYiYVYiIVohEJdyiARYS7W1SVKkRCFSIihQLeeoku59DDUE+BhZEh5gCdDiX5MJAcykxLEfGYYZ8rSuNVdwvNdbXw42M/XxSE+Hejl2XQD94YquNiwjdNFyRzbHs/RvDiO5iRyansG54q3crkyl9W67VxvLOBmSyG324t50FvB0+FGXkx08XKih2ejHTweauH5WAdvZnfyek8vL3d18mKmk2eTbbyYaOXFeAuPB+t40F/Dw4FabrQXcK4ijYvVGdzu2MGjgQqejtTwbLiGZ8N1PBtu4PFgI3f7a7nWW8mewo2keVribKyPjb4MK5kYa5kEG5kYG7muHWwll2BtIMNcKkUtEqMV6yCxMZDhbGKEl8aEdVoTPFWGeJrICDJTEG2jJtZeTZKLhnh7BUm2CjIclWQ5K9jmakSOuz757nK2e0rZsVZK0Tp9itfJKV4npcRHSmWgMbWhGpoizGmNsaQ91oq2ODuaN9hTF21HTYQN1eG2VEfb0ZTgSF+6FyM5AUwXhTBbFsneyvUcqE9iqWMzZ4aLODdZwfGhYqbrM6nKCCHBxwFfKy2uWjVOGi32Si1OGlMCnazJi/VirCaB5eFtXBnP4+JwLueHc7m2u4RHxxr5sDrAzycz/Pl6Hz/fHeHDy+M8frjCzdvnuXP5BI8OT/NitJH3bbl8rN/Ch6oM3hYk8DQrgntpAVzdHsr5ljiO7Uxid9MGqjf7kh7syBpvtYS1agE+KiFBagFRWgFxpkI2aPUIVurhbSLAVyMlxl5NlrctRWFuVMf6UpfoR32CDxVR7uzws2abpzH5HiLKfERU++tawHVBgv8fEl8x2331SXfRJ9HRhFhnU9aZSHExFGP5v+mVQIhGINA5XsnEaCVilGIRCrHgX0h0KyryNXror9HDViYnd60TQwk+TKUEsSs1mPlNoZwoTOJ6RyEvd3fw5fAQP06M8/3YMG/3tfFkqoZrLXnMbQymfZ0NPQFODIV4MBK8lqnIAOYTIjmyKYHjOSmc3pHOSvFmrlTncKOllHt9jTwd7eL5RC/Pxnt4MdHLy6leXkx182yynRfTnbyY7ODFZBvPJ5p4PFzPw8FaHg/Vc3+gisstOZytSOVSbSa3Owu5v7OC+zureNhfzYOd1dztqeJWTyXn24voSA4iwkqBg8IQa305NlIptjIptnIxVjIRlnIx1gYybAwMMJNIUQtFaERiLKQSbAzkOJkY4qFW4Kk2xktliJdCSoBanwhLJXGOpiS7mxHvaEK8vYJ0JxM2uyrY5m5MnocBO7z0KVono9hbplP39JFT7iOnwlef6gBjakPVNESY0hqtA6VtvQ2t6+1oXm9DU7QVTVGWNMVY0RpnQ0+SPf3pLoxs8WIsex2Tub7sLghmviKaQ00pLLVncqApjfGS9dSneJPlb8cGJy0hNir8LFV4m6vwtdKy3sue0hR/puvTWR4q4PJYIRdH8rg4nMfNXaU8Wmrg7aVevj+Y4rfn83x7fYhXz05w794KqzfOc/PCMe7vG+dFbzVv6jbztiKFtyWJvM5fz9OsUO5m+HGlIJjzbXEs7UxkojaK4mRPkn0dWOOjkbJWJcBbKSRAJSRKKyTeTEisVo9QlQAfEwE+aimRtioy19qyI8SVig3e1CX6URfvS3mkOwUBNmR7Ksh1E1GyVkiVn4DaIAF1QUKqA0RUBUgp9ZNR4GfIJndDNjobE+ukxE8lxVVfhJVUhEqoh1Kgh0ogwPRfWzgzqQSNWIxCrEu5DPWEGOjpob9mDbI1a9BIRCQ7WDAQ581Mehi7N4Wxb1MYS3lxXG7K4+lkC58PDfLbqUl+PTXB+wOdvNhVz+PBKg5nxVFuraHO3Y7x2CB6A9wZDPZiKiaQ2aRw9iSFscA8fpMAACAASURBVG9jBPuTIzmyOY7TBZmcq8jjSmMFtzsbudvbwp3uJu501nOzrYpbHVU86Kvj8WAjT4YbeTpSz+PhBh7++x6NNfJgpJZrbXlcqM5gtTmHm13F3Oot4+7OSu7trOJ2TwU3eio4WruNgiBnvFUy7I30sZLJsJJKsJZJsJaJsZSLsTKQYGdsgJ2RIaYSGUqhCLVIhJlEgq2RHEcTAzw0JniqjfFU6uOpkOCtlBJsZsQGBw0b3UxJdFGT4Kgk2UFBhrMR29yNyfc0pmidIeU+BlT6GVDhJ6fST2fPUe1vQE2AEbXBShrCNbREmdEWbUF7tCXtMTa0rbemLcaS1hhz2jZY0BVnQ2+iLTtTHBjMcGE4w5WxTHcmtq1lKs+P3YUhzJVGMFsczmheAO0p7pRH2JDrZ0aml4ZUNxWJrioS3LVkBTvRlBXKbEMmywNFXBop5NJIPldH8rm7q4wni/W8Od/Ft7sT/PpkL59eHOTZ4xPcvrvClWsrXDt7hLuzgzxrL+VFeQqvCmN5vT2GV9mRPMkM4lamD5eKgzjfGcdifxKj1ZEUJngQ62HNGm+VmLVKIetMRPirRERohcSa6SJJmEqAj0KAj0pKmLWSNA9rtgc5Ux7jRV2CH7VxflREebIjwJpsTyNyXYUUewqo8BFQ7S+gJkBEtb+YKn8p5X76FPgastnTgBQnQ+JsDAg0EeGuL8ZWLkYrFOhavkIhGrEIS7kMS5kYM7H4/6bJxgLBv+1gPaRr1mAsFBBqbkLX+rXMZISzZ0s0C9tiOJwby7nKzdwfrOLdQhe/nhrj9zMTfDjYzbPpWl6M1XKzqYCJ6EC6g7xYyE1mX+5GDheksdKwnSsdpRwv28y56lxO7MjgUGY8i9uSWcxO5XheFmeK8lgu3c6Z4nyWC3M4lZ/FqfzNnCvZwvnKbVyszuFKXT7XW0u401fDnYFa7g3X8XiynnuD5VxtzeV6ez53+kq4O1DGg6FKHgzVcHtnFVe7K5jK30iSixnuCikOhvpYSqWYSnTtXQvZ/wIiw1FphINSgZlMhlIoRCMSYymTYq/Qx95YhqvaGA+NMe5KOR4mUrxUUvy1+sTYmJDorCHRWU2Cg5KNdgrSnYzIdldQsFZBmY+CmgAFtYHG1AQYUOsvo9ZPSq2fjLoAfeqDjGkK09ASYUprlDltURZ0RFnQEW1BR4wl7evN6Yy1pDfehr5EO/pTHBlId2YwzZnhDFdGNrsztsWTia1rmcrxYSLHm+EtXuxMdaUj3p6GGGuqwy0oDzWnKMScwlALqmNd2JkdynxtMqe7s7nQn8vqUA63RnN5uKuIZ4eqeXOunW+3xvn5eI4Pjw/y5MFRbt44w5XLp7l2ch/3Zrp50lrAs9IkXhbE8Co3klfbwnmcGcTNLB8ulIdwtjuBxZ0pjFRFUxDvSYSLljVrlSIdJEoh/iohIVoB680EbNDqEf4vJOuUEkIsjNnoak5+gBMVkV7UxfpRF+tLVbQnBQE25HgakesqoMBNj9J1OlCq/ERU+Qmp8BP/HyTZPiZs8dCQ6qgiWCnBQ19nxGMtEf47ZRehEQqxlEqwkYuxkIow+3cGoBQIMRbo6hP5Gj0M9fRwMdanKsiViZQQ9m5dz8G8OJbyEzhTlsbNzu283N3ILycG+W15jI+Hunk8Wc3j4Qoe95ZzoXQLu+ODmUwMZj5vIytdJTzZ38eH0zM8OtDPl5V9vDo0zvXeem4NNHG1o4qV8h2slO/gYn0pK9XFLBfncbYol+XCbZwqyOBkURpHshM5kBXHwuZ49m9NZLlyK9c7i7k7VM7d4TLuDJTxcLSGpxN1PJus59lUA4/G6rk9UM1KWzGtG0MItVDgZmKAg6EhZhIpGokIM5kYC5muDrFT6OOoNsZBZYyFXIpaIMRUJMZaX469Qh9bIykOCn1c1Ya4qfTxUOmzTqOPv0ZOuLkBcfYmJDqZkOBgTKKdIenORuR4Kij2UVAdqKIpVE1TiILmYEOaA6U0+Imo9xXT4CehIdCAxhAVzWFqWiK0tEWY0RFpRme0KZ3rzehab053rCW9CdbsTLLVQZLmzFCaM8PprgxvcmU4053RTe6MbfZkNNODkQx3hlPdGNjoTF+SI90J9nTE2dMab09rvB29qW6M5wayryKG481JnO1M42pfBjcHM7k/mcvjfSW8OtXIp9UBvt6d4v3dOR7fXODG5cNcOXeQG4tTPJhs4VlrDq/LE3lTHMub7dG8zo7gyZYQbuQEcb42hrM7U1nq38RQ1QZ2xHkS7qRhzTqlkHUqEeuUQnyVQoI0QmLM9Ig11SNMratJvEzEBJoZEe9sSrafA2URHtRt8KFhgzdVUe4UBdqS46kgx0VAvouAIi8B5d4CKv0EVPoKqPATU+ovpyjAiO2BZuQH2JHr58wGWw1rjSQ4yYXYy3SDRQuxCAuhEGuxCFu5CEupEAuJEFOxCJVAhImeEIVQgKGeAP01AsykYrJcbRjZGMz8tjgWtydxvHAjy2XprDbn8mSili+L/fx6eoKPh3p5OFbFvZ0lPOgt4W5rIcs7Utm1IZCRaH92bYvj8mgdHy7u4d3lffzx5Bw/bp/k/cp+fr9zmh9Xl3i+d4iXe4f5tnKAdyf28mj3IC/mR3kxP8T96TYeTLVyqaOUw4UZdAZ50eRux5HsRO70lnJ/pJz7o+U8na7nzd52Xu/p4NWeNp7taubeaC3XByo5UJVFjr8jPhoj3NUqbA0M0Yol/3auZFjJdMdVdgoDHNTGOKiNsdCXoBXq/pGlTIKdkT52RnJsDaQ4KfRxUerjrjbCW6sg2NyEUFMDoqwNiXc0ItHJkHh7OalOcnLXGlMRqKIpXEtnlCndkWq6IoxpC5bQ4iek2UdEk4+IxgAZjUGGNAYraA5R0haqpjPClK5oDd3RWrrXm9MTa0VPvDV9iTb0b7RnYKMjQylODKU6M5TuwmCGqy6qZLgymu7GSJobI6kuDCU7MZDsxGCKE4MpjgykOjKY5sTYZg+mc32ZLw7mSFU4JxqjOde6gUvdCawOpXNrJodHh8t4eaaR1xd7eH5hkLvnBrl6apTLSyNc39vFveEqnrdk8a5mI+8rk3hXFMfrvPU8zoni/6Pqvb7iSqxuX3beu/au2pWhiqKoSM45ChAoC+WAIoqgRJRAAQFCAVDuHCR1crfdbttttTq52x3VSZ3sz18YZ4xzz8v9T373obB97sMajKJq1FPNvdZca6653j/YybsTG3jnWh+vzu1kdrCH3Z2ltCWyySr3yPyz5Kr0yNT7ZZZlZ7JJk0+gwiNQYsvUZjvpSgTYUpFPf0sBx7vKGFpezrFlhfTX57GzxGZHgZwBSbHIkXKBwWpxKZPIHKkzOFjvYX9DLnsaEuxuKGZ7TQHNIReFDpG0JpFQJSKKRFgWiSgSUSPDV0KqTLYq4ZdFfKKIV5SwBQkzS8AtibSHfUz11PHU1h5e3rOKV/vX8ObhDfxpuI9P547x43MX+K/XrvHri1N8fnmQD8/18/HZA/xl8iCPhvbwVl8vzy5v5VpLFS/uWs0Hl0/xxQuz/Mf79/jl4Uv87dF9/s/jP/J/vvoD/3h4j//54FX+3x/e4//56k/85wev878+eZP/+fhV/v7wBX767W3evzLCC31rmW4s51ZPCx+M9fPNjWEe3zrFN7eHefLMGX56/hw/PD3JN7fG+OzaCT6cHeCPFw4ytbmd1oibQq+TAp+PqMMiKKtkKxq5hk7EoZHvchBzO4l7XCT9biKWQUCWMhN3VSFqOYi5TCKGmlnSchmZKXzIR0s0m5awh9aQRVfUYmXCZEVcZ13SYHe5zfEmP2c6srnYFWKmK4epdg+TTTqnaxXGq2RGK0VGqhWGa3SGaw1Gak3G611MNHqYaHEz2erhXHuA850hLnSGuLA8l6mePKZX5jOzOs7MmgSz61JcWp9mbn2ay71prizF5d4kl9bFmF0f51JvnMsbElzdmODqpgQL2wq51VfO0/uqeOFQDfcG63ntVDNvjbXzzrnl/OnSWh7d3M4nz+7jry8e5aMXj/Pw+RP84ZlTvHP7FO9ePcQH5/v4crSXb0+t4cnx1Xx/eCXfHOjmswM9fDTUywdz+3l0d5C3Fg5x7eQ6+rsr6SwIZzhJ+VLJVeGRqfdLLMuR6MyRaQlKVHoFytwy1UGTZfl+NpZG2deYMaw7tbyCY53FHGiM0lfqZntKZleBQH+xyOFykYFqicFqiYFqmaO1Dg7WutlXF6KvOsLWyjz6alOsiPmosUTKNZECSSRfFMgVBXJViTwjQ1bDqkKOIpEtCwREEb8g4xZELCELpyBQYpucaizhVm8LL/R18Vr/at443MvvT+3g/fMHeXzrNL++NM3Pz53n87lBHp3ZzYeT+/j47EE+GO/nvWN7+H3fBl5Z3ckra7p4fesafndwG4/ODfJw5gRfvjTHfz66x39/+Cr/eHSf//nLG/zvL9/hvz95k//44BX++8NX+eX3z/LtvXkeXRrhwb5NvLC2i9/u2cRn54/xw/Vxfrg9yvd3R/nlhbP88tJ5njxzlm9vjfH5tRP85dJRPpw9yqvD29nbWESBrZN0WyQ9NhHDIFtWyFFVch0aeZZG0usk6XWSb5sk/W5ibicBNTNTCqgqeU4HcXcGJNGl/ZNCj0ltJEBrLERLrp+2kE1nxKInqrMyZrA2YbCrzOZEc4Czy0PM9ESY6c7lQrufyUaT8RqVsUqZ0QqJ4UqZoUqF4UqZkSqV0Rqd8VqD8XoHZxqdnG12c67Nx7l2P+eX5XChM5eL3RFmVkSZXZnPpTUx5tbGmVsX53JvgisbklzdkOLKhgSXe2Nc3vDPiHNtU4KrW2IsbE9zu6+Ep/aV8vzBSl46Usf9Y028PtTKb8fbeftsJ7+fXc27Vzfx3sJW3l3cyR/md/P7K7v57aVdvDO1mXfPrOPD4VV8OrSSr06s4ovB5Xw62MVHx1bw0cRm/rJ4hI+fHeYPNwe4PbyRE+tq2FCdT1aFV6XcK1O2VHLV+yXasyW6cmTaghLVHpFSt0S536Alz8u64lz21CU41lnOie4qBjtLOdiSoK/cx9aUzI60wP4SkcMVEkerJAaqRY5UixysUNlXbtJX4WZLiZsNBW7WJ910hxw0OUXqTJFKTaRElUkqElFFJGooRE2VsCqTo4iEFImgKOEXZTyiiC2IuASBiKayPZ3L1RUVPLu9hdcOrOI3R3v53YktPDy9l8+unODbOxP8cGeCz2cHeDi2nffGd/HhxAE+OH2AD0b283Cwj3d2beSdbRv4w7Ze3tnWy++2rePNXb38cbifLxbO8fXdGT69fo7P7l7k2+eu8OniJO/PnOKzq2f4y8Vh/jx0kDf3bOaNHet4ONDH45mTPFkc4bvFIb67McyTp0/z68sX+PH5czy+Oc4X14b4y6UBPp49ysOLR5jd2klbxEfM0kl6LBK2k1xDJ1vJKKNzHQpRSyPtd5L0WkScOnGvk6TfJsehY0sSHkUm4nSQ8rqIODQiDo34v0CSTWs8l9ZIkGVhN8sjFj1Rg5UxndVxjW0lFoONfs50hDjfncvZjmzGm9wM1RqcrFA4VSZxqlTiRKnEyVKJU2USQ2USwxUyI5UKY9Uqp2t1ztQZnGm0mGixOdvq5XxbgKll2VzszGG2O8ylFWHmVoWZW5XH3Np8Lq+LcXV9nCu9Ma705nNlQ4yrG2Jc3ZDP1Y0xrm3JZ3F7ilu7Cri7r5jnDlTywqE6XjrawCvHm3h9uJk3xtt5c3I5v7uwkrenVvG7i+v47YX1vHV+A2+c6+W3k2v4/fgq3hnq5uHJ5Xx0spsPTnTw3vF23h1azp8n1/PB1b18cOMI71zbz3Oj67mws4GB7iKyypdKrVKPRJk7s2jVFpToypFoC0rUeESKbZlSn05jrpvVRTnsqo1zdFkpx3oqGOwq5UBLir7KIFtSKtuTAnuLJA6WixypEjlcJXKgQmRPsUhfocLWQpVNKY0NcZ01eSrL/BJNtkSzW6bBlKhxKJQ7FAp0kaSpkHBlZgMhRSZbkQlIMj4xIwvPlF0iAVGiK+DmfFsRdzY18KB/BW8O9vL2yc38eXw3H00d5ouFYb65PsZn00d4b3QHfxzezntje3g0to9Ho/t4f2Qf7x/fy6Oje3h0cBeP+vt4f99OHu3v49Hh/XwyeoK/Tg7z/vAAD08e5r0TB/nDwZ28vXsLDw/t4v2B/fz54C7ePbCDj4cP8HhuiCeLY3y/cIpv50/w/a0Rfnp2gifPTfD4zhifL4zw16tDfHLlBB/PHef+0C521BRQ4FBJOA1SHicxp0VY18lRFUKaRFiXiVoahQGblN9Fnssg7rEoCLqJuEzcsoQtCYQtnZTPTdQ0yDM0ki4HRT4XNblBWmIhOvOz6cnzsTruYUW+xfI8jRUxlU2FJgeq3Rxv9HGq2cdgnZOD5Tr7ixT2FUj0pyUOpGQOFcgcLZQYLJI4XiRyskRkuFxmuEJmtFJhtFpltFZnrMFgotHBuWYXF1rdTLV5mOnwM9PlZ3Z5kLnuEJdWhLm0KsLcmjzm1uZxeV0eV9ZHme+NsdAbZX5jHgtb8rm+PcGtvhRP7S3imf1lPH+gmhcP13BvoJ4HJxp5dbiNN8Y6eHOikzcmu3htsofXJ7t5fXIlr02s4jfjK3hrrIe3hjr5/clO/niigz+dbOedE238briDt0+v4I8Xevnjxc28eX4jL42u4vqhZma2VWaGieUemVK3RJktUeuWaAmIdOaItAVFanwiJW6ZEq9ObcjJinQ2O2vyOdRawMDyUga7SjnYkqKvMsCmtMbWpMSutMiBUonDlRnN1r4SgV1pge0Jka1xia1JlU1Jld64TFdQotEt0epXabFlag2RSodEuaVQ5FJJulSiDoUcVcEvK/glmYAo4xckfKKIWxTxCiI1loMTVTHm19Tw4q5O3jy6jrdPbuHdsd28d7afTy8f5+v5Yf46dYSHIzv4w8ktvDvUx8Ph3Twc3s2jkb18dPoQn0wM8vHYAB8NHeHj44f4+Gg/n54Y4MvTI3wzNcE3U5N8dXacz04P8eHgYd7bv5v3D+3l45NH+GToCJ+dGeDx7DDfL4zx5Po4PywO88P1IX56+jRPnh7j8e0hvrwxzBeLo3yxOMpfF4Z5d3qAyQ2d1Aa95OtLPMK2iLmc5BoGOUucLKTL5DsNioIeCgM2MdtBwm1RHPSQ8rkIaAq2KJDt0Ih7XOQ7HUQMlYTTpNBnU53roynPS2fUy6p8L71JP6tjNh25KsvzNdanTLYWmewocbC9SGdjUmbN0qZqT0hkVVhiXVhiU57EjrjE7qRMf1LmSIHEsWKJ46Uyp8oVTlWqDFVpjNSqnK5TmWzQONuoc6HRZKrVxVS7h+llvgxgOn3MLPcz2xNkbkU2l1flcHVNDvOrQ8yvC7OwIY/rm/K5sS3Bre1J7u4u5Om9JTy7v5wXD1Xx8pFaXh5s4JWTzbw21MJrY228enoZr/wrlvPKWDevjnbx+nAHb5xaxpunlvHm8TbeOtHOb06088apdt4c7uS3p7t563QPr411c3+ok+cGmrhzoIasSp9GuUehzCNS7hGp8Ug0+AXas7Nozc6ixidQ4pYocitUZ5t0JQNsrsplf0uCga4yBrvKONCaZGdVMKMUTcrsTAnsL5Y4UC7RXyqwuzCLnUmR7TGRbTGJHWmdbYU6Wws11kQUGm2JZo9Cky1TbUpUWAqlpkrSUDLkXZcJyplhWUBSCEr/BolPFPEJIkW6xq5ENtMdFTy9uYU3Dq7m9ye38KeRPt49s4cPpw/z10vH+fjCIR6O7uRPQ9t591Qf7w3v4dHobh6N7eWDyYN8Mn2Cz2dH+GJ6mC8uDPHl2SG+mBzi87PDfHlhnMfTE3w9PcEX58b56OQgj47288nIAF+dH+GbmVG+mxvlu6sjfD8/wpPFMZ5cH+XJzTF+fGqC7+6M8PXNUzy+NcbXN8f46sYIn1w7xVNHN7O6KJ+Yri8pfTXitknMZRFx6GSrEkFFJKwrxGwzAxK/TdxlkrAtSoJeynICRC0TjygRcmjEPRb5ToOIrpJvOkh7nNRGfDRFbJbluVgT97K5KMjqhE1brkZ7VKc736A7T6UrItGWI9Hgl6iyJUotgWKnQJlTpNol0eyV6QjIrMiRWB+W2JYnsTsmsj8tcbhIZqBE4ViZyslKleEqhfFqmTM1Mufqdc43WZxvtplq8TDVajPVanJxmcl0h5NLXW7mlnu43JOJK6sCzK8Nc319hFub8rm9JcHtHSnu9hXw7N4SXjxQwYuHanjpaC2vHG/glZMNvDLUxIPRFh6MNvNgrI37Ix3cH+rg/nA7D0628OrxVl472c4rx1t5bbCVV4618vrxNn5zsp03hpfx2sgyXh1u5/7xFl482sgLh+uWMolXpswrUemTqPYK1PkF2oMirUGBWm8WJbZEkS1RHTDoiPnYUBFiT1OCgY4yBrrK6G9Ls6MqRG+Bgw0JiW3JLPYUiOwvkdlXtJRF4gJb80W2xiS2pTV2lBjsLLVYn9RpsGVqnArVtkqJpVBgqUTVjOgxrCqENY2ArGT0SUvhF2X8okhAEggIAilVpTfsZay2gMWVdby8q5vfHtvIO0Pb+ONoHw8n9/PhhcO8P9nPe2O7eTiymz8P7eS9kV0ZkIzv5f3Jfj6+OMDns6f48tIw31w9w5MbU/ywcIFvr0zyeG6Sx3Nn+frSJF9eHOfzcyN8fmGUb69M8GTxAj8sTPLNtREeXz3F9wujPLk+zveLY/xw8zTf35ngm1ujPL45wte3RvnqxjCfL57izTP76G+ppMDUieoaMcsg5swQ95jLJNehEdIy9yRzDZW426Qw6KYo4CFhO4m5TAq8LqrC2RT6PAQVmVyHRtJtErN0IrpCnqGRdls05Plpjti05FqsTHlZV+ClI2pSF1KoD2s0hnTq/ArlbpECSyBuiERUkWxZyOz6KAIRVSapKxQ5FMpMkRqnQItbossvsjoksilPoi8msTepcLBI5WipzPGlUuxMjcZkncnZehdnG23ONjk516Qz1aJxoU3jYrvBzDIHs8tMZrtczHV7uNLj59qabK6vD3FzY5RbW+Lc3h7j6b4UL+wp5YX95bx4qJJ7AzXcP1HHg5ONvDLUzIPhJh6MtHFvqJ17J9u5f6KVB8dbeHCshfvHWrg/2MSDgUbuDzTxyrEWXjvexqsn23h1qJVXTrXx0rFmXjzazIuHGsgq90lULIkcyz0iFR6BOr/EskCm3KrzCpS6JIqcEpVenbZ8L+tLQ+xpSHJ0WRlHO0vZ31rA9qowvWmL3rjIlrjA7pTIvkKJPSmRnQmBrVGBDRGBDVGJzUmZbcUaO0ot1iZ1alwyxaZKgaURUSWCsphRBEsiQUUlW9Hxyxmy7hUzEvqAJOMXRAKiQFAUSCoKa7I9HCvNZ7q1nDsbWnn1wFp+e3wrvzu5g3dGdvPnM/t4eGYfD0d38d7wTt4b3sGjkV28N7yLR2N7+HCyn0+mjvDFzAm+nB3mu4UJfr47za9PzfLLnVl+vDnDkxsz/Hhzhp9uZl7/cPMiT25d4Ieb5/lmfpwvr57iq/khvrs+xvc3x/n2+hjf3Bznm5vjPL4xytfXR/hicZjP5k/ypwv9nF7TTI3PJqLIxBw6MUsn5tRJeSwStkm+ZRAxVEKaQsShkfRYFAXclAS9pLxOYi6DuMvI3HYPesldkq4kXA5ilk7UkYm026Qm7KE+7KIx12JZ3E171KIhR6cyoFDqlyn1qBQ5FeKGRFgVCciZctYSBUwhM7y1BRGvmNn3yZZEIrJAXBUoMgQqLYlGW6bTJ7MyW6Y3IrMtLrEnLXGoQOJYqcxwhc54lcnpGosz9RaTDQ7ON+qca1a40KJwsUVlukVjun0puyy3mVvh4eoqH/NrsrnRm8vNTSFubY7w9PYUz+0q5Pl9JbxwqIKXBqu5f6KBByebeHCqiQdDrdw/2caDk+3/F0CauTdYz/2Beu4dreX+0XruDTTwYCDz3v0TLTw40cpLx5p46WgzLxxuJKvCvwQSj0ypLVLmzmi4WgICrUGBBq9IuUuiwJIoc2fkKauKwuysTXKorZjDHaXsbUmzrTLEhrRFb77EpqhIX1xkT0qkLy6wPV9gc0RgXY7IurBIb77I5oTKppSDjjyNYqdKRJMJyhIeUcQlCjiFLFyiSFBzEHJYeGUZlyBiCwJeISOGDIgS2aJIjigSlyVWBWwGS/I4XZPi0rIKntnSyetHNvL6wGZ+c2wbbw/t5E9je3l3aCd/OrGFR8M7eH9kN++N7Ob90T18fKafz6cG+Hr2FI8vD/PkxgS/PHWRX5+e5uc7F/nh5nl+uHGen27P8MvTl/np6Tme3Jnm+1vneXx9gq/mR/n62jCPF0b59voo31wf4fH1ER7fGOPr66N8tTjMlwtDfD4/xPuzR5nb3k1bOEieohDR1IxdkKUTszKZIGmbxJ0GeQ6NsKESczko8LooDtiUZHtIey0SdgYkhf7M/2KmTp6hkHAZS9/lIO40SXlMKnNsasNO6nItGiNOGnJM6oIG1QGdQo9M0iWTsBTydImALGUAIggYS1q5f4eALog4hAx4XKKATxTIkSTyZImULlFmStTaIm1+iZUhiQ15EtvjMnvTMocLVY6VGAxVOBittjhd42CiXuVcg8xUk8pUo8rFZp0LbQbTHSaznTZzXW4u97iZX+NlYY2PhXXZ3NwQ4e6WBE/tKODp3cU8d7CCl47WcG+wjvvH63lwoplXjrfx4HgGAA+OtfDgWDP3Bmq5f6SWe0dquH+0jpcP1/Hy4QZeOtrASwPNvDzYzIsDjbxwpInnDzeRVeVXqfCqlHsUSm2ZMrdEtVeiISDQHBRoXAJJ2pQosXXqwx660yG2Vsfpby3g4LIS9jWl2F4RYkPaybqoTG9EYFtUZGdMYEdMZGtUZGNIYF1QZE22QoUbpQAAIABJREFUwJpcgVURhbYchRJvRtXqEQWcgoglSThFEacoYgkyAd0ix3ThkTLTdte/nmYZaX22LJEtSkQlkW6fk+MleYxXxznfUMC1nhpe3NXD/f413Otfy+tHNvLOyT7+cGIHfxjcwqOhXXw4to9Ho7v5YGwPn5w5yJdTJ/hmdpjvr4zy4+IEP9+6wN/uXOSX2xf4/voE3y6c4YfFs/x4+yI/PT3Nj3en+O7mOb5ePM03C2N8tzDOd4ujfLs4zDeLw3x7Y4zHN8b58vowny+c5PP5k3w8d5zb/b2sSEWIKhq5qra0w64Sc+r/cmlMua0MSEyNiEMl7nKQ9loUBVyUhTwU+CyStoOk7aDQ56I0x0PSdhA1FGKWTp6RMSFP2CYFPouqsIv6iIvakEVtyKI+x6IpbLOyOI/O4lzKwy7SXo2opRBQJFxiRif3T5CoWQJyVhZSlrAUWYhLr9UsET1LxMrKZJ+AJJGnyKQNiUqXRJNXoiMgsSJHojessC1fZU9K50CRwWCZg6FqnbFahcl6lbP1KucbNM43q0y1Gky3O5ntdHFpucWlbpMrK1xcW+ljfk2QxfW53NwQ49bmBHd3pnlmbwnP9ZfzwqFKXjhSw8tH6nh5oJaXjtZxb6CRBwNN3D9Sx4PDtdw/XMO9Q7W8fLCWFw/W8MKhWp4/1Mizh+t59lAdzx5s5NmDTWSVe1XKvRpl7gxISm2JCq9EXUCmKSAuZRKZtCmRdmpU5rjpSuawuSrGvuYUB9qK6G9MsaMywvq0hzVRlTURgY15ElujEttiIpvzBHpDAmuzBVZlC3QFJGo8ClGHSLYu45YEHEIWDlHCkjIOKc4l4wenrOFRVDxiJss4l46O/vOmYkCWCEoSEUmk3evgWEmYM7VxztWnmG4t4sbaBp7b0cVzO5bzws4e3ji4kbcOb+HtI5t579RuPh7fzweju/lwbB+fTh7mywsn+GrqJN/MDPP91dP8fP0cf789xd/vTPPzrQs8WTzLT4vn+PnWeX65e4Gfbp/nhxuTfLc4zncLY3y3MMa3iyN8szDMt9dH+O7WOF9dH+Gz+ZN8vnCSj68M8MzhXtaXxonqKmFVJaJrhJfUvTHLIOlykLRNCrxOkrYjs8tuqktcJXOSujhoU+h3kbQdpNwmhX4XVXlBioM2UYdC1KGSq2V2UGJWpgVcFbapzbWpy7Gpz3HRkGOyojDE4VXNnNq6nLX1aaqjbgr8BmFHxrDcEJYyR5aAsgQOcSmEpci8FhGzBOQsASUrs/NjCpkV7IgqktJFih0SVZZMgy3T6pfpCimsytPZnDTYU2JwqEJlsFJmqEphrEZmol7mXJPGVKvJdLvFdIfJxQ6d2eUmcz02l1e4ubzSx7XVQRbX5bLYG+HGphi3tiW425fkqT2FPLuvhOf7y3j+QEWGuxyu4cGhGl45VM39g1Xc66/kXn8lLx6o5LkDlTzdX8VT+2t4am81d/bWcWdvPVmlboVyj0qZW6HEJVHskijzyFR7ZRp8IrUekVKXRMqSiDsVygJOOhJBNlVE2dOY4EBLIf2NaXZW5bE+7WFlRKUnJLAmLLIpT2ZLnsSmSIaPrAuLdPokSk2ZsCpjixKWJOJYWss1BAlTVDAFGYcgoQsSxtJn3LKMLQk4RQGXIOIRpCWOkqmP8ySJJpfG0eIcJuoSnGtIMtWcYmZZMYtr6rjT28Kd3hZe2tHD6/vW8daBDbx7fCcfje3no/H9fDS+j08mDvDZuQE+OzvAV1PH+W5uhJ/mJ/jbzQv87c40f78zw99uTvPrzYv87eZ5fr15lp9vnOPH6xP8sDDG9wtjfLs4yreLozxeGOHx9VG+Xhzi08tH+fTKIJ9cGeTZI730lseIGhpBWSZ3ycM3R5UIqzJxyyBlZ0qtQp9NgddJYsnWNOFykLAdJGyDtMeicOkuSdrrpMhnU52XTUWun7grw2PCmkJYV4g7HRT5bCpybCqzXVRnu2kIuWkKO9naUMjZvb3MHN3CgbUNrK5N0JQKkg44CRgKTkXEFCX0LBFlCQSi8G+A/P8j69/gEQRkQcIQpExbWhLJlSXyVYmYJpI0RYpthSq/TnOug+UxlXUJmS0piV0FIgdKJAbLJYarZU7X65xtdHC+xeRCm8FUh8F0p8lMl8mlbheXV3i5sirIlZUBrq3KZnFdmBsbcri5OY/bW/O5uyPB3d1pnt1bwAv7Sri3v5yX95fx8r5SXt5Xykv7S3lufznP7q/k7v4yntpbwZ09FdzcVcmNvkqyyjyZ89ClboVil0ShLVNsS1TamUFitVukxCWStBTiTo1Sn5O2fB+9pbnsqo/R31zAvsY0O6ryWJ/y0pOr0ZWTRU+OwNqQyMawyOZciQ1hkTa/TNqRaefakopLVHBIIoYkYYgyhiBhCDKGKKELIqogoQkihihiKwp+h4FTljGFjGzeLQp4hMwEPirJNJgqhwpzmGxMc6E5zcXWNFMtKS62prnSVcrV7kpurWvk3q4VvNG/nrePbOH9kX385XQ/H4/t5eOxvfx18jBfnBvgqwvH+O7SCD9em+CXG1P8enuGv92a5dcbM/xyfYpfFs7y8/wEPy1O8uPiGZ7Mj/LDwig/XB/nu8UxHi+M8sXCMJ9cHuCD6f28P72fpw72srYsSa5DJSBnbkOGVYWIrpGjyEuG2AYpt0XStij02RQH3KQ8FimPRdLOHOqJL9mcpr0uCjwuin1uSn1uynN8VEWyKfDZ5DmWgKdJxK2MzVBp0KY0YFMR9FAX8tKZDDOwroPZo31MHdrE+J4eBje1sG1ZGa3FEdI5bnJcBl5DxSnLSz4DIrIgIAlZiEIWWUIWWcK/QSJkCWQJmZAEGU2QcAoCPkEkIIgEhMwQ2K8ohAydqO2gIGBSka1Rmy3THJJYliuwKiqyKSGzMy2xv0hmoEzlVI3GaL3KeLPKZKvGVLvO9LIMZ5nt8nKp28/VniBXe/xcW+Vjfm02C+uCLG7I4caWXO5si/H0jhTP9xXy/K4Cnusr4Pm+Qp7dXcgze0t5pr+Sp/rLeXp/Gbf3lnCzr5QbO8vIKvPJSyCRKbRFCm2JIpdEhVum2paockuUOkUSDpl8U6XYa9IccbOqKJsddVH2NaXY25Bke2WE9Wkfy3N1OnIEurIFVuZksS4ksT5XpcWrkq/K+CUVj6zhVnQ8qo6t6DgkBV2SUAQRTcgARhNlFFFBFWR0QcIpK2S7XDgVBV3IHPhxixIeQcInSkREmRpdZV8ywERjmoutxcy2lzKzrIiLrSkuNMU535RgtqOYOxuauL+7hzcPbOS9U3v5y+l+Pj3dzyfj/Xw2eYQvzx/jqwsn+G52jF8WL/C327P8x1OX+fudOf52Z45fb83w08J5fpo/y08LE/y4MM6TayM8mR/jyVLZ9Xh+lE8vn+T9qcP8YWI387u66SmKka1r+Jb2+EOKRK6WadGGVIWQmtldT9omabeLtMdJccBN2usk7XFmsortIObUiTo0ki6LIo+bEq+HMr+HkoCbqkiQ0mwveaa+JOURiJkqhd7Md5UGPFRke6nJ9rCuooCRbWuYGdzJwugebp7ZzdVT2xjfs4K+niraK6KU5PvIDzjJdum4dQVLEXFIArooIAmZjCEI/y7B/ll2iYKILGQedrYg4hMk/IKIRxBxCQouWcNjuQh43OT6bfJ9DpIemUKvRIlHpMon0BiQMjZXYZHePJltSZldRVJmsa9KZLhOYbxO40yjg7MtNheX+Zjt8HGp08Plbi9XVni5usrDtTVeFtcFudGby63N+dzdEueprQnubo1zd2uM29uT3O0r5Kk9JdzZW8xT+0u4u6eE230l3NhRQlapR6LUnckeGYCIFNsSZfYSSFwiJU6RuC6SZ0gUegwacl30FATYUh1hT32C3XVxtlflsaHQT0+eSVuOSqtfpNWbRaNHpMLO1MZ+WSOgmvg1BwHdIGA48agmDlFGFUXkLAlVkNEEFVXQkAUNVdDQRAWHJONSVUxJxhAyN0vcovovbhIWZCo0lb6Yl9P1SabbSrnUUcGlzlLmuoqZakszUZ/HZEMec51FPLu5hdf3ruVPx3byl9MH+GzyCJ9NHuXzc8f48sJJHk8P8/3lcf52c5p/3L3MP56+wn89c43/eeE6//n8Ar/cvsTP16f4aXGCH+dH+fHqKD/Nj/PDfMYE74u5kzw6d5BXj23h9Jpm6vNz8KoKHlFcesJnskieoZLv0DKGDkvyk5hLp8BrkfKYFPptCnw2aY+TQp+LhG0SdRpETZ2E06LIY1PssSny2xR4LcpDPsrDPuJOnbAiElZEYpZBocem2OemLOilLOChKZrNoVWtXD6xixsTh3h6eoCXLx/npblBbk7s5cyBVfStqqKzLp+KdIBE2CbsM/BZCm4148usCCKSICJlCchZImqWgpElYWUJ2FkS7iwZX5ZEIEsiJ0siW5DxCRJeWcdjuvD7swmFI4TDOeQGbSIejagtErVEYqZI0hIotETKXSI1tkSTV2RZtsiqiMimmMiOtMyeQpkDJQrHKx2M1Tk502hyoc1iepmTmU6buR4XV1a6mV8dZHFtmJu9EW5tyOfWxji3Nka5uTGX65ujXN8U48bWBNe3J7i5I8WdnWnu7iji5rZCsoo9MkW2RLE787fAFil0iZQ6RardElUuiWJLJG5I5BkySdugJuSiK+lnU0WYXXUxdjUk2VIVpTvhpdZvUmTpJA2ZfFUgrCjkqAZB1UHIcBE23YQsm6DDiVezsGQVQ5TRRQVNWMoggowqqGjiUkj//IyMIco4BBlTkHGJEraY2WgMiRIVusLOuJeR2nwutBUx21nKpc5iLi0vZqazkPMtCSbr8zjfmM/iikpe3t7NWwc28uFoP5+dG+Sz88f54sKJzLmGy+P8eG2CX29M8/fbc/z99hz/9fRV/teLN/ifl2/yH89e45fbM/x0fZIfr43y49Uxfrx2mm8vj/LFzAnen+jnpf7VjLSXUh90Y0oZd/xsVSPXUMnVM2sA0aUOVMTQyFYkshWRfKdO2uck7XNS4LMp9HlIuZ0U+mzSHhf5loN8y8i0dl1O0m6TooAzszfid1KR4yNtm4RVibAqkW/qpGyLIp9NWdCb4S+5fvaubmX+zGGev3aal66N8/r1cd68PcH9+SEWTu/m5O4ONnYX0lydQ2mBl0TUSW7AIOjU8WgaDilTTilZAnqWhDtLJUdSicsaadVBWjFJSQZJUSch6ERFnZBiEDI9hIJh8uIFJIvLSRUWko6HSeY4yffIREyJkCaSowqEFIGwIhJVRBKqQKEjizJLpNYt0+KX6cyWWJ0rsjmmsLtA4UCJzPFqndE6jYlmk/PLnEx32VxeEWB+ZYgbayPcXB/lZm8eN3ojLP4z1kVY6I2wsCGXhQ0RbmzO486WBDe3Jskq8WkUuSVKPJlMkrZF0k6REqdAlS1S5ZIptkQShkREl4m5dCqzM76yvaVhtlXns6YsQk3YJmoZ+BQFj6TgkVQ8kkJAtQjpHiIOD1HTS67TS9B04dEtXIqOKSk4ZQeW7MAhqjh1nURePrZhoosSqqigiiqqoKCKGoao4hAUTFHGkjKtYp8okyvKlOsK2+NuRuqinG9LM9tZxKXOAi4tL+JSdwmXukqZbi/kfFOM6ZYUt1bX8/KOFfzx2E4+OTvAZ1Mn+GLqJN9MD/PjlTP8ND/Jz4tT/HIjw0X+cWeO/37uKv/z4iL/+dw8f797iV9unOen+dM8uXqa76+e5stLw3wwcZAH+9dzvrOCDVEvMVXCyMrCJcrkaMbSCkDmoZNvLoFEV8mWM+Zy+ZZB2uOiwGdT4HFS6HWRclsUet0U+TwkTAcJ0yBhOUi6MnylKOCi0OfM+AAHPRS4LcKqTFjNWBElbJNin4cSv5u0x0nM5aA07GdFfTkHt6zm4sm9vHxtlHeen+Gtp85yd+oAowe62byqkJb6AOWlLgpTFsmok2i2i5DbwqPrmYfXUubIk1QqNJN2l5ceXw7L3Tm0OYPU616qVA8luo+0M0AiO49kqpSS2mZq2jtpbG+msbaYqqSfooBGzJIJKSIBaWmoLGRUFUEhi6CURY4skKdKpAyZElOi2inS6JZY5pPoCUmsjynsTEocLFYYqNIZqjc52+ZhpjPIlZ4Q86tzWViXy8K6CNfW5TK/Nszi2hCLa3NYWJvNwpocFteHuLkhwq3N+WQVe2WKPSJF3iWAuATSlkCRS6TCFqm0ZUosmaQhk6tJRJ0qJQGbpjw/7YlsasNeYi4DtyJjiiqWpOFWDHyqSdDhJGJ5yDO85Fs+oqaHHMOFW9bx6hY+w4lbs/BqNh7ZxBI03LpJWaoAr+nEkFRUSUUWVWRBQxENNMlAF1UsScYpibikDEgiokyFobAtaTPeFOVCe4pLnQXMdaW53F3E5e5Srqyo5lJPJReXFXKxNcVcRwnXV9dxr28lD0f289eLp/hieoivl46R/nBtgicLF/hpcZpfFi/y682L/P3uDP945gr/8fQV/nZ7hl8Wz/HT/Bm+v3aar+dGeP/sUd4Y3MbixmUcr02zPMcmqohYWVm4RZmQphF1ZESb+ea/5yJhTSEgiwQVackSyKLA48y0g5euWhV6bUr8HtKWSb6uke/QSSy9X+S3KfW7KfJYlPldFHlMIlpmszNqaqQ9Loq9btJui7jLJOVzU5OMURD0kw74aErH2dHTzKWRPbw8P8Ltiwc4sb+DtT0pGmp9VJQ6KS1yUlLgoTDuIxH2kmObOFUFpyCSI0iUyzqrLA97Q3kcSaQ5GCtkR26Kdf44XZ48mnxRynPiFCZLKKltpqF7DT2bNrF+0xo2rGhgZXUeTVEHZV6FpEMmVxUJKkuunkpGGhOQBXyKSEARCcsSEVkiXxJJqSIFmkiJI6M3a/SKdGYrrMqV2ZxQ2FuqM1jjZLjJ5myHn4vd2VxakZMRVK4Ocm2Nn/nVARbXZLO4NsjC2iCLvTnc3BQmq9gjUeSWKPLIFNgSKZdI0hJJOUVKbJEKt0SpUyZtyBn7f4dKynZS5HERMR3YioohKhiChlMw8ComQd1FyOEm1+km6vSQb3rJMz0ENSdeycAtqgQMJ9lODwGHG6/mxi2bWKKOKRn4LBun4sCQHWiSjiwpyKKOKpmokgNN0rAkOdPhkiQCskxUlKg1VXYU2Jxpy2e6M81cVyFzXYVcWV7CleVlzK2oYm5lDZeWVzHbUcbssmJm2otZXFnLK/vX88HEET6bOsVfLxzns6njfDU7wreXJ/nhynl+uHyOJ1cn+XHhHD9dv8DPi1P8OH+WJ1fG+e7yKF/MnOT9iYP89sROnt+3ltnVjRyqStAedBFRRFxZAj5JItdQiZk6MVMjf8n4OuFykGuo+JXMDyBkZAaHKXdGmhJ3GSTdZiZj+FyknBmQxAydpDND8os8NhUBL2U+J6V+i2KvSb6hENFkYqZBge0kZTuIuQyilkHS56GtopTiUIgcTSekGuQ5LWqTuWztquP47jXs3drM8mVRaivdVJa5qC73UFMWoLo4m5J4gPygi4Bp4JMk8kWJVlFnt9PP6bwEUyXlTJZXc7Kokv3xcjZGSlieW0RNspzCygbKl3XTvmkbm/buZv++LRzd2kF/ZxGbS/0sj7qoD1iUeB2kvQZpr07aZ5DwGuTbOjmmRkCTCUoC2aJISBDJFQTCUiaiqkhME0npEiUOiRq3RGtQZFWezKakwp4SBwNVNiONNpNtbi4udzO7ws3V1UGurw2zuD7I4vogCxsC3NgYyHCSQo9MoTuTSVIuiZhTIu7MZJNyO8NPUkaGaAZUmaCq45c1bFnHqZuoooopmXgVi2zNJmJ4iFpeok4PeU4fIYcHr2phSzoeWSOgmYQsN9mWG5/uwik7MSUTU3RgCA4M0cBQHOiKA0XSUCQZRdLQJBNNMtFFHVPMXMHyyRkZfVyWaLY19pX6mVyWZLariMvLi7i8vJjLy0u53F3Kpe4S5lZUcnlFNXPdlcx2lTG9rISZjlIWVtVxf89a3hvt5y/nBvj03AB/PTvIF+eH+XJqlC+nRvjy4jBfTZ3i6+lhvpkd5fHMMF9On+LTC4O8O7qHt45v5dWjG3l6VzcXuyvpL82l1ecgT820qwOqQp5DJ2HpxC39X5kk4TLJNTT8iohXFslRFfKtjH4rvTRQjLsMUp5MWzjtdpEwHcR0naS1VIZ5XJQH3JQHLMoCJiU+i7hDI09TSTgtEk4HeQ4lM703DcKWQb7HTcSyydEtsjULn+LAr+pELCdV8QQN5SlqyrOprwnSUBugsTqb5sowTWVhatLZFOd6yHdb5BoaRapCt6hy2HQznRfjWkk5l6rrmahoYKCwlh3xKlbkV1BbXE9RQzuVK9fQuWMPOw8f4MSR7Uzu7ub0mgpONuaxvzyXTYURVhbm0lkQoqMoh47SbBoLg5RFvcR9TnINjZAsERYkIoJEXpZAriQSksV/cbGQLBBWJCKqREITKTZFKl0iTT6FnpDG5oTK7mKFo7UGIy0W55YHuLQyI9W/ti6H+XV+rq/3kFXklSjwyqQ8Eim3RMqWibtk4k6JQkumzClRaErkKZkTbZYkY4kapqDhMVxke/w4FB2HqOHXLCKmh5jpI275iDo9BB0eXIqFJRm4VZOAYRE0XAQcLnyaiUtxYIgOdMnEIZk4RAembOJQLTTZQBYVFFFCFVUcsgOHbOKUHThFGVvMCCBDikKhprAy183osiLme+u4tamBWxtqubGuhoVV1VzuKWeuu4QrK8q5sqKCuZ5KLvVUcqm7gpmuMmY6yrjWXcezW5bz1pHNvDeyhw/HDvD+yEHeG+7n3VN7eXhqLx+N9PPp6SN8MnGUD88c5s+j+3hnaCe/PbGN3xzfxv0jG3iqr4uZ7nIOFGXT5tWJazI+WSSoquQ5DOJOI6OtWjqdEHea5Oo6AUXBK0kEVeX/KrksUraDuKWRsB2kvU4KvG6SLouorhE3HRR5bYo9FiVek1K/SUXQRWWOl7TbzGi3XBa5hrpkSaSRYxhkGzp+VSegOMnR3OToHgKam6BqE1BsAoaHbNtNNMdNaSpIbXmI9roYHTX5tFVEaCoMUZ3vpzjbTaHPSbVTZ42mMOiwmAmFmS8oYq6ynonKJo4U1bE9XkVPfgXVpfUUtXRQvXo93bv2s/fIIUaO7mB2Tzdz66qZ6SjkXGsJI80VDLZVcnBZJf095exbVc7WrhK6ahJU5QdJ207iikJckEmKMklRIqmppEyDpO0g4daJulTCDoWQphBSpaUmgECeJpJ0iFTYEk1+meV5MhtSCnsqTAYbXIy2ujnb5WW6x83cKidZaY9MwiOTcmci6VZI2CoxSyFuKsQcKjmKgkfUcEoapmRgSA5M0cClWrhNG6dukh/MJt8bIM/0EDO95DncBDUTl2TgFB14FRufZuPVXHg0C1vTcSsalqwvlVAmpmzhkBwYsomumGiSjiLKKKKMLqo4ZAOnYuJWHLhkFacsZkyiJZlql4O9FXGubm7jhf0ruH9wNa8cWsX9g6t4cXc3T21r49bGRm71NnKzt4GF9fVcXVvP5VU1XFpZzaWeGq5017O4qpGnNrXwYl8nr+xbzav71nJv9ype7lvBgz2refPQZt4+uoO3j+3k7VO7+N3QTn43vJPfj+7mrVM7eXB4A8/sWM5MVxUHCnLo8lkU6ho5kky2ohBZ4hGppcFgwmUSMy3CukFQ0/ArCkFVI2zoxOwMLymwTeKWnjne4zQo8LhIuy3yzcy8pMBjUuq3KPU7KAuYVGa7qQr5KPCa5NsGEZdJUNcIaCpBXSdoGAQMB0HdRY7mJaT7yNG9ZGseclQPOboPv+HBY1r4XS4ClpNcr4vKZJi28jgd5fksK4rQlMqhNt9PTcRDS9BJr8vgmGkyE8xmIV3ITHU9IzUN7C+pZmO8nI78MspL6yho7aBmbS8rd+/nwKEDnD68hcs7O1lcVcn19iJuLKtkoauey6tbmN3YzvSuDi70L2d0z3L2rG2kp6aAutwgpaZBsSxRKkoUyzLlToOaoE1d1E1d3KYqZlOSa5IOGMQ9KlFn5vRgWJPJ0URyVZF8TSbpECmyBeqCMp15CuuTCn2lGodrDIaaDLKSHpm4rZByayTdKimPRsLOqE79ioJbMXDKBpZkYEkOTNHEIZqYsolTsTAVE5dhsmvzJhrLKghoJmHDhU/WsUUVl/j/UfWeX1Hlafe3VJ2cU2VykQWJJsw5IaiAATEgihIUUVAxYk5t1k4zHdROtrahc5yZDtM93ffzP32eF4e51/178V2kxVpVdc4+V9p7XxqeYOGLDrZoYYgWpqhhyhKWrGCKGkpUQ43oGIKJIZqogoEiaCgRCSkiIOZEkSMSuqhjCjquoGNFFbRIBC8nhyJRZFHSZ39zNa9tXMRbO1fy/t61fDC4jg+H1vNwbyvv7FrDW93LeX3LUh5sXsK9zUu4vXEh19Y1c7FlBudXz+BKSzM32+Zxu2MeNztnc6uzmftbFvLmthX8bcca3t3VxqN9HXwwuJmPD2zlyaFtfDq6jU8Pb+XJyFY+OrCF9/as53bHEsbnTGN7aZpVKZ9aUydPEEmIQkh3t40wZbJ0ii2DAk0nJavEZYWYKJGUFdKqQoGpU+5YVDjhGuo8RSJflSmxDUocnQJDoUCTKbd1qmMm0xI6dSmT+pTDtKRNqadQYCukdJVAVvBlhUBR8WWVQPkvSFwSk1EkITskZJe44uLLJq5m4OkOlmRiiSoJ06QyN8mssjwWVuSxoDxNc2mCWdk4C/I91sUs9tkmpxMpLpdXcKqxif1NM9haXceq4kpmF1Yxtaqe8ub5NLa0saJ7Jz292xnd2ca59fO4PL+Ca41F3JlRxf25jTxYNpv7GxZyf89q7h7u4MrhjYz2ttC9cjYrq0uYE9g0SVHqIxHqRIEZrs7CkjirG/Jom1VIy6wiljdmmF8dY2apR0OhR00pgKqhAAAgAElEQVTGpSJuUuxpIWiUaGjQLkVIyxGK1BwqzBzqvQhzk1FWFohMyTpRih2JrK1Q4qgUWTopVcURZbSogi6EQNAFLfw+amCKBqZkYsgWhmRiKQYzptVSms7FkSQsUcGIqFhRHUew8AQHR7CwBBMtImOJEoGukrRsAtXCEDSMqIERNcNoIuhogoYalVEECUtV0UQZTdAwozpOVMeKypg5ETKSSIOj0VaU4MiiBm5uXMqbO1bxXl9LCJLhDTweXMfDvet4t3ctb2xfyYPu5TzoXsmD7pXc61rK7c0LudE5l1ud87i3eSGvb1/G6z1LeX3XUv62dw3vD27gg+FNfHxoK0/GtvP0yE4+O7qTZ0e28+RwF58c3MQnB7fwZKSb93a3c711AUdm17CrMp8NRQmmuzr5okBciJBRw9UIJbZBsalSbOrkaxpJSSIuSyRlibQSDhfzNYUSy6TSdSm3bfIUhVxZplAPU7UCQyZrKFQ4OpW+Tk3CoCnPoynPZVrKpDTQJrcZhyRRT1bxZR1X1PEkI2ywKA4J1SaumiQ0m5hqE9dsimJJMl5AoLs4so0uqBiCTMK0qEgEzC3JsKgiw5zyFLPKEswrCmhL2ewLbE5n0lyqrODUjCYOzJxJd00dy7IVTC+qpGJqHeVz5tHY0sbybTvY2dvNaHcL59bM4vKMLFcrU9yZWsjbDZW8O6eOd9rm897Aeh6e7uHNC31cHtvGyJaVdDfXsSadYKEkMicnhxlClHm+Reu0AnatqOVgx0wObmxmYH0jvWum0bWkkvb55bTMKmFZQyHzpqaYmY1Rm/Yo902KXJU8I0pGzSEpTyEp5ZCrTiGrR5hSaguUOhIljka+rhGXNRxBRY8qSDkSalTBkDR0UUcTLEzZxTMCbMXBlC1M2cRSrBA0koEmyGF0EV1s0cUWHOyohRM1SGoOC+sbqCvKJ2Oo5Ds2Sc0iYbqYooGao6FENBRBR5N0VEHFkBUK02lsVUebBJ4dVbEFiXxdZUlpLmuKfLrKk5xY1sjtTcv4+661vN/XxsOB9Xw03MFH+zfwsL+Nd/a08HbPat7YsYo3d7bwdk8rb+1Yw992reLvvat4p3c17+xew9/71vD3fS28M7CWh/vX83ikk4/HtvLs+C6en9jN8+O7eDG+g2djW/n44CY+Gt7Ik8NdPDnUzd97Wrm6tpnxBTUMNmbZVpVmbkwnTxLwIhGScpgylTo6WVOlyNTI11WSskhCCo2ww/UK0qQ+3aTC8ym17Ul7pSi5SugiU6hLlBoqFY5GmadQEag05vk05fvUpCxKfIOUruCJIo4o4skqrmTgiBauaONLFgnFIaHZJDSLhGYRqAZJw2Lp7GZm1EwjaflYkoVvehQk0qRMh7RmUB0PaC5OM6ssxfTSBLMLfdYkTfZ4OqcyCS5XVXJ61gyGm2fTXVvP0pJKGourKK+pp2zuPJpaWlm5bRu7dm1htGsVZ5Y3cqk+n6vFLneKYrxVkc970yt51DqXDw5u4tPLQzy+OcL9iX2c6lnHnvlNtOcmWS4KLMiZwmwhysKYzeaZ5RzZspDrB9Zy6/AGXjvYyuWBNZzds4LjO5cw2rWA/R1z6Gudzo5lDXTOmcaq+hIW1uQxszSgLs+kLKZQYAmk9SgpNcKUckui2JRIaTKeoGFNDvb0qExpJp/cIIYSFdEEA1V0MZUAz4jjaB6mYmHIBrpooggmsmChCRaW5GKLHpbgYIsGjqDjCxoFtkvr/LnMKsuSZ2rkOxZJzSCmGZhRBSWioAg6iqihiiqqoKCLCr5hY4gKRlTFjujYER1PUKiP2/TOKWdXfR576/I4vbyOO1sW805vG+/3tfPe3vU8Hurk4+EOHg+t472+Ft7f08rfd7fy7p51POzr4N3eVt7ds5YPBtv5ZDi84R8daOfRcDuPD3bw4chGPh7bwrPjO3l5qo8XJ/fw4kQPL8d38PzINp6OdvP0yDY+O7aTTw93896eVm52zuPMyjrGFkylr7GIxWmLjCxg5uQQCBEKdIlSW5ss3kOnxZQUhv1cTaLQCoVTGUmkUDeo8DxKXJtcVSQtR8idHEJmDYVyS6XS1akINMo8lbq0S2OuT3XCocg2iSkytijiSjKepOJKJrboYUsetmjjSRaBYhJTLeKaRVzViasalQV5lGVyiRs+lmSTcuNUFpWQ6/okFJ0CzaIycKlOO9TmeUzPdVgZaPQ6CifSMa5UlXNmdiPDzbPormtgaVkljSVVlE9roGzuAqa3tLFq6zZ6dmxibPMKJpbUc2lahmuFNnfzXN7Opnl/ehUfr1vAJ2Nb+ezmCB/fOcIbE4Mc37aWnTNrWBe3WCpEmD9lCrPlKIszAdvm13B29yrePrWVR5d6eXSxl/fP9fDemR38/cQ2Xj+2mTuHO7hxsJ1L/es4tXMVhzcvZGDDHHasbmDjwgpaZhWxuDbDzNKAmjyLKYWGREISsSISZlTDEg10QcOIKjSUV1GUTKJGRLSoiS46WJKPIwc4sospm0gRCTmioogWmuxgig6OZOPKFp5i4koanqAQl1TyLYupqSSlvkeea5Hr2iQ0AysqoUfCqKWKYdGuCBJyVEQRZOQcCTlHxojqOFEDWzDwRJ3GmMfQgipGF05ldF4F59c0cnvzIt7e2cLDvnbe72vnUX8HHx7o5MMDnXww2M6j/nbe37uBR3s7+LB/Ex8MdPJ4qJNPDnXx6ehWPhnt4pPDW/jk8BY+PrSZJ6NdPB3fwfOTuyZB0sfLE728OrGTF8d38OJ4L1+c3svnp3bzdKybx0OdvLF9JVfamjm1vJGh2RUszXgkxShaTg5uNEJaFii2FIqscKVb3iStPaNK5BsqBaYS7raXBAo0jQrfpdS1wtV5k5P6Ql2mxFQot2SmehpVgUGprTA1MKlNuJS7FmlNwxVFLFHEFlRcwcQWwmtoyR6e5pOyYsS08FoFqk1ctUioJjHNIGbYuKqDJdv4ukPc9gj0MOKkVItcTSejy5QGOtMTBqssmV5T5kQ64HJVKadn17G/eTpb6upYWlZFY0kVZVMbKGteSNPqVlZu2cr27g5GOxZzZkEN56uSXC2wuZ/r8/eSXB7NqubTjct4emInz++N8cmdo9w9toeDGxazsaaIVZbCwkgOzTk5zFRFFhXE6J5fw0Tvat46tY0Pr/bxyfV+Pn1tgGc3BvjstSGe3hjkybV9fHBxD++f7eWN8a3cOryRqwc2cL5/Lad2L+foziUc3LKAPetmsHXZNKa4QgQ7ImLl6BgRHUsww1pCVEnYDoGuY4kymqBjSTa26GKJDpZoYYgqBakMMTtAFU0sxcYWdSxBImE6JEyXQDaISTq5uk2R5VJkGRRYBnmuTa5jE1d1zIiIHpXQoyqaoKMKBqogIQsSiiCH1JQc5X9rElMwsEST6iDJ4JImLnYs4NSq6VzZMI/bXct4a2cLD/du4OG+Dh4NdPB4oIMPhzby8YHNfHigiw+HtvDhYBcfDW3lk4Pb+HR0O8+O7uDp+HaeHdvGZ8e28/RIN08ObeHJoc08PdrNs+M7+ezkbl6e7ufzM/28OtXLy1O9fDXRz7cXBvlqoo/n4zv5aGQL7+xu5e7mZVxom8v+OVUsynjEolHUyQ1dvhj6ZxUZMgVauJgno4gUmKE9aZ6ukJSjJGWRfEOnzHPJ2iZ5qkiuKlKgyxQZCiWWQpktU+VrVMUMSmyFSt+kLhWj1HMojsVIWhaWIGELBo7gYgoOhmihCyYZL82K+YuoLC7FVkxcxcFTwxNoLoHuY4gWWkTDlA0sRSNQdZK6TUp3SaomMUUh11Zp8nVaNYk+TeJE0udiZZaTM2sZbG5iU10tS0sracpWUVbdSEnzQupXt7B802a2bVnP8Lq5nJhTzrmyONfyPB7kxninrIBH86bxbPsqPjvXx2f3j/DRrVGuHepmcE0zG0oyLFNl5uVEmBGJ0KBIzM316ZxZweHOBVzdv543jnfxzpltPL7Yy8dX9/L0xhDPbw/z8s4wz2/t58m1Ad4728vr413cHu3k1uEObh/p5NbRjdw8vJHXRtq5NLSWKWnHwZFULFHDiho4URsnouOKGpagEig6nqpjSAqGpGOKdli4izquZtHV0UFFthw5quKqNgV+jBk1U8l1A1K6H/beZYdCw6fECii0bPJNgwLbosC2icsGVkTBFFSsqBpyuEQVVZTQBBklKiJFBIQcGTmqoEXD+sgQDNKaTVttOTd2tXJ54xJubFnOg51reLu3lYcDHTzev5nHg5083Leex/va+WhwE08ObePZ6E6eHu7h6eEePjvSw/NjPbw43sOLE7t4eXIXn5/cxcvjPXx2pJunY5v57OhWnp/cyfPTu3l5tp8vzg3yxdkBvjo/xLcX9vPdxUG+PreXlyd38cnhLt7du543etu4sXUlhxbVsTg/RkKU0CPhEiJbEEjJIgWKSKE6CRJZJF9TKNDDrVZxMUJKkSiyTMp9jyLLCJ1PtNCXq8iQyVoKpY5CVcykKm5T6hlUx11qkgHVuSlWLZhLfUU5jqhgR3UswcIQDAwhvNYxzaO2tIKCZAZHMTAEFVPSsRQLW3awZIv8RD5TSyqJuT6OqpPSbTK6TUqzSegOMc0i7lhMCyzW6xL9qsjxuMO58iLGZ9TQP6uBztppLCqpoClbRfm06ZTNWURDy1pWbOpkx+a1HGidzfFZJZwvTfBaJuB+Js67VcU8XlLP0z0tvLrUz4t7Yzy6PszloY0MLptJe2GaZbLEvJwITTk51MoiTTGblVV5bF9Uw8GOZk5sX8zZvhVc3b+WO6MbefvEdh6d38XHV/bx9PoQT64N8Ojcbt46vpU7hzu4dbidO0c3cvfYZl4/1sXbp7bx7vmdTJnfNANXVrFlFUfQcSMWblTHFU180SWhecR0F0vUMEQdU7IxJQNLMnEUi7qqGuJeAk3Q8RSL+pIydndtptBPEJcdfMkjLntkzThZM0G+FVBgORQ7NhlVJYhqmJGwe2ZGVQxRQRMlNCEEiSqIyFExbCIIymQDwcAUwtfZkEpwvnsNr+/r4F7PWv62bwPv7NvAw8FNfHBgC48GOnivbx0P+9bzwb5Onox08fzoTl4c6+XV+G5ejffy6vguPj/Vy+en9vDFqV6+PL2bL0/t5tWJXbwc38HLEz18PrGHL87v48uLA3xzeZjvLh/i+8uH+P7yQb6/OMRXE328PLGLjw9v5b2hjbwzuIn7ves4smI6SwuTpDUdXQi1MEYkQiBEyZUFCtSwrZuR/ivllUiKUWLRCGlZmmT/hm6MKVkISaaGPDmQVMjaKpW+SVVgUelbTEu6VMZcsoFPbUmWklSGQDKwojq6qGFIKqag4YoWMcUmYdjhYFfVKc3NUBhP4igWhmyhihoVxWUsXbCA/HQGVzXJ6A55pk3GsEkaLgnNJWa5ZOMerYbMflXgRGBxtrSAozNq2DeznvaaahaWlDGjdCpT62ZQvWAZM9e1sXpzBzs2reZgy0xOzizhQkmC1zIxHuSneK+mlMermvh0sJXPLw/w4vYojy7v5/K+DoYWNrKxIMUqWWRBToSmnAg1gkCtbTCvMEZrYyFbF5Wza3kVe9fWsX9dI4c6Z3O8ezEX+lZz/eAG7h/r4q1T2/j7mR387eR2Xj/Wxf3jm3lwfAtvjm/lrfFu3jmznY+u9zGlMJ7GluSwLRg1cAUTTzTwJZtA9PAlF1d20SNGOMuQbHTRwJYtLMlElwy0yZawp9gU+SkaSsvJmAG+5OAKNknFp9iOk7Xi5JsBRY5PVSLJyhnTKUvmouaE6ZwuaOiihi4o6FEZVZBQBBFFEJEjIqogoYk6mmhhSBZ2VKPItOhbNpv3Rrt5u7+dd4Y6eDjUyUfDXXx8sIvH+zt5b+8G3t/Tzgf9G/nk4BaejW3j1fguvjmzj28nBvjqzF6+nOjjqzN9fHl6N1+d7ePriX18fWovX57azRcTfXx1cYBvr+znh+sj/HR9lB+vHean6+H5/uIBvjrTz6uTfTw5soNHB7t4Z2gTt7avYnhxDXPSHo4gTSouQ3MFTwh3sOSqMilZJCGIpESJlCgQi0YIIhFSkjBp9GCQK8ukJYFcVQi17pZO1tIodTQqAoNK36A25TEtHVBoWyQ1i7jmEtM8PCWcdZiSGmYEoo4nmSQNh7TlkDIt0pbB4ukNzJ46lbhho8s6qmTgmh6ZeIrAdvFVk5RmkW965Fk+KdMnqfnENZdcx2OloTKsiJz0LM6WFHCsqYa+6fWsr57KopIyZlZUUd80k8aly5i/YT2tWzaya+NqhlfO4ERjMReK47yWF/B6YZqHteV80DqLpyPtvLo2xPPbY7x/fogru9sZnttAd2GKVk1hYSRCY06EmqhAranQnO+ypj6fzfNK6F6UZfuSMnYsKqd7UQXbl1Sye1UtA+umM7JpLse2L+LCvtVcH97AzcObuD/exVsnunnn1E7ePdPDo/O9fHprgCmWEKoDfcHEFxxc0cKXTDzRwhFs7KiNGbWIW0lqyuowJAddMrEVG0d20EULVTQw5LDIi2teeHFUF0828SSDXNMl6/oUOz4FlkexHaM+r5B9mzdTU5xFjUjoooYmKBiTjQNNkFElOQRINNSZKNEomqiiSwa6pGGJGnFJY0FpHrcH1/H+oU28N7yRx8Ob+PRwN5+OdvPRwS4eD2zi4Z5OPtj3X5B08+p4D1+f3su354b45twg35wf4Ltzg3x/YYjvL+3nu3P7+XZikG/P9od/u7yfH68dDIFx7RA/Xh3mp+sj/OP6KN9dPMirk/08H9/Nk7EdPD7Yxdt9G7i6aTEDcytoCAz0nAhKJIoSiaLlhBu94qJIUpZISKGkOSFKxIVwn31scpFRkamRr8mT6ZhEoSFR4uiUOgbltk6Vb1Lh6UyNWTTkJyiPeyRUnUB1SZpJ4kYCW3UxFQtL1jAlDUsyCVSTtOGQZ7nkWRb5jkVlKk55PE7GtHFUPQSKqKOJOrasE1NtUppDru6RZwZkjIC0HiOlBaQ0l2WyzCFZ4qzvcb6kiPGGGvY01rKuqpKFJaXMqqhixsyZzF2xghUdHXR0bWJP5yoOLpvOeG0B5wt9bub5vJFN8qipjI875vPZsa28vDHM8ztHeDgxyPWedkbnNNBTkKZNVVmYE6FpSg7ThCiNlsL8Qp9107NsX1LF7lXV7F5Vzc6lU9m2pIruheV0Lypn2+JKuhdXsn3pVPrW1DO4fiYjm+dxsmcZl/pbuDnSyYPxrbxztocPr/czxZc1bEHCi1oEko8nOHiyjSXZWKKNLdo4skuul2FqQQW26GBKDpbs4MgeluyhyhaabGGpDr7hEzdiBIqHK2jEZJ1Cx6PUj1Fs+xSaNsW2T2UsQV1REbmWjSlI6JKCKsohWEQNVVBQhRAkYjSkpsgRAV1S0UQNQ1RwRJVA0JhekOHS3jYej2/jg7FuPjq0lSej23g6tp1PR7bz0cAWHu1p5/G+Tj4a3szT0W5ejffw1ek+vpkY4LvzB/j+/H6+v3CAny4f4sdLh/j+/DBfnx3i64l+vj3bz/cXB/nx8jA/XRnhxysH+enqQf55/TA/XRvlm4vDPD+xh48PdfN4/0be2beBeztWc7VjEf3NVUx19XC9dlRAjoqhC0wkii8IJCWRpBQlLkaJCyFY4mKUpCSQpykU6FroYqkIFJjypDuKQYmlUWFrVPsm1b7FtIRLdSIgV7fwZAvfiBG3EsStBK7uYyk2pmRiiiaWaODJGhnDosh2KbIcihyXQtuk0DLJtxyShoWtGuiSgSGZ2JJBoFgkNZeM7pCrO+TqPmk9IKkHJDSXJlGnX9GYSMQ4X17C0YYadjfW0ja1kgUlWZorK5k7ezaLV6+mZVMnm7o62du+gpHFDYxXZzif5/Ba2uWNsjSPmsv4pGsBL05u54vbh3lx5yiPTw9xY0c7R+c00JufYp0iszgnwowpU6gXcpjhqCwqitM+o5SeZTXsa6lnb1sde9c2sK+lkb7VDfStrmfP6ga2L6ule3E13Yuq2Lq4iu5FlexYVsOeNfXs72hmrHshE30ruX64nSmepBOoOnE9wI06uFEPW3LRJRdTdvBUl6QVJ23GScgenhC2ecMC3sGSfXTFRVcdbM3H0wM8LcCTPRxBJ6GYFLkBZX6cItOlQDfJWi4ltk9a00mqMpYoookyuqSEk3VRQY0qKDkSUk4UISoQmdS8q4KMJshYooIr6PhRnWLHpb15Gm8Mb+bZqd18MraDp0fDovzZoZ18NLCJx32TxfvQRp4e6ubz47v5ZqKfbyaG+O7sfr49e4Dvzw3z08URfjg/wrdnh/lqYoivz/Tz7UQ/353r54fzg/x48QD/uDLCL9dH+fXmUX66PsrXF4Z4dWoPn45183Conbd2r+XutpVcb1/MnulVlJg6UiSKFBWQIqELjDW5vi0liiSECMHkSUoi6cn97PmaQp6iklFk8k2JYmeSCexZVAc2tXGXxnRAU16C+kyCCt8nKVs4ioNjxHC1GL4RwzcDPM3Dkiz0qIkhmLiyTq5pk7U9srZHse2RdRxKHJciyyXXtInpFqZoooshy8JTTJK6TVq3SOs2Gd0joYZyh6QekKcGrDN8ThfkcrG6kmMzaumbXsf6mioWlRYzd2oFC+bMZXnLWlo3d7BlSwf71i1nZEEtJyrTnM/YvJbxeLMyl4fzq/hkxxJeTuzkqztjvLxznMcnh7i5bQPjs+vZk5ekQ1NYHonQPCVCoxBhtq+xoizFltll7FlZw761texrq2NfawP9a5sYaJ3O0LqZDG1opr9tNgNts9jbMp3dq+rZuayW7iU1bF00la5FlWxdUknPimr2tjUwRYtorJi7iDmNs1ByZCzBDQdNsoeneiSNgIwVJ6X6xEUHTwgjjDnJw7LlAEPy0WQXRwvwVB8zamBHDTzJIGM4ZL0YWcej0LAp1GyyukuR6ZKrmyQ1GUsU0CUZXZTRRQlTlDEElbwgQXlRMZGcCNGIgBQVUAURXQpBYokmtmDiCQYlvseh1gW8OruPp+O9PDvWy2dHdvFitIcnB7p43L+eD/Zu4OOhTTw7tJ0vT+zj27P7+XYiPN9M7Oe7cwf48eII318c4btzw+Hfzw7x7cRQGE0u9PPPqwf59bUx/n37GL/fO8nPt8b59vIwX5zdy8vTu3l6rIePx3by6MBW7m5dw/b6CvIUBTknihyNhtFQkPBEmYQkkRDF0LJ10mwvKYnk6yqFpkaRqVFsTjJ/fYNiK3R4LPMsapMBTblJmvJT1GWSVCcSFDseMcXEkm0MLcAxEgRWnMAMcFQbQzTRIgZaxMCVLXJNlyLbo9jxKLF9Sh2PUscna3vkmxYJ3cSWTAzRwBANPNUkbTmkDYeU4RFTbepKK2ismEqukyCmx6gz4wyXZDnXNI2x5nr6ZtbRPq2KJWVZ5lVXsmDuXJatXUvrxk62bOxgb+sSRpqrOV6a4mza4kba5Y3KXB4trubJnuW8uNDDF/eO8OL2MR6N7+XGlhaOz6hhb26CzbrCqpwc5udEmClHmZc0WVuby65lUxleP51DnTM52NnE0Pp6Btrq6V/byL61TfSvnclg6yyG1jcz2N7M/vZmDmyYw/71sxlonUXfqgZ6VtSwfUkV3UsqmGIINrUlNZTkFqFJOrbs4Ms+vuyR1GNkrCS5doKk5pOQQyqDKzmYooWlONhKgC3HMGUfR/XxdY/akkrygySupJDvumSDgCInDOsllkdW9yg2fPINh5Qapnu6qKALCpYgY0cVbEGjKJ5mWnklUkRAiggoUQFNkDAlNZzHSA6WFBInE5LF2upSPjy2nS/OD/DZid08H9/Ni9Eenh3axocDnXy4r4NPBjfzbGQ7Xx7fy7dn9/P9+eHwXBjmh4sj/HTpED9cHAnPhWG+PReC54cL+/np6jC/3jzC77fH+fed4/zx4Az/fnCaf9w6wnfXD/Ld9RF+uD7GD68d48vzI7yxq532yizxqIARjWIIAlpUwBQlfEUhoWkhI1eSiUsyKU2j0DKp8F2qYj4VgUtl3KE67VGVcCj19P81h6iMOVQEDhWBR2UsRnmQIM/ycBULXbZRFRfbjBM4CRzDxVAsdNHEUhwc1cVRLFKGQ6HjUeyGwCh1Xco8L3ygWS5p3cOVbUzJwpBNXNUi13LJMx1SukNMNajNljKrupaMEyehxchT47Rk8jgys46R+U30zq5n3bRKFpdlWVA9lflz57J4zRpaOjvZ0t5B3+qFDM+o4HhxgnMpk5spm7er8nm0vI4n/Wt4cbmPz+8d5bMbR3jv8C6utS/naH0VfamALapES2QKi3Km0KxGWJhnsaEpn30t9RzbMpfTOxZxasd8TnTP5eiWZkY3NjPcPpvB1pkMtExn79om9rY20d/WxP71sxhpb+bwxgUc2bSAw53zGG6fw+C6mUxxpFDvYYsmruriqy6+5BHIAbl2ilwnScZOktQCUkrIEHUUB0uyMWUXW/GxFB9T9rBkh4Tt09nSQlleHp6sUBB4FHg2eaZJke1Q5scodWIUmR75pkNSt3DEUEtiCCG13opo4VdZx9ENNEFEiYrIEQklqmCIGpZgYAsmpmxjyja+YFGfjHN11xq+uTrMq3NDPD+5l5dHe3k+2sOT/Vv5uH8jTwY28tlwN58f28M3Zwb54cJBfrw0wo+XD/GvK2P868oo/7x8mH9cPhT+/uJB/nHpMD9fO8pvN8f5495J/rh/it8fnOKPNyb4/fUz/HzvOP+8c4xf7p/k1/tn+PnuBN9cHuP2tlaWFaUpjcWYObWKvHgMKRJBFwUcSQ6ZuLpBXNeJ6zoJ0yRtWuQZJnmGTp6pU+DoZH2LsrgXrn6zTfJMnYymktYU8kyDYs8n68dJWz6O6qErPqrsYmsegRWmW47uoYoatZU1rF2+itK8QhKmRZEXhP/vOJS4NiWeS7HtU2zGyDeT+LKHIZohSBSLtGGTNgQMi5cAACAASURBVHSSuk5CN0k7HrlenMD0iak+KSWgygjomlbF4IImdjbXsXZaOQvKssytrmZ281zmrlrDqg3tbGpbR+/yeexvLGM8P+B8zOBm2uWtmgIermngyYF1vLw2yJf3jvL06ihvDW7jQssiDlWX0BtYbJFEWnJyWDglh9lyhIUZk/bGPPauquXI5mZO71jAxM6FXOhZzLldi5nYtZRTO5ZyrGsRR7YsYKRzDvvXNTGwto6Bljr61zYyuHY6B9fPYqRjDoc3z2esaxFTjKjBklmLaCyrxREM4rJLQvJJqjHy3Dj5bkCuGSOp+mQ0n4we4MgOtuRiyR62GmDK3v+CxNVsitMZAt0kblrk+Q65jkmuaVPs+JT5AaW+R7Ftk29apOzwqaYKIf0+JDAamIKBEpWRIwJqVESOykiRkN+lCQqGoGBFtbAYlR080abAsNm5oIFn5/by9ZURvjx7kFfH+3lxZDfPDu3kyeBmnuzr5LMDIUi+Pj0QguDKKP+8Msov147wy7Uj/wcoo/zj8ig/XzvKv2+e5D93T/M/b5zlr7fO8+db5/jPm2f5z5vn+PeDM/x27zT/fv0cvz44x893J/jy3EEudy5nbiZGZW6GufV1pH0XWchBFwXMqIwVVbAEEVMQMMT/RlMNRzRI6jZxzcCXZQJFxpclPFnGkxRcMVR4uoJEQtMpcD0K/Rgpy8PRXAwthqb4WKpP3EqQclPErTimbFCUytBUVUOenyRtOhT5HkWeQ9Z1yDouJW5A1o5TZCYosJLENS9Mt6Sw5V8YxJhXX0NJMkHCsIjpNjHdI9AC4qpPSgtIyw4zUmm6ZtSyZVYNq6aW0FySZXpVDXUz5tC0fDVLWtvoaFlLz5JmBmuzjKc9zvkGN3MD3q4v5uG6mTwb3cSrG8N8cfcoH10Y5t7ujUwsbeZASZoeS2VzNErLlAgLpkSYKUaZm9Bpq0nTs6SKobYGRtqbOLJxFie65nBq23zO9Szl/K4VnO9dyYXdqzi7azlnti/ieNccRjfOZnj9DPpX17Jn+VR6llaya+VUBtqamOIoDl1tm6ktqcYXTZKyR1oJSBsBBV5Avu2QZzhkdJdCKyDfjOFLLpbkY8sejhpgKT6W/N9o4oYKQ1ElZlnk+i65jkue5VPsJigNfLKeRbFjMy0vj10bN1GSW4AUEdEFFWsSKIZgokZ15IiCGJEQBRUxoiFHFNSojBGV0KMyuqBhyTauZBEXTWbm53Kjbz1fXxjihytjfDWxnxfH9oQR5XAPzw5u5cWhbXx5bA9fne7nh4sj/PPyKP+8Osq/rh3h12tH+OXKGD9fPcK/rh3ll+vH+O3Gcf64c4q/Xp/gf948z59vnuevt/57LvLnm+f548FZfr9/nl/vTvCvW6f4/GQ/p1fPoSFw8FSFuG1hKRKaJIRM6YiGkaOg54TdLjlHDN9rjkzCibF8zkKaptaFZFNBRYtK6KKMISloURlTVCgI4mQTSfI8j8IgTtoOcDQXU/XRJQ9L8YlbcVJugoSTwNYcTFnHlg1c2SZj+xT5LoWeTZHnUuJ4lLoeZW6MrB0n3w6I6Q66GM7CDMkg1w+Y31hHeTpF2nRJGR4J3SehBSRVj4TqkdQ9sk7AorJiWusrWVqeZXpRCbXlNUxtmk3tkuXMX9vKujVr6Fkwk6HqQk4kXC7FXG7nJ3h7ehmPN87js/FuXt08yKs7R3l0coAbW9s4PreOoVyfHkWgKyeH1ik5zJ+SwwwhQnNg0FqToWfxVAZb6zjQVsfwugaG1zdxaMNMjnTMZnzzXE5uXcDZnYu5sHsJl/uWcXnPEi72LuXMjoWMdsygb8VUuuYVsGluAV0LSpjiqj7FyUJSZoyU4pNWffI0n0LbIxv4FLsuhaYd/jw5EIyrbhhJJGcy1Qomj4chOWiChSHb+IZLxvHJM10KrIBiL6A0FlDiOWRdl9r8XNoXLSbfi4V+WoKEFpXRBRVdMFAFAymqIURVJFFHFgzkqI4q6BSl8li5YDFxJ8AQw4vuiSYFusPuhTN4eXoPP1wZ4aero3w1Mcir43t5dayPl0d6eHl4B18c3c03E0P8ePEw/7w8ys/Xj/Dz9TF+uTrKL1fH+OW1Y/xyY5zfbp3gj7un+PP+Gf564yx/vXme/7x+lj/fOMufb17gz7cu8ucbF/jz/nn+fecsv92Z4OcbJ3l+bA+Hl0ynwtLRIxEMQcSUJAxJRhNU9KgWctUi0iT1JnSDkSIqruZQVVhGYTJ/UqmpoQoqmqiiSRpKVMFWTOY1NtFcO418LyDfS5C2Yvi6j616mLKNo7rErBgJN0HCTeDoLrqko0XDWUnaDih0PQpdmyLHIuvY4fIg06DY8si3XWKGiS5paJKOKZv4uk2eH5BrOWQsh7TlktQ9EppPQvWIKQFpM0Fjdir1mXzmZwuZX1RMfUEpFaU1lDXOonrJMua1rKVtzSp2zW1isLKQE3GPK4HH7YIEbzVX8cHWxXx2ahuvbo3w/MYY7x7p40r7KkYbyuiPm+ySBLqm5NCak8P8aA6zNZF5GZeOpmKGWpo4uqWZ8e45HNnSzOGNsxnZMJ2DbQ0MtzVwcH0jY53TObp5Bie2NTOxfS4XehZyftdijnfNYf/aOnYtLWf7wizdC7JM8SWXQLZJyH4IEs2jwHTJujalgUOp55J1XLJuQJmTosxNkjZtTFmfDMMOphzDkHwMyUEVTJSojq14xMwkKcsnYzgUuzFK/QRlQYxS3yfr+WR9h6zvEVN0dFFCE2VUUQ5vCEFHFbQQJBEtjCLRECiqqJMXT7N0zjxSbgxD0LAlB0d0iAkmc4sK+NvwNr69tJ8frx7ip8uH+O78MF+fGeTrk/v4enwvX5/o56cLI/x89Qi/XD/CbzeP8dutI/z22hi/3hjn3zdO8PvNE/x+5yR/3DvNH/fO8J8HZ/nzwVn+ejDBX2+c5X/eusj/99Yl/npwgT/unuW326f59fZp/nn9OE9GexmYW0+hqmBGxVCIJijo4uTNLmghAKIKkiAiCBJCREWKaGjRMPXURQNV0CfZCOHnoQlh/WYKOoWxJCWJFPlOQIGbIGPHCDQPWw21Pp7qELMCYk6CuJPENXxM2ZpkSFikrBiFjk+hbVFsGxSZOs1VJXQsmU9TUSEFlkXK1DGl8HoYkokjT7KAdZOkaZA0TRK6R1z1iSk+MdknocYpjZdQZGeYGqRozBRRWVBOUWkNhY2zqFy6nHlrVtO6chk9s+oZLM3neMznsu9yN5vi7fnVfLR9GZ9N7OTFrUM8u3KItw/u4MKahRyqKmCfrdArRtkajbBOkVhmqixIOCwrz9A9bypjG+dzYc8KLg+s5uK+VZzvW8nErsWc2DqXo1tmMbZpBoc7p3Oos56xjfWMdjZydNMMjm2ZxVjnDA6ua6B/zTT6VlXRt6KKKTHJJan6xJWAlBqQb7gU2S4lnkuZ71HmBWFr0ItT5eVS5WfId1xsScGQFRzNxtECLDlAl+zQzUQw8bQEgZkk0F0yhk2ZG6fCT1Hixyh2PUo8n0LHImPqxFUdQxTRJQldVsKpumigTUYOMaIh5CiIERkpqiALCpZiELN8PMXCkSwc0cETHZyoSoFlMdKyhK8vjvDV+UF+ujLCP66O8o9rY+Ec5NwBfjg/zC/XjvD7zXF+vzXOH3eO88e94/xx5wS/3z7F7zdP8setE/xx+yT/uXOa/9yZ4M975/jz/ln+uj/BX6+f43/evMD/vH6O/9yb4N93TvPrrRP8fPMEP14d44MDW9nRWEWuKGELEoYY3uD/fV9KVEeOashRFTGqIEQVhIj6vw8DKRqyocP2qzkJGBUtqmJGVayogitqJFWLAsuj0A1Imz6e6mApFpZs4U6CxLdieEYcW/UwJAtNNNFFk6TuU2gHFNkOWceh0DRYWFfJrg1rmFVWTIGlkzEM7P/z2h3ZIqHbpAyLuGEQN2wSuk9SD2uSQHaIKR5JPUlKT1IW5FFbUEFJURW5ZXXkNc2lfOkK5qxaRevSJeycXsdgST7HA5/LQcD9snz+triWj3pX8vxsLy9vHOLTCwd50L+FiaWzGS5JsdcQ2C1G2KHIbPQsVqdjrMxmWFtXzM7F0zi6aT4X+1ZwfWgtN/ev49aB9dw80Mb1oTVcGVzF5X0rubB7KRO75nNqxxyOd8/m6OaZjG2cwWjHDEY2NHKgrY79rbXsb61lSlxxSKoeSS0gVw8otByyjk+pH6fcjVPhJih3A8q9OFV+hqlBLsWej6/ItC5fxsrFS1AFDUvxMGQHRTAwRZfASOKZMTzVJmPZYRTxUhT7QdhydH0KXZt82yRlmP9noKiiSxq6ZKEJYS4sRzXEHDGkzEfD9MQQZXQh1MjbkoUjOPiyTVkmQ0M2y+LSYh6N7uHr80N8fbafH6+M8K/XjvLz9aP848oo/7gyyq/Xx/9fMNw9wx93zvDH7dP8fvMkv988zu83j/PHzZP8eWuCv+6e5c97Z/jz/mn+fDDBn/cn+M+9k/x+7wS/3T3BL7fH+deNY3x/aYS/7+1gfXWWmCBiRWUMITS4UAUTTbTQJAtNCrX8QkRGzFGQIxpSJIye0mRaqYvhUUUNVVTQRRlz0s7Jk1QSmkme41HghaxrT3YwxdArwFFdfDPA1j1M2cUU7ZD6LpqYokVSi1Fkxyh2HLKOR9Z1qEx41OYnKYu7FDkmuaaFIxuok/JtW7bxNZu4bhPX3bAeUUOiY0K1yeguKdUlofrE1RjZWD7VhRUUZCtJVdWTmTmPsqUrmbNyFW2LF9PdMI2BwgzHXIeLsRj3K4t4e0U9H/e38OLCXl5cP8yHp4e4vbOd4/PqGCzw6NOj7Jai9Jg6W9Jx1hbnsrqygLaGInYsqmRk/QxObV/Axd3LuLJ3Jdf7W7i9v43bh9Zx93A790Y7uHd4A3cPrePW8FquDa3icv9Kzu9eytldSzi1fT7Htszm6KZZjHbMYEpCcUhqLmkzmLQiNSixfcq8JBVemio3RYUfo8JPUOmlmOqnKXXjpHSDpXPmMKOuHlU0J7tc7uQH6eAZMQIrRkz3yHUCsn6CUi9J1o9T7PgUOy5FrkOR7ZKxHExRRo2qaJPmEppgTj69dBRBRYxIocArGnK5dGFy6CgqGJKJKdq4ikVtSQnzGxrIOg7j61fz45Uxvj47yA+Xhvn5taP88toxfn5tnH9dPcYvV8b59dpx/n3jBH/cOsV/bp/i95un+OPm/wuS32+eCMF05xR/3D3FH3dOhtHmzil+v3uC3+6O8+udcX69Pc4vt8b54fIIr/euY3lJfqjViaqY0fBprIgGmmihT96sumxgKDqqqKLkKKHnmKCjCAZqNEy1QlKnhi5rGLKCISqYooorayQMgzzPJ89LENcCHMmdJKHaYUNFi2GqHrpohd5mYqgkNSWbuBZQYPkUOxZFtkmxa1Pqh6fYsyhwTHJNB1c20ITw2liSjae6xI2ApBYjoQTEFZek7pBQLZZMn0VNfnGol9c9ElZAyk2SKiglWdNIZuY8KpauZN6KVaxbsJBttVXsz0sy7rpcTMa5V13E31ZP56MD63l+qZ9nVw7y/tE+rm1uYWx6JfvSNrsVgZ2iwDbLpDM3RUs2lxUVubTV57NjYSnD6+s4uXUOp7fN48z2+ZzvWcKlPcu4vG8Frw2u4c7BdTw43M4bY528cXQjrx/bxOvHNnF/rIM7hzdwc7iVa4OrubR3FRd2r2BKQnFJag4p1WJWWRVDWzdT4ccoczJUeLlUBSkqYjGq4immxnOpjmUm6xKHmOni6h6G4mPLPoboYEQNTNnE0R0CIyBhxsnzU5QEaUrdJCVejFI/IOuGVIgiyyfPdggMC89wUf9rBDFpPqGJGrKoIUSV0KguIiFGBRRBxJRkDElFlywMycaWTRKGTdr2iIsma6ZO5dnJIX66MsaPF4b55cYRfrs1zm83x/n1tXF+uXaMX64d/f+Zeq/HuI7s3Jfo3nnXrtq5uwE0IhFIEBRzzjknkRQjwJyRmTNBglGiwoykkUYz9jn2XJ9zz732tT22JTFLmvm3fvehmho/1AvwAnTvtVetb32Bn59e4a/PrvLXZ1f55ek1/vLsJn/5+BZ/eX5TF8gnN/jLJ9f55fk1fvnsBr88v87PH1/jL8+v89fPrvHLZ1f45bNr/PLZdX7+9AYvHo7w/OAmllbLqIJNWAwIDf32di2Jawb6KllwaGlsZtG8BTRWGjHrTJyiW/sM/rspRq2jWJ6+jloOypWUVUhFSRrimIY4J/ViAkvimyG+ESHsFN/N8Oy4VnhOreB0N4udmKqMaYsUTcqnKgWtsaI9jXSXl3orH9tSe6GZAt+SRG5MJlLKbkrZzsidmNwLyRzFzI5u2kplMl+SBRGpiklETF5poX7GPFoWraZ39SaWr9vArsVL6OvtZqiScT1UPKzk/GZGG99tX8ifRvbwfz88w/+aOM+3w/3c37aS4altHI99jpgFDpkG+0LFjoYy61urrOloYMfMKsfXdHD5o9ncP7qE+8eWc+/ocu72L+NO3xJuH17CeN8KHhxbw6NT6/n4/FY+H9nJby/t4eure/nm+n6+vXGQ3988yDfXD/D11QN8deUAk0puQr0XUm8INsyZz/UzJ+lOMqYkVaalTfTk9UwrVZhebqS33EBvqZ7OWKMboSMRboSwEwIz1DqPoo+0BcqTRF5MFpRoCCu0RDkdUU5HnNKZprRHCZPDhHYZ0yxjOhqq9HZP1cKqGg3CNzQL1TI9LMOrXbtsjLoiVqFYg0Q9fCtAWAphCpTtIk2f0BB0xTG392zi5bOrvJgY4uWjId5+PMYvn13j50+v6a7y9DK/PL7MLw8v8u7BCG8mxvjp0RX+8uwmf31+i79+cotfPr7Bu6dXePvsUq0bXeHnZ1f4yydX+cvzq/z8/LIe+p9f45dPbvL9vUHu71jBrDQirHOJDUVqR0R2jGdKXFPiGQFO0SWLclqrrYQyxijYWEUXp6gN+oLawP5+HvAtoa9opkcpzuidPJm2SolKqKiEEaHrIyyvpjyUCDtGeDmuHWMZPrZRc8asdarIi6mGKS1hSFX6VKVPSyRpDiOaZEJTkFAVKYkd4hb/1gVDNyT1Y0puQsVOKLsJmROTOhElPybzQ2JPktZepJlIyKIKTT2z6Fqxnlnrt7JizXp2LVpEX28Hw5WEm0ryuL7El7M7+f3uJfzDxb3808QZ/nTvDF+d/og7axZyvq1MvzA5ZNZxwLPZm8dsa6pnbXsTazob2DW7ypn1U7lzeBFPz63hkwsbeXZuHY9OreL+0eXc7VvG7cPLuHVwKbcOLeV2/yrun1jHw9MbeHp+M5+N7ODLy3v59sYBvrt1mD/eOcrf3z3GpNxJafRimoOYaZVG5re1MyXLa12jkWmlRqaXq3xQrjK9XM+0vEJnklJVCZlIUW5GYKcIQ+EVfZQpiayAwPYJbImyY3KR0aBS2sIyHUmJjjhlcpTQEaZMlgktMqUa5ZTiHLvWPTQMXPMDNlxsw8GpDe2hUoSBwDYM/VDYGsMXlod0faStma6J6bCmu51/uHyKt59c5cWjEV0on1zip0+v8tMnV3j39BK/PL3CX59c4d3DMV4/GOHtwzF+fnyVvzy7wV+e3eDnJ1f1cvHxqN6nPLnET08u8/NTXSw/f3KZnz+5xM8fX+bd48v8y+WjjK2aSbf0UHUOcVFqUMHRpFHf1DC5Z+pO4RgeVtHVg3udg/Me4Sp6CMOv/W8BgRUirAjPlkR+REOcUa9C6lVAWQmkY2r0zJJ4po+wJaGXIdwE2wqwa6Z/jhngmL6mmUQhzaGkqnxaIkFbHNIqE5q8nEYvo95LiUypXTZNgWsGBI4iFjGpn5C4EZkTkdkxsRMTOSGhrYg8SewFxK5P5ktyEdLQ1M60leuYt2kna9auZ9fChfT3tDFcjrkdKp405nw5byrf7VvBP1zZz58mzvI/bp/mi/6d3Fgyk7PViD6nwGGrjoPKZ19ThV2Tm9nQ3cqGqS18OKeNM+t7uXVwMU/Oref54BY+G9zCpwOb+eTCJp6d28ij02t5cGwl946s4HbfCm72L+dW3zLu9C3j3rGVTJxay7MLW/h89EO+vnqAP9zsY1LmJNS7sWbqxindccbUrExPqZ5ppQZ6y1WmVxqZXq6nt9zA1LxMV5JRVTG5nxHZKZHzvkgksa2ITR9leaRBxJTWLioqI/cjGoKctqhMe5TSESV0qJS2IKJFxpRFgm8E2EWtJRGWqxEh08Mx3utKbBzLo7naTGtzM0bB0LR5y0PY+gSOQNpS2x2ZHs1BwNm1S/jx6XXefnydV09Gef1khJ+fX+bn55f4+ZPL/PLxVX5+elXHTD8a493DMd49ushPj3UxvHt8ibcPx3j7aIx3jy/y0+OLvHt8SZ+nl3j3ZIyfHo/x05OLvLg/xD+e382ZBd20eT6qziMyFNIKCewQYUcIM9Izl6lhXbvgYhbcX9Etpyhwix5eUUPFvq0fzMCKdHdwIgInIrIlJV9SH0py5RM4Nq4pcK0Ax3BYMHsea5evoZzVY5k+jiVxbYnjSBzLRTo2ZeVRjQRV5dEaSdpCvdOq9/RzUXFjIkvpxa4hcEyBcBWRSIhFQuRFpG5MbkckTkjkRkhXEjiCalpi7rRp1Mchme+RpxnTFi5lycZtbFy9jj3z53Osq42RLORO5POsKePLRT18d3gN//P6Af708Ax/d+MEnx7cwtX5Uzlflhy16uizChyOJIfam9jb08HmaZ2sn9rClpmt9K3s0YP74ZU8OL6WJ6c38cn5LXw2tI0vRrfx+chWPhvazMcD63hydi0TJ1dz9+hKbvcv5dbhpdw8rDlf48fX8vDMej4e2MqkzAlp8BPawoyuOGdKqgtkal5PT95QK5R6esv19OQVpuZlOtKMJhVR8RJSMyY2lZ5FzJDIVoSmjzBd2ptbOXP8JE2lekJbkYucprBCe5zTmWR0RintKqZFxlSEpj84hodnOjXavPurrsQ1XWzDwzY8hCuRvsI1PXzLR9i1t60d1LzAtPxUWZLEdJlbreeL0/28fX6bV88u8/rZGK8eDfHm0SA/Pxvl54+v8O7JVV5PXOTNxCjvJkZ593BMb94fX+LtozFeT4zw9tFFfnl6hZ8fX+LdozHePb7Em8djvJkY4c0D/fvv713gjye2cWxmJ622JCxo8Zq0IqQdEZghflFi1TnYRW24px0rfez/tg9y33dUy0fYQutBnAjhRPiO0l3CCch8SUUpcqlNAl2r1qGKNr2dU5g7YxZpmOJaAdJPEF6E4wTYtoVwTUqhT2MoaAx82sKQ1jCmUSaU/YiKpyj7itASOAVXXwVNH+lHxO+LxNd8v9yOtIbov0HQTWmFOVOmUh+GZK5P4ksmd09l+Zp1bF2xgn2zZ3F8cpWLic+9yOGTtpwvl/Xy3bH1/MPtw/zTwzN8d+UoH+/dyNVZ3ZxLfY4ZdRy1LY6kCQcnt7Cnp4vN07pY09XEmp4quxZ0cHL9BwzumMfohwu5um8pd/pW8uDEWp6cXc8nQ1v5fHQ7X4xt4fPRzXw6spmPBzfz+OxGJk6uZ/z4Wu4eXcXNI8u53r+UW/3LmVRyI6p+QkeY0xnndJdKTC1VmJZX6Mnq6S1VmV5pYnq5gWmlenpKFSanGU0qpN5LSC09rHtFQeAoQicksBWeFRCplKldU8lUSujFRF5OvSrTFue0RwkdUcrkMKVNRdR7AlFn4hYtPFObQejj4JoWjulgF9/Doy5mwcExvFpxCHzL1d3ECmpFopC2QpkurWHIuU3r+N83h3n18TVePRnjx/vn+f7uGV4/GuSnpxd59/gyb+5f5M39UV7dH+HV/WFe3h/izcQIbydGeVsrmp+fXObdQ11Mbx6O8mpihNcTI7ypwcp/vn2Gb45u5dD0TqpWQFin4WlphUgzRhiKOEhorq+SRTF20dEL2Pc7oaKjqTcFT3cRq1YoVoDvhPhuiHAlwhUEriDxJaVAkQmJsvX+wzMDhOkTuhLl6e9CejFpVEHJFMfxsWwL3zUpKUGjkjRJRXsY0xol1MuQkicoeboIpeVg1RmYBQvH9JB+SCRikiAmkxGZpw22Ey8mdENCJyRxNCxc9hW5E1ARimqUUM0qLJu3kN1LFnFw5nROtVa4nLjcSx0+6Sjz2zUz+O7kZv7xzhH+6cFZfj/az5Oda7k6rYOzyuNYoY5jlk1/mrC3rZmtXR2s7WhjeXsDq6Y08uGCDk6un8n57XMZ2DGPgW0zGd4xl0t7FnLtwBLuHl3NxKk1PB3YwPOhzXw6vJUvLm7n89GdfD6yi8+Gd/DxwDYenNvA3VNruH10FZNSO6LZS+hUOV1pic5SxpQ0Y3opZ0algenlJqaXW/igVGV6qZGecgMdWYlqmFASKaEV4hUFwlJIN0J6EZ4T4dkRnhXi2YpEZmSyROgmZEFKNcqoqoi2MGJyFNMRhXQkCS1xglcwaxanrvb/tRxdKIaLU3QxDQ/b9LEND6foatTH9vBrSFdgSaQd1tjB+sHJvYDplTKnVy7mX+8M8/LRGC8nhnj5YJAfxy/wanyAt/fHeDdxibcTY7yeGOXNxCivH4zwplYg755c4udnV/jpyWVdQONDvH4wzOsHw7x5NMbbp5d4/XiMf799hq/6t7J7ymTKho8qCJQhCYyQwIhwiwENpUbWrFjJ9J6p2i2/9pLxij5WwcGo08YXXsFBmC7C/G9F4qhakUgCVxJ5kswPSD0faXl6FrGC2vJSz3C24eE7klTlxDLFswWO5eDbFonv0hgG7Fm7mh3Ll9OR55Rcl9xxyd2acaBpIV2fwBW4lkfgSmJfkQURs6ZMozVrIHUiQleh3IDQlaS2JLMkmSHJTEFbmjN/ag8VlTCzvYvds2fR3zOFcw0lrkYu90oun0yp56tNs/nDuW38w92j/OnuWb4+f4iHG5dysaPKac/meKGOI6bJFaNWvwAAIABJREFUARmyvdrIqpZmFjfXs7C1xNppTRxZNZ3Le5dxq381Nw6v4OKe+YzsnMfwjnkM7prL0K65jO6Zx+X9i7nVv4LxE2t4cmEzz4c0yvXbK7v54tIePrv4Ic9Ht/N0YAuTYjuiyY01QzfN6MpyutKU3lJOb7lEb6WBaaVGemtnSl5PW5xRHyQkTvbrF+9bIcJLEE6C7yQETopvRDjFkFiUqMSNZLJEHmTUy5ymMKE1jGlTIZ1JyK5Vyzi1b6/OcTc8SnFOS2MzjuHUttQanbFr5nW2pVEv3/CQlkdgewhLe4NJK9TDe82vWNqCyLTpzRNu79nAj4/GeDExxuuHl3h5f4Tvb53jh5vneDk+qDvHr/PHJd48uci7p5f46dlVfvr4Gu+eXuLNxAivHwzy+sEQbx/WutDji/x4f4B/vnKET/dtYGt7C3GdQVBwCP9bkfhmQOhLqpV6SnEJp6iHdFH08QoO0pE01zeTJxlu0UQYLqKGcDm1a5lj6OwWx9RXzMTTRRLYtSua6eKbDq7p4FgOruXi2YIoSEhUTuCEOKaLZ9kknqAaKtbOm83yGb20xhElzyVxHFJX+2y5RYOZ06czd8YswiAisAJSXysXu5taaIjKRE5E5IaEriTyfFLbJzcVJTMiNyVlP6QlrZD4Ca1ZE9u7OznR1sRgHnE5tBkvBzzvrfL1ltn88cI2/sedY/z99ZN8fmI3N1fMYaCacdwu0l83if3FIjt8j7WlhMXVMnObyixqL7Nj3mQGdy5g4tQGng9t5/nQNh6f3cj9E2u42b+CsX2LGN49l/PbZ3Ju22zO75jLwJ75XDywlJt9q3hweiNPh7bzfHQXn43t5ItLumAmxW5Io4hpixM9uCcpU7KEniyjK4mZ3lDP9Pp6essVpmb1dMYVWmRObidIM8EvRgSmpsoLN0a4mqIt7UQXiRET2Bm5qqekKmQiI/cTmlROW5jRHmrC46LuySztnYYyHaTp09nWwcrlq3ANvVyzf30wfFxTYJsC2/Txiu6vflGBFaBMPYtEtkSZ2sQutBSRISibPivamvnNqX38+PASLyYu8XLiIi/uDvL9zTP8+fpx/uv2GV49HOHt48v89PQab59pbtfPz67x05OreqifGObtxDBvHgzz7uElfnp8hdcPx/iPW2f4X4P7ebRtBTt7upjb2UVntQlZ9JCG1HZMdoCwHc0sMAPcotCZLEUPp+CQBAm93b1UG6q1TBYfUQzwCu9nFgejYGLUmRTrDFzDJfE05BpY2mjcr9k/+aaPZ+klpGv7SD8kVTmhG/1aTLGnaFAxbUlEexLRHCnKQhA7Honjk7gC37BoyCs0VZoI3YjIUmR+SCoC8iAgFRGRHxK5WpgV+4rYUcRWSFxUpKYic2IyLyV2M8qixOrGek40JIzEkuvKYaKi+GxGM1/tmM0fLmzj764f5fej/Tzdt4mLc6dyJpMcKRY4NKmOXXV1rLcMFoc+8+sTFrXWs+GDVvrWfMCl/ct4cmEzn1/8kN9e2cOXV/bw1ZU9/ObihzwZ2MLEmXXc6l/BxY8WMbBrAWd2zOXUttmc2TabgZ3zGf1oKdf7VnHn+Boend3Cx0O7mJS6IY1BQlsU05VkdKUJU/KYeW1NLJs6mQ8aynxQX2ZauUR3UqYjqqdBVIiNFK8YIkxdLNKJCbwU4UQ1FmqMa0Y4ZoKwUkIvJ/YyIjcmdBUlP6Y5SGiVCS0qpE2FNMuIxJQIw0f5ijwp6yHUrL09i+7flm2mr8ODDLu2DXZx6ixEwSGyJIkTEVuKqChIigFpUZIVAhosyYbuDr4+e4jvJ8b4z3uD/HhvkJf3LvCft07XHFTO8/LhMG+fXOSnZ5f4+el7lOsibx+M8vb+CK8ejPLywShvHl7k7aNL/Hh/kH+/eYp/urCPuxsWsbm7nTXz5zOv9wNE0dW6F0fPCIHznm6idTRuLfPFej9neRLXFtgFD88QmkpiSMyCr2PxChZu0UQ6DokQZEK/xYWpfuVlBabWp8sayBF4CuWFZCojFjG+pbf8yhHUq4jmUNIaKVrCkIovSZyA2NY+wYHpYBk2VlHvYGJLkXsxmSdJPUHqKWIvQDkeoRegvBDlRSgn0i8oKyJyEhI3JXUyMjdhcRJxKvG4GDjcDGwmGkM+ndPGV7sX8N3ADv5wtZ/fDR7i4c41jHwwmVOxR1+hjn2T6tg2aRKr6uqY61ssro9ZO6XK/uXTGNi1hBv965g4u5lng9v5dGQ3X1zcy9dXPuKb6/v53fX9fH1tP7+5tJuPh7fx4MxmbhxZzfDexZzbPpeTW2ZzYvMcTm2ew/kdcxncvYirh1YyKbEDqiKmLcroSnO6Yh2HfGbPNu4Pn6MnjektZ/SUMrrzelqTRkpeCVmQ2HUOsZ0RGynKfI/hKwI3RpgRrqWPX+s0bkHfuwM7IHYEDUFEk4ppVhHNQUijCMksiV9wdEEYbo0m7tVmErtWGK6mm9cGe8d0CIXig+4epk3u1gpHKyS0IlRRkJg+mS1JjIC44NFoC9Z3d/D8yB7+7fo5/nzjHN/fucAPdy/w493z/Hj/PD+Mn+PlgwHePBrm7eMR3j4e5fXEkJ5THl7k9cMxXj/WGpSXE8P85+0z/Nu14/zj6Q+5uWY+i+pz6qWiJBPtUWYrbTDuBAjr/Qa9lsNS9HBr84hZsLEMVwMUde/DjQJcQ2IXfNyijzAcsiBg2bxZzJnaTeYHKFtqxoOpi0XUiiT0QmKZEcuUOEjIoxJxkCKsQHPuLJeKCGiNFW1xRFMQU+/GpJbuGLErEKZT+9t00UorIHG1aWHuh2SeInYEsSOJHe2uE9oRytUukNKRKCcidhIyJyVxInr9gOPC4YpvcEtaPGqJ+WzBZL76aCl/GPqQ31/p58uz+3mweTnDU5o4Lm366urYN2kSmyfVsbRuEnM8i2WNCTvndnB+x2LunNjM44HdPB7YycPzO3h4dhuPzu3g6cAOno98yOcXd/PllX18c2M/397cz1fXDvD5xT08G9jO/ZMbuXZ4FUN7lnB2x1xObp7BkXW9nNw0k0mhpWjw9UKvI0qZkqT0ZCXWzvqAzQvmMC1L6a3k9FRKdJYaqEYVEisi91PWLllJo6wnKoaoYkhgKYSj9wGBHePbIb4dIqyQ0IuY2zuHzuZ2PMMltH1KIqRBKZpUSLMMaVbaPjMourgFV4u3DM0bcg0T1zTwTBPHtHEMp+Y8rzNM0jBizfIVLFu4CLPOxC1KpB0TGpLI9EmdkNQOCU1BXPSoWB6Lmhq4s2M9/3L5JH++fpofb53n9f1hXj0a+XWwf/FggFcTQ7x+OMyriQFePRzkx/EBfrh7ntf3h/jx9nn++dJh/uVKH/986TB/OLKFy8vmMCOJkQUTaXgElt6W+7Wu6NegXc/SW2y3GOD9KjBzNHpXdCnW6d2JawQIQxFaIYmjcyZzIemq1tNWSkldD2UJfEPhGSF+zagjsCShp0mOiUw1ZCsSlBshLM2NC0yHku/REkna4pBmGdPgJrpIHEnoastZzQTQs5GwdfGlIiXzUnIvIXUiEjshs2JSS9tSRY4kdCTS8VG2psFoebig2ZHsc32u+QZ3QpPHbTGfL+7k68PL+cPYbn5/tZ8vTu/l3sbFDHc2clyY9NeKZOOkSSws1DFbWCxpStizcCqX9q/l2dBH/PbGMb64doRPxw7ybHAvE+c+ZPzMNu6c3MTd05t4cHYLTwa28enILr64vJffXtnH19cO8fWVA3w+uounA9sYP7WBa30rGf5wAee2zmNSaIfU+xEtIqErLjElKTEtr6e3UqGnlDGtlNOTl5hWqtBdaqRe5MiCT0veyIHtH1KNyihLoWzdXgM7InDCmiGa3g57RkAaxBzctYeFs2ZjF0ykI0nckIYgplmGtEhJs/Ao2Q7KdHELtl6omdqIzjUtXMPAKtRhFYsaEjYdHEvLXkPbJVGKUEqsOgO34CFNRWwqIlMQmQGxpVBmgCoKwqJPYgo+qFS4tmUl/3blBN/fOs/L+2O8eXyZVw9HeTkxzMuJEV5NjPDqwRCvHgzw4/hZ/uvOKX64c4bXdy/w50vH+N+jB/nzg7P8n8t9/O7wZgYXzmKKDAkKNqpGsfFqJm/vIWsNc2uyoW9oCo5T9GpLRRuzaGMUHMyinskiS1J2Y+1z5SXkjiS1PZ1cZXlIw8c3JL4Z1bqJzoyRriL0QiI/Rrka8ZNuWPPhEkjDJfcErXFIaxTQIkMavIjYkoSOIHJdXNPEKv5N5yMdRSJiUpGSeDmpWyZxSiRWTlSUxIZL6gYktiKx9HwSOorQDYkcRUXENHoRO7yAa77J3cTmYXvKZ8um8FX/Kr67uI9vrh7hsxMfcmftAgY66jkWWPQV6vioUGCTWWSZsJmfCpa0ZOyeP5Xh3at5MriPr2+f4tu7Z/j2zlm+vn2K31w7xiejh3hwfif3Tm/h5vENXDuymhtHV3PnxHoenN7Ek4GdPB/dw28v6avZV1f288XlvXw8uIMHxzcwKXYCym5AcxDTmZToTkpMzStMKZX0EJ9mTElLTM0qdCQVKm6MqnPJ/ZiuchPVOEc5Ab4VaIM6J0HaKcIOdYHYCt/SH1I1bSANUs1FsgOUHVLxUppETGsgmdvWzPZlSyn7Ae57sp/p1+7PNtJ1mdLeTlfHZMyCoV0cHZ/IFiSWhyhony67rohdZyKKHpElSBxBbHqEZqBtiMyA0FSEhiI0BNMrZW7vWMt/3LrAD+NjvHxwiZcPRnkxMcrrh6O8vj/M6/uDvH0wwKu753hx5yyvxi/w7sEw3988zf9zqY//mBjgX2+f4atDWzg97wMmewJZtFF28GuOi2e5eJZb45tpkz0tLtPHKb6npzhYRd1R7KJGqjJP0BQkNPsZDU5CboekliKz9OwlDIFr6HgMYYU1lnHtre/rwVo6EuXq4T0WCdISiKJDbHlUQ0lrJGmWARU/IHF8Is8n8jx809I2s0Ub3/BRTkjixcR+RuKXSTx9UithSrWdtnKZxPGIzUBnZTohkRuiHEVgCKa3dtFVbmC95zIWGNzKPe61ZzxZOoVPD63kq6HdfDG6n8f9m7m2YgZnO0r0K5tDdpH9wmF3SbG5tczajipre1rYMWcK/WvmMbp/HQ/O7+Xzy0f43Z3T/OH+Bf7u/gX+MH6Or28f57PLh3g8tJfbJzdy/cgqLh9cycV9yxjbv5wrB1dy9+haHp/WcPAXl3bzu6v7+PryPiZFtk/uBFRFSHuU0JXl9JRK9ORluuKMrjhjSprTkeRUZURSyyxskhktUU6DSpCOxDEVrhESWCmBleCbeonlO/rqFZjaGM03tLuJcJQ2cLAVjX5Mm0rYuGA+5w7so0FE+HXO30RKpo9nOQSOy/TOThb0ziAyfHInJHUCEktDjontowwHv2Di1BXx6gxE0SK0XWLrfbZJQGQozaUyQ4KiQJo+sxobmNi7mR/uDPHD3WF+HB/mxcMRXj8a4+2DEV6PD/FmfIjXdy/w8u4FXo0P8ebBMC/vneNfLx/mTyOH+HbwEE/3beHgjB6qtk1YtAktTZMRtsSzfb33MSzsolGj29Q27MX3SkwHo87+9dpl1Yok94UWVwnNqSo5em5ILG0m6JkKqxjgFiW+oRCm0vZBfkwiE+IgQnmK0I/Io5xUJUg7wC96BIZPRShaIkVVClLHJrQsYs8jdj38ooVTMPAKDkFBJ2XFbkzsZSReidjPSdyUyJCsnreYOVOmkroukemRWJLUksSOQDmCwBGUopwkyJgTKE6mDmNljyvtMbfnt/NgxzyeHlnLk+ObuL17OUOLujnRFnM4MTic2PRXE/qnNXNk0XQOr5jD/hUz2b24l10LeziwYhanty7h8qEN3D+9k0/HDvHVzRN8d/8cf5y4wHf3z/PtvTN8ca2PZ8Mfce/0Nq72r2Vk/3IufLiA8zvmM/jhQsb2LeV6/0run9rI85EPmRQ5ktgKaPBCWlVMZ54yNc/oSctMSSp0xzldcUp7klF2JWHBpSwiJqcV2pKc+iAjdFJ8KyEwUwJLe3BpnpLCt0ICWxeNX5QIU7usSEeHAEnLoywSmlVOZ6nMlIYGGoMUZaq/xSxYetj1TIvQdTVD1U9o9GIqjiS3fBLLJ7cFFTsgNT1Cw0YZNqpoExoOsekTG4rI0ArGxNZEPGFpk73ICljY1MyzAzt4cWeQH+4O8OPEIK9qlJOX94Z4cecCL26f49X4QG0rP8Kr++f5/y4e4qtze7l/5gBjW9eypbuDkmkTGT6hJfVQbUt8y8c3bDKlaK7UEwdKL0SLtUBV08OxfISncCwfo87FqnORlk9FSJqDiCaR0OgllO2YzA6JHT0LOqbENgLcosI3FNKOSEROWZWoj0qUopw4iEiCkFKckoUJyg0RhsIvBmReRDVKqAiP6W0tzOiaTEUpYtvTCckFA7fgIAseyvCJ3JDYTUj9nMRLSRw9izRHJRplTGa7pKZLagUkdoA0baRpo1yXwA0QbsLUMOJwxeFcg835NsHIjBKXl3dwY/NMbmyfz+ia6Zya3Uxfm+Jwg01fi+To1EZOL5rG8JZlXNy7juE96zi2cTG7F3/AjrlT2LNgKkdWzmZw6zKu7lvHraNbeHh+L5+OHeGrG6f47t5Z/nj/At/eOcOXN47x6ZVDTAzt5saJjYweXMm5XYs4vnUOJ7bO5MyOuQztW8ok6cTakM5RVGVCd5bRnSZ0xiW6ozJdUUZ7ktEQRkSWztprjnMmJyXa4oyKnyOt9NcOElgpwooJrEgfs1YkToyoWQ+JmjBIWB7Sckj9gEYV0SgjGkREVWZkjsQv6HQraUoCUy+1fNPUBS0yWkRMox9SdiQlS1DvSBpdRYMdULEEmemRGi6J4ZKaPokVEJoeoekgLa03dw1PU0IKHoHhsqitmS/6PuTHewN6Jrk/xMt7g7y8N8ir8SFejg/yYnyAV/eH9ZA/foF/u3KUb4cP8/jSGY5uXMWMLCU2baTlazd3W/tWCVsTDztb29iyZh3d7ZNrCV6SwArxzAC76GKbHmbRxahz8YqC1AupqpBWpWgKFI1+SMUNyV1F7OisSi2brs0kVkgsEkphRiUsUU3qqaYV0kASiYBExkRBgnJifEMzkkNHUR8llHzBzM7JzJnSRUUqIsvHL9oYBQOrYCEKFqroELshiZ+QiozMT0mdmMRWRLYgtgWZE5BaAZHlE5g2HY2NtKQZsWNrOYOjmBJK9lcdTjZbnGo1OdctGJiVM7SwiaElbZydV+VYb8qhyT4HWz0OdyUcmVnl9NJpjG1fzs1DW7nZv4uRj9ZzdP1CPlrYy57ZUzg4v5djy2dzcvVcTq9byMD2lVz6aCO3j+7g8fm9fHapj99cP8Y3d0/y7fhpvhk/zW9vHefji4cZP7+bK/3rGdi7hBPb5nN0yxwm+XaKcBKkra0ru5Oc7jyjKy3TFZXojHNakpwk0LBi6iS0pvW0pzlNUUTZz1FW+utGWVkJbiFAmCHSivXPrQjXVrpI3sOUNXf6wPZQtkNZBLTIhNYgoSWIqPrvO4ReDArDxS4YSMujSaS0+gmtIqZJ6MJq8EKqbkizF9HsRDTaIWXLJzcdcsshsxwiS+cHKtPEN6xf5cBW0aIwqYgxySB3fPoWzuLPN8/y+sEwr+4P8fLuAK/uDvJmfIhX94Z4OT7C6/ExXt8d4fU9vYj806VjfHb9PAc2rabJ9wiLTi3u4H2BaDM/YSoymdFe30RJJXhFD2Hq33mWwix4FOpMjIKNZ3rETkB9ENEcRrSEIY1S68vLfkDuSSJb87T0da3GfLD0taoUpeQqIfEjeid3sX/XTmb29OjEZDdBuSm+FeEa2lOrJOKaRVBI7utk5MQN8IsWZl0Bp2izatFS5k3ppexr9Cv1I0oiJncjElvPHqGjNJpoaSd7v2iyYPp0epqbSWxbB5zaiikyYG+zzbH2Iic7Cpzptjjb43J2uuLUBzHHehR9XR6HJnscbBMcnppyZHYjRxd1cnbtbIZ2rmDso3WM7FvNue2LOb56LkcWz6J/0SyOLplN/5JZ9C2aRf/SORxdMY8TaxdwbusSRvas5NqRjYyf2cmzsYN8ceM43949y7d3z/PN3TP89vpRno7u5+bp7YweWsMk183w7AxhhkRFweQopTsr0ZnkdCY57UlGVSUox0eaAfUypy0r0xKn1IeSkkxRVoJfkEhDY+QNSQOpyAkMhTBCPEvimHoe8Y0I3wjxrRDXlFpVaLrEtkejjGiVKe0ypl1FtMqYqtDKSWX6uEWb2A5oESltIqPVz2gSMQ0ipsENqTqKZi+ixUtociMqlk9mOuSmQ9mySS2H2HQIDW2pahcdrIJNnmQsmD2f1oYWlGGzs7eH//fSKX64N8CPdwd4efsCL25f4OWdAV7fHeLN+Bivx8d4eXuIl3cG+f72Of7l2nH+z/0BLh/ZTUsYEhYclKVqHLKIwIr1saMaAdPDsyw80yGwA3xL4hgBVjHAqPMIhaIxy6lIRUUENIaKplqR1AeSitA6c+XIGpP4PWdLC9BCEZOFCamKUZ6kqVTP8nnzmVxtQVgC6cYEnvZw9kypvX6diNzPiZyYwJZEriL2JJ5hYdYVsYomsz+YwfT2DsqBInZ9Ul/qXYkbEbsJoRMRe3q/Ejk+wvWIXI9SIMgch9h2a1maig7X48Mmm6OdBY531XF6isHZHpuTU22Odjsc7rA51G6xv83lQFfI4ekljsxt4ciiTvqXTOXYqumcXD+bM5vnc2rTPE6sncOplQs4vXIRZ1Yu4uSy+ZxYPJejC2fTv2AWBxd8wL6F3RxcNpW+VR9wctMCBnev4GrfZu6f2cvHI4f57fUTfH3rNL+7e5Yvb5/k+ZV+Jjl2jGsmKDNm8bT5dOT1v8prJycpzSqm5Oqw+8RVtMYp7WlKUxjRGIWUZURoh4iixCv6NJeaGTk3wpT2qbgFXwuFbIVvSQJTX8GEIXHq9DUnsEKEESBNX7t3yBJtYUJ7HDE5SmgPE6p+TGz5BAWL3Ba0BRkdqqRdBkVCoxdScRWNnoayW/2QBsclKxqULY+KKag3fertgLItSC0fWYMznaJHQ15h9eIVdLd0Igs2m7u7+b+Gj/Ff9wb5r9vn+f76eX68McDrO8O8vTfC2/FRXo+P8OL2ID/eGeLF+DD/fv0k357axdGls2jyBGFRaA1JDe0LrARhabMMHXxk45oWgeMT2jqmTctqtS7HN7SVT+y45J5LxdfBrNX3htVeSO6HKCfAMTRVJ7AlwpEIJyT0ay4pMkH5isgLyURM4kc6UtyRCEfh2QrHCnDMAGFHxH6mk5VtqbUifoJvetpjwHDwXA/peISuh7JdmvMyPc2TyfwY5UREXkLkKEInQDo+gScI/QDluCjLIbT1zkSainbPYWeLTX9XkWNdRU50GZzusTg11eRYl0lfh8XhNpt9bR4Hp2Ucm9/G2RW9nFs3k1Orp3N0+RT6lk+hf0Uv/St76Vs2nWPLZ3Nq5QLOrFz46zm5bD4nly7g2NK5HFo4lX0LOtk3v5uDC3s4uHgafStmcWrDQgZ3rOLywU3cObWbj0f7+c3143x58ziTlJuSqSrKjDi0cz891Rbaopz2uERrXKJBJaSWT2h4VGRMR5bRGic0qpCGOKEsEx3mU8viy8KMmdNnkUcllB0hrRhhhr9KbIOiQtmKzuZOGtIGfMNHGFpQlLgZzVE9LVGqGcKhlvg2+orEcgkLNiU7oE2mWgoc5rSLlGY30vOIH9EkYlp8xby2VnYtX0p3nNFgCBotQZOvaPQluSsILQ/PDHDMEGGHxH5MaAeERZtVk1v5+6Ej/PBwjP+6c4Efrp/j5a0hXt8Z5s29Yd7cH+LV+DAv7g7zw90hfhgf4t+vn+b3R7ZyfM4U2nyJKgSEVoS0U6St026Fpc37hBXUtCIBoZegnEibNBR9AkN/Rl6dwJ3kkjoeC6d2s3LmB3TmJRpFRKNIaRQZJT9C2tqby7ckwonxnBjhxEQiJ5ElYj8l8VIykVESGbnKiYKEwNEpZa4V4NgS24rw7BTlZTVakSByFakXI4waG6DoYRkugSMIXUHs+FSjjI5KlUzEhK528FSW9osOnIDAEShXolylUT5HIGtgQ5PnsKVqcXCywZEOk2NdBie6i5zstjjebXO40+JAh8VHnYK+2Q2cXdPLpd3LuHFwDTf2rWR0xyLObpjF8VW9HF7Ww8HFUzi4cCp9i6ZzdMkcTiyfz8nVizm9dgln1i7h7JrFnFkzj2PLZ3FsyUz6F/VyYF4PB+b0sn/eNA4unM7hFTM5tnYeF3as5PLBjdw5sZ1J07tnsW7Zeuw6g/owpyUt0ZKUaI1KNIdl6oOU1AooOSGtUZm22hBfH4ZUwphcRIR2zYnD8GvLq4jQiwldPbgLO8K1FI6l8IuKhqSBvr0H6GqejFWw8awQ30yJ7ISqKtESp7RGOh2rVaY0eCGp6REVbHLLp0nETI4ybccpElq9iGYvpMmPaPIj2kTE8p4eTuzYxtQsp8H0aLADGjxJvQgoezrNSxgK14zxrBjfVAjDJyjazG1q4MuzB3jxaJT/vH2OH26e59WdYX3uDek5ZXyIV/dHeDk+zA/3RviP6+f445FtHJ3ZRbOriK2Y1I4JzRBlKpSlCY4asNBOKa5Rm93MiKAYaOGaIZHFgKDgE0zyqLiS3atW0rdlC70NVZpEQpPMaRQ5uavNrG1D4NsRgavnS+WmhF5K5GXEbk7qlij7ZRpkPZWonkxlRL7Ssmc7wLUVtqmNIyJbo5WBpUVdkScRhoddV2MDGA7S8UncgNwJyd2QTChCN0A6kthPiN2I2FW6o1g1wqmXEHox0lUoRy87Gx2XtRWTPS0G+1sMDrUX6O8ocqzL4liXRV+3zYFul4PTYo4vbGNk6zzGj23i+cAePhvay9PzO7l3dANXPlrGhc1zObl6Bn1Lp3FwwVQOLPhPaaBZAAAgAElEQVSAQ4tn0L9iHsfXLObU+mWc3bSC85uWc2bDUs6tX8rp1QtrV7J59C2YwcF5veyf18O++dPYu3A6h5ZN5+i62UwqxxVayk2IgklQtKhECU1Jiaa4TDVIySxBUDBplCmdeQNNKqYiFfVhTCUMyYSvkaKir8lvfqa/IKGJjMJSeE6MZ0f4doRvhignojFrRNk6DkAXSUxoR5RFQkua0ZokWgQUJNS7kszyiIsOuS1okQmdUcZkFdMWhLR4Us8ifkKbSGgTER2hoiuOafEFjY6g3otoECENQlFxNTNVGhG+FeNaCtdSevlpenSVch4c3M7Lh8P85+3zvLgzyOs7I7y+O8rr+yO8eTDEi3sX9Bkf4sX4KP9x/RzfHNrCvp52GmxFamckdkRkCWLLQxmOTi2uFYpvaVshYYa6uxZ1+KcyfFTRRxV84mJAoy/pKWf0lst0RgltMqJJRDR6KZmtrYIcQ+BZIYGbEIqETOVkMiewYqSVErslMq9ELsrkqkw5LFGSaY09HBG4Ib4dI50UZWuPZ2mHBKaPMG0808Ys2BhFB9vUHgKZG5K7sZ5F/ADp+YRewPKFi+lqaiHzNEEysgIiW+pO7UUoN0JakkSkVD2fZZnJpvoiO5oK7GkpsK+1wMH2IocnF+nrdDjcHXB4WszJhW1c3LqAh8e28JvRffzu6mG+uX6QLy/v4/nQh0yc3MLNQ2sY2bWEMxvmcmT5DA4umc6BpTM4tGIO/asWcGLDUk5uWcnprSs5u20lFzavYmDjGgY2rOD82sWcXrmQ48vmc2zJHA4unMlH87vZObeDSb7lIS0fYdgIw6ISZVTjBppUhQY3oklFzJjcQbOKaY0yKoGkHOicivowJfbCv3k52RFJUKrpn2PdXk2FZyW4pk7P8kyFY0hcU9UQLv0md2sdJ3RDqrEWYLWFKa1BQtULKdmCuOiSWYJmEdOpMjpkTJsMaRGKJl/RKkLaREirUDSLgKovqApJo68NvxuEojGQVHxFYiukEeJZIY6tsC2FYyocw6NBhQxvWskP9wZ1kdwb4vX4KG/vX+TNhJbyvrw/zIt7g9oN8oGeSb48uJFdXS2UCy6xoZ0lE1cyt2cai2bMIqrdxbWhg/z1BEZQy1kXqNqRBUFiSapBSKsMaFeSziiiTYY0+SGNfkpqx9p6yJIoNyL0EpIgI1U5iUiZ1TuHWb3zycMqoZsTByWSsEwqM2JXErkBsRdrQqoTo7wM6epCkUZIS6mJxbPmUE4yipPMWpEEKCci92JSR5G4isgPCD1B5EumtndQTXISVy8PI1uQ2gGJJ5GOIHJiQidiSlsnHXHI4thgTVZgY6nAlnId2xsKfNhUZE9Lgf2TLQ50uRzuUZyc28Tw2pnc2rOCJ8e38fngHr68vJ/fXTvEt9f6+PrqYT4b28fjCx9y5+gWLu5dyfmtizm+bi6HV8zi4PI59K1ZyNH1Szi5aRmntqziwo51DO/cwMiOdQxvW8Pg1tVc2LyKCxtWcGbNIo4un82e+VOZJGxtiGybOkGqEuU0qgpNqkzZViyfMZMLh/t1Tp7MKPkhZRlQjRLKUncN11A4RYFnKZSTaJq0qzP6hBXiWTGOJfV1y4pwTYVvxQg7xbVDHCvEtkPcmpqwFEQ0RylNUUpVZTT4CZkVEBkeJSekxc/oCEp0ypTWQNEchLQEIS1BQJuUtEhFYxBQ8QUVL6DeV5S9gAZf0iQk9b4kdTVL1im6FAsmlimwTYld9Mi9gKNL5vPvN8/z/d0BnWEyMcKbh6N/i2UYH+H1+AivHgzycuIC/3atn0/3rmBTayN5wSExBKGpMz16J3cze+p0YldnUApDd1BRyzAMDB9pCKShIyeEFSBNSeqENMuEyVHI5DikI4ppC2KagoSSnyAtiWf4KFcRC22UHfk5oV9CeQlrV65j3erNlJMWQi8nCXISldccHQP+f6re81uu8kr3rZXesN60clXtvLe2EkggkIQkJBAgRM45mByFQIAC2MYEk6Hte8/xbXfb7uE+7fY4Z5zg7j5uu9vtxgjO/cd+98O7JPf9UKMGDAbS3lVzzTmf+QQnLWY8+JaywqgYpVHLDpdVbFvaxi3X3MD6whK+dChRUuQlXjqmpY8Mh5G+0pWGVpc0ytCUlqos8aXBl4ZGGbrSUStHrRpa2zOtOtaN4lCdcl034cY25cY25XifcMs05c6FlLtXMu7fUvDotpKndve8dGgLrx+/nO/edYj3HznKJ88e5/86eTc/PfMIP/vu4/z8nSf4+TvP8tNzz/Cj1x/hwxfv4XtP3MQb917HC7ce5pnjh3j62EGeufEQz91yLS/fcT2n7r6R1++75eLrjftv4Y37buHNu2/k5G1HeeyaPUycqlDCkmcZZSGYhpalamC56lgsPdv6GXtWNli03Wix37AYKlaqlpntqFWDyiyqiHRuJ+qoLZFVtCotxuSl8UldFuNFuGhwRRehYOmRwqKEw0hPKytWfc9qFRWQM9PRi5oqNfSiYs0NbA1TtoY+wsSmYtnUrNjAmgus+sCq9yxZz4KOr3npWTSeJeNYNIGprvHCsLmywjUHDtJWHbKIWvNeeR47sJff/uAkX338Jn/6+E2++uj1i3r28x+9wbcfn+b/fHqWbz8/y/lPXud/n32Cz+48wrULA00iacYi8WOGYSMDde5GlaLF5vbP2ZN5zDG8+C6iUGxatqyFls2mZmvbsrUe2FJNWaoGahM9vFThcKalsj1ONfiyx5cDXjV0fqCvFwhmoCp7ahPH4KDjLSXarUa3R1NUGFHjZUulWoJqqWVNVwaW2oEDl1/JtBkQiSSIkkFZOuVodBUPi8rRCENdGLzUOBVpRE5pmtJGmFgGGhl31lp51kvDgTrnSJNwbZ1wXZVwXZ1yfZNwvE84Pku5bTHj7tWCB7dZHtvV8uy+RU5cvcFr123j3K27+cF9B/joO9fzFy/ezk/efJCfv/0kv3znBX7xzvP87PvP8pOzT/KjVx7jh0/fw7mHbuLUPdfx8m2Hef7mg7xw89W8ePNhXrrtOl656wZevfcmTj14G288dCtnHr6VU/fexJPXX8Uk3jAsMs2xhWRqKxZ8w6KvWPKWlVCxErrRgKyOlqi+YalqGWyLLyL0qwuLyh0m/7NtjinqeCMRjlKE+IGMhghetrhx/JKFR47GZ6Xw2NTS5oaV0LHoWxZsTy8qqtQwNRV3HDnKiw88xHqoWXIVcxNYMrFA1kPFeqjYCIFV51kqPYvas6AdS9ax4mxM2NIVQVgu2dzkthuOMa2HaC2aWwZd8fih/fz2B6/w7x+e4uuPXo8j1ofx+n7+ozdiV/niHN98fo4/fXSa355+no9uPcq+viOkJU1REcSYYiw8vnDUmaPOPT432Mzii4pQ1DHRuAi4PC7JOpWE3DI3HeuhZ7MejcvrgY16ykLocNqPFj8BoztK1UYAQsZbzAULo1B2VBeLJLqbhDIaU1woDCMi18vmAS8b6rIjlA1W2hhpLS2Nq2LsQ6qphKXXMY231W2MDywCbRGjAk2uuWRzK/suu5zeBzptmZcVUxFJmbWqaIRnRZfsCQUHQs4hn3E4pBz2Kdf4CdfWCUfbjOvblBtnKXesCO5bUzy0zfDkropnr2h56cCUU9etce6WXXz/nqv44PGj/MXzd/CTVx/mp+e+w9+88zy//MHL/PIHr/Cz7z7Hfz79HT47eT/vPXMH5x45xit3HeaFWw7w3M0HeP7WQ7x8x1FeuedGTj1wnDcevJkTD9zKk8ePxHGrSHKKNMMXJQu+YcFHf97lKrBU1cxspE4PZcvcdSyGjpltqLUdZaIuuhLKevylj/cQEa/IWnqMjAVgZBXh0BGjL0WNEtXYZSI8umVxhSN797JUNSyGNoZYSk9TWAZluWrrNm676gCbVcuKb5iZKlJVfDOmydash1g0a6ZlpaxY1JYV41lzFSsuztRBeJw2VNbiZFQKlpllUIEnDu/nn987wR8/eJWvPniNP334Ol999Dp/+uh1vv74Dc5/dpqvPz/N15+f5Y8fnuY3rz/DOzceZnfV4VNPUzTUIsbmWeFxcpQWZxY7CqlsEeLtKKuxWcBkhsE3bC6usNxMWTAtG2FgazXaL1Uda6FjKD1lEZdoJSqUaFGiwYgLiWMNXtQE2VLpnqrsCarD65rKVOMoPBZJESJdv4honxcxmCmULaX0GBG7a5ZK8kShU0OvaxZMTaeqqBFRNa0I1LIaD5GOjeUVdmysMzjHVDvmOjCImNJ7yep2pq5hxQUucSW7S8Eek7PPphx0CVe7hMNVyuE64dp6wtE25cYh4+ZZyu2LOfetFTy6XfPkLsPzV3peOdhz6ppVTh/bxvfv2MsHD17DJ08f50cn7uOnbz7O377zPL96/wS/+uAV/va9E/z1957nx6cf58OX7uLtx2/k1P3X8NLtB3jh1oM8f9shXrrjCCfuvo6X7rmRp2+5hsngG24/dhNKRHeOuW1YdBVzWzH3DVMXouKsCCzZgblp6ZRhUFHM5IqSUji0qKJxmhzfixHFURVGR+eUiCKNXrhjd4l8r4ayqCmLCqcrrr5qP489eB+9syxUNYuhZlZ6GmHpCsOKrdhWt2yvB9bDlGXXsWxqVm3LmmvZ8A3rPh4WN0zHqmlYkJ4lVbFSNiyWLZ1q4xe4sDGDUboIzaYlU2V58sh+fvf+q/zx/ZP86f3XIm/rozf56uPT/OmjN/n60zf5+rMzfP3ZW/zh/Tf49cuPcuqafWy1DT4JNHlNXYz0cB0wKhIpL9gvmcJjRfQHsFkVD6yZ5pLN7Tx+730cuWwPy2W4WCBb657NELMmN7s5y+0Ur+LDSRU1WkTzDS/bGLYqa2rVUeuBSg8xAFY1UecjY3GUebho2h1UoJINQYypZbrFjmikzC1ZqhCJppYNC65nZqL4q1LhIhUl6CpaCumAlfHo2JWWmbZMlaUTjl63LHVLNDYipMtas1HkbBcZu2TGlWXKfpdylc84EFKurlOO1CnXtilHu5RjXcqts5Q7lzIeWC94fFvOk7tyntvjOLGv57WrlzlzwzbO3bqL74+j2I9fuIO/ev1hfvm95/n790/y649e5798fJKfv/ssPzn3Hb587X7effpmTj98Da/efTUn7jrIy7cf5sRtR3j2pquZzHzDvTffhswiFXqmIxdqHlrmvqWVnlZUzHXLip2yOSxyze7LIyM4N7jcjqKhauweEW3xKuB0hRbVuJxH90BZxOtuOXYWK2tc0Y5BQDVGeoINdD7uDFPbsBAapjbQqCjDXbUdm2HK9nrOltCz5lrWbMea7dmwHRu2Yd22rNueVRMv8ksqsKxrVkx0J+x1Q5B1TJa96NXl0Fmct5+8Zj+//+A1/u3dE/z7D07w1Qevcf7js3z7aTR9OP/pGb757G2+/fy7/Ou7p/jlcw/y4lWXsa49VVFTq4YgA1bY0TAviqFM7ilHNrQTDUF2+KLGjo6OjatYn03Z0vVs+JatoWczDGyGKRuhZ9nU3Hn0GA/cdgcL/Wy0hR33CdESZDdGjFdUsqFSHZXu8SomkZnR3M7IOrrajKE/la5oyoZKNti8GkmqkYwqckORKHRi6FTDohuYmZpWu2gjpMJF18agxjuIcHjl6EvLzGjm2tDLQK0bvIqHxaAcIc/p05TFNGMtz9gqUi7RGZeZgitcwX6fcyhkHGkyrm0yrqszjrUZNw0ptyyk3L2c8tDGhMe35Ty10/D87sCJfS2vHZrx5tE1zh3fxjt37OHjR47yf79wB3/9+kP8l+89w9/98AV+/fFL/Pqjl/nbD1/kr37wBD968wE+fuFu3n3iZs4+eD0n77qGl+44wsQXllDacSELTFUsjs4FutLRCc9UNiyUPVPdcmTPft45eYpeljEYU1yISAixUAoX5amjq4kp4tNIC4eR414iI3XCiBDHtKKmLBpKMR4dc48cdRGNqhlcjCXrtWEqPeu2Z5ufsT1M2Qwda7Zm1bSsm4ENM7Bpp2zaGWumZ6VsWVSOuVCsmJpl2zK3NX3ZENQFf65InbHSozPDoD3PXHsVf/jwFF/98DX+/YNX+erD1zj/yRm++fStWCCfnOH8J2c5/+k5fvf9E/ziyTt5/sqdrEiHL0K8B+gQr87Sx6NqXsWd7QJDWtQE+ediNSKa7NVasew8W0LHpu/Z8D3rvmfF9/QqsNTOWB7meO3ig0aEuN+I+CWvxgu/kxVeRW6WzixGBEoVKLVHy0CpWqzuosVQrrli15U8/sCT7FjdhcurmBSgKmRukInGZ4ZBViyYlpn2dNJSK0uQhqAcXhq8sGMnq+LF3jim1jLoklaY6PApYwfy0lKmKTZJCUlOm6ZM05TFLGW9yNgucy43BVf6jP0+5WqfciQkXFulXNdkHG0TjncJd8wS7l1OeHAl5zubgqd2SJ7dpXj5isBrV3W8fmSRc8e28oO7Lufjhw7y42du4iev3s3Pzz3Cr957ll9/8hK//uxl/u6jl/j5u8/yn84+xucn7+fd5+7k7KM3MbHCxSCZRGILT687+rKmUiW1NExVw1xGm/25HdgYVtkyXcKnOSEtqYSPSUyZx6VxbHDasjpfYGlYGNOaAmUWX26Ull6ISygLjxYVpWxQsomdp6hQhUfncV4O2tAZRy8dU+lYtTVbQ8e20LIZKjZcYNVUrJqeDTtj08zZNAus6YFV3bF3dZMHjt3ApYvLzIxjZj29bnBFPX5h48X9QnDQVHuePnoV//bRKc5/Ho2yz38anVH+z2dn+fbT05z/5DRff3KWf//hm/zDmWf4q8du4unLd7BYxN+HUz4WiR59iUWInaTwMUJvNM+2Y3HYUXNiRUmrS1acZ0uIcdHrvmPNtSyWDbWI7IaotRlNAUVNJRqCaEbPsYCRFeW4kO9c38nurbtoXRtpKMKjZI2WHVbFpT6Ylu3rOzl61VFWpxsE0VKrjqAbZG4RqSIUhkEEZrJmqjydjNyyRhsq7SIvSyiCKKmlGwukYmqiOK4pDE1haaWhViVOSnSaoZIMPUkpk5QySXCTlCbJmKcpq0XKNpWzy+Zc4VL2u4SDIeNgyLg6ZFxXZVzfjNBxn3DXQsp9yzkPb8l5YqfihcsNL+41vHIg8Oa1c7574wbv3HYJ79+/j0+/cy0/fvE2fvrmg/zynaf41Q9f4O8+fplf/vAEv3j3Rf7yu8/w5WuPMnEyoISlSGVkgsqGRtQ00tGXganuGIpArx1zUzPT05ifnsqI2Mgal1fYLOBHRKuyDU89+hjHr7ueLM0jDHzhKToWic4NpRzHLjkWiWjRohm7y6hKFJZSlATp6IVjKg0rzrO1adnWtGytAlt8xaqtWClbNsyULWbGhp6zpmKR7FvfxmO33MLupWXmzrPgKjrdRPTtwt8pr6KRQuaYmsCzNxzk3z55nW++PMvXn785wr9n+ObTM5z/9HTcST45y79/eJr/dfpp/vKRm3nysp0sFD5y0VRUBnodu5UpRsh11Lk76SOHSXqMjD+nEZYgSmbWsbVr2dG1bI5H1VXXMGgXr+Aj1y2iWC1B9nHMkk1E0kS0edUiIDPHtQeu466b7mZxuowsLFqOY7BocGqgcTOGas7gp7RlHRdwGflXXnpUbihSiUzEGGMemClHJzWDdRy+cj9r0wVqWVIJSSVVHI1Lx7wMDCrQyYh+NXlJXUgqrfBKU2Y5Ms2Qk4RikpAmE9JJgpykmElCSFNmWc6aKNiqcnbqlMtMwpUuY5/LOehyDvuMa6uUo3XCDW3CrUPGXUs5966kPLwl48mdgucvV5zYV/H61VPevHaJM9ev8fZN2/n+XXv58KGjfPHMzfz45F389Nyj/M07z/LLd1/kl++9xM/efYlJMBWqiJ5PXvq47KmaqrQMrqaTLb3yTK1jwQcG1VFlFVVWjaNCh83qEdatcaKjUm00MgsBUWiUCJTjLFyKgEw1KlPoIrqFKOGRRUAWDWqEjY2MYiIjPDp3uNwylZ5F41irQnSb7Do2q4Y1X7Na1qyXPRvllA0zsFb2rJY9q2XLmqljt7E1a6Fj2XV0usXkFTqLo1DcC+LO0KvAE1fv5XfvnYyHw09O8/VnZ/j2y7f55ou3OP/FWb79/Bzffv4Wf/r4HP949jn+6rFbefKyHSwUDpuN9HjVjMTG+mLcghM2xkznAiPMRYPv6KZisLng4OW7OPGdh7lx7x42gmNr07LsA428EE56QcseaSdOdljR4vNodBELr7oodKtNT+sGnI6WT7oI42fS4HRLbTo6H8mPXdlQFYEgLJUykSovNEYbdmxuZaHraFRJrxyNNPRlYPvyFgbXEoTBZopaWnrtmZWeua7oC0+TB9oiUOWKkAsqUcZ7Si6wo9w6TxKSJGEySUgnsViKUYbt05w2y1jIczZExnaVcanK2GML9v+HJf/aasINdcqNfcrxacZtSwn3rqY8tk3wzG7Dy3trTu7veO2qGaevWeHM0XXeOnYJ37/tMt69dx8fP3KUL5+7mR+fvJefnnmSn7/zAhOrHVpY5GigFkR0hu+0o9c+6qhVxdRVzL2n05EWH7JqJMP1hKLGF/WY6R5z3a3wiFyiCkM5EhzNKAa66/a7OHbdDeRJTnkhKkDWKNFSFnU0kbgAS4oq2uSkllBoZsayVtds7Vq2ti2rzo+UlJ51M406E9+wHhrWXcOaaVjVNauqYrVsWLcDK7an1w0mD6isGhffOJqUqaOVnkcP7uX377/O+U/Ocf6Tc3zz+Vuc//Itzn9xjm++eGtMyfoeX39yjn84/RQ/feQmnrx8O3PpMFkUnPlx/HGiwssoEWi04/pDh7jlhhvofHNRnhxHp3itvnR1meuvvIwr15fY0gTW64qZKQlFgcvVCDZEfy0vWpwc0HmDTgwuM/F3Juto56TG9wt713g8VEVFKSMiFlRLY3tm1ZxpmFHrlkpEQVczIlWl0CzO5zTB4YSkkZ5GVdQyEjh97gi5YzYioAu6Yl42dLKiyT0+sVSpYe5r5j7QqJJKllRFgU8LdJKR/4fi+PN7SjbJKCYpcpLik5w+zVlIM9aynG1asMtk7HEZ+6qcAz7lSMjinaWZcEOXcMs84Z7VlEc2BU9dYnhul+PlK1tO7ptz6qpF3ji0yuuHVzh9/TpvH9vJ927dxTv3XMUPHzvO5y/czcQoH4NdcouXgbpw9HlgUBW9qmiKQK8remcJWkedtrDUIjAtp9Syx4mWxvR0ocfresTfDVqUmPGAqGSkZnvjOHzoanbv3IXMFFZ5tPJIFVAjfOxFi8lDtBQarXJ0ZjBC05Wetapnazewczrj0PZtXLG8xLqtWbMNay6wERxbqsCGizyudVuzZhpWTMe661irWqZlnOVL2UV4Oo8RbWVm6VTgsav38bsPXuNPn73F15+/xTefv8U3n5/j2y/e4vxn5/j2s7f5f7/8Pl99+Cb//bXH+MnDx3nyyp3MtcPkfoRTm1FDbqObYhG5THt27OTgnr30psVmZrQcilZDgw2sViFmGFaO9aZi0QVqMTrt5w5bjCPVyFCwsmK5X2X3lktZqKcxH1HGjlyODvsXiJVOxlHNFA0mb2Ln1zNat8AQZjSuxasqwsWjM78pfHRxySQiEyO4EGjLKJOwwuHyQCtr7rjuJvasb2OuPTPT0EpPnVtaHbCZYteWrawvLBC0xgtJnee4LEOmKdlYGNlYJEkyIUlSkjQjSVOSJI+ReUmGmaTUk4why1gsEjZlyu6y4AonOOSyuOA3CUeblGNtxs19xu0LGfet5Dy8Lnhiu+OZSxte2jNwcl/PyasGXjs8540ji5w+vMLpa9c5fXwXb992kIlVVRx5coMXnibz9EWgFyOFQPgo5bSGUgp0IQnSMjUtC24aNROqog/TWCQqXpldEW2G7OiMoqWNRgdFGTvHmFGupUYpi5RR12BFhcsiShaMw+sLHlXR47aWgbltWat69qys8eqjj3DHoYMsSh2v7VXFWrBsBMumD2wNFVtCxbqvWTUNqya6RS6UgVq0GNlG9/ti7CS5p9cVj1+9j9++d5KvPjnNnz47HRN7PzvH+c/P8c1n5zj/6Tm+/fwcf/zwFP/11Uf5fx45zvP7L2HVBUxu4x4iPH2YsmW+wcz1uDwKj7xSeGmoRm8sIy1GWirlWQwN6020fl310YJ20A2+cOjCRbZy4eOOIwNaRl38FTv38PQDj3HFjl2jqd+YppXHoo07THvxyGvzGpfXVGqgdYt01TJ1mGJNjb6QxlX4SADNPEViyCcKkcQxsdLVxS55ATyoZc36sMSCb5jpqNtxmWDLbIm7b76Fhban1gavS9wFEVZR4LMMncWIv2IyFkuSkCQT0klKkmRMkpzJRJBOCrJJTpHkiElKOUmpkpQhmbCcp2yTGZfpjP025aBPuLpJOBwSrguRG3bzkHD7LOWeFclDWxRP7XC8cFnFy/s7Th6c8trBGa9dNeW1g3NePbTMqau3MPHCI1ITrWuEJYgorazGQ1slPK3yeCkp8xyXFwzas+h75n7Ai4iVN6MzoFMepyL0aMZLs5E2disRlYCqcPHDFQYlNFKUKOmQwqILQ5l51hfWeOHpp9m1YydFmsX46sISVENvepZ9z5a659KFJba1U1Z9xXpdsdHUbKkDWyrPFu/ZqDwbVYjmd6VnRQdWypqZqvBFQOdxRrdF7FxioiJ369CV/Pa9V/jq0zf50xdv8s0XsUDOf3GW//NlDP359ou3+eNHr/PfTj3GTx86zskDl7BZe3SuMTLePbYsrXHbdcfYtbkNlRbRHEKOI5Z0lNLGJCvh6EzFajuw3kxZ9T0rbmBR9/RFHXUjhUUWAVXUGBmZu1ZGKLkpO+Z+oFFR5WiEH+n4ISZrifiK2ZIujsxFS9BTKrtAZWe4skXLgJb1uNh7jKpRuadISvKJpkh0lP+OqJxTcf8KMhZyVRh6aZlrT1doXFowuMD2lTVq66WKuKoAACAASURBVCiljLZKUmOkwsmcSsoot8gFOo3sjyyLO0o+yUj+Q4GkE0GS5CRJRpJkZJMcOcnjkp8kDFnGcp6xVeZcqlP22Ix9IeegzzhSZRxtUm5oM24aMu5czLl/VfLoVs1TuwzP7Qm8vLflxN6KV/Z3nNzXcnLfwCSoCBVWroqs3cJjMxepDTLOnD4zmFTiM8lUWlZ8w3JoWTAtIY//bVANXlWUysXrsogt3oxJsyozY2Bo/PC0dGhpKWU5dhmPLuxFnXbvOnZt204TPEoItNDowmFERyindG5gHnqWq5610LNRdWypa9arGGm2pa5jgdQh/rOPUPG6Cyybml4HjIj5gTIzhDKw95LLOLL3ALPS89jBK/mnd1/mj5++wZ++PMP5L8/FfeQv3uLbv/gu337xPb757G3+8P4p/uvJR/mrR2/m5KFL2VoZdC6iy31haUzDUrdI71tsYf5sDiHiz69G+9NaeGa2ZaWeslHN2XBzlsspfdHg03iA1EUY4fF4U/IyPs2DaKlEH8Vbuf//QexO1tgxK8bICzwtN6oHB7wasGrAyG4spCgf0MUFGlFAZIZsokgnkiItI83m4k5UU13QoBSBWnh6Gb22QlbiMo0rFE4orNKUSlNKhVaSUgiCFNRK0ShFpSRBSExRIMbOkqc5WSLGP1+QJZJ0UpBMcpJJSjLJSJOUIkmQkwkmSWiShFmWslykbMiMHWXB5SZjnytisYSM6+uM413K7fOUe1dyHljLeGQz48kdimd2aV64PPDylTUn93VMnHYYZXFl/ODi9Tz6yJrc4wrL5myFhTDQFp5F3bHoWhZsx1x2VGm4COtaYdEyYv5m1I9EgZEbkRsfl+Tco/ISLUq01BHmLTxqZAzbIkKdRpqxiDSlMOi8RosOX86pzYyu7JiZmtXQsFnVsXsEz5YQWDGWVVuyWQc2q5ptoWGrr9lwFUujQ6EpNFpEUmNVBg5cfgU3XH2YQZU8cmAP//T+K/zhszf54xdn+PrLt/jmy7c4/+U5vvnyLb79/Luc/+Rt/uXd1/jViYf5yeM38erR3exoPWWaEXKFFzHT3ssKJ/zFl5ERLFEydtQLRTK3LSt1z0Y9Yy3MmKoan3vKIoz3o8iklkVczCvdUKuWMF7avehxRfRg1spjRBgRx1goVkQ4Oh77osjKyh4jBsqiHY+69Yh+xb+bFo4i1WSJIE0FRaowIiaMuSLC/r6oIzgxRt7Voo5dOjOjNarEqhKrS0ql0UqiZIEqBLVRdEbRG0FrBK0W1ErGG4qQyEIiU0kxkeQTRZpIJmM3SZNYJJMkjfvLJCGbZIgkoUwzfJJRpxmzPGNDFOxQBZeVGft9zuE647om5+Y+485pyt3zhLuXJty3kvLgquDRLYKnd2le2FMxsUWJUzGnsCwMOitxskLnFpM6bKrYd8luVpo507JnbqdM/ZShnNLlkcwXU2RHrbXyI08r2giZMRpOZ5ayqNAj1KpzGyOThflzUckOLUaT7QsX8HEEcyJGLuuiwRQNrZnSmSmdbpmPlPL1qmHD1lzSzTm+Zy/X7drNmvNshJrNqmFLaFnzDYsm0Eo3GlnHAjZ5OYIScVx4+MAe/te7J/j9J2/wh0/P8O9fnOWrL8/wp8/f5OvPT/PNF2/xzRff4/fvvc6vX32Cv376bt68YT+XDS0mSfG5iloREZffeFC84MEV7V9LGW2aQu7pZMOin8YUsKpn0Xc0Ko68EeXzo2lDjRI1oezpRg27l81oNNFhimZUWUatis8sJjHxjiWiKjSMT3+vupEUOfqmyRav2niIvPjZ+VgkaUGW5si0iHEXhcaOIEIsfjvKAhqMCMjcovMSk0vKXGBlpM5bpSmlRBUCXWg6XzKvNAuhZPCazkhaI6mMwumSUpTRFD0tkIkim2jSRJOmkjQVJEnxH8avnCSJ/y5NCopJjprk+CSnSzMW8owNkXGpzrnS5RwKBTc0GTe3Obd0CbcOE26dJtw+TblnMeOR9ZynLzFMVK7RQqJH/F1nZaRRZxaTGqrc0JSGVkV9Q2cjklXLHi+ib5PXNQvdEn01RPqJijOtzEyMRRYWPVLi9cjxinECbnR4vIC0tOMHU41zdIj/vyKMGpV4kS8LR1ANjR1oy4FeT5m7Gev1Iutu4LLZKicfeoxn776PZevYUlVsVHHsWg2Rm9aKC7O7pcxjPmFZOMrc0SvHY1fv5Tc/OMlvP3iD3394hn/99DT/9vmbfPXF6Th+/ehtvvribf7xnZP83cnv8LNn7+fs8au5YuhwaYEv7EiTD3gd8GWMIHAiZod4Eb+sPq+psoZBRbHbcjWw5FumpsILd3FcLQsbbx8i3l9aP2WoFmjtjKA7rGyxoh1Hpni994WjVzWLfkqvuwhJyw4vWmzRUMoGI+so21X9mP3ucbqOn4OMDy6RWbKJoEgEKhXoTEZSaG5wWYwGd0JihcQIHe9umUHlGldIbCGxQmFlfMUiUVhRMm8da4NnrXUsNYZZ0PRB0QRFY0oqZfBK44TA5jG+WyUxzChLBGkiSNJYFMlEjkUiSCcqqiknGUUSj5U2mdAkGUuZYFPm7C5zDrmc66qcY3XBTW3KTU3CzU3C7X3GfbOEh1ZzJkbFfG+Zl6OLR+wKZaKwqaaWJZ2xDGWEg4OoCCo+sSLfqsWqwAN3PMi9t90X6S0qMn1FZhAXFvXRV0rnXZTrCvtn1EVEVxVfVOMec8E0IX5JvHAjMa7GqjDmBjb4ssPrlqYc6MyUwQwsmRmbbsYl/RI7+0W21S1bm8BmU7EWPMvOMdcVjQgjv2w0rM4u0Gd8vLgfO8T//uAN/undN/in917ndx+d5g+fnePfPj/DH788w9c//i5ffXGO33zvef72xEP87Jl7OHv8EHumAy4pCVlFKEZeloqFEspqpMwH6qKlLjpC3lIXLdNyYClMWQo9swv0kyJ2HXPxQh61OlHZN2daL9KHBWoTRVZO1KNcOrIYZGbZuryVFx5/hiP7rsGJDiN6rOjjuxowqsfqHiMrrt5/mAN7D1G5DlGUUb4gWmTmyCdy9CiWMTW40FTa0fsGL0tsITFCogs5JpPFrHgnNF7EvcRLHdEtIVFJhhOSjWlg13LLjnnN+uBYaBTzWjMLiqnTTJ1hsI6utNHPObfYtKRMFDoVFJkgySRpIkmTuDdlk1goyaRgkqRM0pRsklJMUtQkxU8yuixjpci4ROZcYTIOVwVHm4zrm4wbmoyb2oTbuoS75imTYBqMqJCppRxnZDFGk7nMUklLoy2NigXiRmsclcduUYqIDq30q6x0qyP8OD5JMjNSMSJ8WRYBJRqkrC4urCqVqFTj5QV9QxMXw5Ep6oTFF3Y0aO5G04IqXrN1G2MeVEuteyrZ0aqBhXJg1U3ZEqbRdqhu2dK0rFU1c2MZpKG+sDyPRWJGwZhKLVNX8cIt1/BPH77Bb957jX/84BS/++FZ/uWjt/n9J2f5w+dn+erLt/nXj9/kv597hr975RF+8cz9nD1+hF3DgEssYWQhBBWJlH4M8vEiUBU1Vd5g04BNHa2smbmWxdCzGKZ0ZRdFWKqmMi2hbKP8QDRUpmdaz1nsFljoFhmqGVXZjiNPtG3S0o+/44bGTtm+up3lbo0ge5wcCOWc1i/T+CW8nY1F0nDZJVeyY9ulWBuQQo1cshBj6JKYeJxlkiLXFKlkY2mNSze3UxuLzgvKsUhUUV5UeerCRoAkLVibL7LUDQzOcfjKfax0PdsHz5WrPbuXW3YseNaHkuW2ZLlRLNWapdqz4D0z6xmUp5WWarSrdZmgzBRqzJgvEo2YaPKJZDKOYJM0IUkz0knOZJJHp84kQU9S6jRlscjYIjN2+4wr64xDTc41bcaxPuXGPuGWIWVSlzWVCuhEIjKNLiIkrDKLKzxBVgThRk/bZnQXiQTEWCAOXVh0aigTh00d5ZhFHqOS7Z+vyhco8ypQygqnHTdccy333H4nMrNjKtZ4sxBRI++ljXJWWdPaKcH0eDWyZ8eLdriIsHRUqqdRHbOyZ8lNWbI9K65lvepYDT0LZcVQeOrcY/IYWFrm5uIlWmclK3XNG/cc57efvMH/fPcV/uEHJ/nnD97gdx+d4fcfn+NfP3mbP3z+Xf7pgzf4r28+z69efYqfPfcIp64/zPa6pUxNFC+pNh4V5YWI6nHRFS1tOWX/rn3su/QyButZcA2LvmPQHSGvqVRHY4dYJCqKpxozpfNzhnrOrFlgWs/p/EBVtqO7yehOMxaIFs1IXWkIssergVAOON3hyynBzrDlgJYdumgiNUiUaKkopcIWikpZti5voXE9RRrDhVQR98SYs6KRmUDnMYVMpjlZkiJSPWpdonleKUpq56PGxFh2b91Gbz2bfcUVqz2XLzVcOrNsHSxbestaq1irFStVyWJVslBZpt7T6aiKHHQ04q4yR5N5qsThJwadaPKkIJ3kpElOmmSkSU42yWOhJClJkiImE2ya0OQpCyJjXeXssDl76oyrmpwjXcHRac6xacIkqOgcXk5SVFqgUoVMJSbTBBmo9CgHHS2B1HjEMrJG5XFBU/nYNbKAyyLTVY2vsoj8JCviIl4KOy6WNa4M7L5kN3sv24vKXJSfjvBj9BL20XFFeIKOO4gRDpNZguioZbQhqkRDJTtsEceIqpwy9QvMwiIzM7BYtiy5jgUzZa4H+rymzsLFnSS61scRz2SKza7hnYdv5/efneF/fP8Ev3nnFX77/il+/9Fp/uXjs/zLx2/x+0/e4jfvnOJXrz3LL195mr985mFeuHovK6VFp+Wo9e8IMuo4nAyEoqISbSwSO+PY4eu56ZprWahqFnxUSzZFSyN7OjujDXMqNxDKjsZMae2M1k1jinE1o7FN1G3I2E3jzlKNAEl0obnA7wqix6uoUvRlR6m62NWL8ZVHMmQcvWOKWJkJam3YtbmdrmrHcatEZmVM5cokea4ospj1KHPJwtCzbW0dr8eHpwio3MW4DWEJpaExFlUUmEyx0VXsXmq5dFaxo3dsHSybnWFLo9lsStYbzXIjWWpKFhrL1DnmLjK5B+0ZRKCXVeSFZR6fRrBApQVFko97iUBMMkSSk6cJeZqi0gSXpdRFQi8yFnTBapmzxeTs8DlXNIpDg+LINGWisuj4ff9tt1EWBVmSsLG8ykI3jBnp7iKLVY9GaLqI9p26CKObuUUlJSYzIxO4iVRsUY+U99EZRMYRS+cWoxqMapAjwVHnUcprRMCJ2MFcEbC5u3i0mjdTbrv+GIf3HkDnPn4BiwuR1B2l6NFiwJczmrBEVy3SqJq2iGzmaTmjV1Pqcf+xI7GwzE0sPuHQmWbHfMpHT97LP394iv/+9gv8j7df5B/eeYXff3SGf/nkLf7547P8ww9e4+9ff45fvvwUf/Pyk/zo8Xt4aM8lTKXG5tHfN+gGr6JKM94QRkq7bKO0VtW0ZU1vKzpTU4k6joxmRmMGatdTu2EskIHadFSmow5Tat+yf89ejh25nuXpElo4tKwpZbyhqLyiLFq87AkjNOxETVAxRlyJOga/5p48sxS5QeQGeWGPzA26UOisoMwFpTQX3e6LbHS9zxRFri8eo0WWM+86VqaLUcA2+oGZC/ZRRcArjzeOotCo3LJWNewcGnb2DVvrwGbj2NY4ttaGrY1hs7OsdSWrnWWpMSwEw4J3zJxj7gJzWzOYhkE3dLKmlTZCyCJHjwxjNcnRkxw9KSiTApPmuDynKhJamTIYwbTMmZcZS1qwYjRbfMmljWJPkzNxIjD1PVfsuAwvHSLVUQftIl1Fjli3yjQiV6iiHF3hR2ug3F3kCBkZzddcUWNlpHzEeLKGIom7h1PROkhJH0mPssKbCD3aIt5VgnQjElSPXsIepxwL7ZQ7bjzO0YOH0JmhGvlFrrDxHqB7nJlS2TltWKILCzS6pxIXjCdagogoTyT5ufFnjOGlpYxP0V3Li3zx/MP85r2X+fszT/N3p57kv519nn987xT/+4dv8o/vv86vTz/Hz196jF+ceJJfnHiKTx6+i5u3b6HOC6xQeBW7cF3WNGVNoyqqwl8shCCa0VA8hoI2umGhWmKpWaU1U+qypTHR9bCxPUM1o/NDLJpqijc1h/Ye4u5b72J9ZQMpPUb3BD3gVBOPgqrFqi4iWfkFdxQ/OtdE6W/Ulzjk6AccBW9xOpBZicpVpARJFyUVmSafaPI0RtfFXSUWiUxSZJqiUoXKQtxbL+ro4zShCosoSvLcIvOKFd+zve3ZVrVs9TVbQ802H9juHVu9YbOxrLeW9c6x3FqWGseityw4x6KrWXCxCy/4jrlrmfua3pQ0SlIphR8JlC4V2FQSckFdFLRK0JcFQ1kwOMlgBYPOGbRgqjQLSrJcCjatZFKJnlp0uKImiAaVxRjkIlVxEUo0OpNIkSNyFUVVoo5u5NKNs3yFHCW5UUwUZ2Cbx/jqthw4sPcI60ubyNwiR8qD1zXBNATT4kZ0ptY1ta0IxlKVkd5ihcErS2trGu0J45Eu6NHUQMajWTA9brTUadyUwc9p7SwaG8iOWvc0ZqBSkdSoCofODDKRqFRgi5IylVyxvMSHj9/LX770ID9+8g7+09N38TcnH+W/vf0S//OdV/j1mWf56xcf4qcvPMDPTzzGL15+knfuvJWrFueUaYYtSsK4g+xc3cr1B69mdVjEpWbcn6ITfzzCRaOIwU959K5HeOL+7zCvFuNRrmwIKlJ+Oj9E0z/X0/gBV9aUOuBNReU6XNnjxjgFr0a7UxNthlRuxzHKIguDFnaUT8fxzOiGUrUXETRV+IsjtBp3tlLEcapIFXkyfjfSMtJVEo1IJX1V0bqIkMrUo/LoW6DzMaCo0EgRzwIyc5isZtl0bIaeTd+zzXdsdz3bbcM2E9jmApuVZUswbNSG1dqw2nhWgmHZW1a8ZzE4FmrHvKqY1y0LvmFuK6ZlYDCjerLQVFLSyJJeSealYG4EC6Vk5hRTr5haQacEbSHo84JeSnohmBWCiVd9NLUWEZfXmSSb5GSpGDP74oFR5AVOlFRZwOctpQgoUcanfOEosxKdqMiBKmqM6CiLOkpwbcs9t9/PVVccQmQqHtFkRaUafNmOjNV6vH20dL4iaIlXdmSiOoKOVpm1qgiqGo3YWkLZ4HSNL1uCHWduEWMABjelczOacqBRPZ2Z07sFatVTFjUyszQmcO1Vh7jn1juotafKFPuX13jh2HU8e/UVPLV3Oy8f2c13bz3MZw/fxn9+5m6+fPQWPrr7er546Dg/evx2fvzYPbxxw7Vc1nfoPMdJSxAVlaxYrHs25kv0totdRLRUsh1NGvrx1dGojm0L29i+tI1Wx07ji0gwbVRFrWqCjC6NQTfxSKl8tAcqW2zZ48oGr+t4HJT9RfMHU9gY+Z1Fk26nKoyKB9/yAgdMjF/o8eEhswvBQCrGgOeCIsspEkE+UeSJvvgqEo0pDLu3bWdpGDBFicosOouEUT2ObqqQqCLGb8vUYFPLStmxw0/Z7ga22oHtdmCna9lhK3a4iq3OsSU41ivHRu3YCJa12rEcLGuVYbWxrLSGpdaz1FTRyN0FFnzFzFVMjac3jsE5Fmz0Y1t3hlVTsmxK5kYxWMm0VAxS0QtJnxc0uaDKBCHNmBh1wYamptYOXRRkSU6eFBSpQmYWZxr27d1PJS0uNZS5G28fCiNihPH+XXs4vHc/Ii2ix9Z4eb0QdKmLiCB53RDKltoN1OWAVz1GxQ+9yitaXbHQ1By8YjeXbG4S1AgH64radHgdHUGCbmlsR2va0We2pbED83qJXWuXsNot0dmOwU/p3cDgZrRmoDOz2Elyj8oMdem5YvulHN53EC9Kamm585ob+Nsv/oKPT77BHfuu455Dx3j9/kc588BDnLz9Dl48dgsvHbuVV2+9nbfuvp2377yJR6+6gq1di8mKyNsaKSF2FFN5GcGFSsR9JKguwtiiwefRUkilBpWW2CwSE8OFSGpdRdLpxf0rUEtPK0Lc3XSLMx3eBJyOf3aQ8ejblA1eWMpUIScq3qDGG5PT0d3GiZEqlLkRsg/juOQjZ05K8jQlSzLysUjimBU7SZGUMetlzIEsi7iLlHkT82gKe5FiogqBzlU0sMgNK7pnh5mxo5yys5yyw0zZ6Tou8R2XuIadLrDNO7Y4y6ZzbHWOjWBYqwzrdclGa9jSOlZbz3LtWakCSy4wD56FKjCvaxbqhtWqY1vbc+kwsLOL0R6rrmShlEx1yYI2TJWmE4KmyAl5QUgELs2ZSOFinoWoqAoTE6CSAjHJo+AlFdFu3zWIVCKTApEKilSiigKdF8hcMq+nbFvZik41JndR+SYbnGoxY6a7kzWV7qnNQOvnVGYY7YcqXB6o8ppGVmwuLHHmtZPcfcvNOCHjsqdqgm6jJl3Ge0HrZ/R+YOp6BtvRmo5dW3bzxouvc/jKq7BFSec6htAxDQOd7SIdo4hZIRHCtqi8vDhWeOE5sPsqXnnqRW675jbWZ5dx1Z5buPf257jn9ue48bqHOXb1A9xw1b3cuP9Onrj1YV68+wGO7NxJXUhsriKKI2u8qEeFYI0dI/O8jNdtq1rkSK60icOmIaKFRUSDVGGpTcM0DDSmiiYLucYmklo4pqaj1x216vCqwWtPMBav414YRAz+bMoGWxha07BjbTsL7SJ2NIiodOzKTgSGMGV1vkJn24sUeJVrVhaXWV1eRinFJMnIkoIiFRSJopjoWCSpJk8UeSoReRl3zdEiShfVaHChKAuBExKdpOhUYHLLoujZFHM2xZytcso2NWenmbLLD+xxLVeEmsu9Z1dwXOID261l05ZsqUq2tCVbW8tm69nsIgt8LVQsu4oF65kHz2JVsdp1bJ/OuGJlif0by+xdW2DXrGGzciyXJQvKMJeaQSpqUVCLgpDHPaZMcyZm9MoKhSHkJSqRFJOMxgdkIZlMUookXluziUAkApFKVKaRhaAs9MVDYZl5XDE6ooyWm1aPS2Qx6g5kRaWjq6DVbTSzGyPivGgYzIzlMGejXWDJ9zQmoiExObbCqXhNNmVL7aYMfmBhpO13NuZwLPfLzMKUvmyYhZ5Z3TKtOoYqIkRONBF5kw1KNCPSM/oZy8DuHft4+pGXePye5zi85yau3HUDhw/ezS3Hn+CmY49z/ZGH2HvZrSwNl7M238W2pZ1M7SxymUZ3lFB4XOGxqo5PbdXF67bq8bLHiibO6pnFpg6X+qgBGQmGpXDUpqa1DUFbVF6wPl/isXsf4OZrbmApzBnMQGuiM6MvLVaXOGXHw2KkrzgZKDPFYr/Ig3c9yL7LDoyASBjHWYfJDbN2yoEr9sXdqXAjEdPgSoOSkiRL+f+aOq/euJJsS2eeE94em45eIiVStKIoU0ZdVd2lqnbVFm2m78zFdF8MxgED3P//8M1DBFn1kNCLIEhi7ogde6/1raZpEE0plHZZYHWyqTdKY1Ht46DH4UWoA4C6j5IOLwxZGt5dXXO2O6CTnj01cCJXHMqZIznzTK44Nytu3MyDH/kQe94Hz7tgeZ0sV8lzHh0XXeBijJz3iZd9x8XQc971vEg9z2LPcYwcpMhh1/Fsnrk93PHFiyN+cX3KN1fP+XCy5dWq5zgG9q1jayxrrRmVZFCK2CrC0mAXkkUh//UkGfHC0da1vpEO0dQswaUpj7TGoRqLFo6oq7BRxQoWKFv1Qv/oKpN2KhKSGn6ZbSTZAkDItieYvhJRHm+ZiU3eY5f3mdyKwa4YwsSQOoaY6UMiuYizGW97co0Z2HUbdnnDHOa6uU+s4sxet2G/W7PrC6B5k9ZMfiY+solrgZgnSEMimoGrszv+y+//K//vX//J//3nf/Kn3/47D7ff8/r6Ox5uv+Ph+hPnx1/Q+VOiO8TrFabNVTVdpOpRFo1W1AXjY3XG2RFXH9Ve93Wk7ste6MkHn4v78NGLI02VeyjW/cRX777gw80De92abVqzyRvmuC457c6TrCeaqsRWkSBdUVTLSKrKhKRKZHi2kewSycRigrKezuYn371TESE0y6ZlsWzpck8KHaLRNEtF2xpU61CihPuoxmBai2sdrvFPED4nahygdiRleXd9x8l6R24NcxvYkz07NbIvJo7aFadi4JXuuDeZDybw0Wg+asFnVvIuGO6i5i47rrrIZddxmXuuc8d1N3CZR16mogh/NmTO5pGL7Yp3z/b5dH3K799d8If3V3x/fcrD0ZYXc89R8iUZTWjGVtO1hrC0uIVDLhQLbUrboRcaK6oEuZpb2qWowjZbrtemTCecKT/8oIsmy6uq9BW5jms7+rCiC3OlhTi8sk/wsqQ7kilgOieHEltdo8RWccMqb+njliFu6f26AJZ9pvOR5Ion3tlMCj19nJhzeXcMYVUet6pnEyYOuy2H3Y5tmlnnkVVeFWmLjPUxGWo+SnX7tZ6kOqawZdArRrPm+faCy9MP7OZrxnDG5E8Y3TFRHGLaLVau0KJHNREncskE0T1JRzpZJBTx0VxlM8H1OBPR0mKUxWpXF5rFn+HbYlEoyWABp2x5+2lHsJ7sSk7lLq/Zpg3bble86d2aKc0lF8b1NXUqEnSls8hEasu7r5MdWSU6Ww6uoAPJuOIYdL6ywooGTLSmSjxEabMaw7LRLBuNaC1SOIS0tMIwDWt2816Rx7ShWCNErpv3QFCWbAJBePzSk5vALDrWamQlZmYxs2kn9kXHMxW5Fp73UvNRLPm6bfhGS75Sks9ty0NoeZ0tt33ipuu4zj03eeQ6T1wOIy/HnvNVx9V24s3Rlq8vjvj92wv+7Wc3/LdvXvOXz6/4+eVzXh/ueDEOHMbIrDyDCKTW4Zces/S0C8HCyp4prbi9uEELTbNsaRdVVblUNAuFaExhwTZFl2N0wLsyWYmqcGVjfQA6Wd1qjz5pM9ZlZCKpTG8epSQDQZaNsH9sxUzPlNZl3OlnxrBlcGs609O7TGcKx8qYiDUd0c2MecsYN3Rum+Pb8AAAEjVJREFUVUbPZmQwI1u/4jDuOOx27PK2tF9xZrBjQRpVAMWj8te2RdqddM8qHTD5fdbukF16zrZ/yZSfM4YTRntEp/Zw7YxpBtSyRy4Tqi2o12SGIgKViUFlBpXJFfIQTSK6YrltW83pszP+7S9/5/OHz0q+pMhEUW6Tx1ChR6uzU5Hoesa8ZtPv2HZbtnmPbbfHpt+yHbdshi1DmAvPq0pUUnUNdrIjtwVoPZiuRN+ZSGdSlRwVEnyyJcohmQ4jfFHZVrOTWMjaapmnt4hsy7RKNoG53zD366JR0zXRSwRM67DSEpSlU5EkErFJDGJg49Zs7ZZJrejbmbGdWYmenUqcCc+t0LxvBF83gm/blm+F5Cst+eg1n0XLQ/K8zpk33cjrPHHXjVwPIzerkdvtxJuDDZ89P+T712f89csr/vvP7/gfv3zLv396y+/ev+Kr8xOudhv2U88oi8wlLgN26RCNo11IFr7NjG7g7OgE1QrEoqVZShZLzfLRMrkUtFIjRGm5pPQYU4AChbc1EkT1TuuIWgrUUpFtrkafEf8TmXaSHZ0s3Nnika7bWD0whnUZ7dqJKe3o7YrRTfSubmtNh7M9Vo9Es2GIOzq/KdMiVRA+vRlYu5m9tGaTJ1ZpZpVWjGGkqwjOEgtRRs9WZqwogUPZzMzpgMkdMdsTVvaEyT1jDMcM4Yhs94lqU2Ij5IBpe2QTUW2JZOvNRFddeoMskO8sS1BS1GXpqnVCysTQbTg/veRwc4xvC7C6jGKLgNTIarQS6UmR2/k1c7dl1e/Y9Pts+z02w5bNtGPu12Q3FKGqik+csyw7OpFLlEKNlk7SE6Wv7WGot5UlqhLr52VR8baNrl2FKlqohaBdFC6wagSykailRTcRuSykx6ASVqWyk5EeKx1ROXrl6KSlk57URjrRs7Zr1m7NYIsyIDcTXTMwycxOBZ4Lz6W03AvFF0LylRB8qQQfjeKDU7zxhrch8jYMPOSR+37idhy4XU+82V/x/njHVy8O+d2bM/768Zp/fv+G//nbz/jXrz/nb1+/5dPtObdHx+wPW7Ls8G3GLTN6ERDLckgsgkp4Yauf+NGAL1kuTDlBFkWzL0VAtxnVxPopXmun+2r0GbCyx+rIzatLHm7vsbJMeaKtgZe1SAbV0YlC2ChShUIzTPUm6NxI5yaGsGF0a+awYvCFWRv1gDMlVjuZmTHs6O2mQA70WPc9XXEtxplNmpniRB9H+jDUOOhYvd7dk+vPqxIXEfSKzh0wuGN6c8Soj5jUIYM9oAsHJLdHUCu8KP9e3XY1pWsg6pHBrgr5UHZ0qgSYdtqTdCgkfdNhTI+SHW0baZYaIxxB/tSB2FeV9fAk7Xkskuw2TGnLlDaMac2UN8zdmj6OBJvrZrz8ftM+KnGLOSrr0mIl7YturS2tj6u7kKDKLbLqVmTbo0VALC1N9WkslpK20XidMcIimxbZCoz0VcOXniB8WiS0qDImFcgyMsvIJDy9sPTCk9vEpCdWdsOk1wx6TS/W9HJFp3smHdnTgRMbeGECV8pwJxWvleSNkdwbwb0zvPWedy7w4CNvcub10HO3Grnfzbw/2vLV2RG/uT3jr19c8x+/fMv//t0X/Ou3X/KXb97z1etbXh29YDc8I+g9dLtGNgNikWmXkWZpWXhZcgLlUiCqvLhZiHJ61M+yUTRLh2wSWpTiUE1GyYB3mWBHrB5RcsDozLfffM9f//S3Crx7/GIXLVeUA50sJ5mXvhANddmaZ1sWZZ0v0opshkIt1wWWllSJcVaqx5oeb/pKTV/j1fjE2M1qYHIzqzCzjkUlG+3wtIQrTK9cLcbly+5khxM9Vq+I/pBsj+jNIaMuhdLpfZLbEdwGo0a07H7UP8myuS5cgJEkB7oqVOx1T66gB/cEWRjQskM/2piFxUpfRsKiyjn0hNVlC25ULWQ9kuya3q8Z/EiyHcHUh7YpD/3i5UiFqyXKDSlFQAmHEQolFEYavHDYNmBE2eNEEUgy0bmB24tb9tcHxWy1DDRLz7IWi1xahjwTXUCIFikEWllc9f4Ux2lAthFVC8WL0nrO1f8+iEBuHK8OzjmbT9jZDRu9Ya02rPSaSW/o7cwYeuaQ2FjPvnIcSc2pMrxQijNdWMGvlObGWN5ZzQejeBcc9zlxM/Tcrgfe7m/4+PyQT5cn/PnDJf/89MB//Po9//juPb/+4oH3lw+c7t+w6i9x5gzZniKafUQ70zY9zTKysMIV7U5beMDi8VpdtsVwX51e7VKjRHqCEOgmI5cF4BDtSLBrrJlQovzwHwN7gip6odLWlEmaE6lAEUwqQTE6EKr+KuiR5KbSuslcfOLCkaUjSINtVVGdmhJhFnUuTkg9VJ1Y8Vp3tmimgkyYJj1FRRceb+nxne4JZiob/zbh2wGvNkR3SLKHZHtAb48YzBHJ7BPchmDXVT1bTnvZZkTjywZZ5Ep0HyuRvXrKdaxAuWJUs6q4NMvtEOoY3RXfu+wwasKaCauKENHoHtH6QiqRsWCbzI/BO1EUu0Aygb15w968TzZl/2RFRglL07Q0TYtSrhIzO5QqBR7r3zlVnVwXilFMtYG2cTSNK0WytMgmlDdJK5FtS9sIVGOKUU+UtlO1pdi9GohyIMueQWZG1THqniQibmnY5RVHcebQjuzLgZ0c2KmJjV6zcWvmODBkzxwca2tZKcVOafaVYScEOyU5EpozabhRmgcpudeGG+d51SWuVgNv9jZ8cbzHt+eH/PHtBX//2Q3/+Pkb/vjxNd/c3XHz/IGTzRvGfItzr1D6nEY8p2mPkO0+YrFmoaWlWSh065FLTVvtkMumGP+X1UfcLBS6iQRZrJ9WdMj6H2JkwuoRrUe0HMoSqSn9dVCFIF+8In05SeX4E0hEfsoU9zI/2VCjHGt8cymS0BrG3PHDp1/x6atvEU1ZWllZgAquZv8VhE6xoY5p5sObL/nFz35ZlMvVfxLUY8tV2iynOoxIOFHarWT36P0+vd3R6R29OaDzB0S/I5hCS9Rtj2lHTDugm4xaFppJrOPtaLpiC5CuTo86kplJdsbbXIB8KhWEknRY5bEmonWPURNOz1g1oWVJr7p+ec39qyuGUN4PBTg3PKFafRvpXebj+w88XN0Uj1DlDjjpeHj9hjf3D0z9Bqu7eusPON3VYi7vyagdQdmq1bKIRtE2qrj+loZ26RBNUQ3L9lHD5Z8iAZ3oiLKECA2uRMp1KjOazGwGetnh2oBqNKd7h9wdP+PYZw5VZF8G9mVmqwfWfmSVO+bOsYqOyRoGJYu2SlqGtiz8JqHZaxTPG8krqbmSmgttOY2By7nn7f6aL0/2+O78hN+/fsnfPrvhzx+u+dX9Kz4/fcXl/j3H4xtW8TUxXGP8Fa25ROpXKPkSsTxhsV3v890vvkdLg1gq2oUstseFrCZ7WYtE0CwtpmZrWJkwqoCeH2PJrIz4xziD6lqMOpeYBds/tVxOjQS9IsiJUDMwkumLH1z2NdinvC+iKsGbXniSS9xf3XFzcVtNX8VHb2SsqU+l/zYqYkSkDxPv7z/j4+c/x9U8kDIkKNgiL0pchK8kEis6gp7Idk3WGzq9YzBbBrtH5/bJblfCUEWHaUZsMzPbPY7nE4YwlTx1U6ZSRgeMDjhbFoxBF9VA8gPR9zjbPZFSgiojYmNSxb2WsNUi7cj0buTju8/47P6ezlXAgko1bq8Y4YqrM+KFIbaaJG25odqy2Pv5x2/5+otvWFUOgam5Mb6O86OKROUJWuONxiiNqqPd0m7r2lEYRBNpl6FK5B+FkwmvBjo1M+iJSZeQn94EBhMYdWJQCddatCzOxr1hw+k08yx6nnvHsXUcaM9We9Y2sAmRdXKsk2PlHaPRdEKSpCFIjW0VvpEMjWQrNEfScSINx8bxLCauVhNfnuz4dH7ED9en/PnuBX9+fcZvrk/5+vQZ7/afczOd8TKfc5yvWcVbuniP8a8R9o5GXdPKlyyGbuLN6zcooWkXsvqD5dMko3wK56hZalTjCoK0xog5FVCyQphFORGDKfKI4nUPJTdRJ4zONeWqLxMiMWPbjF6GiqTJZDkQRV++uDW/5JEhZVuPWlraxpUHrsj1zy7yayPc01LQVxm/acqIMlV9WiGi2Gq0KmPqaIY6SRrp7I45HtKZHVlt6fWOwezRmS2dWRHkiBcjSW2ZwxGvDm/5/OYDz3ZHWOlKQI7rsDZhbSK4cnO5pSYIV+Px+tIuPvr1daz4pFwt0RGrfCGSVFenERrTiPKWUKHudrra0g54NVZcUyC0liDKpCpWP9CjJsursgG38hGRWtq2aALROKJ1BG2x0qCEQbQ/BS6UYjEycnpyztRvSidRVeFJjUxmw2zXrOzEbHpGk+lVqAyuYgtXbYFFuKVmbgVn0fIqWl54y6HRrKVkUprJOtYpsuk8q2AZjSVLjWuKi1YJg24MoXVM0rJWlrUMbE3gMEWutjM/Ozvgd9en/O3+JX+7O+UPr/b5/nSPL/f3eJh23A17XKYDzvMZR90l2/SaoXsgpLco/5ZW37DIvudw7xDZFujXopE0jUQuFU0jWDTL0s8uJMtli9OOVV5jG1/UnspjRFfFcMUn75UjmUCwHc6WxKtkygZXyoRRA0GP9GbkZHPC6eEpXvgnikiUBRah5YCS45Mb0tiENV31QwRsHam6+mC1osY1iFDz/3JJU7K5Ltf6gkxVtt4mpc3wOj+REbPbMeUTOrtHVhuS2hL0Fm+3RLsh6TVJbRjsAat4zMH4jMPxkNH1BVfq8tPH2R6jEs/3T/hw94bdtKuSk8K1MhWZ5KSpDLBUD4YyfjU6YnSurWAF+9VCsnqshZGq2qGrhMZUfOZCEpQrY3Odiab8n5cYuCJFSSr/JCPFE7Qri0QbccqjGvM03VzUvVm7LG5E78oWXTVliWzr4jCIvpDu5VCWia3HLS2h8fjWFTlTa4qhSzrWVnPRK257xUVUHGnBLIrAsJOGlU9su8A6OQYd8G25hURri+ylMhWy8kzKMUrLSgf2Y+BiM/D58x2/vTrlH29e8PfXx/zh1Zbvjmc+W3fc9x23w8RNP3GTdlymE07zCw66C9bxkiHc490dCy8j7aKlbdWPrVVlGjWNYNm2T0jJxbLBKMs6T8SlI4nShxpVpCBehh8jBOSjx73DNb6wgSvvtwSQRoYw8Idf/cD/+Y//VWT2IuFVyf9zpkx3HjNLnBlKi/C416ixcqZuzG01UFn14/skyDLxSSb9+A7RDq8e25W67BIG1VicHBjiAVN/QvJ7RLsj2R3B7uPcPt7tCGZL7w852bvi7dXn3L24Yx0mUs1Tj67Dm1gOC9OhReT++p6///GvvDh+iWtD+VLqgDMBb2zVXZXHvNOP+ZIdRvdoNaLEUCdojy1rh1PVgah84SvLAs4uXC+N14pgDFZZjPSltVJFlWtlwglHEDUBWD8ufWurbDNaBuZhx251iFG+LJYbTdsYmrb8KpaWdlFMWO3C0S4dbWMRS1d3RwV0nmQgtg7XGFxrCMKSVME4ra3hqlPcdoKLKDmQLX3TYBYtrtUM1rOOiVVMJO3RT4ttg24cti1crqgMk7GsjWVrLIfBcjYE3u7NfP/ymL/fnfGP+2P+9GrHt0cjHybPXTZcd4HXfc99nrlNW67SEef5hJN4yr6/YA5XLKwwyIVANBJR4V9towpesvkp+KtlsWgQjcSKcjKEpp544scos/AY0CkCvs1klTk/esl23mKke/oCPfKCoy0Mqcf2wdXJUZG7lBwOrQacKSLBaOanovBPnvnwhPK0FfrmRKrUlUByRc4StMUrQzCPvvsSvXyyf8B23mBkIvkdOR/j3R7erAlujXf7eHOAN1uc2RDslqPdK3719Q/88Ok3PN/tF7aUNnitCc4SXMCbnlgVB0lFBp3odcargFUe3Rouzs75xVefONg9qwTLKnCsSVRaTeg6crZVOBptUVZrlVHGYXSVreiCIbKyghycxxlXLNK6hLo6URLHgggkFUmyRIZ73RfDnC1toGw8OUxM/RajPE0ja5FYRP20tVjatjgNZVutwFXn1ywlF8/P+fLNO8aY8K0mC8sgDb0omrKNllwkwWWSvHCKbSvwi4Z2saRtBFKocrBJi66WYd1YdGORS4VuGqxURC2ZrGLPOw6d5pm1vHSBuy7xi6Mdf7x+xl/un/PD5T4fDwfuesNlUFxFzV1w3MbAXcrc54nbbsVtt8dF3OdFOOL/Ax+fbmmM9Rg2AAAAAElFTkSuQmCC" 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<div style="margin: 0;"><span style="color: #666666;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><span><span><b>Tess Light</b></span></span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
<div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b>T</b></span><span>racy
“Tess” Lavezzi Light, a scientist in Los Alamos National Laboratory’s
Intelligence and Space Research division, has been awarded the
distinguished 2021 Los Alamos Global Security Medal, which recognizes
the exceptional achievements of active or recently retired
employees who have made significant contributions to the Laboratory’s
global security mission.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>“For
more than 20 years at the Laboratory, Tess has helped guide major
projects
with impacts across our mission. She is an ambassador for the Laboratory
and a skilled defender of U.S. interests in the complex global
geopolitical landscape,” Laboratory Director Thom Mason said. “I am
honored to award her the Global Security Medal.”</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>Since
2004, Light has provided nationally recognized expertise and
inspirational
leadership for the Laboratory’s Space-based Nuclear Detonation Detection
Program, which is the central National Nuclear Security Administration
(NNSA) component of the U.S. Nuclear Detonation Detection System
(USNDS), a multi-agency program whose primary mission
is to detect and assess nuclear detonations occurring anywhere on Earth,
from the ground to space. (</span><a href="https://ladailypost.com/lanl-tess-light-awarded-2021-global-security-medal/" rel="noopener noreferrer" target="_blank"><span>Full
story</span></a><span>) </span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div>
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" 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<div style="margin: 0;"><span style="font-size: large;"><span style="font-family: arial;"><span style="color: #3d85c6;"><span><b>Three LANL Scientists Elected 2021 Fellows of the American Physical Society </b></span></span></span></span></div>
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" width="244" /></span></span></div>
<div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>Newly-elected 2021 American Physical Society </b></span></span></span></span></span></div><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;">
</span></span></span><div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>fellows are, from left, Eric Brown, Nathan Moody </b></span></span></span></span></span></div><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;">
</span></span></span><div style="margin: 0;"><span style="font-size: xx-small;"><span style="color: #666666;"><span style="font-family: helvetica;"><span><span><b>and Takeyasu Ito.</b></span></span></span></span></span></div>
<div style="margin: 0;"><span style="font-family: Times New Roman,serif; font-size: small;"><span style="font-size: 12pt;"><span style="color: #333333; font-family: Arial,sans-serif; font-size: x-small;"><span style="font-size: 9.5pt;"> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span><b>T</b></span><span>hree
Los Alamos National Laboratory scientists have been elected fellows by
the American Physical Society (APS). The new APS fellows are Eric Brown,
Takeyasu Ito and Nathan Moody.</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>“I
am pleased to see Eric, Takeyasu and Nathan recognized by the American
Physical Society,” said Thom Mason, Laboratory director. “This
recognition highlights their contributions to the physics community, and
I congratulate each of them on this honor.”</span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span> </span></span></span></span></div><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><div style="margin: 0;"><span style="font-size: small;"><span style="font-family: helvetica;"><span><span>The
APS Fellowship Program recognizes APS members who may have made
advances
in physics through original research and publication, or made
significant innovative contributions in the application of physics to
science and technology. They may also have made significant
contributions to the teaching of physics or service and participation
in the activities of the APS. (</span><a href="https://losalamosreporter.com/2021/10/20/three-lanl-scientists-elected-2021-fellows-of-the-american-physical-society/" rel="noopener noreferrer" target="_blank"><span>Full
story</span></a><span>)</span></span></span></span></div>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-23972438417008925182021-10-14T15:47:00.000-06:002021-10-14T15:47:11.700-06:00<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"> <!--[if !mso]>
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<![endif]--><b><span style="color: #16689f; font-family: "Arial",sans-serif;"> </span></b></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxuYnThFMU9lMOwcyCSFA7sSPXaxWFDO4dJsAGZan21vENwursy-t9E0PJqTUhKcLqXcOw6VEWfaDB05KA3h-XBjGf5cKpvb-e4ReTyHo48MXcZW6uftgvo-lcBlC9r9jZ3jVPx5Kq3Lw/s127/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="57" data-original-width="127" height="57" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxuYnThFMU9lMOwcyCSFA7sSPXaxWFDO4dJsAGZan21vENwursy-t9E0PJqTUhKcLqXcOw6VEWfaDB05KA3h-XBjGf5cKpvb-e4ReTyHo48MXcZW6uftgvo-lcBlC9r9jZ3jVPx5Kq3Lw/s0/1.jpg" width="127" /></a></div><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Fact
check: Post falsely claims TSA airport body scanners unzip and interfere with
human DNA</span></b></span></span>
<p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC-KMtAni0ilqyhSwrrrHAhnk-f7ZurrSb8jWRmyHbiZqvzrazea7nIvofzEOsZLvOVt6_Tm3buHwk3dccoyBFShtMbik_IP2GTHAGKSQDIFpkIXYpeVb4l-aP5muwJN9KWGIQ2oA4JwU/s1376/2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="1376" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC-KMtAni0ilqyhSwrrrHAhnk-f7ZurrSb8jWRmyHbiZqvzrazea7nIvofzEOsZLvOVt6_Tm3buHwk3dccoyBFShtMbik_IP2GTHAGKSQDIFpkIXYpeVb4l-aP5muwJN9KWGIQ2oA4JwU/w248-h203/2.jpg" width="248" /></a></b></div><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><p></p>
<p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Courtesy
photo. </span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">S</span></b><span style="color: #333333;">ome people
online are encouraging others to avoid Transport Security Administration body
imaging scanners at the airport, claiming the equipment has the ability to
unzip and alter human DNA.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The viral post attributes the claim to a purported study
conducted by Boian S. Alexandrov at the Center for Nonlinear Studies at Los
Alamos National Laboratory in New Mexico. </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">But the study cited in the post makes no mention of airport
scanners, and TSA says it uses a technology that does not alter human DNA and
does not penetrate the skin.</span> <span style="color: #333333;"></span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"> </span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">"Our theoretical and experimental research has nothing to
do with the belief that airport scanners can unzip DNA," Alexandrov, the
lead researcher in the study, told USA TODAY. The project looked at how
terahertz waves interact with double-stranded DNA. Alexandrov said it was
"basic theoretical research." (<a href="https://www.usatoday.com/story/news/factcheck/2021/10/13/fact-check-tsa-body-scanners-do-not-interfere-human-dna/6033538001/">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnVxpzaKWe_ddjoGCwq7GgUDedwSxrdIDIwMqpQfQhEr940PG2Bxnrjv217MXyTchegGC1LSNclul9dVMqZY2qJFf-D-J279AcHKo52NaFTzitsl7-2wT5ccyOf1NQ8RL_Q8dXkyFhR6k/s237/3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="77" data-original-width="237" height="45" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnVxpzaKWe_ddjoGCwq7GgUDedwSxrdIDIwMqpQfQhEr940PG2Bxnrjv217MXyTchegGC1LSNclul9dVMqZY2qJFf-D-J279AcHKo52NaFTzitsl7-2wT5ccyOf1NQ8RL_Q8dXkyFhR6k/w139-h45/3.jpg" width="139" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Physicists
announce the world's most precise measurement of neutron lifetime</span></b></span></span><p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;"> </span></b></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b>
</p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg2hByghTAOADTLsysK3D9MCUsr38etCrUtMnHOF6yGMJjMruNxL8uTReed15X48DuRkdkrRud7oz0SRnC8uwnAfGSY3Dn6I_VwJ8WTcqo_ETXJX9dTU_lErlHsIF7R45a18dV6Mp-FsQ/s800/4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="530" data-original-width="800" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg2hByghTAOADTLsysK3D9MCUsr38etCrUtMnHOF6yGMJjMruNxL8uTReed15X48DuRkdkrRud7oz0SRnC8uwnAfGSY3Dn6I_VwJ8WTcqo_ETXJX9dTU_lErlHsIF7R45a18dV6Mp-FsQ/w257-h190/4.jpg" width="257" /></a></b></div><span style="font-size: xx-small;"><b><span style="color: #666699; font-family: "Tahoma", sans-serif;"></span></b></span><p></p><span style="font-size: xx-small;">
</span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">The
high-efficiency ultracold neutron detector </span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">employed
in the 'bathtub' trap.</span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">P</span></b><span style="color: #333333;">articles
called neutrons are typically very content inside atoms. They stick around for
billions of years and longer inside some of the atoms that make up matter in
our universe. But when neutrons are free and floating alone outside of an atom,
they start to decay into protons and other particles. Their lifetime is short,
lasting only about 15 minutes.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Physicists have spent decades trying to measure the precise
lifetime of a neutron using two techniques, one involving bottles and the other
beams. But the results from the two methods have not matched: they differ by
about 9 seconds, which is significant for a particle that only lives about 15
minutes.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Now, in a new study published in the journal Physical Review
Letters, a team including researchers at Los Alamos National Laboratory has
made the most precise measurement yet of a neutron's lifetime using the bottle
technique. The experiment, known as UCNtau (for Ultra Cold Neutrons tau, where
tau refers to the neutron lifetime), has revealed that the neutron lives 14.629
minutes with an uncertainty of 0.005 minutes. This is a factor of two more
precise than previous measurements made using either of the methods. While the
results do not solve the mystery of why the bottle and beam methods disagree,
they bring scientists closer to an answer. (<a href="https://phys.org/news/2021-10-physicists-world-precise-neutron-lifetime.html">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKQnK0k4rBsSbc1iCPaSEPl37v_1FrazwGRs6436zcwGO4GEojGFgnscmuSrB-sS8ol9liRCpBhk3WijgNB7FgnBAPJa1CLaAwJHe4fiz-5Vq8e-8zpy9sm26ISAHe9GUGRIRZ6co7THw/s256/5.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="105" data-original-width="256" height="54" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKQnK0k4rBsSbc1iCPaSEPl37v_1FrazwGRs6436zcwGO4GEojGFgnscmuSrB-sS8ol9liRCpBhk3WijgNB7FgnBAPJa1CLaAwJHe4fiz-5Vq8e-8zpy9sm26ISAHe9GUGRIRZ6co7THw/w127-h54/5.jpg" width="127" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">LANL
scientist shows girls that they can</span></b></span></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgBut__jT_XEtkpfitsUnyUFc7Jlz-FR-Pa2E3K2rQSUljFJ29q9AnvcphyeiUtku9h7cPMJS0srNXusNba98aZJEpfxmD2WYlBcmFfVtG7c_DsSpFYw35BtqfAm3jCSfcf8cDxAMQC1k/s2048/6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1389" data-original-width="2048" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgBut__jT_XEtkpfitsUnyUFc7Jlz-FR-Pa2E3K2rQSUljFJ29q9AnvcphyeiUtku9h7cPMJS0srNXusNba98aZJEpfxmD2WYlBcmFfVtG7c_DsSpFYw35BtqfAm3jCSfcf8cDxAMQC1k/w268-h181/6.jpg" width="268" /></a></b></div><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Dr.
Harshini Mukundan at Los Alamos National Laboratory.</span></b></span></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A </span></b><span style="color: #333333;">Los Alamos
National Laboratory scientist was recently featured in “Mission Unstoppable,” a
TV show that promotes women in STEM.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Dr. Harshini Mukundan was invited on the show to explain her
role as a LANL group leader and her work in microbiology. She also leads a
group of scientists who conduct a variety of research, including spectroscopy,
which is how matter interacts with electromagnetic radiation, as well as
biological work and more.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“As a scientist, I lead a group that actually looks at a team
that looks at developing diagnostics for emerging infectious diseases,”
Mukundan said. “Some of our research is trying to figure out ways to what I
call agnostically detect – which means you don’t need to know what the pathogen
is, what the bug is, but you are still able to identify it with some degree of
reliability – so that we can be prepared for emerging threats like the COVID
pandemic.”</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Mukundan does science and STEM outreach because she believes
it’s important to give back to the community and bring STEM awareness to girls.
It is actions like these that led her to be nominated as an ambassador for the
#IfThenSheCan initiative. (<a href="https://www.abqjournal.com/2436390/lanl-scientist-shows-girls-that-they-can-ex-her-appearance-on-a-tv-show-helped-promote-stem.html">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj-YbklwrisR-X6RC26P8Ux8nTCMlHG__CB6dg_MQYVF765Wp_BeBMGbE9Y8s6djjp1iX9zy5QU_8FKmGLOkGGxeEbs2b71onNJn5MmStc5RkVV5qWVxFC7y3m572OvRGtGh3eAk4ZBwo/s676/7.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="191" data-original-width="676" height="52" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj-YbklwrisR-X6RC26P8Ux8nTCMlHG__CB6dg_MQYVF765Wp_BeBMGbE9Y8s6djjp1iX9zy5QU_8FKmGLOkGGxeEbs2b71onNJn5MmStc5RkVV5qWVxFC7y3m572OvRGtGh3eAk4ZBwo/w111-h52/7.jpg" width="111" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">First
Results from Perseverance Mission Show Evidence Of Flash Floods On Mars</span></b></span></span>
<p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b><span style="color: #16689f; font-family: "Arial",sans-serif;"><span style="mso-spacerun: yes;"> </span></span></b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiG-3Zjwq47Gvz1zF1-rqy2khsLdIjauyfUeKYKiA8pYfnbuOXCcXXNYsQRy9KSQIF4UFHVrXleTVd-DVvlCs2D_lQrxDCTJ97aCBx6G5sL6Ho7Xx4vheWPQ_6ynnVGUVUTHfl-tYV1VM/s1210/8.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1092" data-original-width="1210" height="249" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiG-3Zjwq47Gvz1zF1-rqy2khsLdIjauyfUeKYKiA8pYfnbuOXCcXXNYsQRy9KSQIF4UFHVrXleTVd-DVvlCs2D_lQrxDCTJ97aCBx6G5sL6Ho7Xx4vheWPQ_6ynnVGUVUTHfl-tYV1VM/w276-h249/8.jpg" width="276" /></a></div><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Images
of the delta being explored by the Perseverance rover. </span></b>
</span></span><p></p><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Courtesy
NASA/JPL-Caltech/ASU for the Mastcam-Z mosaic and </span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">NASA/JPL-Caltech/LANL/CNES/IRAP.</span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">N</span></b><span style="color: #333333;">ew images
from the Perseverance mission show evidence of delta and flood deposits in
Jezero crater on Mars, indicating that there were massive flash floods as well
as periods of stability on the red planet. The deltas are an ideal place to
search for signs of ancient life.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“These images show large boulders that have been washed down the
river. They could have only been moved by powerful flood waters,” said Roger
Wiens, principal investigator for SuperCam at Los Alamos National Laboratory.
“The location of the boulders also tells us that the lake was not full at the
time of the flash floods, indicating fluctuating water levels. This could mean
Mars experienced changes in climate over time.” (<a href="https://losalamosreporter.com/2021/10/11/lanl-first-results-from-perseverance-mission-show-evidence-of-flash-floods-on-mars/">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo5NP5KE8ubbc6N37MJ7KmGzE7kqaPkVHsxlFHG6YLdiyBfQpS3jbUU7y7cBK9upb5ryilVQ0CgI-iaY8ZT1Py3fdkG7ZakI0lmeYUEE6NDfOhMqEMX8Umwy0fILloDNcSKJQWIU80I6k/s238/9.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="158" data-original-width="238" height="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo5NP5KE8ubbc6N37MJ7KmGzE7kqaPkVHsxlFHG6YLdiyBfQpS3jbUU7y7cBK9upb5ryilVQ0CgI-iaY8ZT1Py3fdkG7ZakI0lmeYUEE6NDfOhMqEMX8Umwy0fILloDNcSKJQWIU80I6k/w113-h75/9.jpg" width="113" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Exascale
Hardware Evaluation: Workflow Analysis for Supercomputer Procurements</span></b></span></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJRCHNr31sKSHGi7vl3Cw5_PPMAAeuNAnDR7KgjBrQl0IERCsh421rHkvY_nx2MF8Nufwvg4kX1BSCjYNBZ-RITopMWOLalNSj6zNpD7TffnFtGKoRpryQN8IweyG2SKtUxHMeAbm4Hr8/s300/10.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="300" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJRCHNr31sKSHGi7vl3Cw5_PPMAAeuNAnDR7KgjBrQl0IERCsh421rHkvY_nx2MF8Nufwvg4kX1BSCjYNBZ-RITopMWOLalNSj6zNpD7TffnFtGKoRpryQN8IweyG2SKtUxHMeAbm4Hr8/w268-h268/10.jpg" width="268" /></a></div><b style="mso-bidi-font-weight: normal;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 11.0pt;"></span></b><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">t is well
known in the high-performance computing community that many (perhaps most) HPC
workloads exhibit dynamic performance envelopes that can stress the memory,
compute, network, and storage capabilities of modern supercomputers. Optimizing
HPC workloads to run efficiently on existing hardware systems is challenging,
but attempting to quantify the performance envelopes of HPC workloads to
extrapolate performance predictions for HPC workloads on new system
architectures is even more challenging, albeit essential. </span>
</span></span><p></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">This predictive analysis is beneficial because it helps each
data center’s supercomputer procurement team extrapolate to the new machines
and system architectures that will deliver the most performance for production
workloads at their datacenter. However, once a supercomputer is installed,
configured, made available to users, and benchmarked, it is too late to
consider fundamental architectural changes.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The goal of the Exascale Computing Project hardware evaluation group
is to modernize the metrics and predictive analysis to guide US Department of
Energy supercomputer procurements. Scott Pakin, the ECP HE lead at Los Alamos
National Laboratory, notes, “Our main customer is the DOE facilities, who
consider our work to be very valuable in determining the types of machines to
be procured and configured. Our work can also be used by application developers
seeking to understand the performance characteristics of their codes.” (<a href="https://insidehpc.com/2021/10/exascale-hardware-evaluation-workflow-analysis-for-supercomputer-procurements/">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXqmB9XV0GigS3bpm1hUnwrOuuv466azB7LXScYtvH1cDuuPC50AxB2kJdLqSD6BmOjUW_pt8P5vCkjjZ8Fgl4K2sh5XQcyH23o3Lpn0Xdg2DUxsN8x6rBzt8dqn3640OaIuCNVvWSCHU/s676/11.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="191" data-original-width="676" height="54" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXqmB9XV0GigS3bpm1hUnwrOuuv466azB7LXScYtvH1cDuuPC50AxB2kJdLqSD6BmOjUW_pt8P5vCkjjZ8Fgl4K2sh5XQcyH23o3Lpn0Xdg2DUxsN8x6rBzt8dqn3640OaIuCNVvWSCHU/w106-h54/11.jpg" width="106" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">LANL
Awarded Spot in ‘Top 50 Best Companies To Work For’ By LATINA Style Inc.</span></b></span></span>
<p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXgAE2n1kwkocv6tDN6u5Tupor67H_tD5sTQxAnN4Cva2OiYOeuCtpML7SVOu6m783u2V08BdVaNlGfRF3YGOxQRJ0J2wQEd3sNIaar4TjPaM9tKWhhpwmhW0A33ZaFAUPPBA_3DzhGI0/s1000/12.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="671" data-original-width="1000" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXgAE2n1kwkocv6tDN6u5Tupor67H_tD5sTQxAnN4Cva2OiYOeuCtpML7SVOu6m783u2V08BdVaNlGfRF3YGOxQRJ0J2wQEd3sNIaar4TjPaM9tKWhhpwmhW0A33ZaFAUPPBA_3DzhGI0/w284-h215/12.jpg" width="284" /></a></div><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">LANL
moved up on the LATINA Style Inc. list of </span></b>
</span></span><p></p><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">2021 Top
50 Best Companies for Latinas to work at</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">in the
United States.</span></b></span></span></p><span style="font-family: helvetica;">
</span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="color: #333333; font-size: 9.5pt;"> </span></span></p><span style="font-family: helvetica;">
</span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">L</span></b><span style="color: #333333;">ATINA
Style Inc. has named Los Alamos National Laboratory as one of the 2021 Top 50
Best Companies for Latinas to Work in the U.S.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Up three spots from last year, LANL ranked 30th out of 50 in
2021. Los Alamos has appeared on this list with other U.S. companies for four
years in a row, and is the only national laboratory named as a “best company.”</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Companies that responded to LATINA Style Inc.’s questionnaire —
including LANL — were evaluated based on matters that LATINA Style Inc.
magazine readers deemed as important to them in the workplace. (<a href="https://losalamosreporter.com/2021/10/08/lanl-awarded-spot-in-top-50-best-companies-to-work-for-by-latina-style-inc/">Full
story</a>)</span></span></span></p>
Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-30167362897011030532021-10-08T11:01:00.003-06:002021-10-08T11:01:50.866-06:00<p><!--[if !mso]>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
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<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEJ3NnpIdnORaqvRllbk1kAA1ti4bwe0AN3vz7VICGRrKHTG3VkgJuGX8ZiK8IUjI3hyphenhyphenFqFVsex-nxP-P7wg-c8-lQ-Qn4ASvS49CFzXhcGVTPWCMKF0UWgcZ3VWX8LfzPg_FCV9m2GSk/s110/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="40" data-original-width="110" height="40" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEJ3NnpIdnORaqvRllbk1kAA1ti4bwe0AN3vz7VICGRrKHTG3VkgJuGX8ZiK8IUjI3hyphenhyphenFqFVsex-nxP-P7wg-c8-lQ-Qn4ASvS49CFzXhcGVTPWCMKF0UWgcZ3VWX8LfzPg_FCV9m2GSk/s0/1.jpg" width="110" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p><p class="MsoNormal"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Learning
curve</span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQCidVuRtvmIKel-ITiZBvxnkINrIBWx7IRvsfQG5jrNZuPiwr9B7N_7GfKvS9BUmJhv8Lhi9i_BG32i3Q0ntypQ7MoPF0Qk0BB94NKAPHXgEG53Dm9jG0mfrTYsf3iDsuu7CWCbzLbuI/s943/2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="630" data-original-width="943" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQCidVuRtvmIKel-ITiZBvxnkINrIBWx7IRvsfQG5jrNZuPiwr9B7N_7GfKvS9BUmJhv8Lhi9i_BG32i3Q0ntypQ7MoPF0Qk0BB94NKAPHXgEG53Dm9jG0mfrTYsf3iDsuu7CWCbzLbuI/w280-h187/2.jpg" width="280" /></a></b></div><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #666699;"><span style="font-size: xx-small;">Intel Loihi
2 neuromorphic chip. Courtesy
photo.</span> </span></b></span></span><p></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">hough he
catches flak for it, Garrett Kenyon, a physicist at Los Alamos National
Laboratory, calls artificial intelligence “overhyped.” The algorithms that
underlie everything from Alexa’s voice recognition to credit card fraud
detection typically owe their skills to deep learning, in which the software
learns to perform specific tasks by churning through vast databases of
examples. These programs, Kenyon points out, don’t organize and process
information the way human brains do, and they fall short when it comes to the
versatile smarts needed for fully autonomous robots, for example. “We have a
lot of fabulous devices out there that are incredibly useful,” Kenyon says.
“But I would not call any of that particularly intelligent.”</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Kenyon and many others see hope for smarter computers in an
upstart technology called neuromorphic computing. In place of standard
computing architecture, which processes information linearly, neuromorphic
chips emulate the way our brains process information, with myriad digital
neurons working in parallel to send electrical impulses, or spikes, to networks
of other neurons. Each silicon neuron fires when it receives enough spikes,
passing along its excitation to other neurons, and the system learns by
reinforcing connections that fire regularly while paring away those that don’t.
The approach excels at spotting patterns in large amounts of noisy data, which
can speed learning. Because information processing takes place throughout the
network of neurons, neuromorphic chips also require far less shuttling of data
between memory and processing circuits, boosting speed and energy efficiency.</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Two groups have already shown neuromorphic chips can match the
capabilities of some of the most advanced AI programs on the market. Today’s
workhorse AI software relies on a deep learning algorithm known as a
backpropagation neural network (BPNN), which enables AI systems to learn from
their mistakes as they are trained. In a preprint posted on arXiv in August,
Andrew Sornborger, a physicist at Los Alamos, and colleagues reported
programming the first-generation Loihi to carry out backpropagation. The chip
learned to interpret a commonly used visual data set of handwritten numerals as
quickly as conventional BPNNs, while drawing just 1/100 as much power. (<a href="https://www.science.org/content/article/new-brain-inspired-chips-could-soon-help-power-autonomous-robots-and-self-driving-cars">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwuFfl5LXDNEXBiG7jGWA1RraADqdoCtVfq-Am28Jmk-MPp-4DqJkKAhXDglJ3sZZwmGtpCG-zxdjnjsu9GgQl61-3Vs5jcMUFuXTBOnz7mahcWNz8oga6TGgY0-8hnNLc0R15eZ8fUqU/s238/7.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="65" data-original-width="238" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwuFfl5LXDNEXBiG7jGWA1RraADqdoCtVfq-Am28Jmk-MPp-4DqJkKAhXDglJ3sZZwmGtpCG-zxdjnjsu9GgQl61-3Vs5jcMUFuXTBOnz7mahcWNz8oga6TGgY0-8hnNLc0R15eZ8fUqU/w106-h46/7.jpg" width="106" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">Supercomputing
effort to model the complex interactions affecting climate change in Arctic
coastal regions</span></b></span></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;"> </span></b></span></span>
</p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBcsKITHfvmEDDA5y3wOlXh84h4SiilflzkW5yTXYwHHpFoi1N9gzG5suysED6L2TbCWgdYrewQMAtUW5EpobZiFDqQMD32AZkgEw3uRqnUzniqmUU6sr6Wa9Z2MNmlW5tov5T57rwRG4/s800/8.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="530" data-original-width="800" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBcsKITHfvmEDDA5y3wOlXh84h4SiilflzkW5yTXYwHHpFoi1N9gzG5suysED6L2TbCWgdYrewQMAtUW5EpobZiFDqQMD32AZkgEw3uRqnUzniqmUU6sr6Wa9Z2MNmlW5tov5T57rwRG4/w291-h193/8.jpg" width="291" /></a></b></div><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><p></p><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Beaufort
Sea ice, April 2007. Credit: Andrew Roberts.</span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">E</span></b><span style="color: #333333;">arth's
rapidly changing Arctic coastal regions have an outsized climatic effect that
echoes around the globe. Tracking processes behind this evolution is a daunting
task even for the best scientists.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Coastlines are some of the planet's most dynamic areas—places
where marine, terrestrial, atmospheric and human actions meet. But the Arctic coastal
regions face the most troubling issues from human-caused climate change from
increasing greenhouse gas emissions, says Los Alamos National Laboratory (LANL)
scientist Andrew Roberts.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">"Arctic coastal systems are very fragile," says
Roberts, who leads the high-performance computing systems element of a broader
Department of Energy (DOE) Office of Science effort, led by its Biological and
Environmental Research (BER) office, to simulate changing Arctic coastal
conditions. "Until the last several decades, thick, perennial Arctic sea
ice appears to have been generally stable. Now, warming temperatures are
causing it to melt.” (<a href="https://phys.org/news/2021-10-supercomputing-effort-complex-interactions-affecting.html">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;"></span></b></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq5Bguy85sGN8Lpo6hlZdars80-MbuIFKRWiW059GJnO3mTKzry9bPBJ5aok3pGw45jr4b0xMl4J0mX1AwG1rfgjavgCGxGk9FMmvkXX1xnD3xeCtT8E-RHJ9WWg4mlRX7_EKWMnsivxc/s676/3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="191" data-original-width="676" height="47" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq5Bguy85sGN8Lpo6hlZdars80-MbuIFKRWiW059GJnO3mTKzry9bPBJ5aok3pGw45jr4b0xMl4J0mX1AwG1rfgjavgCGxGk9FMmvkXX1xnD3xeCtT8E-RHJ9WWg4mlRX7_EKWMnsivxc/w107-h47/3.jpg" width="107" /></a></b></span></div><span style="font-size: large;"><b>Two
Los Alamos Scientists Take Top Prizes in National Competition to Help Improve
Electrical Grid</b></span><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9cL8YffTQ5HU6_hxSZNbYteZzdr4rbxoN8L4JKwpdhKc2i_oM54hIY0ABtUY6DWsY64zxG3yzEwYu6mJbDYT2JOGCsdcFc_kCc88NMmBNVr7dbQKE3gwkjSzuyVDIJ2UuTQfdy1xcdhE/s1072/4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="666" data-original-width="1072" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9cL8YffTQ5HU6_hxSZNbYteZzdr4rbxoN8L4JKwpdhKc2i_oM54hIY0ABtUY6DWsY64zxG3yzEwYu6mJbDYT2JOGCsdcFc_kCc88NMmBNVr7dbQKE3gwkjSzuyVDIJ2UuTQfdy1xcdhE/w281-h175/4.jpg" width="281" /></a></b></div><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><p></p><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">LANL
scientists Hassan Hijazi, left, and Carleton Coffrin </span></b>
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">developed
algorithms that took top prizes in a national</span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;"><span> </span>competition to help improve resiliency of the
electrical grid.</span></b></span></span></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;"> </span></b></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;"> </span></b></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">wo
scientists at Los Alamos National Laboratory took top prizes in a national
competition for developing algorithms to help improve the resiliency and
efficiency of the electrical grid. The algorithm developed by Hassan Hijazi of
the Applied Mathematics and Plasma Physics Group took first place in all four
divisions, while the one developed by Carleton Coffrin of the Laboratory’s
Information Systems and Modeling Group placed second in two of the four
divisions. Their work outperformed 14 other entries in the <a href="http://email.lanl.msgsnd.com/c/eJwdj0uOwyAQRE9jLxE0jYEFiyie3INP41iyjQVopNw-zEi1q3p6quS8jyHreXfAQQjOEQBQCCbYulr8UfBa4SH18rQT8sNfBzvb1q7EYjnntyPM2UetFYUAYDNZSdkERBmkMlLPh3v3frdJPiZ4jWxlgDf1ve_lYnRR3T5sK7-jmqs7_V7pT1SaP_xZWqW71E71X9fdggqzESEutIAF8gp5SjYuHFVKEsYEhdYm2xxk0BljUkaj4cLr8VPyAF9YIEku" target="_blank">competition</a> funded by Advanced Research Projects
Agency–Energy (ARPA-E), a United States government agency that promotes and funds
research and development of advanced energy technologies.<br />
<br />
“Grid security is a national security issue, which is why this is important
work for Los Alamos,” said Nancy Jo Nicholas, associate Laboratory director for
Global Security at Los Alamos. “Every five minutes, optimization problems
arise in the U.S. electrical grid that require a mathematical solution.
Hassan’s and Carleton’s achievement will help advance national efforts to
create a more reliable, resilient, and secure electrical grid.” (<a href="https://losalamosreporter.com/2021/10/04/lanl-two-los-alamos-scientists-take-top-prizes-in-national-competition-to-help-improve-electrical-grid/">Full
story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p><p class="MsoNormal"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;"></span></b></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghmo2awbhlb29v8e4ITW1Ra8OQDTCjowkwszZLKcxfa-HgvDCoNSDxq7oqWupt6qTTWeMP-DHVqi9Q4gAABgLjgDlyb6GJDOuyHSSks4FIKAJmnsaSnbCHkIsCQxwybJqCmZmpgnsgjYM/s676/3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="191" data-original-width="676" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghmo2awbhlb29v8e4ITW1Ra8OQDTCjowkwszZLKcxfa-HgvDCoNSDxq7oqWupt6qTTWeMP-DHVqi9Q4gAABgLjgDlyb6GJDOuyHSSks4FIKAJmnsaSnbCHkIsCQxwybJqCmZmpgnsgjYM/w104-h46/3.jpg" width="104" /></a></b></span></div><span style="font-size: large;"><b>Four
Los Alamos Researchers Named 2021 Laboratory Fellows</b></span><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b><span style="color: #16689f; font-family: "Arial",sans-serif;"><span style="mso-spacerun: yes;"> </span></span></b><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh6ZDTWVlEGZd_f5NjGxRcgzDRwH3U3kKUfYhJ6yHK7mNdBV5dyoFbw0dERKwJ-agxMKAvMeEyzfLc1TGUGLiUW07Jel8LQ75XNIQlK5aGvzvIHQYFk2iiS-W8qrVdoFNrgGmQsJObvoY/s1261/5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1261" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh6ZDTWVlEGZd_f5NjGxRcgzDRwH3U3kKUfYhJ6yHK7mNdBV5dyoFbw0dERKwJ-agxMKAvMeEyzfLc1TGUGLiUW07Jel8LQ75XNIQlK5aGvzvIHQYFk2iiS-W8qrVdoFNrgGmQsJObvoY/w284-h162/5.jpg" width="284" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><p></p><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Los
Alamos National Laboratory’s 2021 Fellows are: </span></b></span></span>
</p><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Elizabeth
Hunke and Baolian Cheng, top row, and David A. Smith </span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">and Blas
Uberuaga, bottom row.</span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> <br /></span></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">F</span></b><span style="color: #333333;">our
researchers have been named 2021 Los Alamos National Laboratory Fellows:
Baolian Cheng, Elizabeth Hunke, David A. Smith and Blas Uberuaga.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“To be a Fellow at the Laboratory is to be a leader in our
workplace and within the scientific community at large,” said Thom Mason,
Laboratory director. “I am honored to recognize these four fellows and thank
them for their extraordinary contributions and accomplishments.” (<a href="https://losalamosreporter.com/2021/09/30/lanl-four-los-alamos-researchers-named-2021-laboratory-fellows/">Full
story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;"> </span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span><br /><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p><p class="MsoNormal"><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;"></span></b></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiROeDzRpBOqwyAbJ5N5f27DB_LSIN05R8AqCGE3w91ID9damW7D5myTIjOjDYpBMDX2nb9sfpK6oBWqBuJi5zh1zCt9obvaTlV0MQhTDoSHHAo1cLj9YMJ5JXbzbzG79koaOY1pnrjVOI/s676/3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="191" data-original-width="676" height="41" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiROeDzRpBOqwyAbJ5N5f27DB_LSIN05R8AqCGE3w91ID9damW7D5myTIjOjDYpBMDX2nb9sfpK6oBWqBuJi5zh1zCt9obvaTlV0MQhTDoSHHAo1cLj9YMJ5JXbzbzG79koaOY1pnrjVOI/w117-h41/3.jpg" width="117" /></a></b></span></div><span style="font-size: large;"><b>LANL
Honors Four for Research and Leadership with Laboratory Fellows Prizes</b></span><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyQTwDABcUtqg1_v5dWNKDEDiMOzi_bpAOE6YF2MKKXM7BHIrt6yYTDw1YbnXh9KkS2K9sUZj2Z0ujpeEqM-YNl-DLmlTJAdU4z09Iobv-SUR-7WDXtYltW9S2qx4tjU6bV2yNz_S8p60/s1120/6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="1120" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyQTwDABcUtqg1_v5dWNKDEDiMOzi_bpAOE6YF2MKKXM7BHIrt6yYTDw1YbnXh9KkS2K9sUZj2Z0ujpeEqM-YNl-DLmlTJAdU4z09Iobv-SUR-7WDXtYltW9S2qx4tjU6bV2yNz_S8p60/w249-h178/6.jpg" width="249" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">LANL
researchers, clockwise from top left: </span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Andrew
Gaunt, Bill Daughton, Eva Birnbaum </span></b></span></span></p><span style="font-size: xx-small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">and
Cristiano Nisoli. </span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">F</span></b><span style="color: #333333;">our Los
Alamos National Laboratory researchers will be honored with the Laboratory’s
Fellows Prizes at a ceremony Oct. 6. Bill Daughton, Andrew Gaunt and Cristiano
Nisoli will receive the Fellows Prize for Research, and Eva Birnbaum will
receive the Fellows Prize for Leadership. </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“I congratulate Bill, Andrew, Cristiano and Eva for being
recognized with these prestigious awards,” said John Sarrao, deputy Laboratory
director for Science, Technology and Engineering. “Bill’s significant
advancements in internal confinement fusion, Andrew’s key role in transuranic
chemistry, and Cristiano’s work in magnetic materials have profoundly
influenced their respective fields and the Laboratory. Eva’s leadership in
isotope production has impacted national priorities and differentiated Los
Alamos.” </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The Fellows Prizes for Research is awarded to individuals for
outstanding research performed at the Laboratory that has been published within
the last 10 years and that has had a significant impact on their discipline or
program. The Fellows Prize for Leadership recognizes individuals for
outstanding scientific and engineering leadership at the Laboratory and
recognizes the value of such leadership that stimulates the interest of
talented young staff members in the development of new technology. (<a href="https://losalamosreporter.com/2021/10/06/lanl-honors-four-for-research-and-leadership-with-laboratory-fellows-prizes/">Full
story</a>)</span></span></span></p>
Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-3387734029730606732021-09-30T13:58:00.000-06:002021-09-30T13:58:58.058-06:00<p><!--[if !mso]>
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</p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibk60gp8f-W3vO2hkhEB09xSe68hEMT11GYJSU988IVFD6XpoDOCNwmenxJFwLoEwAEyPuOd50zRFN7SX4hdCZlGjOBE2Zyby5TpfBYJA8CEmasMv9XqG_9zBXYfoDe68qxbzPmKrsj5I/s178/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="50" data-original-width="178" height="42" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibk60gp8f-W3vO2hkhEB09xSe68hEMT11GYJSU988IVFD6XpoDOCNwmenxJFwLoEwAEyPuOd50zRFN7SX4hdCZlGjOBE2Zyby5TpfBYJA8CEmasMv9XqG_9zBXYfoDe68qxbzPmKrsj5I/w116-h42/1.jpg" width="116" /></a></div><p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">NASA's
Perseverance Mars rover snaps an epic selfie along with 'mission-critical'
views of Red Planet</span></b></span></span></p><p><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;"> </span></b></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><b><span style="color: #16689f; font-family: "Arial",sans-serif;"></span></b></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2QqxCu8Y6yCvSPTpX6gy8J8ArpWDIE9zj5mIFL0DVdAAXo70j5noF8rtllrbrNdgJ7awAbDmuJH9lTYJsH4Y367_eVApdrBpY2RoR2qxaljAlRTNZ_OhJeHxVfdNWPilwhaOKjOcUqMs/s970/2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="546" data-original-width="970" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2QqxCu8Y6yCvSPTpX6gy8J8ArpWDIE9zj5mIFL0DVdAAXo70j5noF8rtllrbrNdgJ7awAbDmuJH9lTYJsH4Y367_eVApdrBpY2RoR2qxaljAlRTNZ_OhJeHxVfdNWPilwhaOKjOcUqMs/w272-h153/2.jpg" width="272" /></a></b></div><span style="font-size: small;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">NASA's
Perseverance Mars rover took this selfie over a
rock nicknamed "Rochette,"</span></b></span></span><b><span style="color: #666699; font-family: "Tahoma", sans-serif;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"> (Image
credit: NASA/JPL-Caltech/MSSS)</span></span> </span></b>
</span><p></p><span style="font-size: small;">
</span><p class="MsoNormal"><span style="font-size: small;"><b><span style="color: #333333; font-family: "Arial", sans-serif;"> </span></b></span></p><p class="MsoNormal"><span style="font-size: small;"><b><span style="color: #333333; font-family: "Arial", sans-serif;"> A</span></b><span style="color: #333333; font-family: "Arial", sans-serif;"> series of
images taken on March 17, 2021, captures a detailed view of an escarpment
called the "Delta Scarp," which is part of a fan-shaped river delta
that formed in the crater.</span></span></p><span style="font-size: small;">
</span><p class="MsoNormal"><span style="font-size: small;"><span style="color: #333333; font-family: "Arial", sans-serif;"> </span></span></p><span style="font-size: small;">
</span><p class="MsoNormal"><span style="font-size: small;"><span style="color: #333333; font-family: "Arial", sans-serif;">"This is showing huge boulders. That means there had to
have been some huge flash flooding that occurred that washed boulders down the
riverbed into this delta formation," Roger Wiens, principal investigator
for SuperCam at Los Alamos National Laboratory in New Mexico, said in the
statement. </span></span></p><span style="font-size: small;">
</span><p class="MsoNormal"><span style="font-size: small;"><span style="color: #333333; font-family: "Arial", sans-serif;"> </span></span></p><span style="font-size: small;">
</span><p class="MsoNormal"><span style="font-size: small;"><span style="color: #333333; font-family: "Arial", sans-serif;">"These large boulders are partway down the delta formation.
If the lakebed was full, you would find these at the very top. So the lake
wasn't full at the time the flash flood happened. <span style="font-family: helvetica;">Overall, it may be indicating
an unstable climate. Perhaps we didn't always have this very placid, calm, habitable
place that we might have liked for raising some microorganisms," Wiens
said. (<a href="https://www.space.com/perseverance-mars-rover-selfie-mission-critical-photos">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhahWq9hCf7SfwfvkGQNXwWl0iY3j0ES8D4hMHJf9kP_oIVeFFRpVnDTWgse_wQH985mcVqWxaL6fK6HQjaJoSfHUGkgat6-Q26_X7jGGgabq5FoMR3XwKf07kbShaciq96gpnddpdErGc/s405/3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="80" data-original-width="405" height="39" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhahWq9hCf7SfwfvkGQNXwWl0iY3j0ES8D4hMHJf9kP_oIVeFFRpVnDTWgse_wQH985mcVqWxaL6fK6HQjaJoSfHUGkgat6-Q26_X7jGGgabq5FoMR3XwKf07kbShaciq96gpnddpdErGc/w109-h39/3.jpg" width="109" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Scientists
work to unravel fungus ecology as Valley fever expands throughout West </span></b></span></span>
</p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxYdfFkauTU37vC_QUEaAS-wKcgVDvGZfujh1OFXtdTDuvsyS1ZBj4Hf0FRHnB3udbC1u1IE8NJNFcU9CFkJKV3OA7NLcMJQv-24AVhuHtUHSwawpSCH7_1zKh5JMBwl6oUoF3dTelYYs/s481/4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="358" data-original-width="481" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxYdfFkauTU37vC_QUEaAS-wKcgVDvGZfujh1OFXtdTDuvsyS1ZBj4Hf0FRHnB3udbC1u1IE8NJNFcU9CFkJKV3OA7NLcMJQv-24AVhuHtUHSwawpSCH7_1zKh5JMBwl6oUoF3dTelYYs/w285-h212/4.jpg" width="285" /></a></div><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">A
scanning electron microscope image of Coccidioides spherules—the
parasitic form of the fungus that grows</span></b><b><span style="color: #666699;"> inside
its host. Photo by Bridget Barker, NAU.</span></b> </span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">U</span></b><span style="color: #333333;">nderstanding
the ecology of the fungus, such as where it is found and why, is vital because
otherwise, it is hard to know how the impacts of climate change on the
landscape might influence the range of the fungus across the United States. </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Climate change will likely lead to the spread of the disease to
other states where it has yet to surface, said Morgan Gorris, an earth systems
scientist and postdoctoral fellow at the Los Alamos National Laboratory. </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">In 2019, Gorris created a model showing how the known preferred
ecological niche of Coccidioides fungus—dry and hot—would spread further across
the U.S. over the next 80 years. By 2100, under a “high warming” scenario from
model predictions, cases of Valley fever could increase by 50%, and states as
far north as Montana and North Dakota could become endemic hot spots.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“Because the western part of the United States is already so
dry, and it’s going to get even warmer, the fungus might be able to live in
areas further and further north,” Gorris said. In the worst case warming
scenario, “we found the endemic region could even reach the U.S.-Canada
border,” she added. (<a href="https://azcir.org/news/2021/09/28/valley-fever-ecology-unknown-fungus-expanding-throughout-west/">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><br /></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><i><span style="color: #333333;">Also reported in <a href="https://www.newsweek.com/what-valley-fever-symptoms-contagious-coccidioides-southwest-usa-cases-disease-fungus-1632878">Newsweek</a></span></i></b></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3GdSVvFiHos4Hp-_quM-eZgv-vF9D16BsfFT7ojRHKTx-F5-VcvIlOaUKnfowyaWWKpHpI-GkAXMiIBgdk4LOXBDMx9-AphTv3sl91o5xyH8g0eh5bscjD3jO5aHZYWp-9V1Bzq-x1Cg/s461/5.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="77" data-original-width="461" height="33" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3GdSVvFiHos4Hp-_quM-eZgv-vF9D16BsfFT7ojRHKTx-F5-VcvIlOaUKnfowyaWWKpHpI-GkAXMiIBgdk4LOXBDMx9-AphTv3sl91o5xyH8g0eh5bscjD3jO5aHZYWp-9V1Bzq-x1Cg/w123-h33/5.jpg" width="123" /></a></div><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Reducing
plastics with proteins</span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHuaEpiuCzWe8GT2cE1QcfFSm3LrmfHiPrOOm4ZJ0bWFaN39Aq4GPBkvuI5o1Bt27nTKzSQ8Cp3b9zYM0K3LXHRwzIlUuN96_68fHaKOnJ508uI70-eISgFsogDn9RMayIIOdH1n1WoC8/s1396/6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="930" data-original-width="1396" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHuaEpiuCzWe8GT2cE1QcfFSm3LrmfHiPrOOm4ZJ0bWFaN39Aq4GPBkvuI5o1Bt27nTKzSQ8Cp3b9zYM0K3LXHRwzIlUuN96_68fHaKOnJ508uI70-eISgFsogDn9RMayIIOdH1n1WoC8/w269-h179/6.jpg" width="269" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p><span style="font-family: helvetica;"><span style="font-size: small;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Taraka
Dale, BOTTLE Consortium lead.</span></b></span>
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">P</span></b><span style="color: #333333;">lastic
waste is a growing existential threat polluting our land and water, but an
international group of scientists are working on new ways to make - and break -
plastics.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">"Our project has two primary goals. One is to develop new
and more effective ways of breaking down plastics that already exist as waste
in our environment," said Taraka Dale, Biomass and Biodiversity Team
Leader at Los Alamos National Laboratory and LANL team lead for the BOTTLE
consortium.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">"The other goal is to develop new plastics that can be used
in the future - as substitutes for our current plastics - that are designed to
break down and be recycled and remade into other products, right from the
get-go," said Dale.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">BOTTLE, which stands for Bio-Optimized Technologies to keep
Thermoplastics out of Landfills and the Environment, is a multi-institutional
research and development consortium funded by the U.S. Department of Energy. (<a href="https://www.taosnews.com/news/environment/reducing-plastics-with-proteins/article_54967c55-2935-5907-b0ca-8ac013b67442.html">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiEEIm9brU5audi5mvWYw1WBcULjoGnjdLRbWwv2wGm9F35PModDGP0LmELujMixyxHY6jJxHkZ9s3rHql5QP5JFcRYnhrSbAysM5yP32H4vj01qjMZG8D9qMWsuLcuM9tzTJ2Y2O3rko/s228/7.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="158" data-original-width="228" height="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiEEIm9brU5audi5mvWYw1WBcULjoGnjdLRbWwv2wGm9F35PModDGP0LmELujMixyxHY6jJxHkZ9s3rHql5QP5JFcRYnhrSbAysM5yP32H4vj01qjMZG8D9qMWsuLcuM9tzTJ2Y2O3rko/w107-h75/7.jpg" width="107" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Intel
Launches 2nd Loihi Neuromorphic Chip; LANL Investigating ‘Trade-offs’ Between
Quantum and Neuromorphic Computing</span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrwwjop0LobQgVSDD-3ahU6XbrQFPG03mgpLAbTaHucGP-iBlRGYpSpz3EFiLq3Dk2FbF_ysxHYHvg6_bjpkRq0iKAzh2N0FlFE_bOVEsTC4liBVrmuadreONYugPyrBBl2ixmaluvMgY/s943/8.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="630" data-original-width="943" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrwwjop0LobQgVSDD-3ahU6XbrQFPG03mgpLAbTaHucGP-iBlRGYpSpz3EFiLq3Dk2FbF_ysxHYHvg6_bjpkRq0iKAzh2N0FlFE_bOVEsTC4liBVrmuadreONYugPyrBBl2ixmaluvMgY/w280-h187/8.jpg" width="280" /></a></b></div><p></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Intel
Loihi 2 neuromorphic chip.</span></b></span><b><span style="color: #666699;"><span style="font-size: xx-small;"> Courtesy
photo.</span> </span></b></span></span>
</p><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">ntel today
released an update on its neuromorphic computing strategy, introducing Loihi 2,
its second-generation neuromorphic research chip, and Lava, an open-source
software framework for developing “neuro-inspired” applications.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Neuromorphic computing holds the promise of drawing insights
from neuroscience to create chips that function more like the biological brain.
It’s hoped that it will deliver orders of magnitude improvements in energy
efficiency, speed of computation and efficiency of learning across a range of
edge applications: from vision, voice and gesture recognition to search
retrieval, robotics, and constrained optimization problems.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“Investigators at Los Alamos National Laboratory have been using
the Loihi neuromorphic platform to investigate the trade-offs between quantum and
neuromorphic computing, as well as implementing learning processes on-chip,”
said Dr. Gerd J. Kunde, staff scientist, Los Alamos National Laboratory. “This
research has shown some exciting equivalences between spiking neural networks
and quantum annealing approaches for solving hard optimization problems. We
have also demonstrated that the backpropagation algorithm, a foundational
building block for training neural networks and previously believed not to be
implementable on neuromorphic architectures, can be realized efficiently on
Loihi. Our team is excited to continue this research with the second generation
Loihi 2 chip.” (<a href="https://insidehpc.com/2021/09/intel-launches-2nd-loihi-neuromorphic-chip-lanl-investigating-trade-offs-between-quantum-and-neuromorphic-computing/">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><br /></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #16689f; font-family: "Arial",sans-serif; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv1p20M9ZBdU-a83GJAQVXlIpGB-3dWTM2piy8BG4H6WSwGk6Vf59A8aa9WYymW4-JmoMh9sM8LyIjxVT9jZGOiiFBgaWQyV617gUxxNSHeju_l7_xfcHfr_tVT8gNmKN0Xd9i9qlNoEg/s238/9.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="96" data-original-width="238" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv1p20M9ZBdU-a83GJAQVXlIpGB-3dWTM2piy8BG4H6WSwGk6Vf59A8aa9WYymW4-JmoMh9sM8LyIjxVT9jZGOiiFBgaWQyV617gUxxNSHeju_l7_xfcHfr_tVT8gNmKN0Xd9i9qlNoEg/w113-h46/9.jpg" width="113" /></a></b></div><b><span style="color: #16689f; font-family: "Arial",sans-serif;"></span></b><p></p><p class="MsoNormal"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Upgrade
will protect national security and community interests</span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP_muKHayci86QoVCj6Bplath733ihh6IPG17yDGaJnfpxMh-RXm-LiBneUNtw_lVUBVJeJPi3gKqWBn5bvsKubQMbnbfRSuY2kaLm9LMisFs-oz13q30gA7XsvIGfZcp18iRQcx8e_Tc/s1350/10.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1350" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP_muKHayci86QoVCj6Bplath733ihh6IPG17yDGaJnfpxMh-RXm-LiBneUNtw_lVUBVJeJPi3gKqWBn5bvsKubQMbnbfRSuY2kaLm9LMisFs-oz13q30gA7XsvIGfZcp18iRQcx8e_Tc/w278-h222/10.jpg" width="278" /></a></b></div><span style="font-family: helvetica;"><span style="font-size: small;"><span style="font-size: xx-small;"><b><span style="color: #666699;">East
side of the White Rock Canyon crossing.</span></b></span>
</span></span><p></p><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">L</span></b><span style="color: #333333;">os Alamos
National Laboratory’s critical national security mission is rooted in its
ability to analyze and solve some of the most complex challenges facing our nation.
We help keep the nation safe by ensuring our nuclear deterrent remains safe and
effective, we develop knowledge about the effects of climate change and we
investigate deadly disease outbreaks. We do all that more rapidly than ever
before using LANL’s on-site capabilities, such as high-performance computing
and accelerator and neutron science.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">To accomplish today’s missions and make sure we can accomplish
tomorrow’s, LANL requires increasing amounts of electricity. Because the need
for LANL’s expertise is so great, we anticipate the laboratory’s peak seasonal
power demand will exceed operating limits for its and Los Alamos County’s
existing transmission lines by 2030. The U.S. Department of Energy’s National
Nuclear Security Administration is proposing to upgrade its electrical power
capacity serving this area of New Mexico. The project, referred to as the
Electrical Power Capacity Upgrade, or EPCU, would provide the laboratory and
Los Alamos County with reliable and redundant electrical power.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">In coordination with the U.S. Forest Service and the Bureau of
Land Management (BLM), the Department of Energy is preparing an environmental
assessment to evaluate the potential impacts associated with this needed
upgrade. This process will include an evaluation of impacts associated with
constructing and operating a new overhead power transmission line across a
designated utility corridor on the Caja del Rio Plateau and upgrading the
laboratory’s existing electrical infrastructure. (<a href="https://www.abqjournal.com/2432386/upgrade-will-protect-national-security-and-community-interests.html">Full
story</a>)</span></span></span></p>
Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-69521422328781250562021-09-23T17:02:00.001-06:002021-09-23T17:02:45.850-06:00
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim8w_0-j6_gMO5wdarCEY2RMzNFgd3rvpUSCFTO-Kn8G6Wn7sFpt7RnnWnro0HNTyjR-hO46ZnjLDqpzUjCQYU4lvjm9WCMCi9Z_-dj1fk5suI_Gbb_1PN8QKtPG6nvMKVe25Uff7FaYI/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="40" data-original-width="159" height="45" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim8w_0-j6_gMO5wdarCEY2RMzNFgd3rvpUSCFTO-Kn8G6Wn7sFpt7RnnWnro0HNTyjR-hO46ZnjLDqpzUjCQYU4lvjm9WCMCi9Z_-dj1fk5suI_Gbb_1PN8QKtPG6nvMKVe25Uff7FaYI/w141-h45/1.png" width="141" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">A
speeding object collided with Jupiter and blew up, cool space footage shows</span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilW7pZnCSOEV_mItHuDye8utJlFWi1XhznsICJJlhadteZABwuy0iwFUaOHRQ6MZHEMcfMoGDRhLXBALbH_QDWFXPgLUkTTTPINtOwkfz-DQFn5RQpC0XTlK1dHMdlIkznv27W95GQIIE/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="806" data-original-width="808" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilW7pZnCSOEV_mItHuDye8utJlFWi1XhznsICJJlhadteZABwuy0iwFUaOHRQ6MZHEMcfMoGDRhLXBALbH_QDWFXPgLUkTTTPINtOwkfz-DQFn5RQpC0XTlK1dHMdlIkznv27W95GQIIE/" width="241" /></a></b></div><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><p></p><span style="font-size: small;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Image
credit: José Luis Pereira. </span></b></span>
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">n asteroid
or icy object collided with the gas giant Jupiter on Sept. 13, where it
eventually blew up in the planet's thick clouds. The object was around dozens
of meters across (possibly some 120 to 160 feet wide, maybe more, maybe less).
Traveling at a high speed, it journeyed deeper and deeper into Jupiter's heavy
atmosphere, where it experienced strong friction and heated up as it fell
through the planet's clouds.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Yet the impact, and resulting explosion, certainly produced a
bright flash. Astronomers and other researchers use this brightness to gauge
the size of an impacting object, explained Cathy Plesko, a scientist at Los
Alamos National Laboratory who researches asteroid and comet impacts. A larger
object creates a more energetic explosion, and flash.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Even tiny objects produce vivid flashes. The common shooting
star is a <i>rice-sized meteor</i> burning up in Earth's atmosphere.
"That's pretty bright for a grain of rice," Plesko said. (<a href="https://mashable.com/article/jupiter-space-impact-asteroid">Full story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><br /></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><br /></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj01p7HoZAgBP_D-4GjVGTJ57KJpVtxJkFYoFell-Ry6Jg2XZGsM5FoYgTaK6lh49r2g_WPDNbHi3t-MTQ_bLwgqKYEeOFQWop08CwT1Vj6CZZYvvv656vJKEFf8oJkJ5dGpzhFunF_uvA/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="59" data-original-width="144" height="53" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj01p7HoZAgBP_D-4GjVGTJ57KJpVtxJkFYoFell-Ry6Jg2XZGsM5FoYgTaK6lh49r2g_WPDNbHi3t-MTQ_bLwgqKYEeOFQWop08CwT1Vj6CZZYvvv656vJKEFf8oJkJ5dGpzhFunF_uvA/w108-h53/3.jpg" width="108" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Scientists
study microbiomes in soil to develop drought resistant plants</span></b></span></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkYXCGvHMkzYbVIvzXL4kAnlH6B6SiQbG-Gg4jnaTFf-n1WH3Ogyq6Z0BQCU9l6-z74FXRDwQF76ReYDddpHXbMxrxRo7zWMWvWRxqvkEGux4Fyhe7Lo7NZP-QdfsHlxf0D6Ah4wuWW7s/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="472" data-original-width="850" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkYXCGvHMkzYbVIvzXL4kAnlH6B6SiQbG-Gg4jnaTFf-n1WH3Ogyq6Z0BQCU9l6-z74FXRDwQF76ReYDddpHXbMxrxRo7zWMWvWRxqvkEGux4Fyhe7Lo7NZP-QdfsHlxf0D6Ah4wuWW7s/w271-h151/4.png" width="271" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">his year’s
drought, to say the least, has been pretty bad for New Mexico. Back in April,
more than 53% of the state was in the worst category of drought and thanks to a
great monsoon season, that number has now dropped to 0%.</span>
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Regardless, most of the state is still in some sort of drought
and it's something people need to be prepared to deal with, and scientists at
Los Alamos National Lab are currently working on this.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">"We are studying and trying to develop microbes that could
actually help plants grow bigger through the drought, so that you don't need to
irrigate your fields as much as before,” said Sanna Sevanto, plant physiologist
at Los Alamos National Lab. (<a href="https://www.kob.com/new-mexico-news/scientists-study-microbiomes-in-soil-to-develop-drought-resistant-plants/6243860/">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><br /></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><br /></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV8szdzpvme0icepx6MZySCiL8IdvYyPNYH_y_F_3ulj7K9sGqiNpxiG1Jc6GY8xXg2peBL7BYzT-sHLh0HtpMpmuPPLooIVByYvxov5d8WNaM6hqHDHXLjjmzw5RhkLx7KWI7Hujnu-E/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="95" data-original-width="364" height="37" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV8szdzpvme0icepx6MZySCiL8IdvYyPNYH_y_F_3ulj7K9sGqiNpxiG1Jc6GY8xXg2peBL7BYzT-sHLh0HtpMpmuPPLooIVByYvxov5d8WNaM6hqHDHXLjjmzw5RhkLx7KWI7Hujnu-E/w129-h37/5.png" width="129" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">MOFs
help to protect perovskite LEDs</span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiux_HwTTl12FGi7Qmi9etF49-f2XrQQmG-joT5CWuGWycaKNe5Py0WlrRz4MEA4iivCbcDvyi0jLCdefh_hXXmF_6MRz6TVbxeUKpf1dYZaQxPkAMrI_s-SyWGPt4c_ky4qdmqkYG8z0g/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="282" data-original-width="526" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiux_HwTTl12FGi7Qmi9etF49-f2XrQQmG-joT5CWuGWycaKNe5Py0WlrRz4MEA4iivCbcDvyi0jLCdefh_hXXmF_6MRz6TVbxeUKpf1dYZaQxPkAMrI_s-SyWGPt4c_ky4qdmqkYG8z0g/w253-h136/6.png" width="253" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">LEDs
made from perovskite nanocrystals</span></b><b><span style="color: #666699;"> embedded
in a MOF can be created at low cost using
earth-abundant materials, and remain stable. </span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">n a paper
in Nature Photonics, researchers from the US Department of Energy’s Argonne
National Laboratory, Brookhaven National Laboratory, Los Alamos National
Laboratory and SLAC National Accelerator Laboratory report that they have
prepared stable perovskite nanocrystals for such LEDs. Also contributing to the
effort was Academia Sinica in Taiwan.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Perovskites are a class of material with a particular
crystalline structure that gives them light-absorbing and light-emitting
properties that are useful in a range of energy-efficient applications,
including solar cells and various kinds of detectors. (<a href="https://www.materialstoday.com/optical-materials/news/mofs-help-to-protect-perovskite-leds/">Full
story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYLImBLG2XEm-_Mz25L06xBX8XV4SybE_FUJAF7-V8cBxrnK7ReT8ovcOan78MU8xv7gRqHc9_0gx1g9ufWxUrCeXvsSyrgijm_voIdo431YFoTmnFyv_xwzoOEUYTG9DhfV9YPLHj6EY/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="188" data-original-width="663" height="43" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYLImBLG2XEm-_Mz25L06xBX8XV4SybE_FUJAF7-V8cBxrnK7ReT8ovcOan78MU8xv7gRqHc9_0gx1g9ufWxUrCeXvsSyrgijm_voIdo431YFoTmnFyv_xwzoOEUYTG9DhfV9YPLHj6EY/w150-h43/7.png" width="150" /></a></div><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">LANL
Team One of 10 Recipients of $26 Million Department Of Energy Award For Data
Science</span></b></span></span> <p></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyyA7bCeRLP6Pb4utqYhyPTrgcRkQ0YkAkHy-ubH5BocGzq8Bl_AYVY3IuQyEWkx6uZmDI-XE7dxJfQ2GJitH4gZ_bNojk1d0swZjsOXlHzxKWZDfl7CM-lnphVA0lZMHfSgq0li1rXwk/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="1029" data-original-width="835" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyyA7bCeRLP6Pb4utqYhyPTrgcRkQ0YkAkHy-ubH5BocGzq8Bl_AYVY3IuQyEWkx6uZmDI-XE7dxJfQ2GJitH4gZ_bNojk1d0swZjsOXlHzxKWZDfl7CM-lnphVA0lZMHfSgq0li1rXwk/" width="195" /></a><b style="mso-bidi-font-weight: normal;"></b></div><b style="mso-bidi-font-weight: normal;"></b><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><p></p>
<p class="MsoNormal"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">LANL
Principal investigator Kipton Barros</span></b><b><span style="color: #666699;"> leads
the multi-disciplinary data science initiative.</span></b></span></span>
</p><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #666699;"> </span></b></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;"> Los
Alamos National Laboratory research team’s project was selected in a highly
competitive $26 million Department of Energy (DOE) grant program to advance
chemical and materials sciences by using data science. The goal of the funding
program is to harness cutting-edge research tools for new scientific
discoveries fundamental to clean energy solutions.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“This award is a vote of confidence in Los Alamos National
Laboratory expertise, as well in the potential of data science to solve
critical problems,” said Deputy Laboratory Director John Sarrao. “Modeling the
behavior of complex systems is an exciting challenge, and we’re looking forward
to seeing the new chemistries and materials systems that are developed from
this project.” </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">Principal investigator Kipton Barros of the Theoretical division
will lead a multi-disciplinary team of researchers on a three-year, $2.4
million project in partnership with the California Institute of Technology
(Caltech) to use data science—including artificial intelligence and machine
learning (AI/ML)—to advance the understanding of chemical and materials
systems. (<a href="https://losalamosreporter.com/2021/09/21/lanl-team-one-of-10-recipients-of-26-million-department-of-energy-award-for-data-science/">Full
story</a>)</span></span></span></p>
Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-67938598780784683012021-09-17T07:52:00.002-06:002021-09-17T07:52:45.663-06:00<p><b style="font-family: "Times New Roman", serif;"></b></p><div class="separator" style="clear: both; text-align: center;"><b style="font-family: "Times New Roman", serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGdv4Kt83RYZ-wRJORdu_FzgPRF9dbeyKpia_383ZseXyI-WT1HYwHH6yWTBPRwHNwjTT3ehoDAS_ChERAIaXlmGS8B1NsLGxh6I6UWGFOVs2lQbqcHvtsq0GkOV66GFbuENg1mfzzof8/s144/homeland+security+today.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGdv4Kt83RYZ-wRJORdu_FzgPRF9dbeyKpia_383ZseXyI-WT1HYwHH6yWTBPRwHNwjTT3ehoDAS_ChERAIaXlmGS8B1NsLGxh6I6UWGFOVs2lQbqcHvtsq0GkOV66GFbuENg1mfzzof8/w195-h46/homeland+security+today.jpg" width="195" /></a></b></div><b style="font-family: "Times New Roman", serif;"><br /><span style="color: #16689f; font-family: Arial, sans-serif;"><br /></span></b><p></p><p><b style="font-family: "Times New Roman", serif;"><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">State of WMD: How 9/11 impacted the mission of national security laboratories</span></span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHd4epehJ7qf5rvbRh6xZvzIEMuFBVcmDmpEWFcExAeyo9WRe0ThO5ztA6GP0_c_h3quw3ildLsXq5_pHenIRK6jToAQUj29i8D5isuq5g9jR4i8FwbUOQRGglfmCq_EYrVsPUg4v3TsY/s202/trident+laser.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="135" data-original-width="202" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHd4epehJ7qf5rvbRh6xZvzIEMuFBVcmDmpEWFcExAeyo9WRe0ThO5ztA6GP0_c_h3quw3ildLsXq5_pHenIRK6jToAQUj29i8D5isuq5g9jR4i8FwbUOQRGglfmCq_EYrVsPUg4v3TsY/s0/trident+laser.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">The Trident laser produces neutron bursts, used in the detection of clandestine nuclear materials and treaty verification. LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">I</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">n 2001, Los Alamos National Laboratory was several years into the stockpile stewardship program – developing physics and computational tools to ensure the safety and reliability of the nation’s nuclear weapons in the absence of testing. We weren’t sure what the future held. While we knew that nuclear weapons were still an important part of the nation’s military and diplomatic strategy, the end of the Cold War meant that the role they would play in national defense policy was unclear.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">After September 11, the reality that not only did threats still exist but they could easily land on our shores hit hard. Soon after, a renewed sense of urgency emerged around the need to secure our nuclear weapons and ensure their readiness at a moment’s notice. On the top of many minds at Los Alamos were the what-if questions, specifically: What if the terrorists had used an improvised nuclear device? What if they might still? Could they potentially get a hold of a nation-state’s weapon of mass destruction? What about the potential for bio-attacks? (<a href="https://www.hstoday.us/911/state-of-wmd-how-9-11-impacted-the-mission-of-national-security-laboratories/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSd49d6gVVjYmoxaIzxNPoFRpMVDx0gbhKnLn2kyAiyOYXW2nEVuTgWGkGv_2kS3yvr2NfB4wyucrIFtQhwHledkv9xrpokOjFkZHNk2GukHg2TWrq854pXOzO9yGA6dt_QgfVZrtdeLY/s144/kob+tv+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="144" height="59" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSd49d6gVVjYmoxaIzxNPoFRpMVDx0gbhKnLn2kyAiyOYXW2nEVuTgWGkGv_2kS3yvr2NfB4wyucrIFtQhwHledkv9xrpokOjFkZHNk2GukHg2TWrq854pXOzO9yGA6dt_QgfVZrtdeLY/s0/kob+tv+sm.jpg" width="144" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Los Alamos National Lab works on hydrogen-powered trucks</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji-AfCwk3w_du1_IUyZ5sihnY3nUG0OBFMMawDgiAJfGnmz6W_JDIW0Z2CW01MlKgYYLK1yYsAkPDfiA5dTmhzu-V37z1U3WG9Rj4PONupB9q6uWrdf6BBBFpMhIOVGAePgogVaEUkwS0/s202/hydrogen+trucks+kob.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="109" data-original-width="202" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji-AfCwk3w_du1_IUyZ5sihnY3nUG0OBFMMawDgiAJfGnmz6W_JDIW0Z2CW01MlKgYYLK1yYsAkPDfiA5dTmhzu-V37z1U3WG9Rj4PONupB9q6uWrdf6BBBFpMhIOVGAePgogVaEUkwS0/s0/hydrogen+trucks+kob.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">R</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ecent data estimates diesel-powered trucks spew more than 200 tons of CO2 into the air every year. That's why Los Alamos National Lab is working on a new project to replace the diesel-powered trucks – with hydrogen-powered ones.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"As you try to get all of the carbon out of transportation infrastructure, you gotta do both light-duty vehicles, and heavy-duty vehicles,” said Rob Borup, a researcher at Los Alamos National Lab. Hydrogen-powered vehicles are --by definition-- an electric vehicle -- but there's no battery inside. Instead-- they use a fuel cell to combine hydrogen gas with oxygen to make electricity. (<a href="https://www.kob.com/albuquerque-news/los-alamos-national-lab-works-on-hydrogen-powered-trucks/6231512/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://www.krqe.com/reviews/br/services-br/technology-br/los-alamos-national-lab-research-could-bring-hydrogen-powered-semi-trucks/" style="color: #954f72;">KRQE-TV</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0ksRvdBift5cF_ip0KILf-0od2PQ8Qu_WlkhY46NPMFVBKJqf8vpqc2HakyVGQ7Ic8mav6MMB4xMIXwvOR-p2TYyv71ZvbEXJCDVxBsR4YrTkH8ljpTLnP_rflLoUCnrNCX8i1F8CNsY/s144/JPL+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="31" data-original-width="144" height="40" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0ksRvdBift5cF_ip0KILf-0od2PQ8Qu_WlkhY46NPMFVBKJqf8vpqc2HakyVGQ7Ic8mav6MMB4xMIXwvOR-p2TYyv71ZvbEXJCDVxBsR4YrTkH8ljpTLnP_rflLoUCnrNCX8i1F8CNsY/w186-h40/JPL+sm.jpg" width="186" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Abrasion patch Bellegarde</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7s3t4ovqfk0Sgmsal58Ix2iCaqhoQwG4d4mIfEE9YTdTyS9MiLx_g0cgDElHqWEXCvxdtsemNIlVbY_ewqjufhGs2k0pEGd9T-bWy1NzW40927QX1nx8pGf1stoTt7_K4QT4FwyMVvnk/s202/mars+abrasion+patch.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="143" data-original-width="202" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7s3t4ovqfk0Sgmsal58Ix2iCaqhoQwG4d4mIfEE9YTdTyS9MiLx_g0cgDElHqWEXCvxdtsemNIlVbY_ewqjufhGs2k0pEGd9T-bWy1NzW40927QX1nx8pGf1stoTt7_K4QT4FwyMVvnk/w163-h116/mars+abrasion+patch.jpg" width="163" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">N</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ASA's Perseverance Mars rover used its abrasion tool to grind down the rock surface at this target, nicknamed "Bellegarde," on Aug. 29, 2021, the 188th Martian day, or sol, of the mission. This close-up image was produced by Perseverance's SuperCam instrument in natural color, as it would appear under daytime lighting conditions. </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">SuperCam is led by Los Alamos National Laboratory in New Mexico, where the instrument's Body Unit was developed. That part of the instrument includes several spectrometers as well as control electronics and software. (<a href="https://www.jpl.nasa.gov/images/abrasion-patch-bellegarde" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpiEQghE6w4QJOSYTHHIi5KlDcYX_PiEKfadN8o75sbkq327eqmrEUQHpYP784gxzp2iaD20XFnBYNHwxnek417u9mXq3rlLp5k9aJZq8la_w5G5hiohH5_1SlthgwTq5WnQD5U7gvJVM/s144/grist.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="53" data-original-width="144" height="53" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpiEQghE6w4QJOSYTHHIi5KlDcYX_PiEKfadN8o75sbkq327eqmrEUQHpYP784gxzp2iaD20XFnBYNHwxnek417u9mXq3rlLp5k9aJZq8la_w5G5hiohH5_1SlthgwTq5WnQD5U7gvJVM/s0/grist.jpg" width="144" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">A deadly fungal disease on the rise in the West has experts worried</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYotIY16ahPUWSFF3EkGMzx-GjyHQ9WiK_Z2lzREEAO9rQCoJBcaFOE0CdBcTHPO0IObign8nfRKmEtFcJP-6cVtnfdATYTfGGOX_d-l0V8u7LtKeW6rs1JvAOG8CdLsg0KGtP36EeOQo/s202/valley+fever+map.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="133" data-original-width="202" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYotIY16ahPUWSFF3EkGMzx-GjyHQ9WiK_Z2lzREEAO9rQCoJBcaFOE0CdBcTHPO0IObign8nfRKmEtFcJP-6cVtnfdATYTfGGOX_d-l0V8u7LtKeW6rs1JvAOG8CdLsg0KGtP36EeOQo/s0/valley+fever+map.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">UC Irvine graphic.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">few years ago, Morgan Gorris, an Earth systems scientist at Los Alamos National Laboratory in New Mexico, decided to investigate an important question: What makes a place hospitable to Cocci? She soon discovered that the fungus thrives in a set of specific conditions. U.S. counties that are endemic to Valley fever have an average annual temperature above 50 degrees Fahrenheit and get under 600 millimeters of rain a year. <o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in; text-align: justify;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“Essentially, they were hot and dry counties,” Gorris told Grist. She stuck the geographic areas that met those parameters on a map and overlaid them with CDC estimates on where Cocci grows. Sure enough, the counties, which stretch from West Texas through the Southwest and up into California (with a small patch in Washington State) matched up. (<a href="https://grist.org/health/valley-fever-rising-us-west-wildfires-cocci-fungus/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkicQWQw1jXJfM93ztAi7-VTTJlvF2v8klPC13HirIGXJg-J-90-BNR25ujL_Az6aKoC-n7WkGP4QnB6Lo3BCV6lB9w8XswMMgd_lxONEFIgX2EKcjRxPvQaLzT0sguEECqw8U3oHgugA/s130/daily+post.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="71" data-original-width="130" height="71" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkicQWQw1jXJfM93ztAi7-VTTJlvF2v8klPC13HirIGXJg-J-90-BNR25ujL_Az6aKoC-n7WkGP4QnB6Lo3BCV6lB9w8XswMMgd_lxONEFIgX2EKcjRxPvQaLzT0sguEECqw8U3oHgugA/s0/daily+post.jpg" width="130" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">News from Mars comes to downtown Los Alamos</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgttZRZQCKJHTEoIyYvdIrNEiEaYCv7_NDpliw08PFkY14FMHKFGHLZZD4b-0PYL6byRbWj7AF5XKqLCwlTZxis3GKZVTIWY1YXCr7EWa52caspVWQ8Oq1Cb2zNm8iDQXihEbaif_cfSkk/s216/mars+team+downtown.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="111" data-original-width="216" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgttZRZQCKJHTEoIyYvdIrNEiEaYCv7_NDpliw08PFkY14FMHKFGHLZZD4b-0PYL6byRbWj7AF5XKqLCwlTZxis3GKZVTIWY1YXCr7EWa52caspVWQ8Oq1Cb2zNm8iDQXihEbaif_cfSkk/s0/mars+team+downtown.jpg" width="216" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Part of the LANL Mars team, from the Daily Post.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">M</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ars is closer than you think. A stroll down Central Avenue in downtown Los Alamos can transport you to the surface of Mars via a slide show of pictures taken by the Perseverance Rover, which is exploring Mars. A video screen is attached to a building that is part of Central Park Square, across the street from the former CB Fox Kidz and around the corner from Bennett’s Fine Jewelry. This effort is a collaboration between Los Alamos National Laboratory (LANL) and Central Park Square owner Philip Kunsburg.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“We are proud to display the accomplishments of this astounding project,” Kunsburg said. Residents of Los Alamos may remember a previous streaming of pictures from Mars taken by the previous Mars Rover, Curiosity, a few years ago. (<a href="https://ladailypost.com/news-from-mars-comes-to-downtown-los-alamos/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbW-_y5S-SyDvUrJ6Bw6QWnuMSzfG104SXfcdGt6qUcbXZ9aI57pf0y212T0adb_y9ZR3ECz3HqGkIpQFg2U4HZF6Y8nOeUfzRAtOLB_k4Li1q9InKCoY3YNRqJ1C3TTZEDKHg5vM9AJg/s144/LA+Reporter+3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="43" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbW-_y5S-SyDvUrJ6Bw6QWnuMSzfG104SXfcdGt6qUcbXZ9aI57pf0y212T0adb_y9ZR3ECz3HqGkIpQFg2U4HZF6Y8nOeUfzRAtOLB_k4Li1q9InKCoY3YNRqJ1C3TTZEDKHg5vM9AJg/w182-h43/LA+Reporter+3.jpg" width="182" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Siddharth Komini Babu receives electrochemical society Toyota young investigator fellowship</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlWIo61yFqXs9CdiuohKWOco1vo8aIPZJ5xjREXN9_CfO0fjAxjQxpQ1EHiHTZ0At3jUIsLog7LKeoqrJ5GTk8aQniO16ZKx0sE_Iwgo04o7nWexR0M7yE3p9KvNGPdmxYU8KVgfN3xgk/s166/Siddharth+Babu.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="166" data-original-width="145" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlWIo61yFqXs9CdiuohKWOco1vo8aIPZJ5xjREXN9_CfO0fjAxjQxpQ1EHiHTZ0At3jUIsLog7LKeoqrJ5GTk8aQniO16ZKx0sE_Iwgo04o7nWexR0M7yE3p9KvNGPdmxYU8KVgfN3xgk/w119-h136/Siddharth+Babu.jpg" width="119" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">S</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">iddharth Komini Babu of Los Alamos National Laboratory has received an Electrochemical Society (ECS) Toyota Young Investigator Fellowship for Projects in Green Energy Technology.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The $50,000 fellowship supports young electrochemical researchers as they develop battery and fuel cell technology, including research topics that may result in further technological innovation. It is offered by the Electrochemical Society and the Toyota Research Institute of North America, a division of Toyota Motor Engineering and Manufacturing North America.(<a href="https://losalamosreporter.com/2021/09/16/lanl-siddharth-komini-babu-receives-electrochemical-society-toyota-young-investigator-fellowship/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhnw4prOtjmwoo1yIJFFvD6TyYbfrIHFWV-qA2kB7nS64mBEV8NmGWHqz1OMfUWr_DSQxM4ScoQe0swTGKgOw5ydVn8Y-zm6FWzuAMnE4zPAqNh7NbodnkaDTmlVSJWXuEyRMuOaMzxX4/s144/Santa+Fe+New+Mex+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" height="55" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhnw4prOtjmwoo1yIJFFvD6TyYbfrIHFWV-qA2kB7nS64mBEV8NmGWHqz1OMfUWr_DSQxM4ScoQe0swTGKgOw5ydVn8Y-zm6FWzuAMnE4zPAqNh7NbodnkaDTmlVSJWXuEyRMuOaMzxX4/w176-h55/Santa+Fe+New+Mex+sm.jpg" width="176" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Santa Fe company builds teardrop trailers even a subcompact car can pull</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_nUb9RI3XvyL41vzoaErKZW9TLJxQ3i2DyHXF8Wa_TCviVG5gHIdDAeAWNbuzv9zexhsLcX-Dp778MZFPpB8nJpAI-8hYOBmm5Xhtz8TXD9y0U0oERnGU3hzhV0dFotsfYyt1zVGwJZA/s202/teardrop+trailer.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="155" data-original-width="202" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_nUb9RI3XvyL41vzoaErKZW9TLJxQ3i2DyHXF8Wa_TCviVG5gHIdDAeAWNbuzv9zexhsLcX-Dp778MZFPpB8nJpAI-8hYOBmm5Xhtz8TXD9y0U0oERnGU3hzhV0dFotsfYyt1zVGwJZA/w176-h135/teardrop+trailer.jpg" width="176" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Customers check out a T300 model, New Mexican photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ngel Irlanda designed and built his own lightweight trailer, weighing just 250 pounds (minus hitch and axle) for the carbon fiber-Kevlar-Corecell T250 edition or 300 pounds for the T300 version with the use of resin-reinforced chicken feathers.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">He collaborated with material science and dynamic extremes scientists at Los Alamos National Laboratory to determine the variance of strength in chicken feathers. This was through the New Mexico Small Business Assistance Program and the New Mexico Manufacturing Extension Partnership. (<a href="https://www.santafenewmexican.com/news/business/santa-fe-company-builds-teardrop-trailers-even-a-subcompact-car-can-pull/article_f39f3116-09e2-11ec-8ef2-8b77c23983f1.html#tncms-source=login" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9pt;">T</span><span style="font-family: Arial, sans-serif; font-size: 9pt;">o subscribe to <b>Los Alamos Press Highlights</b>, please e-mail <u>listmanager@lanl.gov </u>and include the words <b>subscribe PressHighlights </b>in the body of your email message; to unsubscribe, include <b>unsubscribe PressHighlights</b>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="font-family: Arial, sans-serif;">Please visit us at <a href="http://www.lanl.gov/" style="color: #954f72;">www.lanl.gov</a><o:p></o:p></span></b></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-16853327471791998402021-09-10T10:08:00.000-06:002021-09-10T10:08:26.186-06:00<p><!--[if !mso]>
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</p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTpF_rWfQ0InLYpFSz12eJbRe47ja5EMnP6pVgrIGyw_03y2F1gH2t13KrXZWrtz57-Is_82swSolm70dQ61mYDjzD425Bqpsdd0E2sp8ni3OVxpP7-ltKsKnM7nQZyic4LCOzyejOa04/s144/NatGeo+Black.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="49" data-original-width="144" height="54" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTpF_rWfQ0InLYpFSz12eJbRe47ja5EMnP6pVgrIGyw_03y2F1gH2t13KrXZWrtz57-Is_82swSolm70dQ61mYDjzD425Bqpsdd0E2sp8ni3OVxpP7-ltKsKnM7nQZyic4LCOzyejOa04/w158-h54/NatGeo+Black.jpg" width="158" /></a></div><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"></span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Mars rover grabs first rock sample, a major
step in hunt for alien life</span></b></span></span>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-fareast-language: EN-US;"></span></b><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"></span></b><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><span style="font-family: helvetica;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7kh6q45HIbL7lKCihiJA2ChTjREKWBqscPbovoFoYrS3-kd1zuLL21XynACGPkjzk_VdlsVVtF3if74vHwhmBB-MmThimR8XWkvwHBowcvZ2CPt6QNRXa6qBMhtmCQlE9RzafpYUyp38/s202/Mars+first+rock+core.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="182" data-original-width="202" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7kh6q45HIbL7lKCihiJA2ChTjREKWBqscPbovoFoYrS3-kd1zuLL21XynACGPkjzk_VdlsVVtF3if74vHwhmBB-MmThimR8XWkvwHBowcvZ2CPt6QNRXa6qBMhtmCQlE9RzafpYUyp38/w231-h208/Mars+first+rock+core.jpg" width="231" /></a></span></span></b></div><span style="color: #666666;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b>This small cylinder of
rock—shown here</b><b><span face=""Tahoma",sans-serif"> within the rover’s drill rig—is
the first sample</span></b><b><span face=""Tahoma",sans-serif"> of dozens, NASA image.</span></b></span></span></span>
<p></p><p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">"W</span></b><span style="color: #333333;">e are
going to be surprised," says Nina Lanza, a planetary scientist and team
lead for Space and Planetary Exploration at Los Alamos National Laboratory.
"We are going to learn things that we never could have imagined."</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">The sampled boulder appears
similar to other rocks poking up from the crater floor, sometimes called
"high-standing rocks," says Roger Wiens, a planetary scientist at Los
Alamos National Laboratory and principal investigator of Perseverance's
SuperCam. Early on, the team planned to sample one of these high-standing rocks
as well as the paver stones. “But we wanted to start with what we thought would
be the easiest, which would be the softer ones—and, uh, oops,” Wiens laughs. (<a href="https://www.nationalgeographic.com/science/article/nasa-perseverance-mars-rover-grabs-first-sample-in-hunt-for-alien-life?loggedin=true">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUc5n0WHjgXUTnMPwvhYdShvOlCm2qLUDzcfMoAxKG9skZyyuhKIejggyYgzfgRvO9m_vl3LONHrX7XQKjG0xG3co7nJsExFX91oq0rRE13n-4YhdlZw0qk8ge2Y3Cwp8Eae-SHMu8W1o/s144/physics+today+sm.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="69" data-original-width="144" height="66" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUc5n0WHjgXUTnMPwvhYdShvOlCm2qLUDzcfMoAxKG9skZyyuhKIejggyYgzfgRvO9m_vl3LONHrX7XQKjG0xG3co7nJsExFX91oq0rRE13n-4YhdlZw0qk8ge2Y3Cwp8Eae-SHMu8W1o/w138-h66/physics+today+sm.jpg" width="138" /></a></div><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"></span><p></p><span style="font-size: large;"><span style="color: #16689f;"><span style="font-family: arial;"><span><b><span>The impact of switching research fields</span></b></span></span></span></span>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-fareast-language: EN-US;"></span></b><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji03LFcxXDv8LSGnOKj-HVRi5o8a-58YKoM6WhHGFqAYTRF2gB0nbCO-4GmH3BE08rUkPxCvMwj-0Y5Yxc18AY3XekNcxP5H_H_KLHZMkzvGm9mBqG5YcpwoAWhvR_U-msTa5WJvk8Pjw/s187/sanbonmatsu+TED.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="152" data-original-width="187" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji03LFcxXDv8LSGnOKj-HVRi5o8a-58YKoM6WhHGFqAYTRF2gB0nbCO-4GmH3BE08rUkPxCvMwj-0Y5Yxc18AY3XekNcxP5H_H_KLHZMkzvGm9mBqG5YcpwoAWhvR_U-msTa5WJvk8Pjw/w231-h188/sanbonmatsu+TED.jpg" width="231" /></a></b></div><span style="color: #666666;"><b><br /><span style="font-size: xx-small;"><span><span style="font-family: helvetica;">Karissa Sanbonmatsu gives a TED
talk on</span></span></span></b><span style="font-size: xx-small;"><span><span style="font-family: helvetica;"><b> epigenetics in 2018. From
TED.</b> </span></span></span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">W</span></b><span style="color: #333333;">hen
Karissa Sanbonmatsu joined the Los Alamos National Laboratory (LANL) as a
postdoctoral researcher in 1997, she was eager to apply her plasma physics
training to problems in space physics and laser fusion. Shortly after becoming
a principal investigator, however, she became intrigued by the life sciences
and decided to shift to studying biophysics. “I made it happen by leveraging
transferable skill sets,” she says. Now she enjoys success as a structural
biologist, combining wet lab biochemistry with computational biophysics and
cryoelectron microscopy. “When you switch fields, you bring a fresh perspective
that people haven’t heard about before,” she says. (<a href="https://physicstoday.scitation.org/do/10.1063/PT.6.5.20210903a/full/">Full
Story</a>)</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;"></span></b></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgqFxW_eB-gVVPq98KF2yTRxhBQcU0q-qrYOBwBmiUATernfNs1BclDLWlX3f0v3vprta6UvP2EKVCx0NGodzQbaOWTL1DbfOl6kzfvCfSfC_s-gYKanJemWkGQCfgX_G7_Qf-lVcemes/s144/LA+Reporter+3.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="43" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgqFxW_eB-gVVPq98KF2yTRxhBQcU0q-qrYOBwBmiUATernfNs1BclDLWlX3f0v3vprta6UvP2EKVCx0NGodzQbaOWTL1DbfOl6kzfvCfSfC_s-gYKanJemWkGQCfgX_G7_Qf-lVcemes/w157-h43/LA+Reporter+3.jpg" width="157" /></a></b></span></div><p><span style="font-family: arial;"><span style="color: #0b5394;"><span style="font-size: large;"><b>Answering The Call: How New Mexico’s national
laboratories used science and technology after 9/11 to help keep the country
safe</b></span></span></span></p><p><span style="font-family: arial;"><span style="color: #0b5394;"><span style="font-size: large;"><b> </b></span></span></span></p><p></p>
<div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj14_Fbf3fpDO4q1530vk-aNOHXWJLkrhqlwOPoZ1zJmMq4i11PgF7HzbFoBZCviqBINLSEQEVkN1ZNL4g9jWEN02DO_uyWFGHDi3OlIbwEckAAKyIwfTLVxAsmzcOTwj7MYqjEt_eaOUA/s202/Mason+and+Peery.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="121" data-original-width="202" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj14_Fbf3fpDO4q1530vk-aNOHXWJLkrhqlwOPoZ1zJmMq4i11PgF7HzbFoBZCviqBINLSEQEVkN1ZNL4g9jWEN02DO_uyWFGHDi3OlIbwEckAAKyIwfTLVxAsmzcOTwj7MYqjEt_eaOUA/w237-h142/Mason+and+Peery.jpg" width="237" /></a></b></div><b></b><p></p><span style="color: #666666;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif">Los Alamos Director Thom Mason
(left) and</span></b><b><span face=""Tahoma",sans-serif"> Sandia Director James Peery.</span></b></span></span></span>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">The terrorist attacks of
September 11, 2001, changed all of us in ways big and small — from our sense of
security to how we travel. For New Mexico’s two national security laboratories,
it meant quickly pivoting our scientific, engineering and technological
resources to respond. As we reflect on the 20th anniversary, we’re reminded of
the continuing need to be ready and equipped to counter the evolving threats
that face our nation.</span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">Los Alamos and Sandia National
Laboratories had already been doing important work for the U.S. government to
keep Americans safe when the Twin Towers and Pentagon were attacked 20 years
ago. But it became immediately clear that, in addition to the innovation needed
to protect the country from attacks by adversarial nations with defined
borders, we must also develop tools to protect Americans from attacks by
terrorist groups who operated in multiple countries and were driven by many
agendas. (<a href="https://losalamosreporter.com/2021/09/08/answering-the-call-how-new-mexicos-national-laboratories-used-science-and-technology-after-9-11-to-help-keep-the-country-safe/">Full
Story</a>)</span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><p class="MsoNormal" style="text-autospace: none;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqqLaHajdDV2o4UsBGlWu5K7y8c0tG5ZT9d-_MnRG8fE7LVKI1kiXHMyrgz8gkJy4eSU7QfVDD_IjEgQgu0tyC6ADqgW615dE_Q9PYI5OGeDTIQDFB7K-1OSzeVN7FEmedNM_I1evVWOc/s144/Santa+Fe+New+Mex+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" height="53" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqqLaHajdDV2o4UsBGlWu5K7y8c0tG5ZT9d-_MnRG8fE7LVKI1kiXHMyrgz8gkJy4eSU7QfVDD_IjEgQgu0tyC6ADqgW615dE_Q9PYI5OGeDTIQDFB7K-1OSzeVN7FEmedNM_I1evVWOc/w170-h53/Santa+Fe+New+Mex+sm.jpg" width="170" /></a></div><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Los Alamos lab working on hydrogen-powered
truck project<br /></span></b></span></span><p></p>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-fareast-language: EN-US;"></span></b><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span face=""Tahoma",sans-serif" style="color: #666699;"></span></b></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDH-qv0I7AiPPcci-fWFOPlLVgRsbXmoj6YqgoYDK3UXhqi0EU_1HS7IwErSMhxyBffBsniyBUyFxktJxSFPO1oGABkzNr5XeLE9lA7DnWMhvyTHkm74HWS6hwO4sz8bD8bkcOwKpcxYk/s173/rod+borup.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="173" data-original-width="160" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDH-qv0I7AiPPcci-fWFOPlLVgRsbXmoj6YqgoYDK3UXhqi0EU_1HS7IwErSMhxyBffBsniyBUyFxktJxSFPO1oGABkzNr5XeLE9lA7DnWMhvyTHkm74HWS6hwO4sz8bD8bkcOwKpcxYk/w215-h233/rod+borup.jpg" width="215" /></a></span></b></span></div><span style="color: #666666;"><span style="font-family: arial;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif">Rod Borup, LANL photo.</span></b></span></span></span>
<p></p><p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"><br /></span></b></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span face=""Arial",sans-serif" style="color: #333333;">D</span></b><span face=""Arial",sans-serif" style="color: #333333;">iesel
engines have been the norm for heavy-duty long-haul trucks since the mid-20th
century. But the black smoke belching from the big rigs has become a growing
concern as research shows diesel pollution is bad both for public health and
the warming climate.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;">Some Los Alamos National
Laboratory researchers are working on a technology to clear this noxious
pollutant from the roadways. The lab is part of a consortium working to develop
hydrogen fuel cells that would work well on big trucks and eventually replace
the diesel-burning engines.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;">“Really, the time to get
[hydrogen fuel] trucks out on the road is now,” said Rod Borup, lab scientist
and fuel cell program manager. (<a href="https://www.santafenewmexican.com/news/local_news/los-alamos-lab-working-on-hydrogen-powered-truck-project/article_5bddb196-003b-11ec-8321-f787185f74b4.html">Full
Story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-align: justify; text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><i><span face=""Arial",sans-serif" style="color: #333333;">Also from <a href="https://www.hydrogenfuelnews.com/h2-truck-technology/8548268/">Hydrogen Fuel
News</a></span></i></b></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkrcrt7wqP1hhX1ofxV8JC-he8B-d6os5Zv9qAKkWogI6vJuvC0B4KwxTfyKerpy7xFFVlHx8cyOlEMGIJaCY7WbUJYM75xQn_Jl4Y_nahJWkyN7QQTnWA8FBi6-5yfpxqLAypM0sA4vU/s144/laser+focus+world+sm.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="42" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkrcrt7wqP1hhX1ofxV8JC-he8B-d6os5Zv9qAKkWogI6vJuvC0B4KwxTfyKerpy7xFFVlHx8cyOlEMGIJaCY7WbUJYM75xQn_Jl4Y_nahJWkyN7QQTnWA8FBi6-5yfpxqLAypM0sA4vU/w177-h42/laser+focus+world+sm.jpg" width="177" /></a></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Colloidal quantum dot laser research
overcomes challenges</span></b></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p>
<p class="MsoNormal" style="text-autospace: none;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge9gjgcTP4IKqhnTj4O7Zz2r50oo17yv99-Kn4uiuIz6-fIUsu-d0oo16wxx2E3rRP57vXnDY35K9ov3uup5REHrgAB6fZ7S0Rk_b_8FQ10SYm145onuIDhtVg68IE4sVWKsDeE5g8ijU/s202/quantum+dot+diodes.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="161" data-original-width="202" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge9gjgcTP4IKqhnTj4O7Zz2r50oo17yv99-Kn4uiuIz6-fIUsu-d0oo16wxx2E3rRP57vXnDY35K9ov3uup5REHrgAB6fZ7S0Rk_b_8FQ10SYm145onuIDhtVg68IE4sVWKsDeE5g8ijU/w215-h171/quantum+dot+diodes.jpg" width="215" /></a></b></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="color: #666666;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span face=""Tahoma",sans-serif">Colloidal quantum dot
diodes. LANL image.</span></b></span></span></span></p><span style="font-family: helvetica;">
</span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></span></p><span style="font-family: helvetica;">
</span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span face=""Arial",sans-serif" style="color: #333333;">I</span></b><span face=""Arial",sans-serif" style="color: #333333;">n a new
review article published in the journal Nature Photonics, scientists at Los
Alamos National Laboratory (LANL; Los Alamos, NM) assess the status of research
into colloidal quantum dot lasers with a focus on prospective electrically
pumped devices, or laser diodes. The review analyzes the challenges for
realizing lasing with electrical excitation, discusses approaches to overcome
them, and surveys recent advances toward this objective.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;">“Colloidal quantum dot lasers
have tremendous potential in a range of applications, including integrated
optical circuits, wearable technologies, lab-on-a-chip devices, and advanced
medical imaging and diagnostics,” says Victor Klimov, a senior researcher in
the Chemistry division at LANL and lead author of the Nature Photonics article.
(<a href="https://www.laserfocusworld.com/lasers-sources/article/14209850/colloidal-quantum-dot-laser-research-overcomes-challenges">Full
Story</a>)</span></span></span></p>
Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-16645087798488830082021-09-03T08:08:00.002-06:002021-09-03T08:08:45.236-06:00<p><b style="font-family: "Times New Roman", serif;"></b></p><div class="separator" style="clear: both; text-align: center;"><b style="font-family: "Times New Roman", serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL4FB6H2synIuq_KrdT4xhMm7EgtA_JArlEDV80_a4OdUml71B38YFLs5DlWGiszwurr3lVBqn0EGyZ0jdasej3BkuIHeYSFjJ9CaQ8J8ASv0rbHy9Mmvpw-f4sBTfgoVZs1mmc_2cUDE/s144/SciAm+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" height="56" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL4FB6H2synIuq_KrdT4xhMm7EgtA_JArlEDV80_a4OdUml71B38YFLs5DlWGiszwurr3lVBqn0EGyZ0jdasej3BkuIHeYSFjJ9CaQ8J8ASv0rbHy9Mmvpw-f4sBTfgoVZs1mmc_2cUDE/w179-h56/SciAm+sm.jpg" width="179" /></a></b></div><b style="font-family: "Times New Roman", serif;"><br /><span style="color: #16689f; font-family: Arial, sans-serif;"><br /></span></b><p></p><p><b style="font-family: "Times New Roman", serif;"><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Understanding pyrocumulonimbi, aka ‘Fire Clouds’</span></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGgWSeUrVuj73ok1SlmSTEmDgOlU7IFP9S9C9OAwCP6Sr7cYtIn8m46oivYesupx470ZZyV3GBQbgKw-nmIQcuV3pZn-qLwAJKnxbafGEoFsmBS9lsU-79XHAm0Xr-wTcUZxR5px_Bcas/s202/fire+cloud.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="139" data-original-width="202" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGgWSeUrVuj73ok1SlmSTEmDgOlU7IFP9S9C9OAwCP6Sr7cYtIn8m46oivYesupx470ZZyV3GBQbgKw-nmIQcuV3pZn-qLwAJKnxbafGEoFsmBS9lsU-79XHAm0Xr-wTcUZxR5px_Bcas/w189-h130/fire+cloud.jpg" width="189" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Fire cloud south of Canberra, Australia. Photo from SciAm.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">W</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ith a goal of refining and calibrating computer models for wildfire and climate, we are studying pyrocumulonimbus clouds from the B.C. and Australia fires at several scales, from the molecules in the hot gases of a fire, to how the blaze moves across a specific landscape, to how smoke evolves in the atmosphere, and finally to how smoke travels around the glove. Our work also includes laboratory experiments and field observations about smoke gathered by our Center of Aerosol-gas Forensic Experiments (CAFÉ), where we study black-carbon emissions and their mixing with organic gases from fire. (<a href="https://www.scientificamerican.com/article/understanding-pyrocumulonimbi-aka-fire-clouds/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZelMBXHTu_RJZIOycnjJGDa_4RVibrPdf7VVW5dKD6ZRjYYEO8uJgwQHAFnV4sxvfCGnk4-ELDLz4DGrmk7n8JkHhce8V_FzBHI4UnmeQttAJgeWvnihWLKY8MLQrowPGJL-tlOxT4Sg/s144/the+scientist.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="35" data-original-width="144" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZelMBXHTu_RJZIOycnjJGDa_4RVibrPdf7VVW5dKD6ZRjYYEO8uJgwQHAFnV4sxvfCGnk4-ELDLz4DGrmk7n8JkHhce8V_FzBHI4UnmeQttAJgeWvnihWLKY8MLQrowPGJL-tlOxT4Sg/w189-h46/the+scientist.jpg" width="189" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Plenty of evidence for recombination in SARS-CoV-2</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix0e78DwFfxNhjI7qwAatpOEpoX9_K3_QAPxhO-69ov7C94KBpdiSFA98T4EgaCrCPRhIPWNX7GC0WFPpKQNC_TKtX43SK092r028H3KO3O3EFprf237IBhrZfSDyzTzOCEqzntVnBWUY/s206/covid+recombination.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="202" data-original-width="206" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix0e78DwFfxNhjI7qwAatpOEpoX9_K3_QAPxhO-69ov7C94KBpdiSFA98T4EgaCrCPRhIPWNX7GC0WFPpKQNC_TKtX43SK092r028H3KO3O3EFprf237IBhrZfSDyzTzOCEqzntVnBWUY/w181-h177/covid+recombination.jpg" width="181" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">E</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">arly on in the pandemic, research suggested recombination likely played a pivotal role in SARS-CoV-2’s emergence as a human pathogen. In a study published in July 2020, for instance, Bette Korber, a researcher at Los Alamos National Laboratory, and colleagues reported that a portion of the receptor binding domain of SARS-CoV-2’s spike protein—the part of the spike that directly interacts with the ACE2 receptor that the virus uses to gain entry into cells—came from recombination with pangolin coronaviruses.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">It’s no surprise, then, that the virus continued to recombine after it began infecting people. “It should be happening because it’s a very important evolutionary mechanism for these viruses,” explains Korber. At the same time, she adds, “quantifying how much it’s there can be tricky because . . . it’s computationally not easy to look at vast data sets,” and the search can be confounded by genetic changes that can come about in the lab. (<a href="https://www.the-scientist.com/news-opinion/plenty-of-evidence-for-recombination-in-sars-cov-2-69156" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqOpYfDiwfSGqIl6sdsjeml5JPmxnO9SW9LMxYUgRArLRGYIGrf2woNK6zyad9mWpe9sFXcMiQx7CfYA8pLBsIibDtEQ-34z7GmwWOvt1GHv5igtpEQPKhHMn3wgsSyenS6ACeRaNNW74/s144/ABQ+journal+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="144" height="59" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqOpYfDiwfSGqIl6sdsjeml5JPmxnO9SW9LMxYUgRArLRGYIGrf2woNK6zyad9mWpe9sFXcMiQx7CfYA8pLBsIibDtEQ-34z7GmwWOvt1GHv5igtpEQPKhHMn3wgsSyenS6ACeRaNNW74/s0/ABQ+journal+sm.jpg" width="144" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Predicting mosquito populations before a surge</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0N5zCbLKKIajU1r_v_aN5VOBfKGM7PWvR7L_OkLwjyJtpLEfHxXthdVlNX8l1-_4_RUIglNVzo44rVnXK2Q6Ip97WhWWfm233UI3giBKtqiRjR2osJ09et9eOf3zeS817XD0y0Nmy2zs/s216/mosquito+Aedes+aegypti.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="133" data-original-width="216" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0N5zCbLKKIajU1r_v_aN5VOBfKGM7PWvR7L_OkLwjyJtpLEfHxXthdVlNX8l1-_4_RUIglNVzo44rVnXK2Q6Ip97WhWWfm233UI3giBKtqiRjR2osJ09et9eOf3zeS817XD0y0Nmy2zs/s0/mosquito+Aedes+aegypti.jpg" width="216" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">t Los Alamos National Laboratory, we’re studying mosquito populations to understand how they grow, how they change with the seasons and, in particular, how they spread infectious diseases to humans and other animals. The goal is to create a computer-based model that will accurately simulate mosquito populations based on data about precipitation, temperature, water levels and other environmental factors in a given area, so people will know ahead of time about an increased risk of disease transmission.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">For this project, we’re looking specifically at West Nile virus, which birds transmit to humans via mosquitoes. We analyzed 15 years of data from several different locations in the United States and Canada, making it one of the largest modeling studies of mosquito populations over time ever conducted. Previous studies have looked at temperature and precipitation, but this is the first to use stream. (<a href="https://www.abqjournal.com/2423861/predicting-mosquito-populations-before-a-surge-ex-computer-models-may-help-to-enable-early-preventive-action-that-could-save-lives.html" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuRtdWMQzgE7R6Mxh3mX-rUFaLXxCajE9R3_Q0gGHm3zUHIlUp_aHdxB0Z9aFBZC9DZfs4_dBNgOemvkW2RFlcG5979308ymclaa3M23YR0LEGsFIQKZ9au2nzL3WOi78S8Vl_sBDQ6a8/s144/physorg+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="47" data-original-width="144" height="60" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuRtdWMQzgE7R6Mxh3mX-rUFaLXxCajE9R3_Q0gGHm3zUHIlUp_aHdxB0Z9aFBZC9DZfs4_dBNgOemvkW2RFlcG5979308ymclaa3M23YR0LEGsFIQKZ9au2nzL3WOi78S8Vl_sBDQ6a8/w184-h60/physorg+sm.jpg" width="184" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Paving the path to electrically-pumped lasers from colloidal-quantum-dot solutions</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpq6rxMUfk0euCI3id6iK9ew9CdNHcNlonRiIm5HuA57H1oekm9Iuj54-xm5Db1T-EvxV7YjrXwRsKibZRdxLJG3Tdct0OESj9-2XxW8SSiD30RoNtTfZz2EkqaHm8HfygpKFz7pIkIuQ/s202/quantum+dot+diodes.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="161" data-original-width="202" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpq6rxMUfk0euCI3id6iK9ew9CdNHcNlonRiIm5HuA57H1oekm9Iuj54-xm5Db1T-EvxV7YjrXwRsKibZRdxLJG3Tdct0OESj9-2XxW8SSiD30RoNtTfZz2EkqaHm8HfygpKFz7pIkIuQ/s0/quantum+dot+diodes.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Colloidal quantum dot diodes can be created on the laboratory benchtop, LANL graphic.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">I</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">n a new review article in Nature Photonics, scientists from Los Alamos National Laboratory assess the status of research into colloidal quantum dot lasers with a focus on prospective electrically pumped devices, or laser diodes. The review analyzes the challenges for realizing lasing with electrical excitation, discusses approaches to overcome them, and surveys recent advances toward this objective.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"Colloidal quantum dot lasers have tremendous potential in a range of applications, including integrated optical circuits, wearable technologies, lab-on-a-chip devices, and advanced medical imaging and diagnostics," said Victor Klimov, a senior researcher in the Chemistry division at Los Alamos and lead author of the cover article in Nature Photonics. (<a href="https://phys.org/news/2021-09-paving-path-electrically-pumped-lasers-colloidal-quantum-dot.html" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from PhysOrg this week:<o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">A shock-induced mechanism for the creation of organic molecules</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeucvW1HuDmqxunlMaorjkh5peZ99eaeE747Fq1aSFNALvoZmLc0uEXTJkfixG-2HqB5R8gPNFZAOxCc0MpK08l1qPXSllotlOmsCmTQ61-kDmChIEPUVEX6bXriSpEQ-eZhFvB8pFHN4/s202/benzene+shock.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="139" data-original-width="202" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeucvW1HuDmqxunlMaorjkh5peZ99eaeE747Fq1aSFNALvoZmLc0uEXTJkfixG-2HqB5R8gPNFZAOxCc0MpK08l1qPXSllotlOmsCmTQ61-kDmChIEPUVEX6bXriSpEQ-eZhFvB8pFHN4/s0/benzene+shock.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Erik Watkins inside the Matter in Extreme Conditions/Linac Coherent Light Source at SLAC. LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">C</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">omplex carbon-based molecules are everywhere in the Cosmos. How many of these molecules are formed is still something of a mystery, particularly for carbon molecules formed by nature on primordial Earth that gave rise to life on this planet.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Researchers at Los Alamos National Laboratory, using a laser-driven compression technique and x-ray diffraction interrogation at the Stanford Linear Accelerator (SLAC) facility in California, have recently discovered a mechanism for the formation of complex carbon sheet-shaped solid molecules in liquid benzene, a common hydrocarbon, that could unravel some of the carbon formation mystery. (<a href="https://phys.org/news/2021-09-shock-induced-mechanism-creation-molecules.html" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the <a href="https://losalamosreporter.com/2021/09/01/lanl-researchers-find-shock-induced-mechanism-for-creation-of-organic-molecules-advancing-understanding-of-emergence-of-life-on-earth/" style="color: #954f72;">Los Alamos Reporter</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii0ertjQ36k321Se_ooZW3g4WMGG2gQfkU8IVCzTgFdwdI8Eh4TqAKqMK4Ht8pSYNRUJYMU7o0dlIdWwZnoUyq4a4lS7rjWWhGcEVtt189VDdtoIlR4S1FkdR5XknnZJPIvHPYNsfw7wY/s144/LA+Reporter+3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="45" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii0ertjQ36k321Se_ooZW3g4WMGG2gQfkU8IVCzTgFdwdI8Eh4TqAKqMK4Ht8pSYNRUJYMU7o0dlIdWwZnoUyq4a4lS7rjWWhGcEVtt189VDdtoIlR4S1FkdR5XknnZJPIvHPYNsfw7wY/w191-h45/LA+Reporter+3.jpg" width="191" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">DOE/NNSA leader visits LANL, praises mission dedication and perseverance during COVID-19</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Xj3wYQGKtVOG4VhsCYMF6B4Pm__6p_lZ4gCM17jBZ_CAj2h91ysvol220tTn7aAp10m8wUAQts9M8-a2C5yBTgkQYpp_9l13FlbsNok09mt9pAyFOD7WUdIt7hFiRdcETMiJHG49jhU/s202/Hruby+visit+ta55.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="115" data-original-width="202" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Xj3wYQGKtVOG4VhsCYMF6B4Pm__6p_lZ4gCM17jBZ_CAj2h91ysvol220tTn7aAp10m8wUAQts9M8-a2C5yBTgkQYpp_9l13FlbsNok09mt9pAyFOD7WUdIt7hFiRdcETMiJHG49jhU/w239-h136/Hruby+visit+ta55.jpg" width="239" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Jill Hruby Thursday during a tour at Technical Area 55, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">R</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ecently confirmed Under Secretary of Energy for Nuclear Security and Administrator of the National Nuclear Security Administration Jill Hruby lauded the Los Alamos National Laboratory’s response to the COVID-19 pandemic and praised several significant infrastructure improvements in an address to all employees and Department of Energy National Nuclear Security Administration Los Alamos Field Office staff on Aug. 26. She also touted the Lab’s dedication to mission delivery and discussed her top priorities for Los Alamos as the new NNSA administrator.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“We are fortunate to have support at the highest levels of government for three simultaneous mission priorities — science, product and infrastructure — across all three of NNSA’s portfolios: nuclear weapons stockpile management, nuclear nonproliferation, and naval reactors,” Hruby said to an audience of about 50 at the Lab. (<a href="https://losalamosreporter.com/2021/08/27/doe-nnsa-leader-visits-lanl-thursday-praises-mission-dedication-and-perseverance-during-covid-19/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the Reporter this week:<o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">LANL team brings expertise in atmospheric aerosols to new snowpack study</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFlwYhIz3DX2Sbu8djLD26vrurAxSTkfccz7LuWxH5q49py22cyyzWh6JJRIAKLe8KklJLfhjrTr6McGGyO97r_-iT1BjzUuBOa1EHaR9KCYuIegyuwXaFeeC7df68JyvsItsgMvhyphenhyphenMjs/s202/SAIL+installation.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="156" data-original-width="202" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFlwYhIz3DX2Sbu8djLD26vrurAxSTkfccz7LuWxH5q49py22cyyzWh6JJRIAKLe8KklJLfhjrTr6McGGyO97r_-iT1BjzUuBOa1EHaR9KCYuIegyuwXaFeeC7df68JyvsItsgMvhyphenhyphenMjs/w176-h136/SAIL+installation.jpg" width="176" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">LANL’s EES ARM project manager Heath Powers, left, sets up SAIL radiometers with technician Wessley King. Photo by David Chu</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">team from Los Alamos National Laboratory is about to launch research high in the Colorado Rockies that will help demystify water availability and support predictions across the arid West. <o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Los Alamos is supporting the Department of Energy’s (DOE’s) Atmospheric Radiation Measurement’s (ARM’s) Surface Atmosphere Integrated Field Laboratory (SAIL) campaign that kicks off September 1 near Crested Butte. SAIL will collect data from the East River Watershed in the Upper Colorado River Basin. The Los Alamos team will oversee the SAIL observatory for this period, which ends in June 2023. (<a href="https://losalamosreporter.com/2021/08/30/lanl-team-brings-expertise-in-atmospheric-aerosols-to-new-snowpack-study-predicting-future-of-western-u-s-water/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIoquZcBkgPP5nsRF_1jtjGZbNZ97jF4oaeV15_Mw7ZTVaT55a3dv9ZLahPa5fv1gVyCPckcl3GhH3HGFnaUAMmsz7IMs1FefQNIQqWcjLT_40SE1bxqeCa2LM-8emrjSUhqWwdJ75Elc/s108/KRQE+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="56" data-original-width="108" height="56" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIoquZcBkgPP5nsRF_1jtjGZbNZ97jF4oaeV15_Mw7ZTVaT55a3dv9ZLahPa5fv1gVyCPckcl3GhH3HGFnaUAMmsz7IMs1FefQNIQqWcjLT_40SE1bxqeCa2LM-8emrjSUhqWwdJ75Elc/s0/KRQE+sm.jpg" width="108" /></a></div><br /> <p></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">LANL’s test launch successful, begins 5 years of data collection</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA9T6o1ppJGRfEtKB85R6O1tdSt5N8SYsuxlRLniQJu0Fr_0ylAllJ1Q2yc4zb24YRJKRioJsBEdV1ra8w74lN3Q0TztL2X03pp3G4rzl_HK-8PY9JBWNmVULU1mTQ4vL1frx7gOOMCbI/s202/test+rocket+launch.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="111" data-original-width="202" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA9T6o1ppJGRfEtKB85R6O1tdSt5N8SYsuxlRLniQJu0Fr_0ylAllJ1Q2yc4zb24YRJKRioJsBEdV1ra8w74lN3Q0TztL2X03pp3G4rzl_HK-8PY9JBWNmVULU1mTQ4vL1frx7gOOMCbI/s0/test+rocket+launch.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">S</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">cientists from Los Alamos are testing suborbital satellites at Spaceport America. The Los Alamos National Laboratory partnered with UP Aerospace in Colorado for an experimental launch last month.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">They sent an 800-pound rocket more than 60 miles into the atmosphere at six times the speed of sound. The rocket sends back flight diagnostics, like temperature and acceleration which will be used to develop national security technology. (<a href="https://www.krqe.com/news/space-news/spaceport-america/lanls-test-launch-successful-begins-5-years-of-data-collection/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge_Aqbt_m1KVdTNztWo-AP2qFdoVW_xRMICIaZgwO-pRf76IWxsX3uA01_66iRn-h7OZT6m5uI1AWD6vMn-DdM11o6GhGnEvFOoMzJEjHIG5fNY1xiMVuY7WQ6PCHA2agw9ZAJGLNuTt0/s94/daily+post.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="61" data-original-width="94" height="81" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge_Aqbt_m1KVdTNztWo-AP2qFdoVW_xRMICIaZgwO-pRf76IWxsX3uA01_66iRn-h7OZT6m5uI1AWD6vMn-DdM11o6GhGnEvFOoMzJEjHIG5fNY1xiMVuY7WQ6PCHA2agw9ZAJGLNuTt0/w124-h81/daily+post.jpg" width="124" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Investors and scientists converge at 2021 DisrupTECH</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTjp9U2YNsVM1iLp42Z5Xgc73QR1xMKsK7gVjPeo-luJREap-cS0EaSWSaTVVbSmVcX9yhGgzjvEY3Boy9tPGwRbAcolQYiynQ469iclN4ZGBhZzp0SrTc-sRcISvLID02mPblhNE3l5U/s202/disruptech+winners.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="130" data-original-width="202" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTjp9U2YNsVM1iLp42Z5Xgc73QR1xMKsK7gVjPeo-luJREap-cS0EaSWSaTVVbSmVcX9yhGgzjvEY3Boy9tPGwRbAcolQYiynQ469iclN4ZGBhZzp0SrTc-sRcISvLID02mPblhNE3l5U/s0/disruptech+winners.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Kirti Bhardwaj and Ian Cummings are winners of 2021 DisrupTECH awards.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">C</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">utting-edge technologies including more comfortable radiation therapy, ultrasonic aerospace testing, and advancements in hydrogen fuel cells were among 13 presentations to investors made by Los Alamos National Laboratory (LANL) scientists as part of the 2021 DisrupTECH event.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“The technology, medicine, and public-safety projects presented at DisrupTECH are compelling innovations and a great outcome of the Laboratory’s mission-focused work,” LANL Director Thom Mason said. “I look forward to widespread use of these innovations in New Mexico and beyond.” (<a href="https://ladailypost.com/lanl-investors-and-scientists-converge-at-2021-disruptech/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://www.bizjournals.com/albuquerque/news/2021/08/30/disruptech-2021-held-at-los-alamos-national-lab.html" style="color: #954f72;">Albuquerque Business First</a><o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9pt;">T</span><span style="font-family: Arial, sans-serif; font-size: 9pt;">o subscribe to <b>Los Alamos Press Highlights</b>, please e-mai<u>l listmanager@lanl.gov</u>and include the words <b>subscribe PressHighlights </b>in the body of your email message; to unsubscribe, include <b>unsubscribe PressHighlights</b>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="font-family: Arial, sans-serif;">Please visit us at <a href="http://www.lanl.gov/" style="color: #954f72;">www.lanl.gov</a><o:p></o:p></span></b></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-76007340272577992492021-08-26T16:08:00.003-06:002021-08-26T16:08:59.086-06:00<p class="MsoNormal" style="mso-layout-grid-align: none; 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</xml><![endif]--><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhExqF52ur7C03VGFyrC1Aqc_R6V-ZvBwTkTm-g_lDcSXgKwljISXs53u4dSTxFLrOsXrsTyf571giInu8kvlF0v_24-WOdf66tWzfKKh_j90KHG8v8NWUnGY3N6WuLjjBiz2IG4erc3IY/s144/ABQ+journal+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="144" height="56" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhExqF52ur7C03VGFyrC1Aqc_R6V-ZvBwTkTm-g_lDcSXgKwljISXs53u4dSTxFLrOsXrsTyf571giInu8kvlF0v_24-WOdf66tWzfKKh_j90KHG8v8NWUnGY3N6WuLjjBiz2IG4erc3IY/w136-h56/ABQ+journal+sm.jpg" width="136" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Hydrogen
offering a clear path to clean vehicles in NM</span></b></span></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: xx-small;"><b></b></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: xx-small;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGXdFNsdqoBL6uHFlUHp1Rv9OUNoqpmZ8GPhVXzUkG6osilHHpMa1SAq2bcPCcDPm6F4qD337BGzfWbl10DOTUeVwHV7Ljo-5KFLVbxz0GG296yM62BmcvRUUDXYhpkyJ7Np9u9BenfMc/s187/FuelCell-sm.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="146" data-original-width="187" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGXdFNsdqoBL6uHFlUHp1Rv9OUNoqpmZ8GPhVXzUkG6osilHHpMa1SAq2bcPCcDPm6F4qD337BGzfWbl10DOTUeVwHV7Ljo-5KFLVbxz0GG296yM62BmcvRUUDXYhpkyJ7Np9u9BenfMc/w232-h181/FuelCell-sm.jpg" width="232" /></a></b></span></div><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;">Experimental
fuel cell during testing, LANL
photo.</span></b></span></span><p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span style="color: #666699;"> </span></b></span></span></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">F</span></b><span style="color: #333333;">uel cells
provide all the benefits of electric power, including zero emissions from the
tailpipe, and offer extended ranges and shorter refueling times, which is
better for heavy trucks, trains and airplanes. A few technological challenges
have hindered widespread adoption of this clean power source, but 40-plus years
of research by Los Alamos National Laboratory and others, with funding from the
Department of Energy (DOE) Hydrogen and Fuel Cell Technologies Office Million
Mile Fuel Cell Truck consortium, is on track to solve them. (<a href="https://www.abqjournal.com/2421513/hydrogen-offering-a-clear-path-to-clean-vehicles-in-nm.html">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE4Hi7MiKTr-817c7XYS0cH0X6x-iGP13qhpspwpwOJiI4Re4XAi1nlLWge8QgDNow_UOmXXQFFOpnhECXL5Nj7bGLxr2-98GCMNqXYmgTVrTW7Dkal0R2mi_1h7Ytm91Ha23JCLe3F8w/s278/santa+fe+reporter.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="65" data-original-width="278" height="39" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE4Hi7MiKTr-817c7XYS0cH0X6x-iGP13qhpspwpwOJiI4Re4XAi1nlLWge8QgDNow_UOmXXQFFOpnhECXL5Nj7bGLxr2-98GCMNqXYmgTVrTW7Dkal0R2mi_1h7Ytm91Ha23JCLe3F8w/w141-h39/santa+fe+reporter.jpg" width="141" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">How
COVID-19 helped us understand the human, health, and Earth connection</span></b></span></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwvXwPwRVG01Kvf6fCqLyfQRZn1J3M0h9LSYr77aHo91_iBVokbxyAoXR5ps3__OuVQkNH5jKwAs4b6hlUBXCT5QyW5911R_VFqHMBPMA61mdu6IwlAr272jxt9TY8sRohpadO2xhGJhw/s202/Morgan+Gorris.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="202" data-original-width="202" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwvXwPwRVG01Kvf6fCqLyfQRZn1J3M0h9LSYr77aHo91_iBVokbxyAoXR5ps3__OuVQkNH5jKwAs4b6hlUBXCT5QyW5911R_VFqHMBPMA61mdu6IwlAr272jxt9TY8sRohpadO2xhGJhw/w244-h244/Morgan+Gorris.jpg" width="244" /></a></b></div><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Morgan
Gorris.</span></b></span></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">T</span></b><span style="color: #333333;">he COVID-19
pandemic has changed our lives in ways big and small—from mask wearing and
social distancing to childcare and videoconferencing—imposing fundamental
shifts in how we lived, worked, attended school, and interacted with our loved
ones. Not only did the pandemic change our individual lives; it changed the
Earth, too. For example, less driving and a slow-down in factory production
meant fewer carbon emissions, resulting in cleaner air. In Florida, loggerhead
turtles laid more eggs thanks to deserted beaches. Wild boar roamed the streets
of Barcelona and mountain goats wandered through a town in Wales. Changes in
human activity also led to decreased ocean pollution, stressors on global
fisheries, and human-caused seismic activity. (<a href="https://www.sfreporter.com/columns/oped/2021/08/20/meet-geohealth/">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"><br /></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn0Rc_mAGocI0c-D190TqSAMqE8o6ATO8CFfLNX7va_tRsLW3IdSWiwms17qzB0ni1aiXNCk8QrzcNqYsFj7ssXctlh8OQFgeR8ljUWsdn-FepdqOepzlwC6xW7NxE-8gQla-FHueKCjs/s144/scitechdaily.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="67" data-original-width="144" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn0Rc_mAGocI0c-D190TqSAMqE8o6ATO8CFfLNX7va_tRsLW3IdSWiwms17qzB0ni1aiXNCk8QrzcNqYsFj7ssXctlh8OQFgeR8ljUWsdn-FepdqOepzlwC6xW7NxE-8gQla-FHueKCjs/w142-h72/scitechdaily.jpg" width="142" /></a></div><p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Experiment
puts researchers at threshold of fusion ignition</span></b></span></span>
</p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHf72mF9b5NvBxYaPRn4qRC9V93lZOvBRbDnhdg1W54znvPc4u6z8f7crXYGrq0tFI_zRlgNkzEYC7iq8rfHaYW4evQvLyUUeG8zvgdIeV-C-8AFaAvPwHYE3YKIqDk-HB8NvMSp7FFl0/s202/1.3+MJ+graphic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="120" data-original-width="202" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHf72mF9b5NvBxYaPRn4qRC9V93lZOvBRbDnhdg1W54znvPc4u6z8f7crXYGrq0tFI_zRlgNkzEYC7iq8rfHaYW4evQvLyUUeG8zvgdIeV-C-8AFaAvPwHYE3YKIqDk-HB8NvMSp7FFl0/w251-h149/1.3+MJ+graphic.jpg" width="251" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">O</span></b><span style="color: #333333;">n August
8, 2021, an experiment at Lawrence Livermore National Laboratory’s (LLNL’s)
National Ignition Facility (NIF) made a significant step toward ignition,
achieving a yield of more than 1.3 megajoules (MJ). This advancement puts
researchers at the threshold of fusion ignition, an important goal of the NIF,
and opens access to a new experimental regime.</span>
</span></span><p></p><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“Gaining experimental access to thermonuclear burn in the
laboratory is the culmination of decades of scientific and technological work
stretching across nearly 50 years,” said Los Alamos National Laboratory
Director Thomas Mason. (<a href="https://scitechdaily.com/national-ignition-facility-breakthrough-experiment-puts-researchers-at-threshold-of-fusion-ignition/">Full
Story</a>)</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4yDvGuoYCU604EwknQEmwPmZ9EgFRUDNQJ2qEqYgvbseT3F8NOZWjaqAUm29NTZuKO_tbrU2tx36Zc85aG3kcDKll6UDvyLuJKlZYPZkG17a5iwGdafJkHI_JkTD-6NtJM1BR9BzeTCE/s144/Santa+Fe+New+Mex+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" height="45" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4yDvGuoYCU604EwknQEmwPmZ9EgFRUDNQJ2qEqYgvbseT3F8NOZWjaqAUm29NTZuKO_tbrU2tx36Zc85aG3kcDKll6UDvyLuJKlZYPZkG17a5iwGdafJkHI_JkTD-6NtJM1BR9BzeTCE/s0/Santa+Fe+New+Mex+sm.jpg" width="144" /></a></div><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">New
Colorado River observatory will help predict droughts</span></b></span></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdqzZi04-HF6qi5VJPQ3KiBsCQxCoK2eIA8gtZc16IAQbrOW5teO6Y6CKeDYUmR58KnZSB2l7RNY_ZldViJAdXSIsSbUwCkv0CNjGrWAjFw_4uXdUor9p_QB-qGL3t5gXrqGz9jabBdgI/s202/SAIL+installation.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="156" data-original-width="202" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdqzZi04-HF6qi5VJPQ3KiBsCQxCoK2eIA8gtZc16IAQbrOW5teO6Y6CKeDYUmR58KnZSB2l7RNY_ZldViJAdXSIsSbUwCkv0CNjGrWAjFw_4uXdUor9p_QB-qGL3t5gXrqGz9jabBdgI/w250-h193/SAIL+installation.jpg" width="250" /></a></b></div><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Setting
up radiometers for SAIL in Gothic,</span></b><b><span style="color: #666699;"> Colorado,
DOE photo.</span></b></span></span>
</p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">A</span></b><span style="color: #333333;">s Western
states grapple with a “megadrought,” a new observatory cradled in the Rocky
Mountains will help scientists learn more about how a changing climate is
affecting the Colorado River and future water supply. Equipment is being
installed at the foot of the Rockies in Crested Butte, Colo., to collect data
on virtually everything above ground — precipitation, wind, clouds, aerosols,
solar and thermal energy, temperature, humidity and ozone.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">That data will be used to enhance Earth modeling so researchers from
a 10-member consortium — of which Los Alamos National Laboratory is a member —
can peg when, where, how and why snow and rain will fall to better predict the
future availability of water, which is key to managing it in a drought. (<a href="https://www.santafenewmexican.com/news/local_news/new-colorado-river-observatory-will-help-predict-droughts/article_638fbc4a-0464-11ec-9295-7fb4099e665c.html">Full
Story</a>)</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><i><span style="color: #333333;">Also from <a href="https://scitechdaily.com/mountains-of-data-an-unprecedented-climate-observatory-could-predict-the-future-of-water/">SciTech
Daily</a></span></i></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9-IzfPTCZcIssVeYXPflNcO98d0WQePTfZ3FDqJrfQLuTu8mkcOw421wKjZrbetwFAb2oC1aFzjn9yHXXRE43NZ4-rtP3P2j1jUnxgcU0RuRMmRH7XTmBySJUeCCVYoTCcZ54C1QUO5g/s144/defense+news.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="70" data-original-width="144" height="62" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9-IzfPTCZcIssVeYXPflNcO98d0WQePTfZ3FDqJrfQLuTu8mkcOw421wKjZrbetwFAb2oC1aFzjn9yHXXRE43NZ4-rtP3P2j1jUnxgcU0RuRMmRH7XTmBySJUeCCVYoTCcZ54C1QUO5g/w128-h62/defense+news.jpg" width="128" /></a></div><span style="color: #333333; font-family: "Arial",sans-serif; font-size: 9.5pt;"></span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">So
you want to fly a drone over a nuclear weapons lab …</span></b></span></span>
<p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4OslAGyUZgqs7kSxWuyw0QqohWN9H06FZmTLCpnv3KuiLXPB0WQcmzLSEKUJHo6eTVGZUOjeGimm3kGZ3umqcQkBWk6wIw5hW9gm9QgACjdoxTCj0oi2Cv4fn6ceyLS_fDYAmw4M1tes/s202/drone+intercept.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="153" data-original-width="202" height="191" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4OslAGyUZgqs7kSxWuyw0QqohWN9H06FZmTLCpnv3KuiLXPB0WQcmzLSEKUJHo6eTVGZUOjeGimm3kGZ3umqcQkBWk6wIw5hW9gm9QgACjdoxTCj0oi2Cv4fn6ceyLS_fDYAmw4M1tes/w252-h191/drone+intercept.jpg" width="252" /></a></b></div><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;">Test
drone intercepted and disabled by</span></b><b><span style="color: #666699;"> LANL's
CUAS system. LANL photo.</span></b></span></span>
</p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #666699; font-family: "Tahoma",sans-serif; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span style="color: #333333;">D</span></b><span style="color: #333333;">rone
pilots beware: Authorities at one of the United States’ top nuclear weapons
laboratories issued a warning Monday that airspace over Los Alamos National
Laboratory is off limits.<span> </span>The birthplace
of the atomic bomb, Los Alamos lab reported that recent unauthorized drone
flights have been detected in restricted airspace in the area.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;">“We can detect and track a UAS (unmanned aircraft system), and
if it poses a threat, we have the ability to disrupt control of the system,
seize or exercise control, confiscate or use reasonable force to disable,
damage or destroy the UAS,” said Unica Viramontes, senior director of lab
security. (<a href="https://www.defensenews.com/unmanned/2021/08/24/so-you-want-to-fly-a-drone-over-a-nuclear-weapons-lab/">Full
Story</a>)</span></span></span></p><p class="MsoNormal"><span style="font-family: helvetica;"><span style="font-size: small;"><span style="color: #333333;"> </span></span></span></p>
Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-43291532987359868452021-08-20T08:03:00.001-06:002021-08-20T08:03:49.697-06:00<p><b style="font-family: "Times New Roman", serif;"></b></p><div class="separator" style="clear: both; text-align: center;"><b style="font-family: "Times New Roman", serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikju01Zatk-gp5puyqovOjbDbu4GGHT1oFthhnE9Hi_TtfihS2Arje2p1D88ClcGB9BXsrAhT0l9NmwLOKzsTxfh1c1hVseqj3QktZnV0HJ6sEkEeqV7CyHTNorYK7dY8UHj-jEAIpxmM/s144/Science+aaas.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="60" data-original-width="144" height="60" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikju01Zatk-gp5puyqovOjbDbu4GGHT1oFthhnE9Hi_TtfihS2Arje2p1D88ClcGB9BXsrAhT0l9NmwLOKzsTxfh1c1hVseqj3QktZnV0HJ6sEkEeqV7CyHTNorYK7dY8UHj-jEAIpxmM/s0/Science+aaas.jpg" width="144" /></a></b></div><b style="font-family: "Times New Roman", serif;"><br /><span style="color: #16689f; font-family: Arial, sans-serif;"><br /></span></b><p></p><p><b style="font-family: "Times New Roman", serif;"><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">New SARS-CoV-2 variants have changed the pandemic. What will the virus do next?</span></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbystmqzQ_2oxh_c6GdbC5do2mMipQXviDPclDjVZdW8TkjNeEqhCAcX-jlUatJRMnapSLDBpiqjIL08-bbjBOcXVG37GjAEfPLKOKjJWT77EiEwNnYyCAgw2Mxy_eI6CCenLflvb7_08/s216/covid+varient+chart.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="97" data-original-width="216" height="97" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbystmqzQ_2oxh_c6GdbC5do2mMipQXviDPclDjVZdW8TkjNeEqhCAcX-jlUatJRMnapSLDBpiqjIL08-bbjBOcXVG37GjAEfPLKOKjJWT77EiEwNnYyCAgw2Mxy_eI6CCenLflvb7_08/s0/covid+varient+chart.jpg" width="216" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">GISAID graphic.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">B</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ette Korber at Los Alamos National Laboratory and her colleagues first suggested that D614G, the early mutation, was taking over because it made the virus better at spreading. She says skepticism about the virus’ ability to evolve was common in the early days of the pandemic, with some researchers saying D614G’s apparent advantage might be sheer luck. “There was extraordinary resistance in the scientific community to the idea this virus could evolve as the pandemic grew in seriousness in spring of 2020,” Korber says. (<a href="https://www.sciencemag.org/news/2021/08/new-sars-cov-2-variants-have-changed-pandemic-what-will-virus-do-next" style="color: #954f72;">Full Story</a>’)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBZxyW-HJ3t1q-9hFdHQds-ZFjKEBEVPV99-vyG0tw9NQr4vP7_zjetBqfDp0J_kI5tdSWqu3X_Chd9sIRz5bf21-86dCNtZMMjJwaZ9k5cE3sJxRAg1cawezlAYm-9m7E9A284ZiBW3Q/s144/discover.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" height="55" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBZxyW-HJ3t1q-9hFdHQds-ZFjKEBEVPV99-vyG0tw9NQr4vP7_zjetBqfDp0J_kI5tdSWqu3X_Chd9sIRz5bf21-86dCNtZMMjJwaZ9k5cE3sJxRAg1cawezlAYm-9m7E9A284ZiBW3Q/w177-h55/discover.jpg" width="177" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">For a healthier world, start with biodiversity</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCH7-pL5xY7AnjEV5Hi_Y_c2R1naQeAnaSBl8l31YEZO4FSmrrFv9SiPLIuwTRUiElCGx79_DE0H2i79aReF4ekX61s3lcTWXeLI9oHvE6wUOmpD6ckh3AnH_-FXWNeRW46WtSiV_r4Rw/s202/biodiversity+graphic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="146" data-original-width="202" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCH7-pL5xY7AnjEV5Hi_Y_c2R1naQeAnaSBl8l31YEZO4FSmrrFv9SiPLIuwTRUiElCGx79_DE0H2i79aReF4ekX61s3lcTWXeLI9oHvE6wUOmpD6ckh3AnH_-FXWNeRW46WtSiV_r4Rw/w187-h135/biodiversity+graphic.jpg" width="187" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">oss of biodiversity can have far-reaching consequences. Biodiversity—the measure of variability of life in a habitat or ecosystem—impacts livelihoods, food security and productivity in a variety of economic sectors, including tourism and agriculture. </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">These are the kinds of problems that the Ecological Health Security Lab at Los Alamos National Laboratory works to address, where we approach this problem in line with the One Health Concept. One Health is a collaborative, multidisciplinary approach—working at the local, regional, national, and global levels—with the goal of achieving optimal health outcomes by recognizing the interconnection between people, animals, plants, and their shared environment. (<a href="https://www.discovermagazine.com/environment/for-a-healthier-world-start-with-biodiversity" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbtpyYSgOGs5ri2tizmoCcK7kJiMXk0du0OkJI1V04cfOR1LMx6iBkpr3YrQR-rkVxPLovYm01_SMaiaXmj3WkwFcBWEnlFNFVvaihn-INmIuWl0LrmQLTIkkikCJbqPRRyKo1Xo6_haQ/s144/kob+tv+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="144" height="59" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbtpyYSgOGs5ri2tizmoCcK7kJiMXk0du0OkJI1V04cfOR1LMx6iBkpr3YrQR-rkVxPLovYm01_SMaiaXmj3WkwFcBWEnlFNFVvaihn-INmIuWl0LrmQLTIkkikCJbqPRRyKo1Xo6_haQ/s0/kob+tv+sm.jpg" width="144" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Los Alamos National Lab introduces new robotic team member</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXR474ae3eQYGX4ufK34OOe74RUKtZ_zm5SeVG-VZgcpuqWRwmOl9v5Rci2BZw_f_I8auY4EHC0B67swLyFzCriZooYyyVF2sOR4K2EG50O7UrXlxvo8XZ8wfSFqXUnfeR-a7WdZCQKEQ/s202/hazmat+robot+kob.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="110" data-original-width="202" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXR474ae3eQYGX4ufK34OOe74RUKtZ_zm5SeVG-VZgcpuqWRwmOl9v5Rci2BZw_f_I8auY4EHC0B67swLyFzCriZooYyyVF2sOR4K2EG50O7UrXlxvo8XZ8wfSFqXUnfeR-a7WdZCQKEQ/s0/hazmat+robot+kob.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">os Alamos National Lab is welcoming a new robotic member to its emergency hazmat team. With mechanical arms that can reach out and grab hazardous materials ranging from chemical, energetic, radiological, toxic or biological – it can do it all. "There's no other robot on the market that can do what this robot can do," said Charles Gibson, a LANL hazmat specialist. </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"The challenge comes from depth perception. You're looking through a camera, and you're approaching something, so sometimes robot operators will go in for the grab so to speak, and they'll just be short. Completely miss it and open back up," said Dan McDonald, a LANL hazmat specialist. (<a href="https://www.kob.com/new-mexico-news/los-alamos-national-lab-introduces-new-robotic-team-member/6202626/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoXUjeCF8yY-B5XCdF0NjHGvkmy283i-la7RtHCB4jPsVisHAJBOUsRIUFr-wuQ9Hi6nx0qcteT2j_vlypVHfA6tyHOROgRUoADV-6zRJQL-DNLvathxL6KzXHmrKNTsY4DF532K1cIBU/s144/Science+Daily+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="44" data-original-width="144" height="44" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoXUjeCF8yY-B5XCdF0NjHGvkmy283i-la7RtHCB4jPsVisHAJBOUsRIUFr-wuQ9Hi6nx0qcteT2j_vlypVHfA6tyHOROgRUoADV-6zRJQL-DNLvathxL6KzXHmrKNTsY4DF532K1cIBU/s0/Science+Daily+sm.jpg" width="144" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Progress in algorithms makes small, noisy quantum computers viable</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc9SR7elQoEcDkIUWesNKoKoVoHr4l2NCaBaacmxelUpv7L_zFgWkf4Oy0R1YwVs2bu2Mxw71FzyPmGWEQQSq2nmpUsc5Afto6F3R_rZICZpMh6_XaF-yF2bqhwx_Md6vJUzX-mOX_r5k/s202/noisy+quantum.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="154" data-original-width="202" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc9SR7elQoEcDkIUWesNKoKoVoHr4l2NCaBaacmxelUpv7L_zFgWkf4Oy0R1YwVs2bu2Mxw71FzyPmGWEQQSq2nmpUsc5Afto6F3R_rZICZpMh6_XaF-yF2bqhwx_Md6vJUzX-mOX_r5k/w168-h128/noisy+quantum.jpg" width="168" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">os Alamos National Laboratory and other leading institutions have developed hybrid classical/quantum algorithms to extract the most performance -- and potentially quantum advantage -- from today's noisy, error-prone hardware. </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"Quantum computers have the promise to outperform classical computers for certain tasks, but on currently available quantum hardware they can't run long algorithms. They have too much noise as they interact with environment, which corrupts the information being processed," said Marco Cerezo, a physicist specializing in quantum computing, quantum machine learning, and quantum information at Los Alamos and a lead author of the paper. (<a href="https://www.sciencedaily.com/releases/2021/08/210813100316.htm" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://www.azoquantum.com/News.aspx?newsID=8314" style="color: #954f72;">AZO Quantum</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIA8iWtjLOTmRsMDL1RUfFlaZzc0gwDC9yTdo6TUc8DtBxpKyQviRylV_xdg9jrn4WVkmI3hctP_kT8pN6kS17hIsIsycjDRs7OE1n7ru07ho5z3q7ockA5F5RRmZHuo5fSJbhY6EHbk/s115/physics+world+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="73" data-original-width="115" height="73" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIA8iWtjLOTmRsMDL1RUfFlaZzc0gwDC9yTdo6TUc8DtBxpKyQviRylV_xdg9jrn4WVkmI3hctP_kT8pN6kS17hIsIsycjDRs7OE1n7ru07ho5z3q7ockA5F5RRmZHuo5fSJbhY6EHbk/s0/physics+world+sm.jpg" width="115" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">National Ignition Facility heralds ‘significant step’ towards fusion break-even target</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMahkCZpUOfuj6QcUOOFqmi_vL45VZk8eEhQr4S_NmsK0TFjHXvefnHBdZVpSNIC4t4tNXfA9-EFVrDOeNc9P0Ko6CtxyFMjZD85fDRpZnLSkn2m-4RZF90Pbx8EFPx4MswNWbROuw9-g/s199/Mason.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="199" data-original-width="191" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMahkCZpUOfuj6QcUOOFqmi_vL45VZk8eEhQr4S_NmsK0TFjHXvefnHBdZVpSNIC4t4tNXfA9-EFVrDOeNc9P0Ko6CtxyFMjZD85fDRpZnLSkn2m-4RZF90Pbx8EFPx4MswNWbROuw9-g/w141-h147/Mason.jpg" width="141" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">T</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">homas Mason, director of the Los Alamos National Laboratory, says that the work is the culmination of decades of scientific and technological work stretching across nearly 50 years. “This [result] enables experiments that will check theory and simulation in the high energy density regime more rigorously than ever possible before and will enable fundamental achievements in applied science and engineering,” adds Mason. (<a href="https://physicsworld.com/a/national-ignition-facility-heralds-significant-step-towards-fusion-break-even-target/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4bIeZhaSzn0qDK5xZ61YI0y3TYGpQfnsi-wfUV-LuYZccGtxK7I4QhAnEzjgoBsdO323K1kGGIgpvx-XFSTQu4z-Gl1bLzp9ly7aZTeVI_Q0jpJWuoIvGU1y9rLyJq_6_dPgJOlvieVI/s144/physorg+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="47" data-original-width="144" height="54" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4bIeZhaSzn0qDK5xZ61YI0y3TYGpQfnsi-wfUV-LuYZccGtxK7I4QhAnEzjgoBsdO323K1kGGIgpvx-XFSTQu4z-Gl1bLzp9ly7aZTeVI_Q0jpJWuoIvGU1y9rLyJq_6_dPgJOlvieVI/w165-h54/physorg+sm.jpg" width="165" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Effect of 'eddy killing' in oceans is no longer a matter of guesswork</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh39xoSafZowhuaaa-PyOPbiAjCqwwXdxwrsurOV5qXmLf46rbpdtJSiiIrPDTxeSviLmAHjcoExVHxRUT-MvLT5tpljXecZkFxCqDnCyF1USNVqzgRJF2UbEnEIad09t02hmfZIP_BDzs/s202/eddy+killer.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="129" data-original-width="202" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh39xoSafZowhuaaa-PyOPbiAjCqwwXdxwrsurOV5qXmLf46rbpdtJSiiIrPDTxeSviLmAHjcoExVHxRUT-MvLT5tpljXecZkFxCqDnCyF1USNVqzgRJF2UbEnEIad09t02hmfZIP_BDzs/s0/eddy+killer.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Eddies are circular currents of water, shown here as green and light blue swirling patterns, NASA image.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">I</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">n a paper in Science Advances, researchers from the University of Rochester and Los Alamos National Laboratory document for the first time how the wind, which propels larger currents, has the opposite effect on eddies less than 260 kilometers in size—resulting in a phenomenon called "eddy killing."<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The team—which also includes Shikhar Rai, a Ph.D. student in Aluie's Turbulence and Complex Flow Group, and Los Alamos National Laboratory scientists Matthew Hecht and Matthew Maltrud—applied a coarse-graining approach to satellite imagery. Doing so allowed them to separate the complex, multiscale structures of ocean currents and eddies embedded within each other. (<a href="https://phys.org/news/2021-08-effect-eddy-oceans-longer-guesswork.html" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiChEFJWEk_aeK8fQxElToebmJAYsOHxAjPjWGWkS9Jd15NCk6ECzoV784P6m8M-X9P4wW6zo1b3nGAqSanJ2S2u13KLAOup5ZTVff-_JzT1Klt4KNuuYB32xDsS3RZl7fSavvARXLASco/s94/daily+post.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="61" data-original-width="94" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiChEFJWEk_aeK8fQxElToebmJAYsOHxAjPjWGWkS9Jd15NCk6ECzoV784P6m8M-X9P4wW6zo1b3nGAqSanJ2S2u13KLAOup5ZTVff-_JzT1Klt4KNuuYB32xDsS3RZl7fSavvARXLASco/w123-h80/daily+post.jpg" width="123" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Northern New Mexico math teachers in Los Alamos, Abiquiu, Cuba and Pojoaque earn new specialty degree</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOLNSmyRphyphenhypheneHTbDj7a3M5-IEJsCIfNeGHF2oV5Bsnh6eouqn5_pPDua_nv2PLaeHcAKaVXY76Gw7oaz-wCvsaSyXW05OzBT2qHG68l4EMXsKjm4MAlwSirMbXawLdILrVLiMQ9ZGNNQk/s202/math+masters.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="122" data-original-width="202" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOLNSmyRphyphenhypheneHTbDj7a3M5-IEJsCIfNeGHF2oV5Bsnh6eouqn5_pPDua_nv2PLaeHcAKaVXY76Gw7oaz-wCvsaSyXW05OzBT2qHG68l4EMXsKjm4MAlwSirMbXawLdILrVLiMQ9ZGNNQk/s0/math+masters.jpg" width="202" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Leaders from the Laboratory and New Mexico Highlands University recognized six graduates of Master’s Degrees, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">T</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">his week, six Northern New Mexico teachers are returning to their classrooms and raising the bar for K–8 math teaching at public schools in Los Alamos, Abiquiu, Cuba and Pojoaque. Richard Armentrout, Travis Gibson, April Grant–Torrez, Brett Hawkins, Daniela Romero and Beth Ziomek comprise the first-ever cohort to graduate with the new Master’s Degree in Educational Leadership with an Emphasis in K-8 Mathematics Teacher Leadership from New Mexico Highlands University.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The degree is a collaboration between the teachers, the University, and the Math & Science Academy at Los Alamos National Laboratory (LANL), a professional-development program supporting the teaching of math and science in the region. (<a href="https://ladailypost.com/lanl-northern-new-mexico-math-teachers-in-los-alamos-abiquiu-cuba-and-pojoaque-earn-new-specialty-degree/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the Daily Post this week<o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">On the job in Los Alamos: Workers on Omega Bridge</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ49_59xoIoaQv4QlCKb3ENYOoFCFAkeubhrZ4gHUbGpaknqe0kcegB1Y5Ppc9oDrwUZ1161zBdZMK62xPXuvCuJcKJL9xyDxEii5v0863ierdhEXUropPxlaWA-vxdoq6CQKUV3Wnqhc/s202/omega+bridge+work.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="175" data-original-width="202" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ49_59xoIoaQv4QlCKb3ENYOoFCFAkeubhrZ4gHUbGpaknqe0kcegB1Y5Ppc9oDrwUZ1161zBdZMK62xPXuvCuJcKJL9xyDxEii5v0863ierdhEXUropPxlaWA-vxdoq6CQKUV3Wnqhc/w176-h152/omega+bridge+work.jpg" width="176" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">One of the last handrails is lowered into place as part of the Omega Bridge Project. LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">W</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ork continues on the west side of the Omega Bridge. Crews are painting the handrails and preparing to add a fence to increase pedestrian safety. They will then be installing gutters to capture rainwater to increase the safety of the bridge. The work is being performed by the Logisticts group, a LANL internet workforce. <o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The estimated duration for work to be completed on the west side of the bridge is three weeks, and the overall project is scheduled to take 6-8 weeks, weather and schedule dependent. (<a href="https://ladailypost.com/on-the-job-in-los-alamos-work-continues-on-omega-bridge/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9pt;">T</span><span style="font-family: Arial, sans-serif; font-size: 9pt;">o subscribe to <b>Los Alamos Press Highlights</b>, please e-mail <u>listmanager@lanl.gov </u>and include the words <b>subscribe PressHighlight s</b>in the body of your email message; to unsubscribe, include <b>unsubscribe PressHighlights</b>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="font-family: Arial, sans-serif;">Please visit us at <a href="http://www.lanl.gov/" style="color: #954f72;">www.lanl.gov</a><o:p></o:p></span></b></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-35937779733623254112021-08-13T09:31:00.002-06:002021-08-13T09:31:40.802-06:00<p><br /><!--[if !mso]>
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</p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyRR8DyXvPeep3yUrwZZhgsYtSJeSFdhhAqYWDpAWoWDDuIc5f7PjjjXzmjOKjSGjKX6LntSkRN0CvXz9OLsFC12loifpNsTz_bJnjrsFJciRksIV5m0ROu0BXddPo66j60P5v8kzE1ls/s144/ABQ+journal+sm.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="144" height="47" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyRR8DyXvPeep3yUrwZZhgsYtSJeSFdhhAqYWDpAWoWDDuIc5f7PjjjXzmjOKjSGjKX6LntSkRN0CvXz9OLsFC12loifpNsTz_bJnjrsFJciRksIV5m0ROu0BXddPo66j60P5v8kzE1ls/w114-h47/ABQ+journal+sm.jpg" width="114" /></a></div><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"></span><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">Smoky skies raise health concerns</span></b></span></span>
</p>
<p class="MsoNormal" style="text-autospace: none;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6LLwKyQZn-A4tUb8laKUpp5IsjujcFCMQPBv5_iyUjRnxHJvpvmKh3Dt2ERwbHQV8w8wn-g_SCx2h0pSCSuFONs4Y8BbMvneNHRiySGbGoJB94CDmS-KgJT9Yz7469Fh4I-HWxI4BO_U/s202/US+smoke+map.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="126" data-original-width="202" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6LLwKyQZn-A4tUb8laKUpp5IsjujcFCMQPBv5_iyUjRnxHJvpvmKh3Dt2ERwbHQV8w8wn-g_SCx2h0pSCSuFONs4Y8BbMvneNHRiySGbGoJB94CDmS-KgJT9Yz7469Fh4I-HWxI4BO_U/w283-h176/US+smoke+map.jpg" width="283" /></a><b></b></div><b></b><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"></span></b><p></p><span style="font-size: small;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;">National smoke map for July 19,
2021, NOAA image.</span></b></span>
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span face=""Tahoma",sans-serif" style="color: #666699;"> </span></b></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span face=""Arial",sans-serif" style="color: #333333;">L</span></b><span face=""Arial",sans-serif" style="color: #333333;">os Alamos
National Laboratory atmospheric scientist Manvendra Dubey scans his computer
screen, eyeing a map of wildfire smoke plumes swirling across the U.S. The
thick smoke has blanketed northern and central New Mexico for the past several
days, making air quality unhealthy and obscuring mountain ranges and city
skylines.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;">Dubey studies wildfire smoke
chemicals and how the pollution moves. “Urban smog is bad enough, but fire
smoke is even more complex,” Dubey said. LANL scientists are part of the
emerging field of testing wildfire smoke particles to determine the size and
distribution of specific chemicals. (<a href="https://www.abqjournal.com/2418177/smoky-skies-raise-health-concerns.html">Full
Story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJVT6x65EYV2xJr1k7omuvXUDC3Pwqlyt4D5Ju2Mtj5jsomerT14XbKLPaMeo2H7tme0SZQ8xyrfLDPJLvapyhb0jZpVHbVyMnb5rwYjpvNuYgDiU9BJwli7fapgEKso_sU9ieSn6VRRc/s144/materials+today.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="32" data-original-width="144" height="32" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJVT6x65EYV2xJr1k7omuvXUDC3Pwqlyt4D5Ju2Mtj5jsomerT14XbKLPaMeo2H7tme0SZQ8xyrfLDPJLvapyhb0jZpVHbVyMnb5rwYjpvNuYgDiU9BJwli7fapgEKso_sU9ieSn6VRRc/s0/materials+today.jpg" width="144" /></a></div><p></p><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Coating could be the answer for silicon
anodes</span></b></span></span>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-fareast-language: EN-US;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVEt3OSkM8dmeZMmAZKMWz2SA3gn87cKILHM8R8zr6Ama3343LEoN6bQWruD0cAqEUBICO4qkpjaVX3a5BTJLEwZC9BIBYdavrgnChfKpS6K_KVm8tKgdbTS2CkBSpjiiAI0P0bvR9TC8/s202/silicon+nanowires.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="133" data-original-width="202" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVEt3OSkM8dmeZMmAZKMWz2SA3gn87cKILHM8R8zr6Ama3343LEoN6bQWruD0cAqEUBICO4qkpjaVX3a5BTJLEwZC9BIBYdavrgnChfKpS6K_KVm8tKgdbTS2CkBSpjiiAI0P0bvR9TC8/w249-h164/silicon+nanowires.jpg" width="249" /></a></b></div><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;">Silicon nanowires grown on a
stainless steel</span></b><b><span face=""Tahoma",sans-serif" style="color: #666699;"> disk, LANL image.</span></b></span></span>
</p><p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">I</span></b><span face=""Arial",sans-serif" style="color: #333333;">n
silicon-wire lithium-ion batteries, the electrolyte can carve away the silicon,
blocking electron pathways and greatly diminishing the charging capacity of
these promising devices. Now, in a paper in Nature Nanotechnology, researchers
report how their detailed investigations of this process could open up fresh
research avenues for finally harnessing the great potential of silicon for
revolutionizing high-capacity, long-lasting batteries for everything from cell
phones to automobiles.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">“With this new understanding, we
propose to improve silicon nanowire lithium-ion battery performance by
developing a coating approach that isolates the silicon from the electrolyte,”
said Jinkyoung Yoo, a Los Alamos National Laboratory staff scientist and a
corresponding author of the paper. (<a href="https://www.materialstoday.com/energy/news/coating-could-be-the-answer-for-silicon-anodes/">Full
Story</a>)</span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><p></p>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Arial",sans-serif" style="color: #16689f;"> </span></b></p><p class="MsoNormal" style="text-autospace: none;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1e2qJwsPkfRRMyjE8ptPOLLIdjMxd8gT8dgzK2bKK6-jXUVjlJUNQQNVXndKFSLPjkIDAUHTY88DGnWYq7XjEeDPeBq7DCYi0a_tiJPjC18WbuXZXhuYRPZx2YLAqgF__FrW4gLJGd38/s144/scitechdaily.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="67" data-original-width="144" height="67" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1e2qJwsPkfRRMyjE8ptPOLLIdjMxd8gT8dgzK2bKK6-jXUVjlJUNQQNVXndKFSLPjkIDAUHTY88DGnWYq7XjEeDPeBq7DCYi0a_tiJPjC18WbuXZXhuYRPZx2YLAqgF__FrW4gLJGd38/s0/scitechdaily.jpg" width="144" /></a></div><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Translation software enables efficient
storage of massive amounts of data in DNA molecules</span></b></span></span>
<p></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-fareast-language: EN-US;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJEEc20Xdu67U5Ak-Iu54jcFARGhvIZaAWLuMVni4hhmRQmV5ux3yOdK367ixhGxQI7hl23dz9NijmORQ1nD0B7nKxdFENNdq-5UUCAX679-L9VllQGv2gN8_cYwCCKyDt0xsxH9gtra4/s202/dna+info+storage.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="141" data-original-width="202" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJEEc20Xdu67U5Ak-Iu54jcFARGhvIZaAWLuMVni4hhmRQmV5ux3yOdK367ixhGxQI7hl23dz9NijmORQ1nD0B7nKxdFENNdq-5UUCAX679-L9VllQGv2gN8_cYwCCKyDt0xsxH9gtra4/s0/dna+info+storage.jpg" width="202" /></a></b></div><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"></span></b><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;">DNA illustration from SciTech
Daily.</span></b></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">I</span></b><span face=""Arial",sans-serif" style="color: #333333;">n support
of a major collaborative project to store massive amounts of data in DNA
molecules, a Los Alamos National Laboratory–led team has developed a key
enabling technology that translates digital binary files into the four-letter
genetic alphabet needed for molecular storage.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">“Our software, the Adaptive DNA
Storage Codec (ADS Codex), translates data files from what a computer
understands into what biology understands,” said Latchesar Ionkov, a computer
scientist at Los Alamos and principal investigator on the project. “It’s like
translating from English to Chinese, only harder.” (<a href="https://scitechdaily.com/translation-software-enables-efficient-storage-of-massive-amounts-of-data-in-dna-molecules/">Full
Story</a>)</span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p>
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<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKLJCosldTj_tnd5S4yUAZCFCAxngxa0UzGjPBTF2VR0QkoYRBa1X5bt0pG09O3H0Bw_y92evfF9VuGc3k-GyXrNbjJqu83kuEOjjq30q0039w8LLdjeQepYvQUJP1zp3-ZmxbcDJAVU/s122/azo+quantum.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="76" data-original-width="122" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUKLJCosldTj_tnd5S4yUAZCFCAxngxa0UzGjPBTF2VR0QkoYRBa1X5bt0pG09O3H0Bw_y92evfF9VuGc3k-GyXrNbjJqu83kuEOjjq30q0039w8LLdjeQepYvQUJP1zp3-ZmxbcDJAVU/w133-h76/azo+quantum.jpg" width="133" /></a></div><p></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Study assesses advances and commercialization
of colloidal quantum dots</span></b></span></span></p>
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<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-fareast-language: EN-US;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtYAkZEi9iqUbnUTETAMPJwAbJhd51-nG6KhsQMQBlTenIhwFIhzuiJ3tWUK2wt-5FaJ9k4xdBrkbkZ8klG5EOXrm0is6CtTxz3Xl3Ia1SvTRyWvOnZ_Avy6nWo1agWhkLDwf5ObA0tpA/s202/quantum+dot+color+vials.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="164" data-original-width="202" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtYAkZEi9iqUbnUTETAMPJwAbJhd51-nG6KhsQMQBlTenIhwFIhzuiJ3tWUK2wt-5FaJ9k4xdBrkbkZ8klG5EOXrm0is6CtTxz3Xl3Ia1SvTRyWvOnZ_Avy6nWo1agWhkLDwf5ObA0tpA/w247-h201/quantum+dot+color+vials.jpg" width="247" /></a></span></b></div><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;">Quantum dots can be tuned to
emit light in</span></b><b><span face=""Tahoma",sans-serif" style="color: #666699;"> specific wavelengths, LANL
photo.</span></b></span></span>
</p><p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">A</span></b><span face=""Arial",sans-serif" style="color: #333333;"> new study
published in Science magazine offers an outline of nearly 30 years of research
performed on colloidal quantum dots. Several advances explained in the Science
article were started at Los Alamos, including the first illustration of
colloidal quantum dot lasing.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">"Thirty years ago, these
structures were just a subject of scientific curiosity studied by a small group
of enthusiasts. Over the years, quantum dots have become industrial-grade
materials exploited in a range of traditional and emerging technologies, some
of which have already found their way into commercial markets." Said
Victor I. Klimov, Study Co-Author and Leader, Los Alamos National Laboratory. (<a href="https://www.azoquantum.com/News.aspx?newsID=8294">Full Story</a>)</span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqdZPiE93otMX1WzF2opfQT4YyS6I9DsSvF6jj_vhcxpxVHZ8Az3hxxJw2BkwYSxoD3vq1kkzFIvceHTvcEYafYrOgAd78WnZejyk3lPyMWTNiz7Ug2fdbW7xJNi1nbsnwgsq1jhzFBtM/s144/LA+Reporter+3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="39" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqdZPiE93otMX1WzF2opfQT4YyS6I9DsSvF6jj_vhcxpxVHZ8Az3hxxJw2BkwYSxoD3vq1kkzFIvceHTvcEYafYrOgAd78WnZejyk3lPyMWTNiz7Ug2fdbW7xJNi1nbsnwgsq1jhzFBtM/w165-h39/LA+Reporter+3.jpg" width="165" /></a></div><p></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">LANL employees’ generosity provides more than
700 backpacks</span></b></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm15RvLG2qufCDsxI_0MjHr4G-REO0HlT8W5ZhQXNeHd_EzBew5VcNJ-u9zWMqBX1eJci2K0ObMf1oDacmS5HPG33o8a6rcRuACpxTxiJ8XUk1BAuldP432-XGrJAdTTU4noWmkt_guok/s202/backpack+donation.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="182" data-original-width="202" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm15RvLG2qufCDsxI_0MjHr4G-REO0HlT8W5ZhQXNeHd_EzBew5VcNJ-u9zWMqBX1eJci2K0ObMf1oDacmS5HPG33o8a6rcRuACpxTxiJ8XUk1BAuldP432-XGrJAdTTU4noWmkt_guok/s0/backpack+donation.jpg" width="202" /></a></div><p></p><span style="font-size: small;"><span style="font-family: helvetica;"><b><span face=""Arial",sans-serif" style="color: #333333;">A</span></b><span face=""Arial",sans-serif" style="color: #333333;">s the new
school year begins, Los Alamos National Laboratory employees have been making
sure children in Northern New Mexico can return to their classrooms with
everything they need to succeed by providing more than 700 backpacks with
school supplies to schools and regional partners. </span>
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333;">The Lab’s Community Partnerships
Office (CPO) distributed 95 backpacks funded by employees to the City of
Espanola’s Project RACE school supply drive. With some larger school districts
already covered by other drives, CPO also used employee donations to purchase
650 backpacks with supplies from a local small business, and distributed them
to five rural school districts in Northern New Mexico that expressed a need. (<a href="https://losalamosreporter.com/2021/08/11/lanl-employees-generosity-provides-more-than-700-backpacks-for-students-returning-to-school/">Full
Story</a>)</span></span></span></p>
Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-6207174879325217512021-08-06T09:16:00.000-06:002021-08-06T09:16:12.833-06:00<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga998NsgSZ6Q3GEjB_jjh0ZuD-haAPpME_1fbqKPVOv6kte0kcmTQ72dGBJ1LSgOXD-jALjt8glZoS68MkSXOcTI7s15kZxR2g4b9DF0QpPCl7WF3jC-VmUnxiPzllzmrFKXJtq2JqfZE/s144/Santa+Fe+New+Mex+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" height="52" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga998NsgSZ6Q3GEjB_jjh0ZuD-haAPpME_1fbqKPVOv6kte0kcmTQ72dGBJ1LSgOXD-jALjt8glZoS68MkSXOcTI7s15kZxR2g4b9DF0QpPCl7WF3jC-VmUnxiPzllzmrFKXJtq2JqfZE/w167-h52/Santa+Fe+New+Mex+sm.jpg" width="167" /></a></div><br /><p></p><p><b style="font-family: "Times New Roman", serif;"><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">What’s shaking?</span></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRwS8EXhak5I2RsOnPjqddW5DZIzU9u1rEVx3uS6KBD0vYCDUt6BuJf4xaK1NFVzwr3kxAxJeu74HjPCx2aZOqragukfglBxv0Jx-nV95x0uoD0hg7aGF_3XpnONCNoU-obcoR6jS_N7Q/s202/science+on+the+hill.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="137" data-original-width="202" height="125" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRwS8EXhak5I2RsOnPjqddW5DZIzU9u1rEVx3uS6KBD0vYCDUt6BuJf4xaK1NFVzwr3kxAxJeu74HjPCx2aZOqragukfglBxv0Jx-nV95x0uoD0hg7aGF_3XpnONCNoU-obcoR6jS_N7Q/w185-h125/science+on+the+hill.jpg" width="185" /></a></div><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">W</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">hen the earth shakes anywhere in the world, scientists are keenly interested in what happened. Was it an earthquake? A chemical explosion? A collapsing mine? Or, was it a nuclear explosion?</span><p></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">At Los Alamos National Laboratory, we’re especially interested in the answer to the last question. Making sure the world is safe from nuclear proliferation means we need to monitor the globe for nefarious activity.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">As you can imagine, a bad actor who wants to hide a nuclear test isn’t going to volunteer a lot of information regarding its whereabouts. That’s where nuclear explosion signatures come in. (<a href="https://www.santafenewmexican.com/news/health_and_science/what-s-shaking/article_a1308f0c-f2f3-11eb-b852-634f25767a02.html" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq0CnuAMlSgJE1K7PA5yDR8raTQ3-5iebpIymLIM9REoLIuLjMXNmubWviJyQX5Y4sdcrmONK2esb7YqjJye-z8mmS346PLeXD3ir8uYcDPnUdDlXoCTplEyNfoYBXExJfq2YefHJ_R3o/s144/physorg+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="47" data-original-width="144" height="54" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq0CnuAMlSgJE1K7PA5yDR8raTQ3-5iebpIymLIM9REoLIuLjMXNmubWviJyQX5Y4sdcrmONK2esb7YqjJye-z8mmS346PLeXD3ir8uYcDPnUdDlXoCTplEyNfoYBXExJfq2YefHJ_R3o/w166-h54/physorg+sm.jpg" width="166" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Decades of research bring quantum dots to brink of widespread use</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhp7oZ97jgKYJbVxscuygJ8X9XIB4p6ThhOvv3z_-dA09ZxwKEnruqPmCkgIGXl0JWz0xtjsRHku0Ut1BmG3xk5TRs2wLgw0w5E0sxxdqoGs06O-hRXPXfLr7Q8wb-lCPs_BRaaesZkFM/s202/quantum+dot+color+vials.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="164" data-original-width="202" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhp7oZ97jgKYJbVxscuygJ8X9XIB4p6ThhOvv3z_-dA09ZxwKEnruqPmCkgIGXl0JWz0xtjsRHku0Ut1BmG3xk5TRs2wLgw0w5E0sxxdqoGs06O-hRXPXfLr7Q8wb-lCPs_BRaaesZkFM/w188-h153/quantum+dot+color+vials.jpg" width="188" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">The tiny specs of matter called quantum dots can be tuned to emit light, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">new article in Science magazine gives an overview of almost three decades of research into colloidal quantum dots, assesses the technological progress for these nanometer-sized specs of semiconductor matter, and weighs the remaining challenges on the path to widespread commercialization for this promising technology with applications in everything from TVs to highly efficient sunlight collectors.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"Thirty years ago, these structures were just a subject of scientific curiosity studied by a small group of enthusiasts. Over the years, quantum dots have become industrial-grade materials exploited in a range of traditional and emerging technologies, some of which have already found their way into commercial markets," said Victor I. Klimov, a coauthor of the paper and leader of the team conducting quantum dot research at Los Alamos National Laboratory. (<a href="https://phys.org/news/2021-08-decades-quantum-dots-brink-widespread.html" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://www.sciencedaily.com/releases/2021/08/210805154733.htm" style="color: #954f72;">Science Daily</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha2Lt2WTtDMke2vg92XmtWf_Nx5ojGyS1Kio9bW35i2PagnAWdWucGPlIvxW2DdD23uQhnSZgFqOJTaib2r_PW7-6ZQVsVCyOAE7uKZyam0VfdhoR57Egm4WoSO44cPaMPdSVX8qdzV0Y/s144/live+science.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="24" data-original-width="144" height="32" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha2Lt2WTtDMke2vg92XmtWf_Nx5ojGyS1Kio9bW35i2PagnAWdWucGPlIvxW2DdD23uQhnSZgFqOJTaib2r_PW7-6ZQVsVCyOAE7uKZyam0VfdhoR57Egm4WoSO44cPaMPdSVX8qdzV0Y/w192-h32/live+science.jpg" width="192" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">What does the edge of the solar system look like?</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyljvT4NmenxISZHA6NCHpDVSbw7hCvLU3oKzzu2Pl7gT9iQ3-vnr3lyP00Jo-F3JFcixEAy0l8284i-txWAKhimsehjGZijVHuppLxTD32bZiMjWncEtfs4QGTILu-v9wO3-XVJKYmsg/s202/heliosphere+graphic+nasa.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="156" data-original-width="202" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyljvT4NmenxISZHA6NCHpDVSbw7hCvLU3oKzzu2Pl7gT9iQ3-vnr3lyP00Jo-F3JFcixEAy0l8284i-txWAKhimsehjGZijVHuppLxTD32bZiMjWncEtfs4QGTILu-v9wO3-XVJKYmsg/w182-h141/heliosphere+graphic+nasa.jpg" width="182" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Outer heliosphere graphic from NASA.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">E</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">arth is the sixth planet from the edge of the solar system, meaning we're none too near this cold and inhospitable frontier. But we've sent out various spacecraft over the years, so do we have any idea what the edge of the solar system looks like?<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The answer is yes, but it's a work in progress. One of the latest developments, a 3D map of the solar system's edge that took 13 years to create, revealed a few more secrets about this mysterious boundary, called the outer heliosphere.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The outer heliosphere marks the region of space where the solar wind, or the stream of charged particles emitted from the sun, is "deflected and draped back" by the interstellar radiation that permeates the empty space beyond the solar system, said Dan Reisenfeld, a space science researcher at Los Alamos National Laboratory in New Mexico and head of the team that conducted the research on the 3D map. (<a href="https://www.livescience.com/what-does-edge-of-solar-system-look-like.html" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqpJZDUjgK5XHeBRixrINh19FJz5aFobdGDLoBD3U19ZuaPucN8VMyRR4X92qeKhZ1qNXJr71DEUoPYNOYDVcnKh4nmTHvDsMtuNtV0MY3qbk1iivXu815A2Cx7hTp2QMU8m9B0ozsnro/s115/physics+world+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="73" data-original-width="115" height="73" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqpJZDUjgK5XHeBRixrINh19FJz5aFobdGDLoBD3U19ZuaPucN8VMyRR4X92qeKhZ1qNXJr71DEUoPYNOYDVcnKh4nmTHvDsMtuNtV0MY3qbk1iivXu815A2Cx7hTp2QMU8m9B0ozsnro/s0/physics+world+sm.jpg" width="115" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Neutrons cluster in nuclear reactors</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-vN4XQWQnzIDuRqEPiYPKv7jg_AXJYmOm7cIjWAfDUGN87mlUuPtv8gz_jIhB0L-Vskh7R-F6UFDeG8eK6XgdGpi-5OoTq6qwE6Z5RzFelJ0u1oSdYAPAb_5GptDXX6ifDNDBaxB8HXg/s202/reactor+neutron+cluster.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="160" data-original-width="202" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-vN4XQWQnzIDuRqEPiYPKv7jg_AXJYmOm7cIjWAfDUGN87mlUuPtv8gz_jIhB0L-Vskh7R-F6UFDeG8eK6XgdGpi-5OoTq6qwE6Z5RzFelJ0u1oSdYAPAb_5GptDXX6ifDNDBaxB8HXg/w184-h146/reactor+neutron+cluster.jpg" width="184" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Neutron clustering measurements at the Walthousen Reactor Critical Facility at Rensselaer Polytechnic Institute, RPI photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">R</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">esearchers at Los Alamos National Laboratory developed a neutron detector capable of making such observations. This detector, known as Nomad, has an excellent time resolution and can therefore measure how neutrons are spatially distributed within a small reactor at a given time.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">In the latest work at the Rensselaer Polytechnic Institute’s Reactor Critical Facility, data from the Nomad system showed that when reactor fuel undergoes fission, the results are far from uniform. While some fission events go on to produce long “lineages” of neutrons, others quickly die off. This lack of uniformity means that energy is produced asymmetrically within the reactor, the researchers explain. (<a href="https://physicsworld.com/a/neutrons-cluster-in-nuclear-reactors/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdWpmru8p2E-ZpE3SexpQW4XsRhKDbTyDol6IuySFMNPmTL1gAGNw2lkvjynOwLIwyTkErN3oBt7Th9XR9xSlTLAvX3iNTinauxYzNLJVI0caz3nk0N3yyiMhe9kHvoex712RaL-aggxQ/s144/photonics+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="32" data-original-width="144" height="41" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdWpmru8p2E-ZpE3SexpQW4XsRhKDbTyDol6IuySFMNPmTL1gAGNw2lkvjynOwLIwyTkErN3oBt7Th9XR9xSlTLAvX3iNTinauxYzNLJVI0caz3nk0N3yyiMhe9kHvoex712RaL-aggxQ/w185-h41/photonics+sm.jpg" width="185" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Quantum metasurfaces manipulate free photons</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzCWtPFrdX-5ecDjfXMMYRCdkgLyglFJJaUQ4EnQfa9SzzZEK-fZHl_ohUFyHdNbt_4jjdlzCXZqNTnuTLRXsG5ZY7PI4uBHqIkrNxDvWqj23O2rssHhOmyvT_tEz10Pkh2ECHzCaB9Ws/s202/quantum+llight+metasurface.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="133" data-original-width="202" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzCWtPFrdX-5ecDjfXMMYRCdkgLyglFJJaUQ4EnQfa9SzzZEK-fZHl_ohUFyHdNbt_4jjdlzCXZqNTnuTLRXsG5ZY7PI4uBHqIkrNxDvWqj23O2rssHhOmyvT_tEz10Pkh2ECHzCaB9Ws/w174-h115/quantum+llight+metasurface.jpg" width="174" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">A metasurface with all-optical modulation of the refractive index, LANL graphic.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">team at Los Alamos National Laboratory proposes that modulated quantum metasurfaces can control all properties of photonic qubits. According to the team, such a breakthrough would affect the fields of quantum information, communications, sensing, imaging, and energy and momentum harvesting. <o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“People have studied classical metasurfaces for a long time,” said Diego Dalvit of the Physics of Condensed Matter and Complex Systems group in the laboratory’s Theoretical Division. “But we came up with this new idea, which was to modulate in time and space the optical properties of a quantum metasurface that allow us to manipulate, on demand, all degrees of freedom of a single photon.” (<a href="https://www.photonics.com/Articles/Quantum_Metasurfaces_Manipulate_Free_Photons/a67221" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvZHV2az_vIVivpeQJKftK88yGb8Hu5Gf89nQmqxbyLIOqCgjfHmRoWdvgcsO8Uy3KPKmYQFs4qS-3b80Ru6mJ_3ND8WD8TJ5wOAxzSxxgYx_ZFKeTpkq6cM_12O4joPgHMfcjWWzCaBk/s144/newswise.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="65" data-original-width="144" height="65" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvZHV2az_vIVivpeQJKftK88yGb8Hu5Gf89nQmqxbyLIOqCgjfHmRoWdvgcsO8Uy3KPKmYQFs4qS-3b80Ru6mJ_3ND8WD8TJ5wOAxzSxxgYx_ZFKeTpkq6cM_12O4joPgHMfcjWWzCaBk/s0/newswise.jpg" width="144" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">David Chavez selected Fellow of the American Chemical Society</span> </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"><o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv7lzBkf_tZZXYrmgCnDXpL3YMiZDSSGJzf6TEGu0wXRRD1DfYlruc0npNZKi-9Y8SdrfqfwF-q1PTJK4n86Wd0fCbBJDdZSSgsEKxO9-se1b2pjSuHjkKiib2bVmYOGECxAowpQtM06o/s202/david+chavez+in+lab.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="152" data-original-width="202" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv7lzBkf_tZZXYrmgCnDXpL3YMiZDSSGJzf6TEGu0wXRRD1DfYlruc0npNZKi-9Y8SdrfqfwF-q1PTJK4n86Wd0fCbBJDdZSSgsEKxO9-se1b2pjSuHjkKiib2bVmYOGECxAowpQtM06o/w177-h133/david+chavez+in+lab.jpg" width="177" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">David Chavez, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">D</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">avid Chavez, deputy group leader of the High Explosives Science and Technology group at Los Alamos National Laboratory, has been selected as a member of the 2021 class of Fellows of the American Chemical Society (ACS).<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Chavez is recognized by the ACS for distinguished contributions to the field of energetic materials chemistry, particularly the development of highly energetic, fundamentally novel, and environmentally friendly materials important to national security. (<a href="https://www.newswise.com/articles/david-chavez-selected-fellow-of-the-american-chemical-society" style="color: #954f72;">Full Story)</a><o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://cen.acs.org/acs-news/2021-ACS-Fellows/99/i29" style="color: #954f72;">Chemical & Engineering News</a>and the <a href="https://losalamosreporter.com/2021/08/05/lanl-david-chavez-selected-fellow-of-the-american-chemical-society/" style="color: #954f72;">Los Alamos Reporter</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqTR7_CC6lM0QzDhYCWE0Eh_rC0gdXFDoF2pEV12HAz8qxYRoAcgV6T_nfzXjwT38J5QUIkR_eE0_rS-uGdJHLPOm95cGkBk3ITEkGSLoKWXYIFfRZXaFmfzq0Ngzt_VrZuUn71bOPsWc/s144/LA+Reporter+3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqTR7_CC6lM0QzDhYCWE0Eh_rC0gdXFDoF2pEV12HAz8qxYRoAcgV6T_nfzXjwT38J5QUIkR_eE0_rS-uGdJHLPOm95cGkBk3ITEkGSLoKWXYIFfRZXaFmfzq0Ngzt_VrZuUn71bOPsWc/w195-h46/LA+Reporter+3.jpg" width="195" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Travis Sjostrom selected for prestigious John Dawson Award from American Physical Society</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zTT92zkLe63Q43mC1IY7WoCycB_y5Mzq-OHLu6rM8zlMbIwblGP7r6mt5vi2Tv-1o5l0wgvp16X43fAnnBvrk4HKn3r7nhmEctZ6UEP7CflnZotTK8eQaCNqgx8a9jroLDGqziVJ93w/s202/Travis+Sjostrom.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="202" data-original-width="170" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zTT92zkLe63Q43mC1IY7WoCycB_y5Mzq-OHLu6rM8zlMbIwblGP7r6mt5vi2Tv-1o5l0wgvp16X43fAnnBvrk4HKn3r7nhmEctZ6UEP7CflnZotTK8eQaCNqgx8a9jroLDGqziVJ93w/w122-h145/Travis+Sjostrom.jpg" width="122" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Travis Sjostrom, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">os Alamos National Laboratory scientist Travis Sjostrom has been selected for a 2021 John Dawson Award for Excellence in Plasma Physics Research from the American Physical Society (APS). Sjostrom is one of seven scientists to receive the national award this year.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“It is such an honor for me,” Sjostrom said. “It is rewarding to see this field of theoretical research in warm dense matter, which has had many contributors in recent years and is an active research area, recognized by the award.” (<a href="https://losalamosreporter.com/2021/08/04/lanl-travis-sjostrom-selected-for-prestigious-john-dawson-award-from-american-physical-society/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAIzssWS0iJHK7TPeHLCpwU6xFyi_tPexe3a3htvwPlfKNlBIj7a5HUDxTtrzx2qSXvhhbUW8kGl6RZaXNlHgV8vzLC1QG7MlDiEfgvOVJ83SN3-LRHqRGSe1iUg-JGao3Yf1zYgwy4_s/s94/daily+post.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="61" data-original-width="94" height="86" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAIzssWS0iJHK7TPeHLCpwU6xFyi_tPexe3a3htvwPlfKNlBIj7a5HUDxTtrzx2qSXvhhbUW8kGl6RZaXNlHgV8vzLC1QG7MlDiEfgvOVJ83SN3-LRHqRGSe1iUg-JGao3Yf1zYgwy4_s/w133-h86/daily+post.jpg" width="133" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Los Alamos National Laboratory welcomes NGD Systems to Efficient Mission Centric Computing Consortium</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_UelkwZFxoAcsyoQnugqU_GQvn790XHjarj5cvj6nrGeWh5XqZgtZ0OF1WqNvls4Nds1RdfaKVmUppT6ziOAn2PcN03F1NsG9KgZDEwpSt_egjBavOCIQ8UA2Z5WTuiqBMeaHHlMTzA/s202/EMC3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="174" data-original-width="202" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_UelkwZFxoAcsyoQnugqU_GQvn790XHjarj5cvj6nrGeWh5XqZgtZ0OF1WqNvls4Nds1RdfaKVmUppT6ziOAn2PcN03F1NsG9KgZDEwpSt_egjBavOCIQ8UA2Z5WTuiqBMeaHHlMTzA/w151-h130/EMC3.jpg" width="151" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">s the HPC community enters an era in which computation can be offloaded to storage devices, it is important to explore the mechanisms for using and programming these processing offloads. To this end, Los Alamos National Laboratory (LANL) and NGD Systems are partnering through Los Alamos’ Efficient Mission Centric Computing Consortium (EMC3) to explore scalable computational storage offloads for ultrascale High Performance Computing (HPC) simulation environments.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“Computational storage devices become a key source of acceleration when we are able to directly interpret the data within the storage device,” said Brad Settlemyer, senior scientist in Los Alamos’ HPC Design Group. (<a href="https://ladailypost.com/los-alamos-national-laboratory-welcomes-ngd-systems-to-efficient-mission-centric-computing-consortium/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9pt;">T</span><span style="font-family: Arial, sans-serif; font-size: 9pt;">o subscribe to <b>Los Alamos Press Highlights</b>, please e-mail <u>listmanager@lanl.gov </u>and include the words <b>subscribe PressHighlights </b>in the body of your email message; to unsubscribe, include <b>unsubscribe PressHighlights</b>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="font-family: Arial, sans-serif;">Please visit us at <a href="http://www.lanl.gov/" style="color: #954f72;">www.lanl.gov</a><o:p></o:p></span></b></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-55010384085026870392021-07-30T08:41:00.000-06:002021-07-30T08:41:08.462-06:00<p><br /><!--[if !mso]>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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</p><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_GavRoNgqGe2QeQRU_cScCXmDpwQimrRmOZS2pUp8f5w0KNgh79TmOILhU9UaDZiIt5NB4roVQ8gR3MCDTlL5euilXPInZL3lg1BqxWcPe1KE09Q3VOauD9OXGgZqNZM_wx5mle7JE18/s144/arizona+pbs.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="31" data-original-width="144" height="40" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_GavRoNgqGe2QeQRU_cScCXmDpwQimrRmOZS2pUp8f5w0KNgh79TmOILhU9UaDZiIt5NB4roVQ8gR3MCDTlL5euilXPInZL3lg1BqxWcPe1KE09Q3VOauD9OXGgZqNZM_wx5mle7JE18/w184-h40/arizona+pbs.jpg" width="184" /></a></div>
<span style="font-size: large;"><span style="font-family: arial;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Vaccination from the misinformation virus</span></b></span></span>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaBebVb34rxTQUM-FczZYKi6wMCzCsa87IB0T4-uz8FxxgkV4WYCWKqBp177PSTJ5CBtvZoLWQWjIFYcTrdhxBXTP-Dl9L1YDZYh7BMBdhDJQwy04dkxidDrJx8mb3sCYN6NVo3SLa5_c/s202/vax+misinformation+doc.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="130" data-original-width="202" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaBebVb34rxTQUM-FczZYKi6wMCzCsa87IB0T4-uz8FxxgkV4WYCWKqBp177PSTJ5CBtvZoLWQWjIFYcTrdhxBXTP-Dl9L1YDZYh7BMBdhDJQwy04dkxidDrJx8mb3sCYN6NVo3SLa5_c/s0/vax+misinformation+doc.jpg" width="202" /></a></div><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">“V</span></b><span face=""Arial",sans-serif" style="color: #333333;">accination
from the Misinformation Virus,” a one-hour documentary, explores how important
and safe vaccines are, how crucial they are to community health and how they
save millions of lives annually. Hear from infectious disease experts,
epidemiologists, pharmacists, physicians and academics with expertise in
misinformation as well as health disparities.</span></span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;"> </span>
</span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">Our lifespan for most of human
history is short. We had 40 years if we were lucky and 40% to 45% of kids,
depending on the era of history, died before the age of 5. So the idea that we
get these long lives … we can expect to see our children grow up. This is a
gift of science.” Bette Korber, PhD Computational Biologist and Biophysicist
Los Alamos National Laboratory. (<a href="https://azpbs.org/2021/07/vaccination-misinformation-virus/">Full Story</a>)</span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPAfUTQNGwa6yfMkMflZO2Lc7IDvDSea81nbzxPZELQiy9w6v2GqsZ6mhG4nDoRpJUXPHCpR2AM8eqMoPenXLBnquoLIJB5c_JGdnbbdG2oXUFa8wNzY_-Uyq7S_QXJx4yUtW8ChlPYGA/s144/freethink.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="31" data-original-width="144" height="34" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPAfUTQNGwa6yfMkMflZO2Lc7IDvDSea81nbzxPZELQiy9w6v2GqsZ6mhG4nDoRpJUXPHCpR2AM8eqMoPenXLBnquoLIJB5c_JGdnbbdG2oXUFa8wNzY_-Uyq7S_QXJx4yUtW8ChlPYGA/w177-h34/freethink.jpg" width="177" /></a></div><p></p><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">New vaccines may use AI to hit a moving
target</span></b></span></span>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgioWwfH3jF1f_EtYemu56y69z3HriOmrzIWkyrREB2SiJPecfeZBnAJ0o4rec24GsO7O5yAtoFBCc_5ttK6wgkX8nWyyog97IlWkf7ihdwbPP1MFxpnArNJWpbC14fkjhGXA2Diuil9P0/s202/vaccination+graphic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="149" data-original-width="202" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgioWwfH3jF1f_EtYemu56y69z3HriOmrzIWkyrREB2SiJPecfeZBnAJ0o4rec24GsO7O5yAtoFBCc_5ttK6wgkX8nWyyog97IlWkf7ihdwbPP1MFxpnArNJWpbC14fkjhGXA2Diuil9P0/s0/vaccination+graphic.jpg" width="202" /></a></div><p></p><p><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">M</span></b><span face=""Arial",sans-serif" style="color: #333333;">ost of the
vaccines are using antigens (a protein that creates antibodies) that target the
coronavirus’s infamous spike protein. If a mutation changes the virus’s spike,
it could dramatically lower the efficacy of the vaccine. </span></span></span></p><p><span style="font-family: helvetica;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;"> </span>
</span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">Some viruses mutate so quickly,
they’re currently impossible to vaccinate against — HIV, for instance.</span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">“They’re designed to optimally
cover diversity, in terms of how the immune cells see the virus,” says Bette
Korber, a theoretical biologist at Los Alamos National Laboratory and a pioneer
in HIV vaccines. Her original design, known as a mosaic antigen, was developed
to try to combat HIV. (<a href="https://www.freethink.com/health/antigens-with-plasticity">Full Story</a>)</span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxgqAbPIGPgXlLe_JiRezmJaSnK-FFU0aiWhU34LTTNu0m-ccdYFSCO7AHtfZQkIBQIUIurbsgu1pbOeemfITnSP1ZtEQTLU-SI5LWCAlYk_PpU0Jwdj9KjcMmEXMWcCZPbRL4NI6tBD0/s115/KRQE+2021.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="115" height="52" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxgqAbPIGPgXlLe_JiRezmJaSnK-FFU0aiWhU34LTTNu0m-ccdYFSCO7AHtfZQkIBQIUIurbsgu1pbOeemfITnSP1ZtEQTLU-SI5LWCAlYk_PpU0Jwdj9KjcMmEXMWcCZPbRL4NI6tBD0/w143-h52/KRQE+2021.jpg" width="143" /></a></div><p></p><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">LANL debuts new hazmat robot</span></b></span></span>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR08asCHzqbBTaLFSEZQLBXsex3EIrE23gMgx944Esh5R7xr7Glw3-5FVCJEZcNARsY_oO77NFe2DgYSPpkJk6oQ3qvFekjOuu6l6l8vaoggZRA8r_7lsWWoW3ESs1LuPOJdx5cQmOY9E/s202/hazmat+robot+krqe.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="112" data-original-width="202" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR08asCHzqbBTaLFSEZQLBXsex3EIrE23gMgx944Esh5R7xr7Glw3-5FVCJEZcNARsY_oO77NFe2DgYSPpkJk6oQ3qvFekjOuu6l6l8vaoggZRA8r_7lsWWoW3ESs1LuPOJdx5cQmOY9E/w245-h136/hazmat+robot+krqe.jpg" width="245" /></a></div><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">L</span></b><span face=""Arial",sans-serif" style="color: #333333;">os Alamos
National Lab has a unique new robot to handle dangerous situations. “There’s no
other robot on the market that can do what this robot can do, which is why we
were so excited to get our hands on it,” said LANL hazmat specialist Charles
Gibson.</span></span></span><p></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;"> </span>
</span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">The robot keeps the hazmat team
from having to go near dangerous chemicals and radiological waste. The team can
manipulate the robot to open doors then carefully handle dangerous materials.
All while crews control it in a truck using a joystick. (<a href="https://www.krqe.com/news/technology/lanl-debuts-new-hazmat-robot/">Full
Story</a>)</span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcmGfDm4tYxr_7-g7Ll6yTc0KaQvPMwnr0qH6JcmcGrGUB3gkNjkkqJUJZvwzi0VRysrnqMNVvbEJ73FmcExyi_Hog_FObjUicpQhbupQOO_OSw6C0tiiISyKZaXsm7uBkgk0Y5lzuKyM/s144/optics+%2526+photonics.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="39" data-original-width="144" height="39" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcmGfDm4tYxr_7-g7Ll6yTc0KaQvPMwnr0qH6JcmcGrGUB3gkNjkkqJUJZvwzi0VRysrnqMNVvbEJ73FmcExyi_Hog_FObjUicpQhbupQOO_OSw6C0tiiISyKZaXsm7uBkgk0Y5lzuKyM/w178-h39/optics+%2526+photonics.jpg" width="178" /></a></div><p></p><span style="font-size: large;"><span style="font-family: arial;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Tuning quantum light in both time and space</span></b></span></span>
<p class="MsoNormal" style="text-autospace: none;"></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5sg9ocGpdd-OScK_EwHS1GEKm3ynfXmMnsdvO_FlQU8j4divX6XUf2lisDzm8nZbw2cQFgWwQo_AQMfq3dwwzEsLm9NwJkzOLgSIs1f23HN9f4E-FQxq7ed2byHUpk0Uz8HSROfZK5D4/s202/quantum+llight+metasurface.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="133" data-original-width="202" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5sg9ocGpdd-OScK_EwHS1GEKm3ynfXmMnsdvO_FlQU8j4divX6XUf2lisDzm8nZbw2cQFgWwQo_AQMfq3dwwzEsLm9NwJkzOLgSIs1f23HN9f4E-FQxq7ed2byHUpk0Uz8HSROfZK5D4/s0/quantum+llight+metasurface.jpg" width="202" /></a></span></div><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;">A metasurface induces
color-spin-path quantum entanglement, LANL graphic.</span></b></span></span><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">B</span></b><span face=""Arial",sans-serif" style="color: #333333;">eing able
to rapidly manipulate the quantum properties of photons using compact,
chip-based devices could enhance or open up a raft of technological
applications, from high-speed quantum communications to novel forms of
propulsion.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">That is the vision of scientists
at the Los Alamos National Laboratory, USA, who have devised a new type of
quantum-based metasurface that can continuously tune light–matter interactions
in space and time. The researchers have shown that such metasurfaces could
allow single photons to be entangled on demand, or could convert photons in the
quantum vacuum from virtual particles into real ones. (<a href="https://www.osa-opn.org/home/newsroom/2021/july/tuning_quantum_light_in_both_time_and_space/">Full
Story</a>)</span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqk16akCrL5apyqMZIVuxQMRvuIMacIrL2sswTtS-rNLiH7kg9QmvWHZB1nod9q7iZPMvRQ2lwDuc0Iu-D5ehV4DGr2RMvjyK8NPf-IBhUX6LbRVRIS8GxsX2ns0h1WCjWM_Sq7s2_j5M/s144/semiconductor+engineering.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="27" data-original-width="144" height="27" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqk16akCrL5apyqMZIVuxQMRvuIMacIrL2sswTtS-rNLiH7kg9QmvWHZB1nod9q7iZPMvRQ2lwDuc0Iu-D5ehV4DGr2RMvjyK8NPf-IBhUX6LbRVRIS8GxsX2ns0h1WCjWM_Sq7s2_j5M/w180-h27/semiconductor+engineering.jpg" width="180" /></a></div><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Magnetic monopoles</span></b></span></span>
<p></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZQAFiCISX8LTP07zYRtmuvZA0QlkdR1EuMSqcydmX4ASl5_A_LjSO8tqYKSi-0UZ7BLyLvn0fKWBwbyeBLTxm8LL3wkihU5KtKcxI-VoWjZsVoeH-izODt-GlJavO8ocS2K1KnrFqdC8/s202/quantum+monopoles.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="176" data-original-width="202" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZQAFiCISX8LTP07zYRtmuvZA0QlkdR1EuMSqcydmX4ASl5_A_LjSO8tqYKSi-0UZ7BLyLvn0fKWBwbyeBLTxm8LL3wkihU5KtKcxI-VoWjZsVoeH-izODt-GlJavO8ocS2K1KnrFqdC8/s0/quantum+monopoles.jpg" width="202" /></a></span></span></div><p></p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: arial;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;">Magnetic monopoles in a
superconducting quantum</span></b><b><span face=""Tahoma",sans-serif" style="color: #666699;"> annealer. LANL image</span></b></span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: arial;"><span style="font-size: xx-small;"><b><span face=""Tahoma",sans-serif" style="color: #666699;"> </span></b></span></span>
</p>
<p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face=""Arial",sans-serif" style="color: #333333;">U</span></b><span face=""Arial",sans-serif" style="color: #333333;">sing
D-Wave’s quantum-annealing computer, Los Alamos National Laboratory has shown
that it’s possible to isolate magnetic monopoles. This research could one day
enable future nanomagnets.</span></span></span></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">D-Wave develops a quantum
annealer, a technology that solves optimization problems. For example, if you
have a problem with many combinations, a quantum annealing system searches for
the best of many possible combinations. (<a href="https://semiengineering.com/manufacturing-bits-july-27/">Full Story</a>)</span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE4UCQD4T9Lls1GHg9Kqa891KUptHD6hLOUelDV96ioBJxg32zjGITk8-RxBKWBKEtjAq_W0N1fc0nGrPlFohansmyC8M4rXiss1XUJ3lCXEFj-mrlKFNFBrJxq7mFryosTRv5whIw2LI/s144/Santa+Fe+New+Mex.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="46" data-original-width="144" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE4UCQD4T9Lls1GHg9Kqa891KUptHD6hLOUelDV96ioBJxg32zjGITk8-RxBKWBKEtjAq_W0N1fc0nGrPlFohansmyC8M4rXiss1XUJ3lCXEFj-mrlKFNFBrJxq7mFryosTRv5whIw2LI/w159-h46/Santa+Fe+New+Mex.jpg" width="159" /></a></div><p></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Faces & places</span></b></span></span></p>
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<p class="MsoNormal" style="text-autospace: none;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-fareast-language: EN-US;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifH5oWicZJ3CbkmKrNAiBZ4mRDT5izuACKEqT9WV3BdCMmFSfJh3danm5w8JjV7rVG2d_2QB_hNhOO5aWnfJgEcwTtkn2k9tPEfK0anB5njrW7CQ8P5zCe9l_9zJorE7uTTkKPec-Qu-M/s202/Rian+Bahran.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="202" data-original-width="167" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifH5oWicZJ3CbkmKrNAiBZ4mRDT5izuACKEqT9WV3BdCMmFSfJh3danm5w8JjV7rVG2d_2QB_hNhOO5aWnfJgEcwTtkn2k9tPEfK0anB5njrW7CQ8P5zCe9l_9zJorE7uTTkKPec-Qu-M/s0/Rian+Bahran.jpg" width="167" /></a></b></div><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span face=""Tahoma",sans-serif" style="color: #666699;">Rian Bahran, LANL photo.</span></b></span></span><p></p><p class="MsoNormal" style="text-autospace: none;"><span style="font-family: helvetica;"><b><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt;"><!--[if gte mso 9]><xml>
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</span></b></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">R</span></b><span style="color: #333333;">ian
Bahran, a Los Alamos National Laboratory scientist on assignment in Washington,
D.C., has received the Secretary of Defense Medal for Exceptional Public
Service.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">Bahran was recognized for his
contributions as a senior science and policy adviser for nuclear deterrence
policy from January 2019 to May 2020 and a special assistant to the
undersecretary of defense for policy from May 2020 to this June. (<a href="https://www.santafenewmexican.com/life/celebrations/celebrations-july-25-2021/article_d5ff7b94-df57-11eb-b9d0-4fbfcd91abb4.html">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="text-autospace: none;"><br />
</p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-20689679649662667242021-07-23T11:00:00.000-06:002021-07-23T11:00:10.410-06:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHZxUJ35QY_X7it8aEJaX5dVDGy87vD1ArDcgRrL7RRgRgRAQT1sFyOxWtjPJ55esT98hUxHIT0s_uOObtBfUiXOjEaz3Srvo29TYnaqCgzIjY54eczi8wQXOk3FWv61BKLiMpBzHRJQk/s144/kob+tv+2016.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHZxUJ35QY_X7it8aEJaX5dVDGy87vD1ArDcgRrL7RRgRgRAQT1sFyOxWtjPJ55esT98hUxHIT0s_uOObtBfUiXOjEaz3Srvo29TYnaqCgzIjY54eczi8wQXOk3FWv61BKLiMpBzHRJQk/s0/kob+tv+2016.jpg" /></a></div><br /><p><br /></p><p><b style="font-family: "Times New Roman", serif;"><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">In order to prevent another pandemic, LANL scientist looks to the sky</span></span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL2EtWP63ogsDKEnOI6ap1mCzINvObhNopw-CtuUTxz1tuQsUjCjmbNpzaTpYIgdobRozB4TrRR0Us_uMUrIUJBml_CiFFqrKGyOJdnPpd52Kxvc6-3RfZLBh_hyphenhyphenos0IrxCYXBQ30YCjk/s202/avian+pandemic+kob.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="113" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL2EtWP63ogsDKEnOI6ap1mCzINvObhNopw-CtuUTxz1tuQsUjCjmbNpzaTpYIgdobRozB4TrRR0Us_uMUrIUJBml_CiFFqrKGyOJdnPpd52Kxvc6-3RfZLBh_hyphenhyphenos0IrxCYXBQ30YCjk/s0/avian+pandemic+kob.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">I</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">t’s been nearly two years since COVID-19 jumped from bats to humans, resulting in a large-scale pandemic. Los Alamos National Laboratory is trying to get a head start on the next threat. Pandemic experts said the next world-changing virus will likely come from the sky. "What we're doing is focusing on the 'how,' so we can better predict the 'when,'" said Jeanne Fair, a researcher with Los Alamos National Lab. Fair is one of the scientists helping to lead a new international project that aims to keep bird flu with the birds.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"So we've heard about bird flu for almost about two decades or more," Fair said. "So the bird flu came from wild birds and then was into the poultry. We were concerned about that because it was considered a zoonotic disease, meaning it's in the wild birds, agricultural animals like poultry, and then also humans." (<a href="https://www.kob.com/new-mexico-news/in-order-to-prevent-another-pandemic-lanl-scientist-looks-to-the-sky/6179098/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7KegC6VIZPT15Q0xp75DenV6HQ1Fc5DM7Sh00wTlpmOP-pNPOcQYBfFMoD4rK7n6-fMoC0_4slx2_ejqCukheiZ10n35NXapxkR6iA01jD-p_cdhJSHDSlTGflci4gK70s0YvAaIHAj8/s115/physics+world+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="73" data-original-width="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7KegC6VIZPT15Q0xp75DenV6HQ1Fc5DM7Sh00wTlpmOP-pNPOcQYBfFMoD4rK7n6-fMoC0_4slx2_ejqCukheiZ10n35NXapxkR6iA01jD-p_cdhJSHDSlTGflci4gK70s0YvAaIHAj8/s0/physics+world+sm.jpg" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Cosmic challenge: protecting supercomputers from an extraterrestrial threat</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicqz64VCT9co6QlwgHwxju6j9BdtwKzshnzveREy91JHbjtUkK7ulZI04WgEoSYb6mzVYWZhXDEH1DYi3v4nLPbGQg2CHZRofumjvSJzT0eM24IAge_ft9YCgTwMBbWnnU4tyFgyTaMeM/s202/cosmic+supercomputer+illus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="147" data-original-width="202" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicqz64VCT9co6QlwgHwxju6j9BdtwKzshnzveREy91JHbjtUkK7ulZI04WgEoSYb6mzVYWZhXDEH1DYi3v4nLPbGQg2CHZRofumjvSJzT0eM24IAge_ft9YCgTwMBbWnnU4tyFgyTaMeM/w169-h123/cosmic+supercomputer+illus.jpg" width="169" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">C</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">osmic rays can also alter data in supercomputers, which often causes them to crash. It’s a growing concern, especially as this year could see the first “exascale” computer – able to calculate more than 1018 operations per second. </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Fortunately, those who work in the small but crucial field of computer resilience take these threats seriously. “We are like the canary in the coal mine, we’re out in front, studying what is happening,” says Nathan DeBardeleben, senior research scientist at Los Alamos National Laboratory in the US. At the lab’s Neutron Science Centre, he carries out “cosmic stress-tests” on electronic components, exposing them to a beam of neutrons to simulate the effect of cosmic rays. (<a href="https://physicsworld.com/a/cosmic-challenge-protecting-supercomputers-from-an-extraterrestrial-threat/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0hVwjhCn9thA_UElQqdT-y5oPdb4aLsnnk_aWI2jt9HkVedMceWdL_pT37kxkEtU_G6UNXY37aSpXU9vKDhQ9Y33bUaZ6zTym9qEmFaYx4woqSXch7gd8i3dY3up-sLv3zPf4atdThRk/s144/cipher+brief.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="49" data-original-width="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0hVwjhCn9thA_UElQqdT-y5oPdb4aLsnnk_aWI2jt9HkVedMceWdL_pT37kxkEtU_G6UNXY37aSpXU9vKDhQ9Y33bUaZ6zTym9qEmFaYx4woqSXch7gd8i3dY3up-sLv3zPf4atdThRk/s0/cipher+brief.jpg" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">A deep dive on the US’ nuclear weapons testing tunnel</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOEVPgJaZVWmz1xHkjvGvi2ryKthRjycLe9QLTCOqu6RsNUN00s0UcSy2PuyKmGRfOlUs4fOnCwCq6dTN5IDNP81w1iO3Xu81THkGpUcp0ivlvGjk3elyIfXAPMu3qD-u7DLHgPKcmJ44/s202/U1aTunnel+sm.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="112" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOEVPgJaZVWmz1xHkjvGvi2ryKthRjycLe9QLTCOqu6RsNUN00s0UcSy2PuyKmGRfOlUs4fOnCwCq6dTN5IDNP81w1iO3Xu81THkGpUcp0ivlvGjk3elyIfXAPMu3qD-u7DLHgPKcmJ44/s0/U1aTunnel+sm.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Tunnel at the underground U1a facility, NNSS photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">B</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">eginning in 2014, scientists at Los Alamos National Laboratory and Lawrence Livermore National Laboratory – who must certify annually the viability of deployed nuclear weapons – jointly identified a capability gap existed in understanding changes that could be taking place in plutonium that are key in triggering thermonuclear weapons. In 2016, the JASON Defense Advisory Group, another team of key scientific advisors, confirmed, “A gap exists in the current U.S. capability to carry out and diagnose such [subcritical] experiments.”<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">In 2019, LANL Senior Director Dave Funk told a group, “By adding world-class diagnostics to the U1a facility in Nevada –the only place in the nation where we can couple plutonium with high explosives –we close an important capability gap.” (<a href="https://www.thecipherbrief.com/column_article/a-deep-dive-on-the-us-nuclear-weapons-testing-tunnel" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtjIdIb6L1TyayCPRrHUvdAmIeg56Z-Z0VcbDS8eqSBOhXfiBfwsdZgbJf9ZifyyG2lSMfOZSoU9bQTZQLonF1CmGciAh72oUhupf67XDhcIn1RQcfDluxL7yMIOEOvVi8jJF5PFkIJOg/s144/design+news.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="35" data-original-width="144" height="42" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtjIdIb6L1TyayCPRrHUvdAmIeg56Z-Z0VcbDS8eqSBOhXfiBfwsdZgbJf9ZifyyG2lSMfOZSoU9bQTZQLonF1CmGciAh72oUhupf67XDhcIn1RQcfDluxL7yMIOEOvVi8jJF5PFkIJOg/w175-h42/design+news.jpg" width="175" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">What can 3D printing offer surgeons? Biosensors to improve safety</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHLpfgNAuJ9yk52b27j1HBUEBHXJ_GhpH3nKcKKNMVOkTLh5VuuS4xr1AzA7SRO7OT_0ZhH4BGjUIbPwj8w44pkwHp5GIzUYM2Gz1mWSE3NWHbiYXZvz_ndvRVDbF7Q_fMvHwfmNqYa4k/s202/biosensor+heart.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="146" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHLpfgNAuJ9yk52b27j1HBUEBHXJ_GhpH3nKcKKNMVOkTLh5VuuS4xr1AzA7SRO7OT_0ZhH4BGjUIbPwj8w44pkwHp5GIzUYM2Gz1mWSE3NWHbiYXZvz_ndvRVDbF7Q_fMvHwfmNqYa4k/s0/biosensor+heart.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Researchers attached the biosensor to a pig heart obtained commercially. LANL Purdue photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">T</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">he job of a surgeon is a complicated one, requiring careful steps, precise movements, and the constant monitoring of tissues and organs to ensure a successful outcome.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Now researchers want to make it easier by creating flexible biosensors that can help surgeons record the activity of biological tissue and organs during procedures to keep better track of the critical areas of the body on which they are working.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">A research team from Los Alamos National Laboratory and Purdue University have created bioinks for biosensors that are biocompatible and have a working time frame of more than one day. (<a href="https://www.designnews.com/3dp/what-can-3d-printing-offer-surgeons-biosensors-improve-safety" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://www.laserfocusworld.com/biooptics/article/14205625/printable-biosensor-could-be-invaluable-tool-for-surgeons" style="color: #954f72;">Laser Focus World</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilrwwDYFVp_TNRNnRNasambGSZZV0AgJGo-Ym6NXStHJnQ7A22v5myEVO6yKtN0Lrr5fd30e_KFUTOr9I_vbf3Ry_9R78fr-JCexOvHAI_hrOk8Qct1hghoCueYxPE3MSt4cY07taL-FI/s144/physorg+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="47" data-original-width="144" height="56" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilrwwDYFVp_TNRNnRNasambGSZZV0AgJGo-Ym6NXStHJnQ7A22v5myEVO6yKtN0Lrr5fd30e_KFUTOr9I_vbf3Ry_9R78fr-JCexOvHAI_hrOk8Qct1hghoCueYxPE3MSt4cY07taL-FI/w171-h56/physorg+sm.jpg" width="171" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">New quantum research gives insights into how quantum light can be mastered</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDLMDOjJCDqQyBG6SaV9saniJTBJPET8FHJSXdXSoAOLocXyMLp3xwGrg8wb-dSZ4JMz4SrCHFhpWrIpniluKC9u4PwyLbgzwZ0E8Wa0TbtZz1_PoUlCyLFVd2-2IKcl1kxjD-R9u-6WU/s202/quantum+llight+metasurface.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="133" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDLMDOjJCDqQyBG6SaV9saniJTBJPET8FHJSXdXSoAOLocXyMLp3xwGrg8wb-dSZ4JMz4SrCHFhpWrIpniluKC9u4PwyLbgzwZ0E8Wa0TbtZz1_PoUlCyLFVd2-2IKcl1kxjD-R9u-6WU/s0/quantum+llight+metasurface.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">A metasurface induces color-spin-path quantum entanglement, LANL graphic.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">team of scientists at Los Alamos National Laboratory propose that modulated quantum metasurfaces can control all properties of photonic qubits, a breakthrough that could impact the fields of quantum information, communications, sensing and imaging, as well as energy and momentum harvesting. The results of their study were released yesterday in the journal Physical Review Letters, published by the American Physical Society.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"People have studied classical metasurfaces for a long time," says Diego Dalvit, who works in the Condensed Matter and Complex Systems group at the Laboratory's Theoretical Division. "But we came up with this new idea, which was to modulate in time and space the optical properties of a quantum metasurface that allow us to manipulate, on-demand, all degrees of freedom of a single photon, which is the most elementary unit of light." (<a href="https://phys.org/news/2021-07-quantum-insights-mastered.html" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://www.azoquantum.com/News.aspx?newsID=8272" style="color: #954f72;">AZO Quantum</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLx2glFvuqIAj4ODh0gODy5toLUHHCCoy98DZYEGaXt9zSRGv6TeR5JUNvKIG_FAF6I8K18SqcUlR6riF2rpnZlBVyWWxfm6KN_Wo1xPlXYdMAoICJUbsASgitYAW7v0thZ47Rs2K9MfI/s144/hpcwire+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLx2glFvuqIAj4ODh0gODy5toLUHHCCoy98DZYEGaXt9zSRGv6TeR5JUNvKIG_FAF6I8K18SqcUlR6riF2rpnZlBVyWWxfm6KN_Wo1xPlXYdMAoICJUbsASgitYAW7v0thZ47Rs2K9MfI/s0/hpcwire+sm.jpg" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">D-Wave quantum-annealing computer enables ‘materials by design’ research at LANL</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDgLlSTWAYcNwj5FR6grICLUW-_oF7aRnTsRyFd0OKw-ADRYZM7rp0BaUdeSn4ZMB6LEti9NT4mhjkPF67ySy8hnfCAE8Sxr7Aj__5RHpPwmyD6bCAn5ZXCtnajRtf6UcyC78Ssq-cCyU/s202/quantum+monopoles.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="176" data-original-width="202" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDgLlSTWAYcNwj5FR6grICLUW-_oF7aRnTsRyFd0OKw-ADRYZM7rp0BaUdeSn4ZMB6LEti9NT4mhjkPF67ySy8hnfCAE8Sxr7Aj__5RHpPwmyD6bCAn5ZXCtnajRtf6UcyC78Ssq-cCyU/w184-h160/quantum+monopoles.jpg" width="184" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Magnetic monopoles in a superconducting quantum annealer. LANL image</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">U</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">sing a D-Wave quantum-annealing computer as a testbed, scientists at Los Alamos National Laboratory have shown that it is possible to isolate so-called emergent magnetic monopoles, a class of quasiparticles, creating a new approach to developing “materials by design.”<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“We wanted to study emergent magnetic monopoles by exploiting the collective dynamics of qubits,” said Cristiano Nisoli, a lead Los Alamos author of the study. “Magnetic monopoles, as elementary particles with only one magnetic pole, have been hypothesized by many, and famously by Dirac, but have proved elusive so far.” (<a href="https://www.hpcwire.com/off-the-wire/d-wave-quantum-annealing-computer-enables-materials-by-design-research-at-lanl/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the <a href="https://ladailypost.com/lanl-emergent-magnetic-monopoles-isolated-using-quantum-annealing-computer/" style="color: #954f72;">Los Alamos Daily Post</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKmMY6ln4xxQVZo7KsxDdDvMecOOMuTV1dSOfXHFnYeUYXn_VvLoLxbGyFp-olDLlo0rXw7u-PhO0P9pEN-1yicskp_Q37ZOYH918LpZViCYVDR-NFqldahlyE2DER7XwT_WgKYShwNFQ/s144/next+platform+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="26" data-original-width="144" height="34" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKmMY6ln4xxQVZo7KsxDdDvMecOOMuTV1dSOfXHFnYeUYXn_VvLoLxbGyFp-olDLlo0rXw7u-PhO0P9pEN-1yicskp_Q37ZOYH918LpZViCYVDR-NFqldahlyE2DER7XwT_WgKYShwNFQ/w188-h34/next+platform+sm.jpg" width="188" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Facilities investments loom large for Exascale sites</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLu6LeBh0EbL73GHH4ajVnS2vPGt3oV_F4m-4qxRO1oDSiUm4V-XHrVekvfdBUKBo9mZ7JtKkhqL0yJLECTmcBOuTVrBaoUf1ewAsmObZP7HIrNxJ50wj0rzPUgoygQB-FpcZ0ILpGA3o/s202/exascale+cooling.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="154" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLu6LeBh0EbL73GHH4ajVnS2vPGt3oV_F4m-4qxRO1oDSiUm4V-XHrVekvfdBUKBo9mZ7JtKkhqL0yJLECTmcBOuTVrBaoUf1ewAsmObZP7HIrNxJ50wj0rzPUgoygQB-FpcZ0ILpGA3o/s0/exascale+cooling.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Cooling towers for the Exascale Class Computer Cooling Equipment Project, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">C</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">onsider Los Alamos National Laboratory with an existing large fleet of classified and unclassified systems housed at its Strategic Computing Center. The lab already has a pre-exascale machine, Trinity, in the facility and will soon be adding an actual exascale-capable machine, the Crossroads supercomputer, which will be around four times more powerful than Trinity.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Getting ready for Crossroads from a power and cooling standpoint has taken massive investment, around $100 million projected in 2018 when the budget request was placed. The project is now complete, earning an award this week from the U.S. Secretary of Energy for finishing the revamp ten months early and $20 million under budget. (<a href="https://www.nextplatform.com/2021/07/22/facilities-investments-loom-large-for-exascale-sites/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8SFtgr7jassOhLZ7iv3NlAvcOofgSXAWxjxkcMCpuxZ0pWbE5GyB0p-k-L3Ry1hPBkySF8LUNOYjgQPEelkQXl4dgfFK4Iz_8YvH0M6Uy2i7uRYmVWl3lRy8IFCEVoD2wEDk0VGy8bog/s144/carlsbad+current-argus.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="41" data-original-width="144" height="50" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8SFtgr7jassOhLZ7iv3NlAvcOofgSXAWxjxkcMCpuxZ0pWbE5GyB0p-k-L3Ry1hPBkySF8LUNOYjgQPEelkQXl4dgfFK4Iz_8YvH0M6Uy2i7uRYmVWl3lRy8IFCEVoD2wEDk0VGy8bog/w176-h50/carlsbad+current-argus.jpg" width="176" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Scientists study low-radiation impacts on organisms at WIPP</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaVHX88xqTl96RtziEVCeE76uHby1Czk-d3Leyf17JUi3YV-aAK5cwyiR7qXGgQ1ZV2G5RGANNwCrkGrP2ePyPzumr7eZ5dGe_31gPuaEBp2bQ2fILenNyv-tHWkCcqURIrqeFcpOxMFM/s202/low+rad+at+wipp.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="159" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaVHX88xqTl96RtziEVCeE76uHby1Czk-d3Leyf17JUi3YV-aAK5cwyiR7qXGgQ1ZV2G5RGANNwCrkGrP2ePyPzumr7eZ5dGe_31gPuaEBp2bQ2fILenNyv-tHWkCcqURIrqeFcpOxMFM/s0/low+rad+at+wipp.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">NMSU scientist Hugh Castillo working underground at WIPP, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">48,000-pound vault was lowered into the Waste Isolation Pilot Plant’s underground salt mine in 2009.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Geoffrey Smith, a biology professor at New Mexico State University, working in tandem with Los Alamos National Laboratory, intended to use the vault in the WIPP underground to study the impacts of extremely low-levels of radiation on a variety of organisms.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Another goal is to train students in conducting the research, including many from Carlsbad. “It’s critical to us that the people involved in this are right here in the community,” said Doug Weaver, program director at Los Alamos National Laboratories Carlsbad. (<a href="https://www.currentargus.com/story/news/local/2021/07/16/nmsu-scientists-study-low-radiation-impacts-waste-isolation-pilot-plant/7976887002/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3XV7ktijJhtRIm1bV9scCIkvUtxxcPYNdQnZ69xHZznogzunDTVTjMFHZI09yiUG-0buam8q7dMq9sjOEvGJrhfNJnbSwGUyPVJAhwV3nCiIeqv63PzwyvHLSiEutcE0d13rXt15ET3E/s144/san+diego+biz+journal.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="39" data-original-width="144" height="50" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3XV7ktijJhtRIm1bV9scCIkvUtxxcPYNdQnZ69xHZznogzunDTVTjMFHZI09yiUG-0buam8q7dMq9sjOEvGJrhfNJnbSwGUyPVJAhwV3nCiIeqv63PzwyvHLSiEutcE0d13rXt15ET3E/w185-h50/san+diego+biz+journal.jpg" width="185" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Oberon, Los Alamos produce hydrogen fuel</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaE30EEJU1w9dbpS5e7DYaP6UlTLk8Zszr_an9ljVDh8uQfdIlTDGd7mGtv1w7S8FnD_E7RclbLeTSU1bIDEPZeJzSzj8RIDVU1EBRA6B2yTzzDfK_E35L5MmCFkl4qq1ofKkFDJpxqqc/s202/hydrogen+fueling+station.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="148" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaE30EEJU1w9dbpS5e7DYaP6UlTLk8Zszr_an9ljVDh8uQfdIlTDGd7mGtv1w7S8FnD_E7RclbLeTSU1bIDEPZeJzSzj8RIDVU1EBRA6B2yTzzDfK_E35L5MmCFkl4qq1ofKkFDJpxqqc/s0/hydrogen+fueling+station.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Hydrogen filling station of the future, Oberon image.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">O</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">beron Fuels has teamed up with Los Alamos National Laboratory to create a new way to distribute hydrogen fuel for the tanks of futuristic vehicles. The U.S. Department of Energy lab and the privately held company are each putting $1.5 million into the effort.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Rather than transport hydrogen to the corner fuel station for distribution, the joint Oberon-Los Alamos effort seeks to build technology that would let a fuel retailer transport DME to a filling station and store it onsite. (<a href="https://www.sdbj.com/news/2021/jul/18/oberon-los-alamos-produce-hydrogen-fuel/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9pt;">T</span><span style="font-family: Arial, sans-serif; font-size: 9pt;">o subscribe to <b>Los Alamos Press Highlights</b>, please e-mail <u>listmanager@lanl.gov </u>and include the words <b>subscribe PressHighlights </b>in the body of your email message; to unsubscribe, include <b>unsubscribe PressHighlights</b>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="font-family: Arial, sans-serif;">Please visit us at <a href="http://www.lanl.gov/" style="color: #954f72;">www.lanl.gov</a><o:p></o:p></span></b></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-3853616745306227852021-07-16T08:33:00.000-06:002021-07-16T08:33:14.001-06:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi89ikdCDZedq8g7IUHFYiWjBUpVM3mvnMAxmRfeMdrMXxutasAh9wFwbGx8O3fWFEgOKhS3KcbJvGRCWdH_b9vh6yKgQDP_Tv1PAvsgnvLrIudlJthUcZNVxOGFRFY7Qp0bMloZtGyEsw/s144/NatGeo+Black.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="49" data-original-width="144" height="58" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi89ikdCDZedq8g7IUHFYiWjBUpVM3mvnMAxmRfeMdrMXxutasAh9wFwbGx8O3fWFEgOKhS3KcbJvGRCWdH_b9vh6yKgQDP_Tv1PAvsgnvLrIudlJthUcZNVxOGFRFY7Qp0bMloZtGyEsw/w170-h58/NatGeo+Black.jpg" width="170" /></a></div><br /><p><br /></p><p><b style="font-family: "Times New Roman", serif;"><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Why the U.S. once set off a nuclear bomb in space</span></span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9oK9rERpqlqSAAXMI-0EbEz5nTj-OpbWTVO2a70mO_6woMbGba1nFy781lelm6LHdzOROJDwCKDABdOBjuWbro7HmDx6w_7-1mQaDjh2bZNzbr2lFPWcUG_4qrtFg1oeLXTdtHbKPgfc/s202/starfish+prime+aurora.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="145" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9oK9rERpqlqSAAXMI-0EbEz5nTj-OpbWTVO2a70mO_6woMbGba1nFy781lelm6LHdzOROJDwCKDABdOBjuWbro7HmDx6w_7-1mQaDjh2bZNzbr2lFPWcUG_4qrtFg1oeLXTdtHbKPgfc/s0/starfish+prime+aurora.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Artificial aurora created by the Starfish Prime nuclear test in 1962, from NatGeo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">I</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">n the unlikely event another nuclear bomb goes off in space, Geoff Reeves, a research fellow at Los Alamos National Laboratory in New Mexico, has been working on a quick way to get rid of radiation belts made from nuclear blasts. In his design, a transmitter mounted on a satellite hits the trapped radiation with specialized AM radio waves, which nudge the charged particles lower into the atmosphere, where they would be harmlessly absorbed.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“So now, if you had a Starfish belt and you had the right technology in space,” Reeves says, “you could get rid of that belt in a couple of weeks.” (<a href="https://www.nationalgeographic.com/science/article/why-the-us-once-set-off-a-nuclear-bomb-in-space-called-starfish-prime?loggedin=true" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOmMOoI7eaCAvSZzaQrCIPHiQXvymUOIXsSHO7wQVkat3wX5uFKN7ReDOQEuj8LkBD5e064DJzkxLWFI3GPi1bhZhineSvDv33Sba2qvhajW81qQP4T5xJTooNot_qHsooH5FgI7CyqA4/s144/Santa+Fe+New+Mex.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="46" data-original-width="144" height="57" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOmMOoI7eaCAvSZzaQrCIPHiQXvymUOIXsSHO7wQVkat3wX5uFKN7ReDOQEuj8LkBD5e064DJzkxLWFI3GPi1bhZhineSvDv33Sba2qvhajW81qQP4T5xJTooNot_qHsooH5FgI7CyqA4/w179-h57/Santa+Fe+New+Mex.jpg" width="179" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">LANL joins effort to track bird-borne pathogens with pandemic potential</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyG07wbEyYAQsE05eCWCjViZT79XwUjqR_lZ5WZB_TeWyHPmm8wZAobBbGj9qM6CCmkG_ccVUMBd063chaT2CMW1ZYaToTxetuCLhTpRDQmF0BKD7SnB38wStc0qbg3qtBQ9QVvqqY7s0/s202/jeanne+fair+new+mex.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="185" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyG07wbEyYAQsE05eCWCjViZT79XwUjqR_lZ5WZB_TeWyHPmm8wZAobBbGj9qM6CCmkG_ccVUMBd063chaT2CMW1ZYaToTxetuCLhTpRDQmF0BKD7SnB38wStc0qbg3qtBQ9QVvqqY7s0/s0/jeanne+fair+new+mex.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Ornithologist Jeanne Fair, New Mexican photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">M</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">igratory birds can fly great distances, enabling them to spread an infectious disease to far-flung areas of the world.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Los Alamos National Laboratory is supplying its expertise in genetic research to a consortium that will study birds migrating along a flyway stretching from Africa across the Mediterranean and Black seas to the Arctic, in part as a pandemic-prevention effort.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Named the Avian Zoonotic Disease Network, the consortium seeks to detect bird-borne illnesses — especially ones with pandemic potential — to better understand how they originate, how they can be transferred to livestock and people, and how to prevent their spread. (<a href="https://www.santafenewmexican.com/news/local_news/lanl-joins-effort-to-track-bird-borne-pathogens-with-pandemic-potential/article_79d1b9e0-d3db-11eb-897f-5745be91623b.html" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNP8wZJFYlMVdDIAxZpRvg5iU5ycUxi5k7d-l73DC2hyphenhyphenE2Q0ljCh-U3zlPPWb36SKAkGbkv7aRhPttfCKPUB8IGSHsCgxFfe6iB7mbxTCNfP_gkuIBCSW3SHsJ-5u_3xZpjOLrXEucb_Y/s144/santa+fe+reporter.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="40" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNP8wZJFYlMVdDIAxZpRvg5iU5ycUxi5k7d-l73DC2hyphenhyphenE2Q0ljCh-U3zlPPWb36SKAkGbkv7aRhPttfCKPUB8IGSHsCgxFfe6iB7mbxTCNfP_gkuIBCSW3SHsJ-5u_3xZpjOLrXEucb_Y/w168-h40/santa+fe+reporter.jpg" width="168" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">For the birds</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlpfXdPdET7WYqFQ9BqsM20vJHVzI-PEqTym1z1k8D2VKRnYDo2PEh-ntxFhaLEO-QNjKPhlFwu7TYCWTu2FIJeaRmsuSyJz0qVzfjLPbsF27MoHtSizzcOw56VC_Z7G00jZhznPKSV-0/s202/jeanne+fair+sf+reporter.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlpfXdPdET7WYqFQ9BqsM20vJHVzI-PEqTym1z1k8D2VKRnYDo2PEh-ntxFhaLEO-QNjKPhlFwu7TYCWTu2FIJeaRmsuSyJz0qVzfjLPbsF27MoHtSizzcOw56VC_Z7G00jZhznPKSV-0/s0/jeanne+fair+sf+reporter.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Jeanne Fair and feathered friend, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">I</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">n early June, China reported a 41-year-old man had been infected with H10N3—a type of avian influenza—marking the first case of human infection from that particular strain. For scientists like Jeanne Fair, the event emphasizes the fortuitous timing of a new initiative kicking off this fall: the Avian Zoonotic Disease Network.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">A scientist with Los Alamos National Laboratory’s Biosecurity and Public Health division, Fair’s career has focused on epidemiology and animal disease ecology. As part of that work, she spent three years as the regional science manager in the Middle East and Central Asia region for the US Department of Defense’s Biological Threat Reduction program, which is supplying the grant for the new avian project. (<a href="https://www.sfreporter.com/news/2021/07/14/for-the-birds/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnH9_lDq0MlwGy5bWHv2wqQtyT3KDEIGH4tIFv_e_b4Mm8UVTMAmEvwh335WE8Y3J69833cxyg1eGp_6TMNk4Ehvv7Ne9OQoalrz_Ya4a5VsKhMlT29SNdouGKTxVeYXpsMeuVdcsw_gQ/s144/physorg+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="47" data-original-width="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnH9_lDq0MlwGy5bWHv2wqQtyT3KDEIGH4tIFv_e_b4Mm8UVTMAmEvwh335WE8Y3J69833cxyg1eGp_6TMNk4Ehvv7Ne9OQoalrz_Ya4a5VsKhMlT29SNdouGKTxVeYXpsMeuVdcsw_gQ/s0/physorg+sm.jpg" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Neutron-clustering effect in nuclear reactors demonstrated for first time</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsVIblrdfJi0cnkOeXyrdFj1k6Job8cpRE4jvScj11d6YxXIapCBHVONRueb4Wl5RGtt7sxy00MyCg-FK6MQgczVvkzjfrJ0PDRUZXLoPyxc_BU4l_oM8ULmIVlYhQxO73TPbbzFb8eZ0/s202/reactor+neutron+cluster.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="160" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsVIblrdfJi0cnkOeXyrdFj1k6Job8cpRE4jvScj11d6YxXIapCBHVONRueb4Wl5RGtt7sxy00MyCg-FK6MQgczVvkzjfrJ0PDRUZXLoPyxc_BU4l_oM8ULmIVlYhQxO73TPbbzFb8eZ0/s0/reactor+neutron+cluster.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Nicholas Thompson helps to set up the neutron clustering measurements at Rensselaer Polytechnic Institute, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">F</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">or the first time, the long-theorized neutron-clustering effect in nuclear reactors has been demonstrated, which could improve reactor safety and create more accurate simulations, according to a new study recently published in the journal Nature Communications Physics.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"The neutron-clustering phenomenon had been theorized for years, but it had never been analyzed in a working reactor," said Nicholas Thompson, an engineer with the Los Alamos Advanced Nuclear Technology Group. "The findings indicate that, as neutrons fission and create more neutrons, some go on to form large lineages of clusters while others quickly die off, resulting in so-called 'power tilts,' or asymmetrical energy production." (<a href="https://phys.org/news/2021-07-neutron-clustering-effect-nuclear-reactors.html" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the <a href="https://losalamosreporter.com/2021/07/13/neutron-clustering-effect-in-nuclear-reactors-demonstrated-for-first-time/" style="color: #954f72;">Los Alamos Reporter</a></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh37Yn1hPbt1G_p4A01HhBEsg5SgMI5Wd7UDjlvdC71s41cZhVjSdul_LALrWXovw8RsCXV2Q3ipGfeC0JO-Y04AMgLzliXjT8hI8WpGb_GSAbyTkzhD9N26cF9YAOeVy-sODSd2g_PBeU/s130/inside+hpc.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="92" data-original-width="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh37Yn1hPbt1G_p4A01HhBEsg5SgMI5Wd7UDjlvdC71s41cZhVjSdul_LALrWXovw8RsCXV2Q3ipGfeC0JO-Y04AMgLzliXjT8hI8WpGb_GSAbyTkzhD9N26cF9YAOeVy-sODSd2g_PBeU/s0/inside+hpc.jpg" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">D-Wave, Los Alamos isolate emergent magnetic monopoles using quantum-annealing computer</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgICW7hh0LIX-ZYHB6bJbwEEBVLPVVxEQqOYdpgX6CAsQul-mzNK-FNFCScZ-KYZ00j-2k-GXs9YLAe1xT_4G2z0cguX43OWKxIq7jqpkMd13j4FvHCZE8CoBdUx8l1oMHpmUe47-9FoYU/s202/quantum+monopoles.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="176" data-original-width="202" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgICW7hh0LIX-ZYHB6bJbwEEBVLPVVxEQqOYdpgX6CAsQul-mzNK-FNFCScZ-KYZ00j-2k-GXs9YLAe1xT_4G2z0cguX43OWKxIq7jqpkMd13j4FvHCZE8CoBdUx8l1oMHpmUe47-9FoYU/w175-h153/quantum+monopoles.jpg" width="175" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Testbed to examine the behavior of emergent magnetic monopoles. LANL graphic.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">U</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">sing a D-Wave quantum-annealing computer as a testbed, scientists at Los Alamos National Laboratory have shown that it is possible to isolate so-called emergent magnetic monopoles, a class of quasiparticles, creating a new approach to developing “materials by design.”<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“We wanted to study emergent magnetic monopoles by exploiting the collective dynamics of qubits,” said Cristiano Nisoli, a lead Los Alamos author of the study. “Magnetic monopoles, as elementary particles with only one magnetic pole, have been hypothesized by many, and famously by Dirac, but have proved elusive so far.” (<a href="https://insidehpc.com/2021/07/d-wave-los-alamos-isolate-emergent-magnetic-monopoles-using-quantum-annealing-computer/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the <a href="https://losalamosreporter.com/2021/07/15/lanl-emergent-magnetic-monopoles-isolated-using-quantum-annealing-computer/" style="color: #954f72;">Los Alamos Reporter</a></span></i></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyByrsoaJix2fCF5rr421ZtfGbdXrHGBwJsf9dfbMeF_cPTV_h_GXTZWFDDf7JLtFdL91ueLWD6QZ9a4wy5Lnx3Iz75Vb6UcUrlZi3F1p4quHKY0eEXFRBu3VQNqKAy_-JW8UfYYzcbMw/s144/next+platform+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="26" data-original-width="144" height="33" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyByrsoaJix2fCF5rr421ZtfGbdXrHGBwJsf9dfbMeF_cPTV_h_GXTZWFDDf7JLtFdL91ueLWD6QZ9a4wy5Lnx3Iz75Vb6UcUrlZi3F1p4quHKY0eEXFRBu3VQNqKAy_-JW8UfYYzcbMw/w183-h33/next+platform+sm.jpg" width="183" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Will DeltaFS become the file system of Exascale's future?</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuS3wx3bYSRgvC57WI8Pg6ttRm0FTpkayEYHYDOxEs570KPWYemxTMN2aMRDiaq2K67D-bG7ibtimna7066aeOW4EqPG0Y0VmJyu-p48jLCvSWI98FB9thfQODyX6SMTwpqfjj-LIdmWU/s202/deltaFS+illus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="131" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuS3wx3bYSRgvC57WI8Pg6ttRm0FTpkayEYHYDOxEs570KPWYemxTMN2aMRDiaq2K67D-bG7ibtimna7066aeOW4EqPG0Y0VmJyu-p48jLCvSWI98FB9thfQODyX6SMTwpqfjj-LIdmWU/s0/deltaFS+illus.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">os Alamos National Lab storage and HPC leads, Gary Grider and Brad Settlemyer are well known in the world of supercomputing I/O with innovations ranging from burst buffers, computational storage, file system enhancements and more. They have been developing the new exascale file system, dubbed DeltaFS, in conjuction with the Parallel Data Lab at Carnegie Mellon (with PanFS creator, Garth Gibson) among other institutions. This lends the effort some serious credibility of the gate and the open source approach further solidifies the potential role of DeltaFS in some upcoming extreme-scale HPC environments. (<a href="https://www.nextplatform.com/2021/07/14/will-deltafs-become-the-file-system-of-exascales-future/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from Next Platform this week:<o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">QCI bridging quantum, classical divide at Los Alamos</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span lang="PT-BR" style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit3yqJPIN8Pjt-6S3e4vEdJIpSjpFToyRUm12dAkX6eEMYDTiln1D0BD8wmaFK-TJT8jDoj3hB5Tu7SW6WMddej4kFq7-tsnrLuEOgMubJdbHCeO6pu3J-aV_-dYD9tOq1EBS7J1kDDpM/s202/qci+bridging+illus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="148" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit3yqJPIN8Pjt-6S3e4vEdJIpSjpFToyRUm12dAkX6eEMYDTiln1D0BD8wmaFK-TJT8jDoj3hB5Tu7SW6WMddej4kFq7-tsnrLuEOgMubJdbHCeO6pu3J-aV_-dYD9tOq1EBS7J1kDDpM/s0/qci+bridging+illus.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">S</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">ue Mniszewski has been a research staff member at Los Alamos National Lab (LANL) for over forty years and in that time has watched several novel architectures come and go.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">LANL was one of the first sites to install a D-Wave quantum annealing machine and also has access to other quantum offerings through the various cloud interfaces of IBM and others. But for Mniszewski, the hardware is not the interesting part of the conversation just now, it’s seeing just how quickly she sped through toy problems on early devices—blowing past the capabilities of current limited-qubit machines. (<a href="https://www.nextplatform.com/2021/07/14/qci-bridging-quantum-classical-divide-at-lanl/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOAdxw95-DVLVqrkYg9FTnkHhRKoeEM2okkZ7n0cwwtAepcPqydUbs1ExcDm4Hx0Nvv5HhsKYpgRtjaz3-rlGbNDonmLCvyTgKJStzv40Z8KoDICPakYz_z5bAjzZRs9nB3UUrp0SpcjI/s216/LA+Reporter+copy.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="57" data-original-width="216" height="49" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOAdxw95-DVLVqrkYg9FTnkHhRKoeEM2okkZ7n0cwwtAepcPqydUbs1ExcDm4Hx0Nvv5HhsKYpgRtjaz3-rlGbNDonmLCvyTgKJStzv40Z8KoDICPakYz_z5bAjzZRs9nB3UUrp0SpcjI/w186-h49/LA+Reporter+copy.jpg" width="186" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">LANL Exascale computer cooling project earns DOE Secretary’s Award</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqEiO3YVdKrDcg9hD3Q5oVIsyEgTAhhxYfZXOQruoDUDx5NN6bLIG8JOKEby_731YqqjemM16_yZTcm03z3pO_-X-mLJW-ZXkv5vX-agpVqwUy9fd_vC9bH8Lyvmh2ikbt8LPzdhAYh4/s202/exascale+cooling+project.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="167" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqEiO3YVdKrDcg9hD3Q5oVIsyEgTAhhxYfZXOQruoDUDx5NN6bLIG8JOKEby_731YqqjemM16_yZTcm03z3pO_-X-mLJW-ZXkv5vX-agpVqwUy9fd_vC9bH8Lyvmh2ikbt8LPzdhAYh4/s0/exascale+cooling+project.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Piping installed as part of the Exascale Class Computer Cooling Equipment Project, LANL photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">T</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">he winning ECCCE team successfully completed a project to bring 5,200 tons of cooling capacity to support new exascale computing equipment in the Strategic Computing Complex at Los Alamos National Laboratory (LANL). The project was executed within a secure classified facility and was required to minimize disruption of ongoing operations. Led by NNSA’s John Gallegos, the team completed this project $20 million under budget and 10 months ahead of schedule.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">These awards are a testament to NNSA’s commitment to project excellence whose policies and organizational realignment in 2012 has successfully completed over $2.5 billion in projects under budget and on schedule. (<a href="https://losalamosreporter.com/2021/07/13/lanl-exascale-computer-cooling-equipment-project-earns-doe-secretarys-prject-management-achievement-award/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9pt;">T</span><span style="font-family: Arial, sans-serif; font-size: 9pt;">o subscribe to <b>Los Alamos Press Highlights</b>, please e-mail <u>listmanager@lanl.gov </u>and include the words <b>subscribe PressHighlights </b>in the body of your email message; to unsubscribe, include <b>unsubscribe PressHighlights</b>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="font-family: Arial, sans-serif;">Please visit us at <a href="http://www.lanl.gov/" style="color: #954f72;">www.lanl.gov</a><o:p></o:p></span></b></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-71650988153146893332021-07-08T16:07:00.000-06:002021-07-08T16:07:02.247-06:00<p><!--[if !mso]>
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</p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDRgMr5GdOKx_FdnXmUiYP8ocZV32t2AmXyuW3OozXeI5rmKSnECiQ29r8rCUmxBZmi5ZJ1G7oiJjpVLg4MvcYHuIW_hvuVzO40uEZl2Gp3IUWcSRE44WnPH7lL4RDrEhcauaHNHQ_G_g/s469/1.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="260" data-original-width="469" height="57" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDRgMr5GdOKx_FdnXmUiYP8ocZV32t2AmXyuW3OozXeI5rmKSnECiQ29r8rCUmxBZmi5ZJ1G7oiJjpVLg4MvcYHuIW_hvuVzO40uEZl2Gp3IUWcSRE44WnPH7lL4RDrEhcauaHNHQ_G_g/w102-h57/1.png" width="102" /></a></div><span style="font-size: large;"><span style="font-family: arial;"><b><span style="color: #16689f;">The
solar wind bubble that protects Earth has been mapped for the first time</span></b></span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhces6vkwNz2qbulHuUDzoLoKuiHV-Y5OHHk_alqDfcXele24wBRPq2xDiiLwcCotDM8sNDTGJrBq_4sAlydjyfw1nsxQJ4vuU-Ilmn3oVYNpq9mRJhgv2G5BOPiQKRLq4sTHTZ2u4V1lc/s2048/f2.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1151" data-original-width="2048" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhces6vkwNz2qbulHuUDzoLoKuiHV-Y5OHHk_alqDfcXele24wBRPq2xDiiLwcCotDM8sNDTGJrBq_4sAlydjyfw1nsxQJ4vuU-Ilmn3oVYNpq9mRJhgv2G5BOPiQKRLq4sTHTZ2u4V1lc/w277-h162/f2.png" width="277" /></a></div><p><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b><span style="font-family: helvetica; font-size: xx-small;"><span><b><span style="color: #666699;">Image
credit: NASA</span></b></span></span></p><p><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span style="color: #666699;"> </span></b></span>
</span></p><p></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span style="color: #333333;">I</span></b><span style="color: #333333;">n 2009,
using <a href="https://www.nasa.gov/mission_pages/ibex/index.html">NASA’s
Interstellar Boundary Explorer,</a> also known as IBEX, astronomers spied a strange
ribbon-like structure dancing between our solar system and the rest of
interstellar space.</span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">The discovery of the IBEX Ribbon, which is invisible to both
telescopes and the human eye, was one of scientists’ first forays into
understanding more about our heliosphere—a bubble-like shield made up of solar
winds. </span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"><a href="https://iopscience.iop.org/article/10.3847/1538-4365/abf658">A new study</a>
published in the Astrophysical Journal maps the entire boundary of this shield,
and the data collected may be used to usher in a new era of <a href="https://www.nasa.gov/mission_pages/sunearth/index.html#:~:text=Heliophysics%20is%20the%20science%20of,solar%20system%2C%20including%20space%20weather.">heliophysics</a>
exploration.</span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: helvetica;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: helvetica;"><span style="color: #333333;">“Most instruments that detect particles in space are detecting
charged particles,” says Daniel Reisenfeld, a senior scientist at Los Alamos
National Laboratory in New Mexico and lead author of the study. But IBEX is
unique. (<a href="https://www.technologyreview.com/2021/07/07/1027914/ibex-mapped-boundary-earth-heliosphere/">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="margin-left: -4.5pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBw5qJpZD9xgidcSE4QYw6KCmnYv_TZ4p2aFxyaIDJezYZJixfoT_L5pqyUU2Bv-e92Q-e77zg2FEDTKRS3cFLmAV8mj8wZlFSoTBrmf8L2U7T76gXLhMPMQfC9U1gJObJxk5pD82d9Bc/s617/1.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="47" data-original-width="617" height="30" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBw5qJpZD9xgidcSE4QYw6KCmnYv_TZ4p2aFxyaIDJezYZJixfoT_L5pqyUU2Bv-e92Q-e77zg2FEDTKRS3cFLmAV8mj8wZlFSoTBrmf8L2U7T76gXLhMPMQfC9U1gJObJxk5pD82d9Bc/w116-h30/1.png" width="116" /></a></div><p><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"></span><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;">New
Open-Source Software Checks Quantum Annealers, Including Noise and Qubits</span></b></span></span></p><p><span style="font-family: arial;"><span style="font-size: large;"><b><span style="color: #16689f;"> </span></b></span></span>
</p><p></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPYkORBqHxGnNFfCZGW9PDuj5XKNQqfOOzAeyJjtmYJ0wmJPDJNRknzVYv6DUY6teNEMGSWbTWef5s4OeC6zeg7-VeiROFks9qwb6_QQGt5GqcZiYszKw_K7j2nCfgduqGDp7vWAIBN4A/s2048/2.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1375" data-original-width="2048" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPYkORBqHxGnNFfCZGW9PDuj5XKNQqfOOzAeyJjtmYJ0wmJPDJNRknzVYv6DUY6teNEMGSWbTWef5s4OeC6zeg7-VeiROFks9qwb6_QQGt5GqcZiYszKw_K7j2nCfgduqGDp7vWAIBN4A/w273-h183/2.png" width="273" /></a></div><b style="mso-bidi-font-weight: normal;"></b><p></p><p><span style="font-family: helvetica;"><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;">R</span></b><span face=""Arial",sans-serif" style="color: #333333;">esearchers
from the Los Alamos National Laboratory have developed new open-source software
that could evaluate quantum annealers down to the individual qubit level aside
from also characterizing noise. </span></span></span></p><p><span style="font-family: helvetica;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;"> </span>
</span></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">Usually, when institutions and organizations purchase a new
piece of equipment, such as a classical supercomputer, this new item is first
verified and validated. It involves running the equipment against a set of
benchmarks. This drove the team of Carleton Coffrin, a computer scientist and
artificial intelligence expert, to develop open-source software that could do a
similar job, but this time for quantum annealers.</span></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">"We didn't have good analogs for that on the quantum
annealing computers. For quantum annealing, our new a Quantum Annealing
Single-qubit Assessment, or QASA, protocol gives us one tool for acceptance
testing," Coffrin said of their new project. The Los Alamos National
Laboratory team published the report "<a href="https://ieeexplore.ieee.org/document/9465651/authors#authors" target="_blank">Single-Qubit Fidelity Assessment of Quantum Annealing Hardware</a>"
on the latest IEEE Transactions on Quantum Engineering. (<a href="https://www.sciencetimes.com/articles/32122/20210706/new-open-source-software-checks-quantum-annealers-including-noise-qubits.htm">Full
Story</a>)</span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="margin-left: -9pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSb0xLixgiW31WA1lxYRDK6AHMlmtnan4OeEjJ8pLiPk84TyXVSf_a_UDzTv7Nr85xA4scak9XJNiT5bfBL6RZj42ygyjUZeuzQdvYPMM83Jn_ASHFBMRta0EHm5KU_cTUQfUuOr69P2M/s700/1.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="92" data-original-width="700" height="25" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSb0xLixgiW31WA1lxYRDK6AHMlmtnan4OeEjJ8pLiPk84TyXVSf_a_UDzTv7Nr85xA4scak9XJNiT5bfBL6RZj42ygyjUZeuzQdvYPMM83Jn_ASHFBMRta0EHm5KU_cTUQfUuOr69P2M/w127-h25/1.png" width="127" /></a></div><p></p><span style="font-family: helvetica;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" lang="IT" style="color: #16689f; mso-ansi-language: IT;">NASA’s ‘Lucy’ mission featured at Los
Alamos ScienceFest</span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="margin-left: -4.5pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="mso-fareast-language: EN-US; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu9AJFnYQdu2LSKUw7nG5Kzf1bcyvS4Nz4cG_8Cuieu6eSFn22n0njMgIIoGrG_nkkFaP7ftcajCq4-Xp-4wNHuQsLSd2wXagw-sW36ekB_Pf2et_lP3jAROZPxlCxZpsgW_CTawgl7_k/s945/2.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="865" data-original-width="945" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu9AJFnYQdu2LSKUw7nG5Kzf1bcyvS4Nz4cG_8Cuieu6eSFn22n0njMgIIoGrG_nkkFaP7ftcajCq4-Xp-4wNHuQsLSd2wXagw-sW36ekB_Pf2et_lP3jAROZPxlCxZpsgW_CTawgl7_k/w233-h213/2.png" width="233" /></a></div><span style="font-family: helvetica; font-size: xx-small;"><span><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;">Image
credit: NASA</span></b></span></span><p></p><p class="MsoNormal" style="margin-left: -4.5pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b>
</p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;">E</span></b><span face=""Arial",sans-serif" style="color: #333333;">ven as the
Mars Rover is exploring our closest neighboring planet, NASA is preparing a
mission bound for farther reaches of our solar system.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">Discussing the upcoming “Lucy” mission to Jupiter’s Trojan
asteroids is one of the highlights of this coming week’s annual Los Alamos
ScienceFest, which runs through next Sunday. (<a href="https://www.abqjournal.com/2405987/nasas-lucy-mission-featured-at-los-alamos-sciencefest-ex-plenty-on-offer-for-science-buffs-this-week-in-los-alamos-and-online.html">Full
Story</a>)</span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="margin-left: -9pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="mso-fareast-language: EN-US; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMwIcb0HSddgci1vk2n7q68sUF9DZKgwcCJ7-2ymD-_xkbqb0zbWpbmpTU9B-znYxJvZXg_ktMlpQy14I6V4wNnY6hrtnb06DuhRM6ECyrrS5RAAbvXOnfbvl-BO_EIgzA1Qaf_0E51ds/s1495/1.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="105" data-original-width="1495" height="22" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMwIcb0HSddgci1vk2n7q68sUF9DZKgwcCJ7-2ymD-_xkbqb0zbWpbmpTU9B-znYxJvZXg_ktMlpQy14I6V4wNnY6hrtnb06DuhRM6ECyrrS5RAAbvXOnfbvl-BO_EIgzA1Qaf_0E51ds/w161-h22/1.png" width="161" /></a></div><p></p><span style="font-family: arial;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">LANL's
growth means opportunity for Northern New Mexico </span></b></span></span>
<p class="MsoNormal" style="margin-left: -9pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="mso-fareast-language: EN-US; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhix_1_kbetew60ap_li7huSbnPCAzvUBSXGNkNO6vO64En3gxOG_wYztfN4S7uiPEJZjkt3AY8D2kv07MVf59UX2pPIw3EYIwu-TG0CwlqIU9E6RNmVTR2iiklpO9vKMT0g0KJgzT88tY/s633/2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="633" data-original-width="544" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhix_1_kbetew60ap_li7huSbnPCAzvUBSXGNkNO6vO64En3gxOG_wYztfN4S7uiPEJZjkt3AY8D2kv07MVf59UX2pPIw3EYIwu-TG0CwlqIU9E6RNmVTR2iiklpO9vKMT0g0KJgzT88tY/w217-h253/2.png" width="217" /></a></div><p></p><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;">Kelly
Beierschmitt, Deputy</span></b><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> Director Operations at LANL.</span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;">M</span></b><span face=""Arial",sans-serif" style="color: #333333;">any of you
reading this have probably already heard that Los Alamos will soon open two
offices in Santa Fe to help accommodate our growth and changes in the region. The
move will benefit many of our employees who live outside of Los Alamos, and it
will be a hub for the laboratory’s educational partnerships, workforce
development initiatives, government affairs and technology-transfer programs.</span></span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">The move also highlights our commitment to support the
laboratory’s growth with the necessary infrastructure.</span></span> </p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: small;"> </span></span></p><span style="font-family: helvetica;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span face=""Arial",sans-serif" style="color: #333333; font-size: small;">Los Alamos is committed to supporting New Mexico’s cities and
counties because as they get stronger, so do we. We value being active in our
communities and lending a hand when needed — such as donating food, school
supplies, blood and time to local organizations. And the laboratory is
expanding its efforts to support K-12 and higher education students and
institutions through scholarship and employee tuition reimbursement programs. (<a href="https://www.santafenewmexican.com/opinion/my_view/lanls-growth-means-opportunity-for-northern-new-mexico/article_494c743a-d46d-11eb-ae2e-2f766d50e825.html">Full
Story</a>)</span></span></p>
<p> </p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-8099728400639406372021-07-02T09:27:00.000-06:002021-07-02T09:27:02.151-06:00<p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC0pokUr_mGHr1Xy7D_yDJwLanvLlWDhiGnRwvQ8TUadFSzt9JRfEWvZBsMfFMkJPq8KewSg9bOHRySLs-ucFVaHYD9DrCgNwrAgobY4_ASRboQRQovi_lkzSqbu8y5KlP8ADxY4hUAOI/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="60" data-original-width="132" height="50" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC0pokUr_mGHr1Xy7D_yDJwLanvLlWDhiGnRwvQ8TUadFSzt9JRfEWvZBsMfFMkJPq8KewSg9bOHRySLs-ucFVaHYD9DrCgNwrAgobY4_ASRboQRQovi_lkzSqbu8y5KlP8ADxY4hUAOI/w110-h50/Unknown.tiff" width="110" /></a></div><span style="font-family: arial;"><span style="font-size: large;"><b><span face="Arial, sans-serif" style="color: #16689f;">Supermassive black holes could host giant, swirling gas 'tsunamis'</span></b></span></span><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b><span face="Tahoma, sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p><b><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;"><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Idl8D6DvGvsBwDNZj_u3cu1IILxPK7YZlCzBfVYHktMnLJRmFhvmrJn6-Z2sq0EgcUW6S0XUdmCqlMLgye6-MxKogWsIdfp5u5641KKiTJHhqG7N8OcoUl9x-nCMczMb-4lBCcRV6XA/s602/Unknown-1.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="602" data-original-width="602" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Idl8D6DvGvsBwDNZj_u3cu1IILxPK7YZlCzBfVYHktMnLJRmFhvmrJn6-Z2sq0EgcUW6S0XUdmCqlMLgye6-MxKogWsIdfp5u5641KKiTJHhqG7N8OcoUl9x-nCMczMb-4lBCcRV6XA/w233-h233/Unknown-1.tiff" width="233" /></a></span></span></div><span face="Tahoma, sans-serif" style="color: #666699; font-size: 8pt;"></span></b><p></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span face="Tahoma, sans-serif" style="color: #666699;">Visualization shows a supermassive black hole surrounded by dust and gas forming tsunamis on its outer edges. (Image credit: Space.com, Nima Abkenar)</span></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b><span face="Tahoma, sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face="Arial, sans-serif" style="color: #333333;">C</span></b><span face="Arial, sans-serif" style="color: #333333;">ould gas escaping the gravitational grasp of supermassive black holes be forming "tsunamis" in space?<span class="Apple-converted-space"> </span></span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;">In a new, NASA-funded study, astrophysicists used computer simulations to model the environment around supermassive black holes in deep space. They found that there could be massive, tsunami-like structures forming near these black holes that are essentially massive, swirling walls of gas that have narrowly escaped the intense gravitational pull of the black hole. They even think that supermassive black holes could host the largest tsunami-like structures in the universe.<span class="Apple-converted-space"> </span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;">"These clouds are 10 times hotter than the surface of the sun and moving at the speed of the solar wind, so they are rather exotic objects that you would not want an airplane to fly through," lead author Tim Waters, a postdoctoral researcher at UNLV who is also a guest scientist at Los Alamos National Laboratory in New Mexico, said in the same statement. (<a href="https://www.space.com/supermassive-black-hole-tsunamis-quasar" style="color: #0563c1; text-decoration: underline;">Full Story</a>)</span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><br /></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpmNUunTON0ZVSpsThXxEepTrAGDnQ8XCubw9wnGwi2CcmBtaQy06d-bTmKyTa89v6zp1VF78mlFYO9Ckco505t8Pka7Ez1hzXYlBhso7WuIJ3TbylFgvuFJ4Ev1bMrI_iNn6X1CNiKAI/s280/Unknown.tiff" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="38" data-original-width="280" height="27" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpmNUunTON0ZVSpsThXxEepTrAGDnQ8XCubw9wnGwi2CcmBtaQy06d-bTmKyTa89v6zp1VF78mlFYO9Ckco505t8Pka7Ez1hzXYlBhso7WuIJ3TbylFgvuFJ4Ev1bMrI_iNn6X1CNiKAI/w140-h27/Unknown.tiff" width="140" /></a></div><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face="Arial, sans-serif" style="color: #16689f;">Mapping the world’s longest lightning bolts</span></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b><span face="Tahoma, sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI53L69pS9oWbcQB0K_a5mR0_azEI5e1QFff3GB7DkIQBrwxXmRYv4w-NTf3CSpi09kaLg1ROfeSKbI8ptMjL_UXSU3FwFpT-5-7bGy902f4pWrp7X8FRRsfH_Bxige8PahXZMEWfPmAQ/s378/Unknown-1.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="189" data-original-width="378" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI53L69pS9oWbcQB0K_a5mR0_azEI5e1QFff3GB7DkIQBrwxXmRYv4w-NTf3CSpi09kaLg1ROfeSKbI8ptMjL_UXSU3FwFpT-5-7bGy902f4pWrp7X8FRRsfH_Bxige8PahXZMEWfPmAQ/w246-h123/Unknown-1.tiff" width="246" /></a></b></div><b><span style="font-family: helvetica;"><span face="Tahoma, sans-serif" style="color: #666699; font-size: xx-small;">Megaflashes can now be identified across the</span></span></b><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face="Tahoma, sans-serif" style="color: #666699;"> globe with the use of geostationary satellites.</span></b></span></span><p></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face="Arial, sans-serif" style="color: #333333;">A</span></b><span face="Arial, sans-serif" style="color: #333333;">s the summer skies start to roil with thunderstorms, New Mexicans get a front-and-center seat to some spectacular lightning displays. We may even count the time between spotting the flash and hearing the roar, a means to calculate the distance of the lightning that ensures we’re a safe distance from the strike.</span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;">In most cases, if the flash of light and clap of thunder are more than 30 seconds apart, it usually indicates enough distance from the storm to avoid being struck. But this applies only to normal thunderstorms that are small and send bolts vertically from the cloud directly to the ground. For one in ten lightning flashes, globally, this is not the case. (<a href="https://www.abqjournal.com/2403773/mapping-the-worlds-longest-lightning-bolts-ex-storms-that-produce-megaflashes-lightning-that-can-travel-horizontally-for-miles-are-an-old-phenomenon.html" style="color: #0563c1; text-decoration: underline;">Full Story</a>)</span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><i><span face="Arial, sans-serif" style="color: #333333;">Also from the Albuquerque Journal:</span></i></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face="Arial, sans-serif" style="color: #16689f;">LANL working on ‘Million Mile’ truck</span></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b><span face="Tahoma, sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKxw_eci3Bjw2mNJOYjFR0gbVbfOLgvdecJR_rJYgPJGvgvASBIc06YFWj4P4oFbDQxfIMIUNx2BMGkC2Fg6KS6Eky_bUhoGZ6ZvV3twTs45V1XwpWSkfdDXuaCR4rwBcdU3q52G3R9f8/s378/Unknown.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="253" data-original-width="378" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKxw_eci3Bjw2mNJOYjFR0gbVbfOLgvdecJR_rJYgPJGvgvASBIc06YFWj4P4oFbDQxfIMIUNx2BMGkC2Fg6KS6Eky_bUhoGZ6ZvV3twTs45V1XwpWSkfdDXuaCR4rwBcdU3q52G3R9f8/w297-h214/Unknown.tiff" width="297" /></a></div><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span face="Tahoma, sans-serif" style="color: #666699;">LANL scientists are working to improve hydrogen</span></b></span></span><span style="font-size: xx-small;"><span style="font-family: helvetica;"><b><span face="Tahoma, sans-serif" style="color: #666699;"> cell technology in a bid to boost efficiency.</span></b></span></span><span style="font-size: xx-small;"><span style="font-family: helvetica;"></span></span><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><b><span face="Tahoma, sans-serif" style="color: #666699; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face="Arial, sans-serif" style="color: #333333;">T</span></b><span face="Arial, sans-serif" style="color: #333333;">he technology is not particularly new, and neither is the idea.</span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;">But, using hydrogen as an alternative fuel source via a proton-exchange membrane fuel cell, also known as a polymer electrolyte membrane, is quickly gaining traction. It is something scientists at Los Alamos National Laboratory are looking to make efficient and cost-effective enough to see it used on a large-scale basis, first with long-haul 18-wheelers and eventually with everyday vehicles.</span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span style="font-size: small;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;">Estimates show that simple conversion of the country’s transportation fleet could cut related greenhouse gasses in the United States by 20 percent. (<a href="https://www.abqjournal.com/2403821/lanl-working-on-million-mile-truck-ex-hydrogen-fuel-cells-could-power-the-18wheelers-of-the-future.html" style="color: #0563c1; text-decoration: underline;">Full Story</a>)</span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><br /></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8AmWaOdj0spmqhrLcSfuEvce9rOzM6JVYPHjJq_tbbu9FX2SzZ7GFdIBuKpTcfy8_q4CRmCuKxxKplO5GwUxm7qfQ7hw0xCoZONYlFnK6MpdIQ3CLffPzJizkJsfL9C17hnZUYv5N0ec/s454/Unknown.tiff" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="90" data-original-width="454" height="35" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8AmWaOdj0spmqhrLcSfuEvce9rOzM6JVYPHjJq_tbbu9FX2SzZ7GFdIBuKpTcfy8_q4CRmCuKxxKplO5GwUxm7qfQ7hw0xCoZONYlFnK6MpdIQ3CLffPzJizkJsfL9C17hnZUYv5N0ec/w130-h35/Unknown.tiff" width="130" /></a><span style="font-family: helvetica;"><span style="font-size: large;"><b><span face="Arial, sans-serif" lang="IT" style="color: #16689f;">Why "nuclear batteries" offer a new approach to carbon-free energy</span></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT34oaq0Gu6vAU6-dHyNFdZzwCtO5QFhT_lg9bxsG46tQPaifCS9-SnwU1fU6fVMHEEYLj3FQpnvIJx-9L0CNe6SD_I707M2-AI8YulnTvUFWE8ePgqyXsfJkxRsshNkQqLgTNS-8Kp4s/s500/Unknown-1.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="417" data-original-width="500" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT34oaq0Gu6vAU6-dHyNFdZzwCtO5QFhT_lg9bxsG46tQPaifCS9-SnwU1fU6fVMHEEYLj3FQpnvIJx-9L0CNe6SD_I707M2-AI8YulnTvUFWE8ePgqyXsfJkxRsshNkQqLgTNS-8Kp4s/w195-h162/Unknown-1.tiff" width="195" /></a></div><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face="Tahoma, sans-serif" style="color: #666699;">Cut-away rendering of the MIT nuclear battery concept. Courtesy photo.</span></b></span></span><p></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span style="font-size: small;"><b><span face="Arial, sans-serif" style="color: #333333;">H</span></b><span face="Arial, sans-serif" style="color: #333333;">ow do we know that these new kinds of reactors will work, and what would need to happen for such units to become widely available?</span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;"> </span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: small;">NASA and Los Alamos National Laboratory demonstrated a microreactor for space applications in three years (2015-2018) from the start of design to fabrication and testing. And it cost them $20 million, leveraging the available Department of Energy nuclear technology infrastructure. This cost and schedule are orders of magnitude smaller than for traditional large nuclear plants that easily cost billions and take between five years and a decade to build. (<a href="https://www.spacedaily.com/reports/Why_nuclear_batteries_offer_a_new_approach_to_carbon_free_energy_999.html" style="color: #0563c1; text-decoration: underline;">Full Story</a>)</span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5QdKoUFY5S7TklTf4vGP4LJHuFg3lp-WeY_-WK0td6QihkmhZ-snfXJMKv5CudCdgnvhyphenhyphenOMz635WM3p7Zl6yE0Nrj5bhDZullQBcE7CUP71dOIDLUInfHHFyZmlQPTFJ3qO6-zC4YLKg/s180/Unknown.tiff" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="75" data-original-width="180" height="46" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5QdKoUFY5S7TklTf4vGP4LJHuFg3lp-WeY_-WK0td6QihkmhZ-snfXJMKv5CudCdgnvhyphenhyphenOMz635WM3p7Zl6yE0Nrj5bhDZullQBcE7CUP71dOIDLUInfHHFyZmlQPTFJ3qO6-zC4YLKg/w99-h46/Unknown.tiff" width="99" /></a></p><p></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face="Arial, sans-serif" lang="IT" style="color: #16689f;">NASA marks 60 years of nuclear </span></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: arial;"><span style="font-size: large;"><b><span face="Arial, sans-serif" lang="IT" style="color: #16689f;">power in space</span></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333; font-size: xx-small;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg96Bek-I6BwKWgPYtRZ1jkFf1QtBpTz5-Pul50yT9yL-sUy5sOW4v__ghCCrIaiN8TVmd_cj6YB15PibIzFHWLOvhS00VTG1zqUBNAfvpaa-JyEJsDkLcsOY9Jpai2anpSW4UNspLqvYg/s730/Unknown-1.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="411" data-original-width="730" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg96Bek-I6BwKWgPYtRZ1jkFf1QtBpTz5-Pul50yT9yL-sUy5sOW4v__ghCCrIaiN8TVmd_cj6YB15PibIzFHWLOvhS00VTG1zqUBNAfvpaa-JyEJsDkLcsOY9Jpai2anpSW4UNspLqvYg/w247-h148/Unknown-1.tiff" width="247" /></a></span></span></div><p></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-family: helvetica;"><span style="font-size: xx-small;"><b><span face="Tahoma, sans-serif" style="color: #666699;">Image credit: NASA</span></b></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "Times New Roman", serif; font-size: 12pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span face="Arial, sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-size: small;"><span style="font-family: helvetica;"><b><span face="Arial, sans-serif" style="color: #333333;">N</span></b><span face="Arial, sans-serif" style="color: #333333;">ASA has marked the 60th anniversary of the launch into space of its first nuclear-powered satellite. Transit IV-A - an experimental navigational satellite with a radioisotope-powered generator - was launched by Johns Hopkins University Applied Physics Laboratory from Cape Canaveral on 29 June 1961, and NASA has since flown more than 25 missions carrying a nuclear power system.</span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333;"> </span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333;">The plutonium-238 fuel used in NASA's radioactive power systems is provided through a partnership with the US Department of Energy (DOE). The isotope is made by irradiating neptunium-237, and is currently produced by Oak Ridge National Laboratory in partnership with Idaho and Los Alamos National Laboratories. (<a href="https://world-nuclear-news.org/Articles/NASA-marks-60-years-of-nuclear-power-in-space" style="color: #0563c1; text-decoration: underline;">Full Story</a>)</span></span></span></p><p class="MsoNormal" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0in; orphans: auto; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;"><span style="font-size: small;"><span style="font-family: helvetica;"><span face="Arial, sans-serif" style="color: #333333;"> </span></span></span></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-19094233144073191612021-06-24T16:23:00.000-06:002021-06-24T16:23:44.895-06:00<div class="separator"><p 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" width="155" /></p></div><p>
</p><span style="font-family: helvetica;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">Black
Holes, Quantum Entanglement and the No-Go Theorem</span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoVojSfWqv2gbupDY9meX2En35VmseXY-KDB8hXMF2hIPSYbsADVChfXVpDQTj6CiY93XgKMDjYYF5b2U9RoPsoiZUsW3neZVnJUsfGtOujxGcaqgs3eJGV9vTr1pubZmnMY1uan0kvYw/s590/AA558743-ACAD-4342-B94331A59CA79E5A_source.webp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="568" data-original-width="590" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoVojSfWqv2gbupDY9meX2En35VmseXY-KDB8hXMF2hIPSYbsADVChfXVpDQTj6CiY93XgKMDjYYF5b2U9RoPsoiZUsW3neZVnJUsfGtOujxGcaqgs3eJGV9vTr1pubZmnMY1uan0kvYw/w249-h240/AA558743-ACAD-4342-B94331A59CA79E5A_source.webp" width="249" /></a></span></div><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;">Graphic
from Scientific American.</span></b></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: small;"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;">O</span></b><span face=""Arial",sans-serif" style="color: #333333;">ur team at
Los Alamos National Laboratory, along with other collaborators, has focused on
studying algorithms for quantum computers and, in particular, machine-learning
algorithms—what some like to call artificial intelligence. The research sheds
light on what sorts of algorithms will do real work on existing noisy,
intermediate-scale quantum computers and on unresolved questions in quantum
mechanics at large.</span></span></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: small;"><span style="font-family: arial;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: arial;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: small;"><span style="font-family: arial;"><span face=""Arial",sans-serif" style="color: #333333;">In particular, we have been studying the training of variational
quantum algorithms. They set up a problem-solving landscape where the peaks
represent the high-energy (undesirable) points of the system, or problem, and
the valleys are the low-energy (desirable) values. To find the solution, the
algorithm works its way through a mathematical landscape, examining its features
one at a time. The answer lies in the deepest valley. (<a href="https://www.scientificamerican.com/article/black-holes-quantum-entanglement-and-the-no-go-theorem/">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><span style="font-family: helvetica;">
</span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: helvetica;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4mjdU6lDr04wUbGufASEeylNbAbo9Z-g62JY4sCu7NUTnYHbnaN3M5Y-YoN29xd5bzpcKq1EcfKjuPnPf7ge0dU3I5UEdnjdnmJp6R5CN0L6zFjr9uSNX10A1g_AmtCeDdkTsw1P6ZIo/s644/Screen+Shot+2021-06-24+at+11.38.31+AM.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="231" data-original-width="644" height="45" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4mjdU6lDr04wUbGufASEeylNbAbo9Z-g62JY4sCu7NUTnYHbnaN3M5Y-YoN29xd5bzpcKq1EcfKjuPnPf7ge0dU3I5UEdnjdnmJp6R5CN0L6zFjr9uSNX10A1g_AmtCeDdkTsw1P6ZIo/w125-h45/Screen+Shot+2021-06-24+at+11.38.31+AM.png" width="125" /></a></span></div><span style="font-family: helvetica;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" style="color: #16689f;">‘Two
Americas’ may emerge as Delta variant spreads and vaccination rates drop</span></b></span></span>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghmKejg9kVlKxQOjGexR-269_7LWJ2cqF-b0LRlZPLVcWdCZywlnbK8HLlfPNTI9F0qOJHB2sIU9bba3LmmPz593bDG-yzDXpOLxJfDfAJtfdy_PK4hmw7UbHljN9oVO7pOugG6kos5Xo/s317/Screen+Shot+2021-06-24+at+12.43.16+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="189" data-original-width="317" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghmKejg9kVlKxQOjGexR-269_7LWJ2cqF-b0LRlZPLVcWdCZywlnbK8HLlfPNTI9F0qOJHB2sIU9bba3LmmPz593bDG-yzDXpOLxJfDfAJtfdy_PK4hmw7UbHljN9oVO7pOugG6kos5Xo/w254-h151/Screen+Shot+2021-06-24+at+12.43.16+PM.png" width="254" /></a></b></div><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;">An empty
COVID-19 vaccination clinic Photo credit: The Guardian.</span></b>
</span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"> </span></b></span></p><span style="font-family: arial;">
</span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: small;"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;">B</span></b><span face=""Arial",sans-serif" style="color: #333333;">ette
Korber, a computational biologist at the Los Alamos National Laboratory in New
Mexico, said she expected variant Delta to become the most common variant in
the US within weeks. “It’s really moving quickly,” Korber told Buzzfeed. (<a href="https://www.theguardian.com/us-news/2021/jun/20/us-covid-delta-variant-spreads-vaccination-rates-drop">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVIte_BpXXsPnZ9oVztQpwaYtMf0eArsanEtusAi8Kg7X49a0h_lysa3eOUnhTY3oIfgwsHmmdxOYyyxy23_CDLy5gcZYW3QEk_LtW-wzsQtTVc2Lffxr2pPDdaBEysc5G4bDF5WdibNI/s158/Screen+Shot+2021-06-24+at+12.46.34+PM.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="56" data-original-width="158" height="53" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVIte_BpXXsPnZ9oVztQpwaYtMf0eArsanEtusAi8Kg7X49a0h_lysa3eOUnhTY3oIfgwsHmmdxOYyyxy23_CDLy5gcZYW3QEk_LtW-wzsQtTVc2Lffxr2pPDdaBEysc5G4bDF5WdibNI/w149-h53/Screen+Shot+2021-06-24+at+12.46.34+PM.png" width="149" /></a></div><p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" lang="IT" style="color: #16689f; mso-ansi-language: IT;">NASA's IBEX satellite creates first-ever 3D
map of the sun's heliosphere</span></b></span></span><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiASjoAJ_Hpk2DBMacv3ooRT5ogfmYTgCgE0W_LUKdt95fA7OnQQv1nG9w5-GDJahIxLeMcxIW2d6vBO0TXGWhAKKtUwQI4WbbRrGHlb_xH-0hDwg_2wBUGWd4V8a5VIPi9u6SLD2eS2yg/s1140/heliosphere.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="1140" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiASjoAJ_Hpk2DBMacv3ooRT5ogfmYTgCgE0W_LUKdt95fA7OnQQv1nG9w5-GDJahIxLeMcxIW2d6vBO0TXGWhAKKtUwQI4WbbRrGHlb_xH-0hDwg_2wBUGWd4V8a5VIPi9u6SLD2eS2yg/w300-h180/heliosphere.jpg" width="300" /></a></div><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;">Graphic
from NASA.</span></b></span></p><span style="font-family: arial;">
</span><span style="font-family: arial;">
</span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></b></span></span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;">I</span></b><span face=""Arial",sans-serif" style="color: #333333;">n a
monumental example of NASA's ongoing solar cartography efforts, the boundary of
the sun's mysterious heliosphere has finally been mapped in 3D for the first
time ever, providing a wealth of new insights as to how solar and interstellar
winds intersect and interact. </span></span></span></p><span style="font-family: arial;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-family: arial;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;">To achieve this task, NASA's Earth-orbiting IBEX satellite
detects particles that emerge from the sun's heliosheath, which can then be
recorded and labeled. Led by Dr. Dan Reisenfeld of the Los Alamos National
Laboratory, this endeavor forced Reisenfeld and his colleagues to dissect IBEX
data to chart the edges of this cosmic zone known as the heliopause. (<a href="https://www.syfy.com/syfywire/nasa-satellite-creates-3D-map-of-the-suns-heliosphere">Full
Story</a>)</span></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdkkhtC1C1ARrIBFLkTcftzcHDu-LNu7TCEB62Vez-wf0Nd0nEPgrw-p1gYdKia7kx5vRWCCabRMO9FSef7IIPaBohZww3WYfm5OJgXViQsUbGcKQqw56weHwNrTZXcTNh28pq8EanSA/s98/Screen+Shot+2021-06-24+at+11.44.24+AM.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="48" data-original-width="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdkkhtC1C1ARrIBFLkTcftzcHDu-LNu7TCEB62Vez-wf0Nd0nEPgrw-p1gYdKia7kx5vRWCCabRMO9FSef7IIPaBohZww3WYfm5OJgXViQsUbGcKQqw56weHwNrTZXcTNh28pq8EanSA/s0/Screen+Shot+2021-06-24+at+11.44.24+AM.png" /></a></div><p></p><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: helvetica;"><span style="font-size: large;"><b><span face=""Arial",sans-serif" lang="IT" style="color: #16689f; mso-ansi-language: IT;">Los Alamos National Lab prepares for fire
season</span></b></span></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt; mso-no-proof: yes;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSfLFUBvTaLTclEOIypZiLjaBBjxnFCwGBomWAJsq8cJiuuANPO-c5A6pWLp13870ywiXQRXVNAPUyNGj4dCyNzeH19oCw3TTBxbhRQPunJSfbyw81VLHw61sEtB52dzVTibbrN0cTx1E/s873/Screen+Shot+2021-06-24+at+11.54.50+AM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="489" data-original-width="873" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSfLFUBvTaLTclEOIypZiLjaBBjxnFCwGBomWAJsq8cJiuuANPO-c5A6pWLp13870ywiXQRXVNAPUyNGj4dCyNzeH19oCw3TTBxbhRQPunJSfbyw81VLHw61sEtB52dzVTibbrN0cTx1E/s320/Screen+Shot+2021-06-24+at+11.54.50+AM.png" width="320" /></a></div><p></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><b style="mso-bidi-font-weight: normal;"><span face=""Tahoma",sans-serif" style="color: #666699; font-size: 8pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;">Preperations
for fire season. </span></b></span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span face=""Arial",sans-serif" style="color: #333333; font-size: 9.5pt;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="color: #333333;">L</span></b><span face=""Arial",sans-serif" style="color: #333333;">os Alamos
National Laboratory is working to protect the wildlands around its campus from
fires. “As time moves on, the vegetation grows. We just got a recent rain here
in the last two days, the grass component will come back stronger, two days of
drying and we’re back to a dry component,” said LANL Wildland Fire Manager
Richard Nieto.</span></span></span></p><span style="font-family: arial;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-family: arial;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;">The lab’s Wildland Fire Division maintains the roads and
evacuation routes through its wilderness areas. They also do regular tours with
the Los Alamos Fire Department to come up with response plans.</span></span></span></p><span style="font-family: arial;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;"> </span></span></span></p><span style="font-family: arial;"><span style="font-size: small;">
</span></span><p class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-family: arial;"><span style="font-size: small;"><span face=""Arial",sans-serif" style="color: #333333;">In the last couple of years, LANL has removed 2,500 felled trees
and donated the wood to local pueblos. They have also upgraded bridges on lab
property to better accommodate fire response. (<a href="https://www.krqe.com/news/wildfires/los-alamos-national-lab-prepares-for-fire-season/">Full
Story</a>)</span></span></span></p><span style="font-size: small;"><span style="font-family: arial;">
</span></span><p><span style="font-size: small;"><span style="font-family: arial;"><style>@font-face
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{page:WordSection1;}</style> </span></span><br /></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.comtag:blogger.com,1999:blog-5518938271809542275.post-89871428924580198612021-06-18T07:57:00.000-06:002021-06-18T07:57:21.412-06:00<p><b style="font-family: "Times New Roman", serif;"></b></p><div class="separator" style="clear: both; text-align: center;"><b style="font-family: "Times New Roman", serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7UlBlFGwJ3RF3I_NuAvY0JOxAv9npmFaifxjM_EWCsPnHPBDoTlYCUbx2vkCfr6QHwAspWbsTEhGESZyPJ3MbgcMxR7WNqzOYnUYT8oYYajOCk5YKB1nAjtsB2tsCryBCILfacTXHj0k/s144/buzzfeed.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="40" data-original-width="144" height="52" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7UlBlFGwJ3RF3I_NuAvY0JOxAv9npmFaifxjM_EWCsPnHPBDoTlYCUbx2vkCfr6QHwAspWbsTEhGESZyPJ3MbgcMxR7WNqzOYnUYT8oYYajOCk5YKB1nAjtsB2tsCryBCILfacTXHj0k/w187-h52/buzzfeed.jpg" width="187" /></a></b></div><b style="font-family: "Times New Roman", serif;"><br /><span style="color: #16689f; font-family: Arial, sans-serif;"><br /></span></b><p></p><p><b style="font-family: "Times New Roman", serif;"><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">The Delta variant could create “two Americas” of COVID, experts warn</span></span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkF4RcPzirBOH_omjfJ_4qWvrVpFezEM74Ps1-1bKzcdMuMa69VYNz44CskRrn5wyYmIHQKjkzMgB5Ad4iRaZJwSwAg_8sAcrU0gHbzLfvIEXNQeedQFKiF2yOrb3rpDhfepm1VFqRd8s/s202/vaccination+percentage+map.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="140" data-original-width="202" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkF4RcPzirBOH_omjfJ_4qWvrVpFezEM74Ps1-1bKzcdMuMa69VYNz44CskRrn5wyYmIHQKjkzMgB5Ad4iRaZJwSwAg_8sAcrU0gHbzLfvIEXNQeedQFKiF2yOrb3rpDhfepm1VFqRd8s/w260-h181/vaccination+percentage+map.jpg" width="260" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Graphic from BuzzFeed.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">T</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">he Delta coronavirus variant, which devastated India and forced the UK to delay lifting its remaining coronavirus restrictions, is now on the rise in the US. What that means for you will depend on whether you are fully vaccinated and where you live.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">It’s unclear whether Delta will dominate as quickly and totally as it did in the UK, where it replaced an outbreak driven almost entirely by the Alpha variant. In the US, a larger number of competing variants are circulating, making it harder to predict what will happen, Bette Korber, a computational biologist at the Los Alamos National Laboratory in New Mexico, told BuzzFeed News. But she expects Delta to become the most common variant in the US within weeks. “It’s really moving quickly,” Korber said. (<a href="https://www.buzzfeednews.com/article/peteraldhous/delta-variant-vaccination-covid-surges" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKEFovVY1MSxU_AZc9iedBw0F_TtnksoTC0Y9lzHs_7PZcI65gXYcQGRENFnymPXu7dXU91sRnCvQyg5-QlI4Wun7tO2DzuZ16HA_LZDa2W-5FxaVpCFuXKVhGDcjcRGZ1vBVTDwlfgHA/s144/Santa+Fe+New+Mexican.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="45" data-original-width="144" height="51" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKEFovVY1MSxU_AZc9iedBw0F_TtnksoTC0Y9lzHs_7PZcI65gXYcQGRENFnymPXu7dXU91sRnCvQyg5-QlI4Wun7tO2DzuZ16HA_LZDa2W-5FxaVpCFuXKVhGDcjcRGZ1vBVTDwlfgHA/w164-h51/Santa+Fe+New+Mexican.jpg" width="164" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span lang="IT" style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Los Alamos lab aids efforts to boost plastic recycling</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBoAS1tyG4sd2zCZm5cYu1ZbP2TwmivKRCh4npq6mlsuFDuoaKmBkI-E7JF7qLwNygO8bGu8b6IFfRS2noktua-ZbjGY4DobYXbfrnGqbhrtasXfu7xtXQXdMRPxT6Wo5S4n3relUlm0/s202/sf+recycling.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="140" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBoAS1tyG4sd2zCZm5cYu1ZbP2TwmivKRCh4npq6mlsuFDuoaKmBkI-E7JF7qLwNygO8bGu8b6IFfRS2noktua-ZbjGY4DobYXbfrnGqbhrtasXfu7xtXQXdMRPxT6Wo5S4n3relUlm0/s0/sf+recycling.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Sorters at the Buckman recycling and transfer </span></b><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">center, New Mexican photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">os Alamos National Laboratory is part of a consortium developing a technology to rapidly break down discarded plastic at the molecular level into components that can be used to create other materials, such as nylon. Early research has led to identifying enzymes that can biodegrade plastic noticeably within several days, versus the several hundred years it normally would take for the material to decompose. <o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Now the teams want to accelerate the decomposition, because breaking down the plastic in days is not nearly fast enough, lab scientist Taraka Dale said. “So what we’re shooting for is really observable changes and degradation in a matter of, ideally, hours,” said Dale, who leads the lab’s BOTTLE program. “So that you can, in theory, put this in an industrial process eventually.” (<a href="https://www.santafenewmexican.com/news/local_news/los-alamos-lab-aids-efforts-to-boost-plastic-recycling/article_c842689e-c874-11eb-8017-df95a9751a5a.html" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwwV4p_i8GxL2qPjgtynCPTCrvPzkYhm1HlP6G7clQJEp4CRiqJysyBPY8BwuqMv9BuBAo1Fuf620oMlP837Sa0CUVyGuwEkhk8AnBRgxTeG45jMD1T6aC29HQddx04sVXLUA-2U0-mSQ/s144/kob+tv+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="59" data-original-width="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwwV4p_i8GxL2qPjgtynCPTCrvPzkYhm1HlP6G7clQJEp4CRiqJysyBPY8BwuqMv9BuBAo1Fuf620oMlP837Sa0CUVyGuwEkhk8AnBRgxTeG45jMD1T6aC29HQddx04sVXLUA-2U0-mSQ/s0/kob+tv+sm.jpg" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span lang="IT" style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Los Alamos National Lab studies smoke from western fires</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKB94A4HzKttiV9b9YI9JEhZfYAN8DyOlJScmAat5rL7VjdlREIPy35-aFP1hZgDisuvhavwKu_zXmcprx6HOGBmDQX0tiv7XrmNZrrFhWM-hov6hIkolD-7tf1s9rpeKH0ZyzpEuK0fs/s202/kob+smoke+research.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="110" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKB94A4HzKttiV9b9YI9JEhZfYAN8DyOlJScmAat5rL7VjdlREIPy35-aFP1hZgDisuvhavwKu_zXmcprx6HOGBmDQX0tiv7XrmNZrrFhWM-hov6hIkolD-7tf1s9rpeKH0ZyzpEuK0fs/s0/kob+smoke+research.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">S</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">cientists at Los Alamos National Lab studied smoke from Arizona and southwest New Mexico to see how the smoke affects the public and the climate. It's the small particles that cause us some trouble. “Anything below 2.5 microns is actually classified as toxic by the EPA,” said Manvedra Dubey, a Los Alamos scientist. "That is toxic because it gets into your lungs. It can penetrate your nose and get into your lungs."</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The smoke’s chemical composition affects air quality, human health and regional climate, said James Lee, a Los Alamos Scientist. “It’s white because it's actually scattering light or reflecting light. And that has influence on climate when it's a really large fire, actually reducing the amount of sunlight that is reaching earth's surface," he said. (<a href="https://www.kob.com/new-mexico-news/los-alamos-national-lab-studies-smoke-from-western-fires/6138409/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8wsVsx5qe0pxsalSlETZn5lrg0yR0vA8Q6om87xMMbx-zuL4gdDYg84KAlVN5YU3boymG9NUUwFxbmd_gd9RNYSEE_sg6xYiPHRm57ZTN1-sgwxFVLnI7eHRmB8m7JUutj0gpNveAbIc/s144/Science+Daily+sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="44" data-original-width="144" height="56" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8wsVsx5qe0pxsalSlETZn5lrg0yR0vA8Q6om87xMMbx-zuL4gdDYg84KAlVN5YU3boymG9NUUwFxbmd_gd9RNYSEE_sg6xYiPHRm57ZTN1-sgwxFVLnI7eHRmB8m7JUutj0gpNveAbIc/w184-h56/Science+Daily+sm.jpg" width="184" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Thin, stretchable biosensors could make surgery safer</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8QBACa9d1Fzfy74ePD5ppTsLXxP6SKYfeWw4c3UXEAOPBw8x-skf8X-6_nMDjgeERmlEkKSxRNw6uIi-AV7UPgB3awX3npu759Wo3e5SSzRsLrXSYZYVjtQAfkMUYan6DuuUnUXKWnLs/s202/biosensor+ink.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="121" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8QBACa9d1Fzfy74ePD5ppTsLXxP6SKYfeWw4c3UXEAOPBw8x-skf8X-6_nMDjgeERmlEkKSxRNw6uIi-AV7UPgB3awX3npu759Wo3e5SSzRsLrXSYZYVjtQAfkMUYan6DuuUnUXKWnLs/s0/biosensor+ink.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Biosensor attached to a pig heart obtained </span></b><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">commercially. Purdue photo.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">research team from Los Alamos National Laboratory and Purdue University have developed bio-inks for biosensors that could help localize critical regions in tissues and organs during surgical operations.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"The ink used in the biosensors is biocompatible and provides a user-friendly design with excellent workable time frames of more than one day," said Kwan-Soo Lee, of Los Alamos' Chemical Diagnostics and Engineering group.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The new biosensors allow for simultaneous recording and imaging of tissues and organs during surgical procedures. (<a href="https://www.sciencedaily.com/releases/2021/06/210617163652.htm" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from Science Daily this week:<o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span lang="IT" style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Boundary of heliosphere mapped</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKNg_l4r8mjfKckpewjpMqV0wtbai-BP2dFbC3aTMpfBLtfe4aftRFXQ4uM4FaROHm0X8o7CzMFi_4d8LySqvrm-Rwdb6_ffV6Z_YMbkn_cxl8sJSBdhOSsUHkNpGciSbAVMM7Jx8UnBI/s202/heliosphere+graphic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="137" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKNg_l4r8mjfKckpewjpMqV0wtbai-BP2dFbC3aTMpfBLtfe4aftRFXQ4uM4FaROHm0X8o7CzMFi_4d8LySqvrm-Rwdb6_ffV6Z_YMbkn_cxl8sJSBdhOSsUHkNpGciSbAVMM7Jx8UnBI/s0/heliosphere+graphic.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">F</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">or the first time, the boundary of the heliosphere has been mapped, giving scientists a better understanding of how solar and interstellar winds interact.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"Physics models have theorized this boundary for years," said Dan Reisenfeld, a scientist at Los Alamos National Laboratory and lead author on the paper, which was published in the Astrophysical Journal today. "But this is the first time we've actually been able to measure it and make a three-dimensional map of it."<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The heliosphere is a bubble created by the solar wind, a stream of mostly protons, electrons, and alpha particles that extends from the Sun into interstellar space and protects the Earth from harmful interstellar radiation. (<a href="https://www.sciencedaily.com/releases/2021/06/210614153944.htm" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://newatlas.com/space/first-map-heliopause-interstellar-space/" style="color: #954f72;">New Atlas</a><o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSAJClBrUw-d7NOg02Vj89LL53j_vTDCAIM9OA74xAlhmgdcUoAe3dcTWpnn-fbCD1zJu2UHQS9XNMddowhPDJ3wJdyRd2J46_UH-Tp3s-shUNJZF0ERjV0dt4JRqsKHjR5jh-o0CGyLA/s144/how+stuff+works.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="67" data-original-width="144" height="78" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSAJClBrUw-d7NOg02Vj89LL53j_vTDCAIM9OA74xAlhmgdcUoAe3dcTWpnn-fbCD1zJu2UHQS9XNMddowhPDJ3wJdyRd2J46_UH-Tp3s-shUNJZF0ERjV0dt4JRqsKHjR5jh-o0CGyLA/w167-h78/how+stuff+works.jpg" width="167" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">What are imaginary numbers?</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5qo6VvKMm279cS_xAsq-0vxsmeHBXmXUWXhuOFVlfcwpPbkEY-QsN6_anr4S7Rq4oeXQ6LqruJZ3veQY1en0nLZTJV32MWqEvyebfpZpuwjt6pxwa9RwWjGwTLrvlH__Jo_9UeInjTtw/s202/imaginary+numbers.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="116" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5qo6VvKMm279cS_xAsq-0vxsmeHBXmXUWXhuOFVlfcwpPbkEY-QsN6_anr4S7Rq4oeXQ6LqruJZ3veQY1en0nLZTJV32MWqEvyebfpZpuwjt6pxwa9RwWjGwTLrvlH__Jo_9UeInjTtw/s0/imaginary+numbers.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">Renaissance mathematicians were first with the </span></b><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;">idea of imaginary numbers. From How Stuff Works.</span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #666699; font-family: Tahoma, sans-serif; font-size: 8pt;"> </span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">C</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">omplex numbers with imaginary components also are useful in theoretical physics, explains Rolando Somma, a physicist who works in quantum computing algorithms at Los Alamos National Laboratory.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">"Due to their relation with trigonometric functions, they are useful for describing, for example, periodic functions," Somma says via email. "These arise as solutions to the wave equations, so we use complex numbers to describe various waves, such an electromagnetic wave. Thus, as in math, complex calculus in physics is an extremely useful tool for simplifying calculations."<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Complex numbers also have a role in quantum mechanics, a theory that describes the behavior of nature at the scale of atoms and subatomic particles. (<a href="https://science.howstuffworks.com/math-concepts/imaginary-numbers.htm" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiequP9egLD_Nrlg6HvDP7KouhV6bo7qv38aeIkxvqgOKz5EYbI1ZJwP892ClknVduybx66muopkFguh9r6W_x1fHTKyND6Q-o-iLjYj7Q_GYLOZ6YWltd3rvfeU3VTd43l33HAqzNrJc/s144/LA+Reporter+3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="34" data-original-width="144" height="43" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiequP9egLD_Nrlg6HvDP7KouhV6bo7qv38aeIkxvqgOKz5EYbI1ZJwP892ClknVduybx66muopkFguh9r6W_x1fHTKyND6Q-o-iLjYj7Q_GYLOZ6YWltd3rvfeU3VTd43l33HAqzNrJc/w182-h43/LA+Reporter+3.jpg" width="182" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Los Alamos in R&D pact with Quantum Computing Inc. for exascale and petascale simulations</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPncK9vk6Y3iw5uPobO6nS_LjKLngN8LOzrhDhhZi283QkU7v3uSHTLG72jz5IQ_TWyZNKJQ_K5crcbo5lGnOLalm5w6RVR1WPvtHKmrtagGVdydLvD-t0Ic8cW6eXvZ81nvcsrjqT9Hg/s187/qci+logo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="87" data-original-width="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPncK9vk6Y3iw5uPobO6nS_LjKLngN8LOzrhDhhZi283QkU7v3uSHTLG72jz5IQ_TWyZNKJQ_K5crcbo5lGnOLalm5w6RVR1WPvtHKmrtagGVdydLvD-t0Ic8cW6eXvZ81nvcsrjqT9Hg/s0/qci+logo.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">“L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">os Alamos National Laboratory is committed to supporting R&D at the frontier of quantum information sciences to enable responsive solutions for emerging national security needs,” said Irene Qualters, Associate Laboratory Director for Simulation and Computation and leader of Los Alamos’ quantum computing research and development. “There are many interesting problems that require a quantum-classical approach. QCI’s Qatalyst cloud software application provides the classical side to allow us to run larger problems and orchestrate the use of quantum devices in the process, extending the use of quantum computing to solving larger optimization problems.” (<a href="https://insidehpc.com/2021/06/los-alamos-in-rd-pact-with-quantum-computing-inc-for-exascale-and-petascale-simulations/" style="color: #954f72;">Full Story</a>)</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from <a href="https://www.hstoday.us/subject-matter-areas/information-technology/quantum-computing-inc-enters-3-year-agreement-with-los-alamos-national-laboratory-in-exascale-and-petascale-simulations/" style="color: #954f72;">Homeland Security Today</a><o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the Reporter this week:<o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">New integration of cloud technology leads to more efficient research efforts</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"> </span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVKOrygyIl0_4hAlZk4qOOjoQ4y8EliuM35B8VyMCNiyY0MffK8-Sl-136DTTCWwZRcUG2JXlFZCo7EpYM-rCID8wRIxAE5FUqRc_iMJHrhRKoR-iQQWXK1ZXtoTbEhQuqJ4zvXBqjToo/s202/lab+beauty+shot.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="135" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVKOrygyIl0_4hAlZk4qOOjoQ4y8EliuM35B8VyMCNiyY0MffK8-Sl-136DTTCWwZRcUG2JXlFZCo7EpYM-rCID8wRIxAE5FUqRc_iMJHrhRKoR-iQQWXK1ZXtoTbEhQuqJ4zvXBqjToo/s0/lab+beauty+shot.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">T</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">hrough ongoing collaboration between Los Alamos National Laboratory and Hewlett Packard Enterprise (HPE), laboratory researchers are now able to use the power of cloud technologies to more efficiently conduct complex scientific research using high-performance computing applications. These technologies allow administrators to perform upgrades and maintenance to computing systems without interfering with critical ongoing work.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">“By leveraging Linux software containers and container orchestration in both user space and for system management, the Laboratory’s latest Institutional high-performance computing system, named Chicoma, is now providing hundreds of users with greater flexibility than was available on previous generation systems,” said Gary Grider, Los Alamos’ HPC division leader. (<a href="https://losalamosreporter.com/2021/06/14/lanl-new-integration-of-cloud-technology-with-lanl-high-performing-computing-systems-leads-to-more-efficient-research-efforts/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the <a href="https://ladailypost.com/new-integration-of-cloud-technology-with-los-alamos-high-performance-computing-systems-leads-to-more-streamlined-productive-research-efforts/" style="color: #954f72;">Los Alamos Daily Post</a></span></i></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwuDocOHa_s6RZP52HoDS0btoaU0Lnz2tdrN4xzie5GufOYWUh-gVePNBr7tyTKPJNZ697gCxtU8NQ7ksEYjnSwlcLliAHYijp2CBBFgJgmBD0YWJ0ynQSY5Ry-RTDGM8708b5-PAqcsc/s94/daily+post.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="61" data-original-width="94" height="85" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwuDocOHa_s6RZP52HoDS0btoaU0Lnz2tdrN4xzie5GufOYWUh-gVePNBr7tyTKPJNZ697gCxtU8NQ7ksEYjnSwlcLliAHYijp2CBBFgJgmBD0YWJ0ynQSY5Ry-RTDGM8708b5-PAqcsc/w131-h85/daily+post.jpg" width="131" /></a></div><br /><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><br /></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">Driving clean-energy research in the right direction</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIMQX_OxemKTZAQq01UrfY_-D6POcudXwM9NvWZFb6WyT_Y5JnI3ThwrgJD3dbif11T4pcYXQlswVS8pG4UKTABArT-kzLZKQCL0xqiwlTMzK94C5qsCnM_laaJoGn2-DefypDmSRmvWU/s202/fuel+cell+graphic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="103" data-original-width="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIMQX_OxemKTZAQq01UrfY_-D6POcudXwM9NvWZFb6WyT_Y5JnI3ThwrgJD3dbif11T4pcYXQlswVS8pG4UKTABArT-kzLZKQCL0xqiwlTMzK94C5qsCnM_laaJoGn2-DefypDmSRmvWU/s0/fuel+cell+graphic.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">A </span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">new collaborative paper out in the journal Joule presents a Los Alamos research team’s assessment of future research targets for advances in fuel cell technology.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Fuel cells, part of a promising path toward zero-emission vehicles, are making progress at overcoming some specific challenges on the road to powering heavy-duty vehicles. One near-term need is to ensure the electrochemical and mechanical stability of a key component, the proton exchange membrane at the heart of the fuel cell structure. A new collaborative paper out in the journal Joule presents a research team’s assessment of future research targets. (<a href="https://ladailypost.com/lanl-driving-clean-energy-research-in-the-right-direction/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><i><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">Also from the Daily Post this week:<o:p></o:p></span></i></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #16689f; font-family: Arial, sans-serif;"><span style="font-size: large;">LANL Foundation awards $56,250 in student scholarships</span><o:p></o:p></span></b></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipvTyjtDds6om-N3Q8fVSE1R7QwJ0tKE7sGqlmURTpvcZFE2hw9TkmQMU2_OGuUHtVXOHZ5HoSGqIoAwwnEJiEtIgxK3AhEf-JckzMP15r-Zpq0RZiUIEid2LjKdnQRfRMofo-u3OHuZA/s187/LANL+foundation+logo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="65" data-original-width="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipvTyjtDds6om-N3Q8fVSE1R7QwJ0tKE7sGqlmURTpvcZFE2hw9TkmQMU2_OGuUHtVXOHZ5HoSGqIoAwwnEJiEtIgxK3AhEf-JckzMP15r-Zpq0RZiUIEid2LjKdnQRfRMofo-u3OHuZA/s0/LANL+foundation+logo.jpg" /></a></div><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 11pt;">L</span></b><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">os Alamos National Laboratory (LANL) Foundation, in partnership with the Los Alamos Employees’ Scholarship Fund (LAESF), has announced its 2021 Fall term Career Pathways Scholarship recipients.</span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;">The Career Pathways Scholarship awards up to $3,000 to qualified applicants pursuing a 2-year degree, trade or certificate. High school seniors and individuals with a high school diploma or GED/High School Equivalency (HSE), or some college experience are encouraged to apply. (<a href="https://ladailypost.com/lanl-foundation-awards-56250-in-scholarships-to-students/" style="color: #954f72;">Full Story</a>)<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9.5pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="color: #333333; font-family: Arial, sans-serif; font-size: 9pt;">T</span><span style="font-family: Arial, sans-serif; font-size: 9pt;">o subscribe to <b>Los Alamos Press Highlights</b>, please e-mail <u>listmanager@lanl.gov </u>and include the words <b>subscribe PressHighlights </b>in the body of your email message; to unsubscribe, include <b>unsubscribe PressHighlights</b>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 10pt;"> </span></p><p class="MsoNormal" style="font-family: "Times New Roman", serif; margin: 0in;"><b><span style="font-family: Arial, sans-serif;">Please visit us at <a href="http://www.lanl.gov/" style="color: #954f72;">www.lanl.gov</a><o:p></o:p></span></b></p>Los Alamos Press Highlights Editorhttp://www.blogger.com/profile/04084383848783998447noreply@blogger.com