<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-808610355362432089</id><updated>2024-09-23T00:53:17.013+02:00</updated><category term="realflow"/><title type='text'>3D Animation and 3D Software</title><subtitle type='html'>Information and news from the world of 3d, its software, technology and developments.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>29</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-23180978570989578</id><published>2017-01-24T10:58:00.002+01:00</published><updated>2017-01-24T10:58:27.834+01:00</updated><title type='text'>Zbrush 4R8 </title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
Zbrush 4R8&amp;nbsp;&lt;/div&gt;
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&amp;nbsp;&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/UiBuMvB33Lk/0.jpg&quot; src=&quot;https://www.youtube.com/embed/UiBuMvB33Lk?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
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Try it out for free here &lt;a href=&quot;https://pixologic.com/zbrush/trial/&quot; target=&quot;_blank&quot;&gt;https://pixologic.com/zbrush/trial/ &lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgySTK3tlifOQ8hrMEAP9D8VePyjjoGqYgybVtNfUBNyyQjqMLCO8_srGg4Qd84dvz0lQPfl4ZYd_X5amR9EPRXKY479yTMogH6_DVLKlM-v01WpVbMIrQ9S-y-37xKLo1j5Jq0dhRwO1Y/s1600/zbrush_4r8_sculpt.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;143&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgySTK3tlifOQ8hrMEAP9D8VePyjjoGqYgybVtNfUBNyyQjqMLCO8_srGg4Qd84dvz0lQPfl4ZYd_X5amR9EPRXKY479yTMogH6_DVLKlM-v01WpVbMIrQ9S-y-37xKLo1j5Jq0dhRwO1Y/s320/zbrush_4r8_sculpt.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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More info to follow&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/23180978570989578/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2017/01/zbrush-4r8.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/23180978570989578'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/23180978570989578'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2017/01/zbrush-4r8.html' title='Zbrush 4R8 '/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj_sK6hjyCKT7NTqHqyyzyTdLt7FUppU9ZiyUBM7qr4sgBKBwUFlX-x0lfVvQLd3OCwkGJ74DhtF8gXqxSrTXqyULqKA06I5o16_RuUTQg6pk0ubNB18nx9wqW-vg4un1KXIwT8SdTGXA/s72-c/zbrush.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-4110757931223307295</id><published>2016-10-21T12:04:00.003+02:00</published><updated>2016-10-21T12:04:55.743+02:00</updated><title type='text'>3d and the world of Side FXs HOUDINI</title><content type='html'>&lt;br /&gt;
&lt;a href=&quot;https://www.sidefx.com/&quot; target=&quot;_blank&quot;&gt;HOUDINI&lt;/a&gt;&lt;br /&gt;
from SideFX have done it again, they first impressed with their insane particle simulations, mimicking smoke and fire in photo-realistic manners, and now their cutting edge mantra and procedural material generator keep blowing our minds.&lt;br /&gt;
&lt;br /&gt;
Here is an example af a generated material&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRWk5SXboHgOtvmTHVKEuVa8FEIzJIp7AxPTTmPDiZwoaAx8IZ17Es-ZzjPLPAiRCZQpvbmVZ-c5is5p8K8vIg6AcHGHSWDnNrLxSrTv53u7eco7kqVy8H9xyrVGNF11NZm2-9mNqZt6k/s1600/houdini_3d_blog.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRWk5SXboHgOtvmTHVKEuVa8FEIzJIp7AxPTTmPDiZwoaAx8IZ17Es-ZzjPLPAiRCZQpvbmVZ-c5is5p8K8vIg6AcHGHSWDnNrLxSrTv53u7eco7kqVy8H9xyrVGNF11NZm2-9mNqZt6k/s640/houdini_3d_blog.jpeg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
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Now Houdini is a full blown 3d software comparable to Maya or 3ds Max, and one should not forget the diversity it offer.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAQuX1lX21oOm-NYvGXp4l56SpNqEQBfWs1qqkPcbyz9NrvLH02zDs5GZ88eTbDYXtwwmcqZ07f9mzkZlkXZCTdMZLGQ9NFue27d4J0EGNq5eD90jiANGpYFaC0tJrUvsie5dt_HHlvFs/s1600/SplineSmokeLines2_DOF.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAQuX1lX21oOm-NYvGXp4l56SpNqEQBfWs1qqkPcbyz9NrvLH02zDs5GZ88eTbDYXtwwmcqZ07f9mzkZlkXZCTdMZLGQ9NFue27d4J0EGNq5eD90jiANGpYFaC0tJrUvsie5dt_HHlvFs/s400/SplineSmokeLines2_DOF.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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        &lt;div class=&quot;column third&quot;&gt;
            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/modeling2.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;MODELING |&amp;nbsp;&lt;/b&gt;Houdini includes a wide variety
 of polygon, NURBS and subdivision surface modeling tools. Procedural 
techniques can be used to maintain a robust construction history and to 
create complex models such as environments.&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
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            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/volumes.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;CLOUDS &amp;amp; VOLUMES |&amp;nbsp;&lt;/b&gt;The Cloud FX tools 
offer an artist-friendly way of building, sculpting and rendering cloud 
formations. This workflow utilizes sparse volume sculpting tools created
 as part of the OpenVDB open source initiative.&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
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            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/animation.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;ANIMATION |&amp;nbsp;&lt;/b&gt;Houdini has an 
animator-friendly workflow which includes a channel editor, dope sheet 
and interactive timeline. Set keyframes on any parameter or use 
Houdini’s Advanced Motion-editing tools for even more control.&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;row clearfix&quot;&gt;
        &lt;div class=&quot;column third&quot;&gt;
            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/character.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;CHARACTER RIGGING |&lt;/b&gt;&amp;nbsp;&lt;span style=&quot;line-height: 1.5em;&quot;&gt;Houdini’s
 node-based approach fits perfectly with the working methodology of a 
typical character rigging TD. Characters can then be wrapped up into a 
single Digital Asset node and delivered to the animation team.&lt;/span&gt;&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
&lt;div class=&quot;column third&quot;&gt;
            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/lighting.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;LIGHTING |&lt;/b&gt; Houdini’s lighting workflow 
provides a flexible and powerful environment for managing lights, 
building shaders and defining the look of a shot. Environment and GI 
lights work well with Mantra’s physically-based rendering.&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
&lt;div class=&quot;column third&quot;&gt;
            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/material.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;MANTRA RENDERING | &lt;/b&gt;With Houdini, you can 
rely on a robust built-in rendering solution called Mantra or create 
custom support for a wide variety of third party renderers. Mantra is 
particularly good at rendering volumes such as smoke.&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;row clearfix&quot;&gt;
        &lt;div class=&quot;column third&quot;&gt;
            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/compose.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;COMPOSITING |&lt;/b&gt; Houdini includes a 
node-based compositor which is perfect for creating slap comps. Lighters
 can test out render passes before sending plates to artists working 
with other compositing apps.&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
&lt;div class=&quot;column third&quot;&gt;
            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/asset.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;HOUDINI DIGITAL ASSETS | &lt;/b&gt;Create Houdini 
Digital Assets for use in Houdini or other apps via the Houdini engine. 
Assets from Houdini FX can be opened up and manipulated in Houdini Base.&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
&lt;div class=&quot;column third&quot;&gt;
            &lt;figure&gt;
                &lt;img alt=&quot;&quot; src=&quot;https://www.sidefx.com/media/uploads/products/features/interoperability.png&quot; /&gt;
                &lt;figcaption&gt;
                    &lt;b&gt;INTEROPERABILITY | &lt;/b&gt;Import and export to a variety of formats including Alembic, FBX, OBJ, OpenEXR and more.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
...and dont forget it can still do dynamic simulations like the&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQC2y8rdm2iKhEEGALxPYu0UlHPXVofKxFy8lLluthk3wx3EEkJf24OONzm-zR_7uMjgccYCBhwOWwGz_X4Xayj6axpI-Gv_isUZzxXb-79mC86ZlQl3antEVsr2bICS-Pygmr8V6n9cc/s1600/prod_waves.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQC2y8rdm2iKhEEGALxPYu0UlHPXVofKxFy8lLluthk3wx3EEkJf24OONzm-zR_7uMjgccYCBhwOWwGz_X4Xayj6axpI-Gv_isUZzxXb-79mC86ZlQl3antEVsr2bICS-Pygmr8V6n9cc/s400/prod_waves.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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We cannot wait to see what they come up with next, some say realtime global illumination? &lt;br /&gt;
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&lt;br /&gt;

                &lt;/figcaption&gt;   
            &lt;/figure&gt;
        &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/4110757931223307295/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2016/10/3d-and-world-of-side-fxs-houdini.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/4110757931223307295'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/4110757931223307295'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2016/10/3d-and-world-of-side-fxs-houdini.html' title='3d and the world of Side FXs HOUDINI'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRWk5SXboHgOtvmTHVKEuVa8FEIzJIp7AxPTTmPDiZwoaAx8IZ17Es-ZzjPLPAiRCZQpvbmVZ-c5is5p8K8vIg6AcHGHSWDnNrLxSrTv53u7eco7kqVy8H9xyrVGNF11NZm2-9mNqZt6k/s72-c/houdini_3d_blog.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-8583213553616157537</id><published>2016-03-30T22:34:00.002+02:00</published><updated>2016-03-30T22:34:22.041+02:00</updated><title type='text'>News in the Gaming world</title><content type='html'>&lt;span style=&quot;font-size: x-large;&quot;&gt;Houdini for Unreal Engine 4&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghSsdWXUWHi9caNmquw7QfJRzLaZBpoFtvvEyhExJjRfaLeo6Y6uX6LrbOabWOyjRBBNRVApL-icdzEEqGCKXYQ5yRpn10Ld2eLVCNd9md1eFS8nWsoBHCa_uylUovcSsn0RcKdMF8HmU/s1600/hengine_ue4_main.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;136&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghSsdWXUWHi9caNmquw7QfJRzLaZBpoFtvvEyhExJjRfaLeo6Y6uX6LrbOabWOyjRBBNRVApL-icdzEEqGCKXYQ5yRpn10Ld2eLVCNd9md1eFS8nWsoBHCa_uylUovcSsn0RcKdMF8HmU/s320/hengine_ue4_main.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Side Effects Software is excited to announce the release of Houdini 
Engine for UE4. This plug-in provides game artists and developers with 
access to Houdini’s award-winning procedural technology right inside the
 UE4 editor.&lt;br /&gt;


&quot;Creating highly detailed, interactive worlds is within reach for teams 
of all sizes.&lt;br /&gt;
&lt;br /&gt;
Unreal Engine 4 gives developers powerful procedural 
features which are seamlessly enhanced through the Houdini Engine 
integration,&quot; says Kim Libreri, CTO of Epic Games. &lt;br /&gt;


The plug-in lets artists load Houdini Digital Assets built using 
Houdini’s procedural node-based workflow into the UE4 editor with 
parameters and controls that can be manipulated to create custom 
results. Working together, Houdini and the Houdini Engine empower 
artists with an easy way to create their own tools that can be quickly 
shared with colleagues to ensure consistent high-quality results.&lt;br /&gt;
&lt;br /&gt;
 To enhance the creation of procedural game assets, Side Effects 
recently released Houdini 15 with new modeling and texturing tools. 
Modellers now have access to a new tweak edit workflow, edge sliding, 
soft selection highlighting and new tools such as PolyBridge and 
PolyExpand 2D – ideal for road generation. For working with hi-res 
models, new retopology tools make it easy to build low-res geometry by 
drawing right on top of high-res geometry.&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuNLZ-Rwf8LVksNkVktMOC4hq-5EBhPvnehxiH6kwDjDCRIX-E1JzgqkD8VnqdBTYRydJ4RVq2Gy71urNtRLb1wlDpSEBEjZV9L8he7JwRFtHg3dp1nWuA0BoWisc1Rn8evZEZ8jZBuCs/s1600/h15_renderman20.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;204&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuNLZ-Rwf8LVksNkVktMOC4hq-5EBhPvnehxiH6kwDjDCRIX-E1JzgqkD8VnqdBTYRydJ4RVq2Gy71urNtRLb1wlDpSEBEjZV9L8he7JwRFtHg3dp1nWuA0BoWisc1Rn8evZEZ8jZBuCs/s320/h15_renderman20.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;


“All of the modeling and texturing improvements in Houdini 15 have been 
developed with game artists in mind,” says Judith Crow, Director, Games 
Segment, Side Effects. “These tools can be used for interactive modeling
 in the viewport or to create procedural assets which can be loaded into
 the UE4 editor using the Houdini Engine plug-in.” &lt;br /&gt;



Houdini 15 also includes texture baking and viewport support for UDIM 
textures, world-space normal maps, UV mesh boundaries and overlapping UV
 regions. Game developers can now import and export tangent-space normal
 maps and convert bump and displacement maps to normal maps. </content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/8583213553616157537/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2016/03/news-in-gaming-world.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8583213553616157537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8583213553616157537'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2016/03/news-in-gaming-world.html' title='News in the Gaming world'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghSsdWXUWHi9caNmquw7QfJRzLaZBpoFtvvEyhExJjRfaLeo6Y6uX6LrbOabWOyjRBBNRVApL-icdzEEqGCKXYQ5yRpn10Ld2eLVCNd9md1eFS8nWsoBHCa_uylUovcSsn0RcKdMF8HmU/s72-c/hengine_ue4_main.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-4849366137000343802</id><published>2015-09-21T10:01:00.001+02:00</published><updated>2015-09-21T10:01:22.320+02:00</updated><title type='text'>Welcome to ZBrush 4R7</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Zbrush the king of modelling 3d software keeps finding new and innovative tools to help the creative artists.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;So whats new?&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Well meet the: &lt;b&gt;ZModeler brush.&lt;/b&gt;  This polygonal modelling system is designed to simplify the creation process. Not just quickly but dynamically easy to create new shapes, fuse polygons, delete full blocks of geometry, connect parts 
with advanced paths, and repeat your actions with a single click. 
    
   &lt;br /&gt;

         &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLeMRxQgAkNeA3yjGvLdJjetHxB6IJ2dtLsaMquoeo32XAL7BTjcldy6rRzhUmxNWl627nnc0Z2chiPbDGeAhd1352xnorQQ2fT_2gtvpPdPT2JNSYk4BmHumO3E5rp_5H92VabmHO2Rc/s1600/cki_veng1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLeMRxQgAkNeA3yjGvLdJjetHxB6IJ2dtLsaMquoeo32XAL7BTjcldy6rRzhUmxNWl627nnc0Z2chiPbDGeAhd1352xnorQQ2fT_2gtvpPdPT2JNSYk4BmHumO3E5rp_5H92VabmHO2Rc/s640/cki_veng1.jpg&quot; width=&quot;411&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
With the ZModeler brush, ZBrush takes a quantum leap beyond the 
organics that it is already relied upon for.  You can refine the shape 
of your model in real-time to revolutionize how you create hard surface 
models, architectural structures or highly detailed environments.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
------------------------------------&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;ALSO &lt;/b&gt;With ZBrush 4R7&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt; the BPR Render system&lt;/b&gt;&lt;/span&gt; will now render all Surface Noise 
as displacement, deforming the mesh to match the attributes of any 
procedurally created noise. It is like having a displacement map without
 needing to actually create the map. &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTI4BGeafnYB7DgQL0li21uf5tVkarHsHgdsGL06EXV34lch35Ieis0akJiW6hUxDCShNpTrxIsYJ6cQfAAR_C-zV32AzZby6LgDSmmzwbJT1DG-vuKCHk2ZcKWfF9X6P8NVXjJTNsp1g/s1600/Trex_zbrush_6_905.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;451&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTI4BGeafnYB7DgQL0li21uf5tVkarHsHgdsGL06EXV34lch35Ieis0akJiW6hUxDCShNpTrxIsYJ6cQfAAR_C-zV32AzZby6LgDSmmzwbJT1DG-vuKCHk2ZcKWfF9X6P8NVXjJTNsp1g/s640/Trex_zbrush_6_905.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
With the new NanoMesh and ArrayMesh features, you as the artist can 
bring more complexity and detail to your work while still maintaining a 
low polygon count. Both NanoMesh and ArrayMesh will allow for multiple 
instances of any object to be created and then adjusted in a matter of 
seconds.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span class=&quot;mainHead&quot;&gt;---------- &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;mainHead&quot;&gt;ZBrush To KeyShot&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5RGL4NBrcbyHzfrwL-kQbYQBzmIk1y5lGAAYiMwo2JEDzZNuX4-RHXBvA7yZobHtdOwNp4epJkq58Nk8xSMsbnYp-eM1U2UZG-Rb6Ru3T-YyqmgGktlhpJF5Pgvr7iTaE92x3I9zUMr0/s1600/hhhhh.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;362&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5RGL4NBrcbyHzfrwL-kQbYQBzmIk1y5lGAAYiMwo2JEDzZNuX4-RHXBvA7yZobHtdOwNp4epJkq58Nk8xSMsbnYp-eM1U2UZG-Rb6Ru3T-YyqmgGktlhpJF5Pgvr7iTaE92x3I9zUMr0/s400/hhhhh.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;

    
    With the ZBrush to Keyshot Bridge&lt;sup&gt;1&lt;/sup&gt; you can seamlessly 
connect ZBrush with KeyShot 5 to produce hyper-realistic and high 
quality images. If you don&#39;t already own KeyShot 5 or if its price is 
simply out of your reach, a &quot;special edition&quot; KeyShot for ZBrush is also
 available&lt;sup&gt;2&lt;/sup&gt;.
    
   &lt;br /&gt;

         
    
    The KeyShot to ZBrush Bridge changes your Best Preview Render (BPR) 
button to instead send your models to KeyShot with a single click.  All 
associated data transfers automatically, including materials, displaced 
geometries, procedural noise, PolyPaint or textures -- and of course the
 new NanoMesh and ArrayMesh. If ZBrush can display it, KeyShot can 
render it!&lt;br /&gt;
&lt;br /&gt;
Zbrush 4R7 is a serious upgrade and a must have for 3d artist who wishes to strive for perfection.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;mainHead&quot;&gt;&amp;nbsp;&lt;/span&gt; </content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/4849366137000343802/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2015/09/welcome-to-zbrush-4r7.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/4849366137000343802'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/4849366137000343802'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2015/09/welcome-to-zbrush-4r7.html' title='Welcome to ZBrush 4R7'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLeMRxQgAkNeA3yjGvLdJjetHxB6IJ2dtLsaMquoeo32XAL7BTjcldy6rRzhUmxNWl627nnc0Z2chiPbDGeAhd1352xnorQQ2fT_2gtvpPdPT2JNSYk4BmHumO3E5rp_5H92VabmHO2Rc/s72-c/cki_veng1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-2257223146545871073</id><published>2015-03-06T09:35:00.001+01:00</published><updated>2015-03-06T09:35:31.550+01:00</updated><title type='text'>GTX Titan II </title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJv64NaUl2WRbAsFQydJKP-RMvLAkk-_B8s2WyOifpGawvzekznXw5p0GTgdEn_N2iw-17-49XoT4gwHGvEz8r6Mq9JjvDmA0Hhh7Zz54uE96Vs0SsDpQJv2BQ_yZtoamU0xkEscEUaw4/s1600/chip.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJv64NaUl2WRbAsFQydJKP-RMvLAkk-_B8s2WyOifpGawvzekznXw5p0GTgdEn_N2iw-17-49XoT4gwHGvEz8r6Mq9JjvDmA0Hhh7Zz54uE96Vs0SsDpQJv2BQ_yZtoamU0xkEscEUaw4/s1600/chip.jpg&quot; height=&quot;149&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;possible picture of the new chip&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Nvidia keeps pushing boundaries, and rumors of the replacement of the great Titan black (and Z) are talking about a quantum leap forward in terms of speed and design. &lt;br /&gt;&lt;br /&gt;There are evidence to what is comming. The GM200 silicon will be built on the existing 28 nm or even the 20nm silicon fab 
process if there are delays. Among other SKUs, NVIDIA&#39;s next GeForce GTX TITAN product, the 
GTX TITAN II, could be based on this chip. We might all ready look at it this year.&lt;br /&gt;&lt;br /&gt;A curious-looking data entry 
was submitted from an anonymous source to SiSoft&#39;s hardware database, 
which gives away some rather glaring details of the GM200.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJlAt6wEyB5C30tx9j4xtRLOcgBHDzdCNoAjdCtAc1VOLAyu_iP9PW2toestfu9v6XTFq3z3OhCvTksnVFdeEYxMY-zQSZxN1HUgBwekvLPF6_jLHt5rkmQC7eKrukxiKslDogqiVrVbY/s1600/6ghz.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJlAt6wEyB5C30tx9j4xtRLOcgBHDzdCNoAjdCtAc1VOLAyu_iP9PW2toestfu9v6XTFq3z3OhCvTksnVFdeEYxMY-zQSZxN1HUgBwekvLPF6_jLHt5rkmQC7eKrukxiKslDogqiVrVbY/s1600/6ghz.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;

To begin with, the GM200 will be built on the existing 28 nm node, and 
will feature a die-area of 551 mm². The chip will be based on the 
&quot;Maxwell&quot; architecture, and feature 3,072 CUDA cores, cushioned by a 3 
MB L3 cache. The chip will likely feature a 384-bit wide GDDR5 memory 
interface, with lossless texture compression algorithms, which work to 
step up memory bandwidth. The standard memory amount is a staggering 12 
GB, double that of the first-generation GTX TITAN. Given how AMD 
recently gave 8 GB variants of its Radeon R9 290X a coordinated launch, 
GPU vendors could be seeing a utility in giving their products such 
massive amounts of video memory, to cope with resolutions such as 5K 16xHD. The chip features reasonably high 
clock speeds, with the core running at 1100 MHz (normal), and a staggering 1.390+ 
MHz GPU Boost. The memory, however, is clocked at 6.00 GHz. In terms of CUDA cores we might see a serious increase, the Titan black has 2880 and we hope for 5760, but realisticly 5000 CUDA cores are far more likely to happen. &lt;br /&gt;
&lt;br /&gt;
Now this could also just be a base model to test heat and endurance factors, it might be ramped up even more to compete with AMD´s Ati which makes some serious highend cards.&lt;br /&gt;
&lt;br /&gt;
Stay tuned for more updates as we come closer to some concrete facts from Nvida themselves.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitenf9TFHFqBdwsYELkI2K4v_Bu4KX57J0jSRnjVugF9X9MTepB_u5ZRkF-1_WUL4NeZ7_X8Zr_ks5i0ECur7M7MYyAzgOXtiVcxKbIoptjakaoFMh82qw5FDgTuIR0QmmL6mxvfXgBLM/s1600/geforce-gtx-titan_II.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitenf9TFHFqBdwsYELkI2K4v_Bu4KX57J0jSRnjVugF9X9MTepB_u5ZRkF-1_WUL4NeZ7_X8Zr_ks5i0ECur7M7MYyAzgOXtiVcxKbIoptjakaoFMh82qw5FDgTuIR0QmmL6mxvfXgBLM/s1600/geforce-gtx-titan_II.jpg&quot; height=&quot;244&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/2257223146545871073/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2015/03/gtx-titan-ii.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2257223146545871073'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2257223146545871073'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2015/03/gtx-titan-ii.html' title='GTX Titan II '/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJv64NaUl2WRbAsFQydJKP-RMvLAkk-_B8s2WyOifpGawvzekznXw5p0GTgdEn_N2iw-17-49XoT4gwHGvEz8r6Mq9JjvDmA0Hhh7Zz54uE96Vs0SsDpQJv2BQ_yZtoamU0xkEscEUaw4/s72-c/chip.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-8468279133352984098</id><published>2014-11-12T23:49:00.000+01:00</published><updated>2015-03-06T09:12:00.702+01:00</updated><title type='text'>Houdini H13 Delivers</title><content type='html'>&lt;b&gt;Houdini has come a very long way. This time its a complete packages but is it worth compared to other 3D package?&lt;br /&gt; &lt;/b&gt;&lt;img height=&quot;225&quot; id=&quot;irc_mi&quot; src=&quot;https://i.vimeocdn.com/video/470146971_640.jpg&quot; style=&quot;margin-top: 133px;&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Faster and more flexible tools. 
&lt;br /&gt;Houdini 13 increases productivity and allows for far bigger and more impact. Feature film VFX artist, a game 
developer or a commercial studio, this new release brings you according to SideFX new and 
enhanced tools that will meet the most demanding production 
requirements, do we agree?&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;A brief overview...&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabel - Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;mso-cellspacing: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184; width: 600px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 286.6pt;&quot; valign=&quot;top&quot; width=&quot;382&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;NEW
  PARTICLES; TO BE OR NOT TO BE?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMwAAAERCAIAAAC4l9/gAAAgAElEQVR4nOy8aVBi6Zou+i1GB1QQFUURB5znWVERJxwQHHBEHHACRVQUnEAUBQUUlEEE53lM0zQzrczKzKraVVnDrqq9a/fu3btPR3dH9z59ujvO7XNOn+iOuB1x48SJe3+s3d6sit3n340bcaK/HysWi49vrfV+z3re532/dwH+739v/97+P27g/+8L+Pf2v3/7PciQSCQCgfDy8nJzcwMAIBAIAMDjDgKBgHc8PDwIBAIKhUpKSgoPDwcAeHp6RkREPHb28vKMjY0GANBoEWVlJR0d7cHBQSgUAokCp2d7v/jlN/4BhHJWcVpaCgCAzWbXsFlhVDKvgWPZWBV2CwL8CRAACfHRZ2d7mZmJlZXMNx+/LC9jpqUmJibElZYwCwoy6XmZLc31zKJ8PyIBAgAJoTzdcR7u6KTE2MyMtLLS4qDAAHesm4+XN87D08/PD4/Hw5eXnZ2Nw+EQCERUVFRnp8DPz5fBKAgPp0IQAABAEICg398giUSCbweCoMfbJ5PJSUlJj0cet0QikUwmIxAIFAoF/rWhUChvb28IghAIBA6Hc3d3h633OCaRSKTRaHBnJBIJ/9bPz49IJPr4+MAH4S0ajYYnBYPBgA8aBEFYLJZCocATFxER4e3t/fgVHo+HxwwLCwMAIJFoCELicN4AIHA4XEhIyONocLeIiAgymRwQEIBCoSAICg4OBgB4eXnBUwz3JBKJ/v5ECAJeXr8/gsWiAQAwWFCo32PG09MdAIBGIwEAPwIZ/DUajX6E1+PlfmhuDAbj6ekJ90GhUCQSKTo6Gr6O0NDQtLS0piYeDucBnwAAUFZW0tkp8PbGAQjcPDn/5NPXDTxuZlYqEgn19HSnpaVQqaSxMbFY3F1fx25r5TEKc2u51Q31nMREWk5OCgSBxITonW1Hd1d7bk5GGJXS39etnJ1s5zfPzih4DXUB/sRgcmAoJTg1JSE1JQGDhvz9fP2IBCwGRaWEopEoNBrt6+sLzzFsOxQKVVZWJpEMarWLFRXlfn6+FEowjDBvbxxsXBKJlJubC88ZhULJysqCpxwAAM83iURKSEiAbQLj6dFc8CTBW09Pz6ioKAKBQCQSsVhsaGiou7s7/G1wcHBkZCQCgcBgMBQKxc/PD7Y/jUZDoVDu7u4EAiE0NBSDwbi7uyORyEf7Y7HY4OBgIpEIQ9Df3z8gIACNRsMfYeggkciAgAB44nJycgAABAIxNjY+ICAQPguJRCKRSBD0exBjsdhHmoAxh8Vi3d3do6Ki2Gy2r6/vIyoe7fDYE74weNjHj/AWjUb/FGQYDOZxCNh2j9h6HAgeGoKgx54wzBEIREhICA6H47c38xprg8j+mVmplNAgX6J3KJUcERna3d3p5oZBIiEAAV+idxDZLyMzeXRsKCsrQa2Wc7llEAS++eaz58+vRQNCZhGdy2X9z//5f05MSGrYrHHZcEx0xNiopCA/h56Xk52VAQEQHxcVRg2OjKA01NcQfb2wGERdLTs3JyMlOZ6A90ajEJkZaRAAISEhMEMEBATQaLSQkJDIyEgCgeDp6e7mhqFQgouLi1SqWaVyZmpKARsXi8UGBQWlpKR4eHgAAPB4PEzV3t7eQUFBMCzgno+2iomJCQ8Pf8Scv78/hUKBAY1CoWJjY9PS0nA4HI1G8/Pzw+FwcLeoqCiYOQICAnx8fB6t/WhwKpXq7u4OE5uHh8fjtz4+PjgcDp5jDw+PwMBABAKRkJBQVlYGj+zn5wfjEp4mCIICA8kAILy9vd3c3Dw9PdPS0mA2IhAIOBwOgiA0Gk0mk2Hqgi3m5eWFRCIrKirgRwiBQAQGBkZFxQCAIBL9kUg0AAgIQgKAAOD/vXICgeDt7Y1EIt3c3BAIxI9AhsfjSSQS/Jx9eJ8f7nxIb6GhoWQyGYY2EokMDw8nEAjp6elx8VHUsGClauqzn73l1lY3tzS4uaNoUWFCoRCDwUREhAWQfN090F3dfLlCajIvV1czJyYGt7ZM7e31YWGBOzs2ItETgkB+fsb5+f6XX777+7/7HTnIDwKgtaWhvKyovLSsqpIFAUAO8p+alLW01DKZ2bW15etmw8PLu0WNqoJVsrPtyMxIQSEhWmR4fHxsRkaaj48XAgHCwkJraqqzszNhXoDpncNhczhsNBo5NaWgUikAgNDQUNjDwnjy8fGhUqmJifFkciB8+4GBAX5+vhAEYmKiqFQqjDYMBkMgEIKDg0kkEjz9sbGxjxOGw+E8PT3z8vIiIyNhZMAz5+/vHxMTA0EQBEFkMhmJRBKJxODg4OjoaCKRCDtEAEBISAiVSoW9Nkylj8QG7+NwOCqVmpCQAF92ZGRkTk4O/PzjcLiIiAgAEPA+fN6KivKWlqZH4iASiR4eHjCbwhcPj+zu7p6YmIhCoXx8fPz9/XE4HA7njcW6FxeXhoVFAIDA431DQkIBQJBIpIqKCjQa7e3tDd84hULx8vL6Ecg8PT1hsfUhkh53foIzBAIBP+UoFAomyba2NpiWAQQABKrZrDx6VnAICUBgVjlpMhsgCMrIyBgZGU5IjGFVlDCL88MjyDOz4w8PN62t3L4+/tbWOhoNIAjUcqvycjMaedykxJjSksKkpCgUClRWMoOCCDwee2J8zN0Ns7PtONh3kcm+fH4dkeh+cbGTkZGAx7udnR6IBoR2m7m+rgYCoLyMicN5dHYKhobEMEQiI8OrqipotAgIAni8t0DAhxUk3JqbG2m0CLhbRkYarC2Cgkju7tjQ0BAEAhCJhJycLCKRkJyceH5++j/+x/8VFBT0+PPy8vL6+noIgvz8/NLT0x+fQBKJRCAQYH0Ge7S8vLzs7GwAABqNDg4OfpwYNze31tZWJpMJAMDj8cnJyTCqEhISYDvDmIang0QiwWeHyQyeOwqF4u/vDx9Eo9FUKtXb2/sRNxQKxdcXDwAICwv19ydi3ZAVFRUwNIlEIp1Oj4+PRyAQMLI9PDxCQkJgR5mcnBweHg4T8+MZYXGVlpaWkJBAJgdiseiCAnpxcREWi4a9a25u9k/d5U9Q9eiGoX9tH4IMNpCbmxudTodPzGKxIiMjEQgQHk5FIAAEASQSwmBQk5PyhQU1lUohkfxhd0kODujq5gMIcGurnM4NLy90dHTonGrq+GjX28uN18Ctr6tJT0sk4D1Z5cySEnp5eaFU2puSErWyMscsopeXFVFCSC6X5fR0d3i4JzycxONVRUYGJyVFtbfzEhIifQm4QJKvclYhHRaFh1OTkxMtlvWuro7m5kZ/fyIGgwoMDMjMTE9MjHe5tn73u78ikfwhCOBwHl1dHdHRtMDAADa7ytsbB/5VwwIAsrIyPD3diURCbGw0bAkmkxESQnZzc8NgMDB6AgICYAkFhwIwKcJeA6YlIpEIaynwrwoGjrfgIzgcLi8vj0AgRERE+Pr6hoSEpKamwuB47EOlUkNCQuBfxcTEwN7t0XGjUKjAwEA2m52YmAg7ysdnAIlEYrHY4OCg8HCqmxsGAIBCg8ys1MDAwPj4eFgCkclkGKPJycm+vr7wFQIAfH194T54PB4Wr4GBAQSCDwAAdgjZ2ZkIJPDydgMQqK2rZtewAAQqKkvGZJIfgQy+jQ+x9WH7EGQfos3LyyswMBAA4Ofnh0KhiouLYUUJ3yEMQdis3NqqkdHBunq2mzsKg0WMj4+tr5tQKER4WHBVZVl6WhIEwLBElJWZjkSA9LSUvt7OKBoV7+PBZObe3Z01NFRmZsYPD3cPDXX39fEbG6vLyuiDg8KJCYlaPZmfnzE+Lq6oKHRzA2tr2uTkaGpoUHcXn56XySii59Gz6hs4aelJTc31w1IxgIC3D0zDiPn5uYUFdWUlq6CAHhDgB0Ggv78Xj/eGzUelUjAYFAaDqqmpzs5Jr2azAAQwWASAAMHXKzEpFkAAfsphFvfx8YEJHolEenl5FRcXPyIA3gYGBiYnJwMA0tLSeDyeh4dHcHBwQUEBACArK6u7uxsGTU5OTkRERFxcHB6Pp9Fo2dnZ3t7egYGBoaGhKBSKQCB4eXlhMJgP3Q48uJ+fH+y1fXx8oqOj/fz8/P39S0pKHgNJOCBDoRD0/Gx6fra7x++BPjQ0BCu/hIQET0/P8PDwhoYGmBEpFIqvry88m/Hx8QgkIAX6yhWjCxplbV11axsPQMA/AG+1G4xrmhpuaT2v0rSuVUwNb26tCXtbfwSyx0jhQ6X/od7/cP9x6+HhgUKhsFhsUlISjC0s1h2P983PL3yUhAAg/PwC0BhQWlbw/MVtZxefGhaMwaBgg4YEk1jlxdTQkPS0lPKykrSU1Iiw8NLiEv3K4v2zGz+it1jcfX6+Oz+vUCpHExPDTOYFzaJcJuun01Nrays+/9nbScUYBEBhYYZCIVleVk1Pj93dXfT1CfJyM/JyM8jBAWHhIeyaihpOpbePh58/fkgyQIsKQ6EQsbHRWCwaggCFEpycnJiVlREcHITHe+fmZoeHU4uKCqlUCgqFEAq7eLz6PHrWzKwCQIASGsThViUmxTY21eEJOPhJ6+zsDA0NhdmIRCLFxsYWFRXl5+fDhiouLvbx8SGRSBEREWFhYWFhYQMDA0NDQzBLweKJTqc/xlJZWVkUCgUAAIs8WOYTCARYzwUEBAQGBj6KcQqFAudlmpub4dAYiUTi8Xg8Hg9rfx6PFx0dDStIJpPB5dbMKif7B4Rx8VHpGclLS0u9vb0+Pj4dHR1lZWXwKWDuhGc8KioqPj4egiAajUaj0XBeaA6XZVxdMq+vMIpy5hemlSo5v503oRBLR3uePT+bUY5IR3seXl0vaqdw3tAfSGH8wfYYTz1GrY8RNexTAAANDXUhlMDYOBo5MAgCAI1CtLU2cjmVycm0+PhQCoXg54cjk31DggOiaNSmxrrIiFAkAqSlJi9q5hMT4hITYhrqa57dXT97dpmeHjs01L22uiwSdY2N9W3vmF68PH/x4sJg0NSwWd5e7nW1bE8PDKMwT7OgysxIoedlZWWmVleVqZSTSASAADAatCnJcRAAqSnxOE9sVWVZaQmDGkqOi6V5emAgAGq51bMzU6KBHk8PTBQtjF3N8nBHJSZE9wgFiYm03t72ScWYuxsShQR/+5/+YyOv3t/Pt7AgFwJAOiyG03ipKQlEX283LDI+No6em+fj5Z2cmORP9IMA8Cf6eeO8QimBXE6lzWrSryxKh0UEvKe/n09ebkZiQkyPsCMinOKGRXNrOExGEQQQ0bQYf39/GGTx8fHZ2dmJiYk+Pj5I5GPshkQgUPAMuLt7AoBAISE3LBqDRmLQSKIvHufpDgGAQSPzcnIzM9IQEMCgkdTQkNycDAIeF0oJggAgBfjV19VwaipYrILe3hYIAQQdtQ6HWamcKC3NF4m6hoZ6EAgQEUFOTKTxGllXV3vj42IkErCrWeOy0Zam5tzsPD9fYke7AAIAAkA2NtLU2FBexqysKPUleI3LpJKhgXx6tk67kE/PZhbl223rP03G/sQ/wikMAAAajX7M7H2YJgkKCkIiIQAADufxD//wnzOzUgEE0lKT01KTKSGBvAZuaUnht99+/l/+y3969+65RNLb3s7rEQoWNSqxqDc5Ka6YycjLzW7k1aanJSUnxTU31dEiQ5nMXKGwLTIyWNDenJOTMjDAn5waHBwSLC5O1tZW5Oaks6vLvb3cGuprKljFaBSAABB2t9fXsdNSEyAAvHDYQJIvAgJcTmVZKWNosA92xHW17Oqq8q5OPq+Bi0KCxIQYYbdgemqiqbEOi0EMSwYuL44hAKKjwjY3TaOjosKCHDcsghpKJgf5t/Nbw8NCsRgIAmBEKi4vK0IiQER4CDnIr5ZblZ6WEkjyR6MQ3l6e2VkZvIa6YHJgXm420de7ID/n/OyorpadmBDjS/CCAJCNDS9q5miRVKKv97hsFAEBKiWUHBjk4eYOh70hIeShITEAAM6tYLFoFAoVFxfn6+uLx+NTUlIeuQrn6U6LDIcAQCJAakpSbk5WeloKq7w0KTGeUZhfzGSEUSk17IpBcZ+7GyolOb6kuDAmOgICAIJAVlbSX/zFr6+v941GdXMzNzQ04Ph4m0oldXQ07ezYkpKi3r598Y//+Dezs2PDwz1icXdWZkp2VtrQoAjOfgeS/KXD4rzcTGooGQIgPo4WFEhEQCApMQYBgaBAYl1tNS0ytIbNqq4q+8NM9ugoH1UaHo9/JGe4T1xcHKwK8/PzMjPTfX3x/v5Egq8XCg0gAMZlwxPjUhQS+Pvha9gVpjV9FC2srJTR2dGqnptuaqyFAIiMCBW0t3A5VQMDnY2NNT09/GJmvqcHOi01sbAgt66WnZQYMzU1KpEI+/vbTk62EAhAo4UYDdp3717y+Q0Uiv/79283NvQWi0GtngwLC7y6PLFsrHZ2tKanJcZEhzc31c1MTxQx8sKo5OSkWAQEGupr7p/d1NVWq5STyUmx3l7uRQz6sGQAgwbVVWU63VxDQ7XVamSxGBkZCUJhWyOPG0YlQwBsrK/W1bI7BC0/++xNUmLMpn193WxISowpLMhRziogAHqEgoz0JAQE/P18ujrbnt8/KSzIQSEhmFpiomkICHR3dfgSfBAQSE1JQKMAu5oFw87byzMhPjYpMR42bHp6KgAAi0W3tbXAxq6r4/r4eEEQyMnJwmLReXk5cXExAABvnBcEAMEH31BXj0VjxkZGh8SDSAiBRiH6eoX6laUKVklCfPSkYoxVzszOSn327HJgoLOhodpiMVgsBq1WJZcP2+1rLBajsDALiQRy+bDVajw52fnnf/6HnR0bLTI0IjwkMyM5KTHG3Q0ZEx0+NNiHRgEsBkpNiVfOKt6+eUhLi2toqD452WlsrLm6OujubuZyyz755MXGxrJKNb64OB0S4vtTkMExy/9C+8NekkAg5OXlwQeFwq729jYAABw2dnbxg4IIpSWFEABoFEhOiouMCIOpe1gysKhRFTHyipn51VXlrPLivNzMmOgIgaCByy1rauJol9ShlEAsBkH0xZeXlbDZpYGB+OZmrkDQ0NhY3d7OKy3N7+5ura5mrqzMDQwImptrlErZq1e3MzOjdHqqfmVx22U3GrT9fV2jI4N2m9ls0kdHhWWkJ3391c8SE6Kzs1LnVFP59CyzSX92ekDAe3YIWnp7Omq5VevrK1gs0GhmFhYmEQiwuWl6//6tVNrf2dmskI8mJkR3CFpGR0VWq7Gjo8nDA/H3f/9X//Iv/5ifn4HHu42NiX/3uz9bX1/x8kIPDfV4eCBIJJ+qquIAf+K8WhUTTUMiQGVFORIBUEgoNiYqMSG6qrKsrLQIAoDLqSIH+SMRgFmUX8TMR6JAISOPXVPx7P6JbFwKIIB1Q8Kpu8dQF47sAAAoJEQNDYmiRTAK86NoET7euMICOuzKk5PiyEH+gvYWyVB/WSkjKTFGpZJ/9NGTxcXp8vJ8obBNKu0PCiRCAETRqDU1Zc+eXSYm0ng8dnMzt6Oj6c///I8DArwhACpYJd98/bnVsiYWd3/77WcbG8ujo70WiyEtLS4pKeqP//jnfH4dn183Pz/x4sXF06fHBwe2+/uzH374oqOjPjjYx2LRra0t/AhkGAzG29sb5qdHkHl5eXl7exMIBHjRDYfD4fF4OK6BQ2I83jsxMd7Ly7O/v3dYKkZjoJzstCgaNSkxJooWxmvgJibE4X28VLPKhPjouFiaGxZZzCwY6O+GnXpQIFEk6tBqZz08EBWs4rraagiAHmEXBEBjY41ON2e1GltbGiAAXry4+W//7e+wWFBdzfzkkxfh4SQUCtDpqWx2cWUl49tvPysrKygpod/dXTCZue7ukFDYNjDQubW1PjTUk5QUdXKyMzk5Eh0dmpOTQib7/va3v/z8Z28JBPeysgISyWdoqFsmEw0P97S11ep0c2trWi6XtbNju7+/kkiEdHoqBIHY2DC1etJiMdTVVXp5oalUklDY1tPDX1qaEQpbRkf7k5IiR0b6ZmfHkEjQ1MQeGhQFkvwnFRPffP1lWmoyGoUQi/qdW5sx0RF9vZ3FzPxN+/qvfvgWAsDTAz2vnnG67Nc3541Ndfz25nZBCxIF3D3QAAJ+/j59/V1V1WUBJALWDcGtraqsKj053R+RDtawK8KowcyifHY1C40CoZSgzo42g17b1dlWwSrmNXDq66t6e9tLS/Ozs5M1mqm5uQkcDsHlspTKiR6hYFIxFhIc0NnZqFbL5+cVzc01LS2cjIw4d3cQGRkk7BZE0cKKmfkKhXR0tH9paUom63/46FIq7a2sZLx79zw1NTo5OeL+/qyysmB1Tb2gmdiwLC1oJvLoia7tte0dU3pG1OhYz49ABi+0/UR4eXt7e3p6BgcHw5E5nIyGo3EqlZqcnIxGIwsK6DxefU5OVm0d290DXVJcGBJMmhgfiY4Kj4wIkw4PoZBQQnws3sfTDYtMS00ckQ5mZiTDIOvt6SgszAoOJh4cbM2rZypYxcyi/PS0pOqq8oaGSpfLMjsjHx0ZCg8LgQCIiwtnMDI7O5s5nHKhsE0gaAwOJvb2to+NiWdmZFgsqKurnJtTsFgMJjM3Pj6CwykvKMhMTo7mcMq///69y2VZWZm3Wo3NzVyxuJvFYvT3d7S21o2M9I2Pizmc0vb22pcvL//Df/hVZmZibW3Fxsby1JT03btng4MdJSXZd3dnycm0wsKM8/PdgoL0uDiqVNrb2dnodJplMpFU2qvRTKFQoKGhcmlpZnJymIDH5eVm9vd1G/RaRmFeVye/vq5mUiFjlTOJvl5trbxiZj4EgaSkKJVKzmaXzszKS0oLAQQ8PNFwUuD65uyf/vm/msz6bmH7in7RvG7wxGFy8zKsNtPPv32/7bJXVpR4eqDz6VnpaYmC9uagQGJXZ5vZpC9i5LW2NBQWZnV2Nvf2tg8P93R1NVVUFBUX5y0tKbVaVXp6fGpqbHd3a15e2vn5bm5ucl5eikwmGhrqViplpaV5Mplob3dLMtSvkI/m5aXFxobKZP3fffcpnZ7s7+8pk4n++3//u6WlGQgCn332Ym1tQa9XWazaCfkAr5FVWZX/7P7k1etrapjv/ML4H0jGflhiAP41Yf1h8gKOpT09PeFAGgAQFxdTW8sJDg6ihgVXVJZGhtNSkpLpuXlIBBAN9IyNSipYxQX52eFhobExUXm5mRnpyfKJkb3dLam0v6mJk5ebiUKCluaGs9OD/T0nh1Pe3d0qlw9PTg6zWIy21kZhdycB752TnQ5BwOVaHxsdcsMihiUDsHEZhbnubsi01AQejz0+PuTpiRwbE9/enjU1ccTiboGgsbqaaTQuGI0LjY3VYWEBVVVFBsN8RwevoCDd5Vp3ONa++urt1dXewoJcpRp79eqmqYnDZOb+xV/8ur6+gkjE7u9b/+S337x4ea5QSFpaOPPzCqfTbDDMz86Ozc8r1tYW5+enpqfHWlpqnzw5XV5Wk8m+cvnw4uJsUxNHIunVaGZQKNDR0XR1deTr6zE3p4AV0qC4F40GSCSIiAhUKCS7u9ae3g6CL259wzg1PU4NIweHBDS31K+uLddwystZjKzs5OAQv/qG6p7edsXkCAYLqFT/hoZKLy/kwsLkt99+1tXVJBJ12O3GgYHOuLjwlpba9fUVsbizoCB9ZKTvl798L2hvaW6qb2vlhYUF8vkNSqWMwymOjiYLBA3z8wq9Xm0yLZ2cuMbHxW1ttUbjwunp7v6+QyzuDgsLuLo6WF5WlZTkQhBwuSwiUVdMDPXu7uz+/qK4OKexsfL8fPvh4cpgmNvcNFity1br8t6exeUyPTxc/ZTJPhT+H+48ptA8PDzgNQ0kEunt7Z2XlxcSQoZ7RUVFZuekR8dEkAMpudn5eTl0CICY6IgaNksuH66qKh6WDIoG+ooY9GJmgWhAePf0qrq6BIsFTY0NVZUsBARgBW0y6Wg0cn5+2tzcREFBZlVlmXpO2SHgC9pbmpo4mZnxZaVFsrFhP6JPQny0y2kPowYnJ8XdPrns7Gym0UJ2d+1ffPGmvLxwenpsdFS0t7fZ3FzT18ff3bWKRB1FRVmwR+PxqkZG+o6Otux2o1gscDrXbLaVnp7mquoCOj2dz29QqcYzMuKqqxmLS4q37562tFbT6clPnhwuLk7yeBXb2+auLt7UlMThMLY0149IxbExER7uqDcfv3z10b1sTFJZUTI42FVWRmezi3t6WrXa2fBwUng46c2bZ/t7zpjo8B6hYHRUpNerDw8d7949k0qFC5qZV6+fFTFzc3JTx2SDsXHhaAzw8sakpsfUNVRU1xQr58a/+PLj5y+vMrLimSU5U1OStjaOy2W6vNzt6Wlubq6en59YX18qLc2vqSm7vDycnR3r7W3LykpYXdWsrs7n5mSFUSnhYSHC7vblZdXy8uzJqePJ7cHMzKher3Y41ry8kHx+3c3N0ZMnx1NTUhQKQBAwGOafP788OtoyGOZZLMbs7LhKJffwQIyNiTs6mmQyEYdT2tLCKS/PFwpbFAqJQNAgEnXc3BxdXx+KxZ2Tk8P/Zp4MLo8hEAgwjcF1KR+uyGIwGAiAkOCAslJGV2dbESMPAqC5qS6fngUBEBdLq+VWwZmqslJGfFyUhzt2dXUpJSUmJMRPqZxob+dlZye3tdUvL6vDw4InFWOvPrpHIYGHO6pHKKCGBlVVlp6fHU4qxqqryricyuamOgLeMyU5rkPQwmBkEwju29vWoyMXEgnCwgJHRgamp8fS0uIGBjr39jaRSFBQkDk3p7Bajd9998XCwmRmZrxcPvTVV28dDiOHU6xUjlqty0aDtq62enBQKJcPmUya6+v95y/OxmS95eWFOt3cyEif3W5Uq+ULC3K1erylha3TKZ89O5dK+zMyEjiccqNBG0YlkwIIRUU58/NTb948hy/g44/vp6ZG09Pj4+NoWZkplo3VP/71L8wmvdGgXdSoSAGEhobK8XGx3W4sLy8sKaE/eXI6OipiV5dbreAM+7MAACAASURBVPqmJnZUVHByMq2+vmJ2dkwiEXZ08MbGBrKzE/n8uidPjldW5pjMbDa7uL+/3eUy2WyGwUHhoLiX18DRryzOz08lJUVSqaSGhur8/IzGxpqlpRmxuHN1VaNUyux2PZdbUlqac3t7ZLOtnJ46rdZlm22lupo5PNyj0UxxOKUMRubqqubgYJNGI9PpqT09rfn5adPTI5WVDIVCsr6u6+lprazKu7jcNpk0fn44RmFeRDg1NjouKyM7KytBqZSp56blEyMQACXFBU1N7IKC9D/gLh8dJRqNflyL8PT0DAkJeVzESEhIwOFwBDyOgMexyot/+OW34zJpKCXI28s9LpbmS/DJyU5vqK/5xS++RKEALTL08uKEXV1ZXl74zTefnZzsQBDIyUlxOjf6+gQul+X9F58UFuRg0CAnOw0BAf3K4v6eMyiQGEoJbG6q6xC0NPK4NWwWl1OZlZmyrFs4Pd3t7W2vra2AUxh6/UJNTRkSCWSyQbl8uKOjaXFxlsMpR6NBXl5aWVmBTqfc2bGMj4sPDjZHRnoUisHjY8dHH11rtarAQHxBQbpEItTplEdHmxaL7m//9s+0WlV2duLY2EBpaZ5CIRkY4HM4xRcXO4eHdj6/rrKS8dlnDzQamcViLC7OyuXDhYUZqanREolwbGzgxYur3t62oqKsiopCOHRoauLIZIOVlcyeHn5vb/vSknJ4uEenU8rlQ5WVDD6/YWtrvbg4r7Q0/+XL666uJg6ndHfXenV10NTEdjrNLS2ch4ebg4PNsbGBkZG+iIhAHq/q66/fuVzrSuXo4GBHQkJkf19Xdxc/n551fr5fVJR1erp7eXlYV1dZXJzDZhcXF+fI5UPb22a7Xb+4OMnnc6uqCk0mjUBQNzEhmpgQyeVDnZ2NZrP2iy9ef/zxXXl5PoVCdHcHz59fulzrUmmvSjVuNms3N1evrg5Eog6TSTc2JoYgkJuTnpGeRA0NQkBgZnriu+9+dna2k52VCgHAri5vaa4fHe2/ujr4X4HsUZnBTAY+SPfDBZ/59Ny+XiGc3K9hVyXEx0IAEH3xdbWckGASp6ZiZ8fW3s6LjgpLSY6Pi42em1Pw+Q12+5pU2t/XJ9jcNEVHhyIQIC4uPC0tbnlZ3d/foVRODAx0SqX9c3MKDqe8qCgHgQClpfkXFwdra1qdbq6piaNWT75587ywMCsqijI/P9XR0TQ7O358vN3d3VpQkDkyMjA2JpZIeh8ebrOzk/F4t5///NP1dV1JSe7NzdHS0tTy8uz6+pJON3Nzc3BysnV66hwa6gwM9G5vr5+ZGW1srO7qatraMgkEDe3t9ff3Z3a7fmFBvrw8u7NrHhkVtgu429vmpaWp3d2N7u7mrq6mgwMblUrs6Kg/PXUuL8/W1ZWxWHS7XT8/PzEzI+3sbBAKm8zmRZNJs7a2cHd30t/ftrw829pas79vV6vlYWEBHE45i8XIz0/LzIy/uTna2bGYzdqxsYHKSgaFQiwqynK51vV6tUwm6ujg/cmffPfmzTOJRGgyL1xd7Tkc5tKSQqNBm5WZgkKBh4cbm22Vwyl//fqpw7E2PNzzyScvFhbkMzNSvV7F53MXFuRW67LDYZTJ+kdGejQaxcrK3Pq6bmBAoNMp+/vb+fy6ycnhhYVJm83gdJpLS/NsNsPLl9fz8wqRqMNoXNBpF1nlpYEkIs4TExoasLAwCRtEp1MyGJnBZH8fb3daZOjLF0/fvXsuk4n+zWTsT9D2SGmPi2JkMhkCgBIc4unugUVjEADy8fIO8PNHAMjTA8MqLx4bHQoMxK+taaOjwgL8CV2dfItlRSIRFhZmDA/3TEwMLi3NVFYyIAhkZibKZINfffXJ99+/12hmmpo44eFBn3326smT06MjV08PPyEhsqys4O3bF0tLSiYzl8erevr0dG/PRqX6t7Zya2pKTk5c799/bDDMm0xLGs0UHo8pLc3753/+z9fXh5ubq2NjAzQa+fr68OxsR6udXlqaslh0CsWgyaw+O3c8vTuy2/UQBMrK6LOz4xgMYLEKfvnL93a7Ua9XnZxsXVzsfPrZ/YZl6eLSubO7Zt/ULa/MuLbXXj5c9PQ0d3XxNh16uUL05u2teV1TyEjd3Vt/cntgsWo1i/JIWsD8wviXX71aXplRqkZePlxsOY2u7TWpVDg01Hl7eyQQNJDJ+O7u5ra22uRkmtNpzstLGR3thxMKi4vTDsdaTU1JdHQITJMjI31Pn57W1JRwuWVK1YhON/P27X1qaiyziN7f34FGAwYjs7g4T6GQWK16sbhzb8/26afPV1aUm5sGsViwv2999erm5uZgZkZqNKo5nOKWFvbGxvL19aHTaU5Pj4UgoNMpX726/fnPP7XZDLe3J+PjYhqNTCJ5QRAgkbz6+vi9PZ3quZmb67OOjqa/+qs//dWvvlpd1WRmxrPZxe3t9UWMvN6eDueWVTQgzMpKGB7u+cMg+4PtscDS19c3JiYGjUbDa5QYFBpORnDYNRx2TTg1DAIgOSkWgQB5eWlVVcVIJNhyWP70t79OTY2GdTeFQtzcXNXr1fn5ab/4xRevXz9VKmUQBMTiTodjjU5Pra0tFwpbenpaJRLhxMRgZ2djY2O1zWZobKxms4svLvbm5xUq1bhOp1Sr5Xd3Z5OTwzQaWaudffr0NC0t5uJi73e/+1MfHzSFQtzZsZSW5iUkhFuteqfT/O23nxwdbdbVlY2PD1isi/0DzTOzw2fnTomkSyYTsVgMl8tyfr7rcKzpdDNa7fTKivL4ZNO+uXJy6rh5svvkdm9wiL+gkX3x/mHLafzi/cPRsd1i1Z5fuA6PbEfH9smpQd3y9MXl9uGR7fRs6+XDxaxS6nSt3j491OqmqqoLFpcUT24Penqb1jcWLVbt8HD3Z5+9kEqFPT2tn376/OHhampKIpeLq6sZYrGATk+emBC5XKaBAb7Tufb+/SupVFhbW8pgpH/yyb3eoDQa1a9e3S4sTAuFbSaT7je/+VajUSwsTDY2VvN4VW1tnBcvLqanh9fWFuQKkU438/LlpUajYLOL+vvbdLqZ6+v9qSnJ6alTJGofG+urrS2Fx7fb9YeH9uHhHpVq/N275xAEeLyq09Nti2Xl6dPT0tIciaRrYmLQYjEolRMoJIAAcHdD9vS0NjfXNDfVBQUSrZa1qUlZXBx1fFz8b6YwHt0lHE7CWbH09HQYanA5P9EXHx4WSgrwQ0BgoL83JpqWk52ZmBA3Ih1saqz19fXQaKbMZi2NFpKVmeLt5Z6Xl9Lf33587DSZltbWFr/++t309MjUlLSvj2+16k2mpYqKwtLSPKm01243MhiZ2dmJQmFLaytXJhN9//3nUmlvZGSQ0biws2NpamL39fHfvHlmMMxnZSW0tHB6elo5nNKLi73qamZvb9vJictq1Tscay0tnPz8tO7u5pGRvpWVub09i1wuHhzs0OtVji3DxeX28sqM3qD89NPn9/dnGxva+/uz01Pn9PTw7u7G/r71+mZveWVmZ9d8//x0w6I5OrZeXDqf3Z9YrNpNh95qXT4+drx+/eT6en9jQ/v27d3Pf/7O4TDu7VkOD+3vPrl7cnvw/MWZY8vw8ZsnX7x/gMHq2Fq5f35ssWqf3B6cnm29fXv36afPnz8/h2P+b7/9xOlck0i63rx5ur9vhdnUYtGZTBqNRmE0qufnJ5TKUZVq7OXD2enZ1srK3Nyc4uBgKzs7WaUat9lWIAhoNFMzM1KXy7SxoW1trfni/YPVprPZVtbWFhoaWGr1uFY7vbGhXV2dX19fcjrXFIrBkpLsJ08Onz07tVh0l5e7a2sLGs3U2tri4GDX6Gj/3NzExx/fDQ11V1YytndMY7JeJjMTrpinhJCwGATex1Mq7Z2fV9TVVre2NCQmRPPbGn/44cuentafggyu7v0wc4HD4eBCMS8vL7jmHV4DSEtLa+TVcjlVaamJ/Lam87MjLAbh4Y7u6+1aNxsrK0rU6kmxuFOtlqenx285LEmJsZOTQ0dHmwbD3FdffSwQ1HG5JXa7XqEYtNlW+Hzuq1c3Ot1MZWXBn//5D1br8sSEaG1tYWdnPSGBurGh/eGHLy4vd8/OXPPzE3a7XqudVqvHP//8QSCoy86ON5sXZ2dH+vpaY2NDJJIuhWIwJibYYJh79+7Z+PhAQUG61arf27MZjQs63QwcW52fb29vm222lcNDu96g3HTo10zzxye2vX3z9rZZo1Fsba3ePj10bBmub/bOzp3LK1OHR7YntwdO1+roaO/Bge3w0L60NLO1ZRIKW2pqSuDM2ebmqlDYotFMbW6uzsxIHQ7j2FifVju9sCAfHOz4/POHvT3Lyal9/2DdtW28e3b49O7IZF7Y2984OrZrtdNrawu3t0dGo/riYuf58/P9fevl5e7xsWN6enhhQT4xIVpZUR4c2M7OXBaLTjUnXdBMfPnl65GRvqKinPb2erFYwOdzm5rYOzvrfX2tJydb4+MD0zOSxSXF0bFdKGzq6uKtrCgdDuPBgc1k0qysKOGHyuEw3t4evXv37ODABmdn2to4/f3tFxd7XV1NEonQbjeWluYNDAiSk2mnp7tCYRsEgVevbj/99GVLC2d7e+P42DkxMfgnf/LdxLi0kcctLSlUyEcPDx11dax/011+mCpDIpGhoaFwLgOLxcbFxcFFduQgP7yPR3hYcBSNGhcb2VBf4+/nU8utwmIgg37pd7/7M7NZK5OJIAiMjgy285uysuIMhrmLi52Tk63b2yNYC79+/eTw0G6zraysKI1GtUajWF2df3i4WllRtrVxXr9+8vbtnVgsuLzcXV2dr6oqtFqXnzw51OtVFRX5ubmJOTkJOt3M8+fn6+tLT58eDw93j472Hh7aJyeHFhbkFouupYW9ublqNmuXlmZiY0OVytGzM5daPX5ysuVwrN3cHNnteqdzzb65sr2zuunQ2jeXHh6u7u/P9HrV9c3e8cnm2bnTsbUiG++ZnR2RyfphyTwzMyoUtmxvbxiNC5WVTJVKbjBosrKSOJzynh6+QiGtq6tMSorMyIjLzU02mZYEggY2u3hnxzIxMShX9PYPNG86ls8vtuybOtf22sGh9fDItrOz7nAYDYa52dmR01OnzbaysCDX61X7+9bZ2RGjUb21tXp+vv3kyWFHR313d+PJqf3wyDY9PSyTiUJDA+bmJh4ermZmpIeH9rdv7w4P7SJR+/SMRDbeNz7RbzCq1Orx8/Pty8tdo1EN+2WBoK6/v00uFx8dbV5f78/MSE0mzfn59sKCXKebaWioFIk67u7OSCQvsbjT5Vr/8ss319eH7Krq1JQkL5ybTDZ4crKlnpf98KtPdvdWY2Iok5PDgvbm+DhaMTNfNiZpbeV2djb+CGSenp7wewQ/qU9EIEBOTpaHh4eXlw8Sifbx8QkJIWdnZ4ZSgnEent44L0pwaGpyShGjQNDeApdzmdb01FCyuxuypqZMLO4WCBr0evXMzKjVqjebFwcHO0Ri/tGx9eTUPjklGh8fkEi6+vvbDg/tOp1yYEBwerptNmsbGiolEqHZrB0c7LLZDGJxp1IpGxgQpKRE6fXqo6Ot2NjQ/v52tVre18dfXlZRKMTT02273djd3XxwsPns2fngYJfZrJ2ekXR3NyqVstnZcam0Pycnpaam5KuvPt4/sDhdq3v7G2um+fdffvT9Lz49Orb39DYZDPMfffTkyZPjnJyku7uzq6uDoaFum83Q3s5jMnPT0+NXV5fa2urr66t4PPbamnZxcba5mdvczE1KiuroaNLrF2prK4qL8yYmBmNiKMvL6tPT3bZWXoegJTEhprWFl5UVp1SOPjxcra0tKFUjB4fWq+td++bK2Znr8nJXLhdvb5t3dtYNhrm7uxOHw+hwGI+ONk9Pndvb5sND+9SUhM/nqlRjtbWlXV282NiQvr7W29sjl8u0ujo/PT08MSHS61VK5ejS0pRE0rW4OGmx6M7OXBcXO7OzI8fHjsNDu1Y7fXd30tXFKyrKcDrXYHbf3DRsbGhVqrHJyaGWFvbAQCeDkXl5tfP1N6+evzi5vNqpr6/o6eHPL4yZzOpXr683LEvr60sweavVchaLgUSCyMhgm21Vq1XR6am9vW0DA4IfgQyJRHp6ej7CKygoCC71hKNMT09PJBJNJof4+vr6+fkCCF7eDnDDoiEA6mo5EADLOo3RoB2RiuEqjJyclNbWura22uVl1f39Bbu6fGpSNj8/lZ4eX1VVVFZGNxrVYrFgVik9OXVMTIhWV+cPD+0azZTNZtjaMlksK25uoKmJrVTKoqKCp6dHvv763djYwPr6kstlMhrVX3zx0cuXl3K5OC8vqaWFvbysam3lvn1739nZ6O2NGhrqXlqa2dhYbm1jz86OjIz0HR9v72xvGo2Lz56db26uOhxGqVS4s7P+8HDV1cWrrmaMjw9sbGiXl1UEAlYmEy0tzRQUpMtkIrl8qLqaKRA0wmluLpdFp6cbDJrp6bHBQSEEAYGg8Ycfvs7OTg4J8UOhQH9/x8XFwdLSjEIh+f7791wuC4MGTY210VHhWAyivr5iaWlKo1HU15fz+VzNovzwyLa7t+5ymWAvfHt7ZLHodLqZvT3L2ZlrfX3JYtG5XKb19aXFxcmBAf7ISI/TuQYnJi4vdz/99PnenqW1tUahGDw9de7vW/v6Ws/Pt7/88vX09LBE0jU42KHRKC4vd+fnJyoq8q+u9vh87tBQ5/392fGxY3d3Y3V1Xq0ef/78/PTU2d/f1t/fplKN2e1rKtW4ZlFus2tPTu2zSmlsbKhKJX92f3R4ZDk4tF5cbl9d7Tkca83NNRAEKisZMplILh/e2bF9/PH94KCwglVs0C/9CGTwqwQwwjw8PNLT0+E3WjEYFA6HI5PJACDo9AIsFotAgtq6ahQSMArzysuKEBBAIQEEgYKCTDa7NCcnpbGxRiTq+vu//8v29vqIiAAGI10kaj8/O6qrrXZ3Q6rnptvbeaOjIqdzQ69f2HIazy9cq2vqLadRJGofGODPzo7AMotKJRYUpNpsK7W1pVNTEomkSy4Xu7bXFpcU0pHu6RmJYlIMewT75spf/uUfyWT9bW2c0dHeri7eRx9du1wmpXJ0STs5OztyfX08KO5dNeqWdQuDg8L4+LCcnJTMzESBoFEuH0YiAZ2evrSkZLEYh4fOrq6WmBiqzbZaV1fJZOYOD/eNjAwUFGRGRVGczo2SEjoEAYvFUF5eCEEgjEqenhqXT4wsalQF+dmTijFmEd3by43FYvT2to+PDxmNi0gEQCJAI4+rUk7abIa2tlomM9NmW5mcHKJQCMKexrNzp92uf3i4urk5sFqXr672YLd+cGA7PXWurCjN5sWjo83z8+2Tk62Tk62trdWvv37z8HC1t2fR61UrK8q9PcvV1Z7JpFEqRy8vd0Widjo9WS4Xz8xIl5dn5+cndnc3Xr9+srlpWF9fur09EonatdpppXJ0bKzv4MDW39+2vW2+vNyVSLomJkQbG1o4hbG9YxqWdo3JegeHBCcnrtvbE7miXzEpfnp3pNVO9/a2uFzrTGY2n9/w6tXN999/5nSa6+oqIQBystMhAOh5OT8C2Yf/SwDLL/it67i4mIyMDAAQTGZJREQEAgGUqsk/+vW39XXsgvzsycmRzs7G5uYaobClqCiLRPLp6+OPjPTMzEinp4dZLPrl5W5OTkJycoTTaU5ICO/sbLy9PTEY5jWaKa12dn5eselY7h9otdp0G5alkZEegaBudXX++NixujoP59n/6I++fPr0eHx8oKOjXqebWdHPysb75hfGmcUZkuFOrW5Ksyjf29+Yn584PnbMzo44HMZf/vLz7777dH/fqlSOVlczWlu5YnF3elpiMDkgwB8fHR0aHEysqiwLDwspZhYkJcZCAPQIO6anJiIjQr29Mbe3Z9nZyfDaFJ2eLhZ3w8sM3d2tg4NCNBoUFeXs7W1OTo4kJUXx2xqTk2IhAHTaeZfT1tXZxq4u9/F2z8lJ6e/vSE+Pr6kpOzs9CAokigaEB/suBiOTxSr46qu3U1OS8vK85eXZjz66vrrevbk5kMn6YTTYbCuwc9zd3TCbF09Otq6v953Ota2t1aurvaOjzbk5mcEwByNvb8+ysaHd2Vl3uUwul2lra9XpXCsuzmKx6OvrSw8PV1999bHBMOd0rp2duV68uHA4jIeH9o0N7fGxw2TSdHXx4NBkakqyu7thseiMRvXKinJwsMNoVH/77Sd3dydHR5u3t0d3dydO59r0jGR6RnL79LCmhsnhlB4fO1ksRnh4UFd3g8NhdDjWEAiAQgJGYT4EEJHhtD8s/OFaMXgffrEOiUSGhoYVFDAAADgvtwWNMj0zrpHHVSiktbXlJvPCX/31rz/++FalGv+nf/o/bm4OVlfnz85c7949u7k5MJsX//Iv/+jFi6v6hhLF5MDPv/14w6L5/hfvLi634bBOpR77zW+/+dkXD5XVhfuHtnXLMreuvKg4e3/f/s03nzQ2Vre2cufmJo6PnWtri0dHW19++fqLLz5yOte02mm7XX9/f3Z7ezQ01FlfXw6nAPb3rVKpcHi4e2NDu7g4+fr104KCTAwaBJKICfHR+fTs46NdFotBCvDrEXaVlRZTQsi9Pd19vUIkAszOTHE45WSyb1VVsVo92d3dCkGgt7c9KSmqrJTxzdefn57sGw3aIkYezhNz++Ti1Uf3+fSs7KzU0ZFBoq9XTnYaEgEU8tF1s6GCVdza0gDXjY2NiSsrmUxmrt2+xmaXkkhedruxro7V2sr967/+zfX1/suXl4eH9sTEsM1Nw3fffbq4OGk2L+7vW83mxd3djcvLXVil6fUqg2Fud3fj5z9/9/LhwrFlUKpG4IzdhHxgTNa76dC/en1ttenWNxavb/aGJB2jYz2TU4NWm+70bGtFP6uaG7263lWqRk7PtuA08v6+NTExbHl5VioVFhamWSw6mazf6VxTqcYWFydnZ0d4vIrNTcPr109WV+clkq7rmz3HloFOT76/P/vVr77KzEysri65ujqqrCxoa+PEx0cgEaCulhMVSWtsaKLnFv5Uk/0kuvyw7Cc8PDIgIACFQgAImNdXGhqrPD0wM9MTavW407UqGRYcHFp3d612m5nFopeUZL9//+rm5mh31zo3pzg52XE4zPsHpi/evxgZ7Xr5cGazL69vLD5/cfb8xdmbd/fTs6OyCfHF1X4Dj61ZnFWq5OUsxuzs+PT0WGlpPpVKcrksl5eHGxv6oyPX5eX+0dHW3d3ZwcGm02n+zW++VSplGs3Uv/zLf93aMj17dn51dSCRCJVKmYcHiI8POzvbGRkZKC9jumHR7fzWKFpEZUVpdVVZSXFRSnIi/DZEf19PgD8RAYEiRsGqUbeyrJlTTcE1ldJhUTEzHwEBLxy2Q9CysqyZmZ5oqK9p5HGlw6Kx0aHcnIykxFirxaTTLkAA1NfV8Bq4JcWFXE4lXKCh085XV5cUFeUUFGTm52cMDHR+8cUbeFn6H/7hdwcHm11dvLu7E6Vy9Pp6/6uvPj48tB8fO66v97Xa6YkJ0UcfXW9trVosut3dja2tVaNRDQfO/QOtFqvWtb02NT10cbm9YVkaGRXu7W8sr8yY1zXHJ5sr+lnpSLdIzO/qbjg4tG7vmA4OrWOy3jn12KZDv6Kf7R9o3bAsmc2LpaU5Wu30w8PV5OSQzbZit+tXV+fHJ/pX19QLC5McTqnBML++rtPqpvb2N6amhwYG+AsL8t7etrS0GJfLMj8/FUoJ5HJZRUU5EACb9g1Yo8dExSIh1B9Ixn74vzEfrlRGRcW4ubkxGAW9fZ3pmXETCrF8fIJVXry2tigebLfZtR99dM3lsqJoYY2N1W1ttRERgTRaSH5+BrOIXpCf3dnR+tvffhsfH0al+ovFne7uUEF+dnlZEaMwNzklxssbw29vEnS05OSmAwgUMfObmuv5bU2Mwry01MSy0qLKilJPD0xTY50f0SfAH0/09YIA6BC0ZGel+hG9mxpr+3o7S0ro8/NToaEBlZXMuTnF06fnNtuquzvk6+vx7O66tYUHR75FjIKqyrKszNT0tJRgcqBooA8CIC83G4tBYTEoCICB/u7mprroqDB+W+NAfzenpiIlOY7f1ljDZhHwnokJ0cwi+rrZwOVUQgC0NNcbDToIAH8//K9++C46KtzDHR3gT8jNyQjwJ5hNhvCw4LjYyJOTndraCqGwJTU1ur+/Y3RU1NhYMzEx+ObNM7Va3t3dXFaW29vbcnm5Oz09rFAMXl3tmc2Lm5uGZ89OTSaN07l2dbVnt+tXVpQnJ1sGw1xPT3Mbv8Zi1V5d7xpX54yrc8cnm9s7Jt3y9KZDP6uU3j8/vbrevb7ZO79w7R9YrDbd0bH94NCqVI2Y1zXP7k/M65oV/ezF5fb8/ITZvPjJJ/eXl7snJ1twgcbr10/OL7aOju2bm6tXV0cLC9Nra4tX17vq+VGpVPjxx7d/8zd/Oj09EhxMhCBQxMjzJeDaWhuXFtXZWRkN9bUhwUHJSQkQAEjox/+F8WGu/xFq8FskSCTSwwMXExNDp+cWFOZUsZkNjazgIPLsjKK9vT4zK2Z3z/T55w852WkQAHCNFPyHA1bL2vnZEQoJihgFO9sOBARCKUFxsdHsqmp+a1tgQBAtIgpCgBAKSa4Y49ZWt/Gb4H8B8fBwIweRIADa+a3B5ED4jQwYJfn07KbGOggAFBK4u6EgANJSEykhgRAACAggIJAQHxUTHc7lVI6NDkVHhfn7e43LhuPjopIS4yEA5lSzq8Zl+DUnH2+PRl4tAY/zJXjl5Wa285tXjcukAEJ0VJi7G3JmemJZt1DLrVLPTRcz82u5Vednh0gEaGmuV84qcJ6Y8LDg8LBgSkhgZkZKfFxUfV2NcnbS0wMTEx1h0Gt5Ddyy0iJOTYV8YoTLZeXkpAiFLTqdEg4X2tt5NzcnQmRh6QAAIABJREFUMplIJOpoaKhcWJhUKkf5fO7xscNmW5FKhRqNwmTSHB1tulym01Pn5eXu3p7l9NQJRwYvXlxc3+xZbbrrm73tHZPFqp2ZHbZvruwfWJ7eHcHLDMcnm6dnWweH1tOzLfvmyt7+/0Pdewc3lmVnnvc9eBKWcIR3hPcACRAEQZAgAdAB9N577703SZNkMpM26ZLMJJnemzJZVVlZ1eW6q9TeSSp1qyWtpJluaXcnFDGa2Y2Y2do/bldORas7ptU1PSHdYGQgEEziAfjeNed853c29vZXHz85g//l1u2D07OdwysXr1xZhxGQ7e3le/euPnt2q6enYWSk44c/+nB2bsBkihGLOe3t9bu7ax2d1ROTnZ999vLZs1vBoLumpuitt56w2ZSO9qb333tbKpbYrTZyRCTya1IFwOMwyL9ER/1LsAo8CQCAkkiRGAyOSIwAAGUwmDKZwmxWi0RsLofx2rOHBflhBAC9ThPwp+bmpqMomJ0ZT3DFpiQnLi7MYlCAw6IqtVxvUBtNWneic2l5vqy8iEjC4vCITCbxeNzZ2Zk1NVUAAJfL6XTGcTistDQfFouSSASDQQcA0GhU9fW1ERFEHA5HoVA4HI5Wq9XpdDExMRgMhkajuRMdOr2Kx+Pi8VihkF9aVlheUVDXUOrxuNPTAy6Xc2RkSKlUAACqqyvxeCyKAjqdyuNxg0F/QUEeiUSwWs0Ggy7B5bx96wYCgE6rdMXHJrjirp8dlxTnSSWCyoqSrMwAAkBrS/3U5Eiqz+NJdCIIWFqaXlqcg07g4qK8ysrCuDhjXW1FXW1FYUF4aLAnFPIjCIiOpu/uXrp9+0pycuzwcPvZ2W5WVsrJye7Dh9dXV2eHhztv3rzyl3/5YwQBoVDq+++/cXi4MTzcee/e1enp/itX1m/ePLh2bXt1dfr4ePPFi8dHxxdOzzZu39nfubx4fmXs+Oqlu/eODg7Xrt/Yunlrd25+cGfn/Onp5eOrGzduXr5zd+/oeH1re3H/4MLde0dXr23u7a+enu1sbS9evDS7tb14cLh2+/aV3d3Vra2lN998kJmZHPAnlxTn1deXBwJJt28fr68vLi6OnZ3tDg13U6jERI+zpbW+prZcrVGIJXxYkf9bx+8U2av8EnTAoijKZrNRFBWLxUajEYfDkckRly4t9fe3Dw505+dlBwO+KAYlikFTyKV2mynJ49LrVCJhdLzT3tvTkZkRZDEZFCopPSMNT0Br6yrLK4p397akMmEkmSAQ8OLi7E5nXFFRAQaD5OaGr149AgAgCDCbjRwOS6WK0eu1OTkhq9XMYNBgqYtOp1Or1Ww2WyqV0ul0gUDQP9C1dvE8vH4qlRzOyVxZnU9w2ymUyKgo+uTkeGZmukwmMRr1sLzszp1b0dEco1EPf7+trYXH4yIIkEpECrm0uChPo1Y0NdZq1AoEgPGxwcmJERwWpPqSornMYCClrbXBnRAX8Cd/5zsfz82NJXvdoex0Bp3sdNgWF6eyslJtVsPM9JjJqJkYH4IlJ8XFYZNJVV9ffOPG/sBAy8RE37Nnd3Jy/JcuLcBYydhY36VLS8+fP+7vb0cQYLfrFxenenqaRka6UlNdOp1ULGb197e+886TgYG2Bw+PT892zq5fvnptc3tn6fU3bj94eO3u3eOV1dHpmZ7bdw5PTy+fnOxcvDS7sTl3erZxdLy+c3l5fWP+4HDt/oOrF9amW1rLFxZHrp1s3Ly1f3x1Y31jvqW1fGys63vf+3Bqqg9BQGdn48BAW2NjeV9f097ehbv3jihUgMECRhR5cmqkpDQfQQGCAoAA5LdUt/3PRPbVQaFEGo16t9uVlZVRWlYIECBXiHl8NoqClZW57Ow0aINcODfDYtKkEgECQHZmFgzVlpUWE/BoYUGO0aDBYIE91lxSWpCekcbmMOIc1ta2Rr6AAyMnoVDW0tICj8fFYBC1WikQ8EgkmJgXAQBKSory8nLgPAdJYyaTSSAQ2O32lZWVsrIyKpVKZ5C50cyICKLNZqmpqQIIQDHAk+To7e1GUSAQ8AAAaWm+4uJCBAEWi6mtrSUjIwgAIJMjjEa9QiHDYtGEhHitRoUAUFdbGfCnuBMc7754DqvHnA6b0aCpqS5fWpwjR+LdCXFJnninw9rSUiORcGtrKurrqiYnRhLdTo1GOjzcneSJt5h13iRXbk7mwEBHTk5wb2+9sbGypqbg9u0rY2M9Xm/c9vZKUVGWVitbWZn7yU++Y7Pp8Hjw/PnjkZEegYC5vr7c0dGAQUFjQ7VUwsegIN5ps1kNMQqxJ9E5PNze1lY1ONi+t3fx2rXLCwvjXV0NDQ1lS8sjj5+cwPnv9PTykyc3NjbnNrfm9w8uHByunV2/fHx1A+pycWn05HT76PjizuXFN5/f3tyanz831NlV091Td3b9MnRt7O6tVFXnHl/dePP57WB6vFbHBwgIhdPlCnFrW+Pb77yRlZWBx2NhjffvJbJXA/rJXuWXoqM5kWRCbJzl6rWDu/duzJ+bYERFQLoLggCv1xkba0AAGB3pn5keQwEGASgGQVO8yZ7EBK0mxm4zIQDQ6JHVNeWhcEZWdhBiS8orillsOhaLms3G5OQkgYDn96fqdBoAgFarNpkMKAo8HvcrDKJOp+FwWK9QM3K5HEEQuVwOC/xZbHpsrI1KJft8PovFFEkmeJMTdHpFc3NjU1NDaWlxIJBmtZqlUvHo6LBcLkVREBFBzMvL4fG4AAA4pdntViIBV11V4XTY1Cp5X29nRXlxetBXVJgTF2spyA874qxGg4ZOi+ByGOVlhbU15SgKSkpy3AkOLAbU11XpdSoUBWlpib097YluR6rPc3pyJTqaTiCA09ODxcWpoqKMhYVxiYR9eLgxPT1YWJgdHU2/enW3sqIYVsTExZorK4qzMv0d7U0cNt1i1r/38m2xiGc26Y6P9iFNcqC/OxBIIhLB8fFlu12fl5fR1FSl1yumpwefPD197fVb3d31r79+74037h8eXto/uHBuYfDaydadu1fgVuz0bOf6jd1btw9u3zm8vLtw5Wh1d2/59Tdu3n9wdHn3/NLy2Nn1y6+/cfvK0aUrR5f29s8/f+vOvftXjo4vvvf+4ydPHzx+cn92blIs4QsEPDL5dy6U/xORfXVAkWJxAIsDAAEVlYUDQ+2hnLT+/nahkLW5uXJ2dvjy5RsTE32zs8PhcBoKEINO393ZZTLqdVp1wJ/qio+1WY0cDguHw8TF2bu7O1H019mqgYE+s9kIX8hkMlAokX19PSKRAI/HGgw6u92Kw2GIRDyNRsFgEJvNgqIgKioK5lj9fr/VaoVHYAqFMjDYw2YzwZcxF6GQf3l3Y2FxRqWKAQAwGDS/P7WkpEipVOTkhORyKR6PZTBoBoPO6/VAdFRFRZnX66FSIplR9MwMPwR2IADExZonJ4bJkQQEgOysIINO3tpcu352LBHzMjPS2trqjo8vHx/t47CASiF1tDdXVRVVVRXhccCf5l1dWSgpzsvKSq2vL29srBwd7Q0GPWlpCRaLqra2FPKIHA4TnRYhFHAiI3CVFcXP33zqT/MmexOCgRQEgNGRoabGeplU7Evxrl1YWVo8F0EirF9a6+3pgEbn3JzMjIyUubmx2dnRx49v3rq9NzjUsr+/9tFHbzc0lHV31z98dHL7zv7+wYULa9PbO0unZzvbO0ubWwvXTrY2txYODlf3D1Z295ZPTjf39lcvrc89fHSydnHm6rXN7p662bmBx0/O7j+4CkNly8sTF9aWpVLxl3SgXzvyX935/zqRwWI4AACRSIRU2Lb2ppbW+oxMX2d3w8zc8IUL595889He3npPT9PERF9TU1lqqnN9/Zw7IY5Bj0wPplLIRD6PXVpSRKdRIkgEuVxKoUSKxUIWK0omk2i1ajqd6vMlAwCwWFSpVFAokSgK0tMDTCYDAMBmM+PjHRgMwmDQgkE/DoeJjuaQyREoiqpUqvr6ervdzuVyIRkVj8dHRBABAPHx8TDlGhdnHxzqTfN7CQRcOJxNJkcQifiGhjqz2SgSCdxul1gstNutGAwSEUG8ePFCXV0Nh8PCYBCxSEAk4GxWY7zTrtepcsKZcbFmLoehUSsa6qs5bIZUIigqzElwxcLQhs+XwOFQx0YH6+uq8DhEKhGsrMz19bUhAAwP9d68ca28rDAvL+Patb2iolBJSc78/GhnZ/2DBzdgqio5OT47K7C8NFeQH7aY9Z7E+Ib66qnJUU9ifHlZETOKarWYvEmJ2VkZA/298NQ2ONCX4HImeVyu+FhljPTe3RtDQ10TE30HB+sXL5578vT60fH6xEQf9IA0N1feu398/cbu9s7Sw0cnV44uzc4NXFibvnhpdvXC1OnZzqPHpweHazBZd3Bw8datw5cvn96/f21mZmhjY+nFi6dbW6upqW61WoLDAhQB4Mt09qtgKhaLhxjH31dkcKHE4XCRkZGQL4ogmIgIcmRkpEajWrt4vrauYnSsr76xrLq6OCMjpawsp6amqKOjZn9/Dd4H3//Bh319Tevri6enBzargRxJimLQEADUauXMzJRMJsHhMGaz0e9PJRLxAgFPr9cajfpg0A8AKCkpSkiIBwDodBo8HgsAaGtrqa+vhbX5iYkJXq8HTmMQu0omk202W11dnUKh4POjExLipVIpg8GEVBIsDkQxKWazUaWKkckkGRnBzMx0CG9Wq5VCIZ/PjzYYdGw2U6tVBwJpDkesQMDDYpDqqoqK8mIYJVHGSPPzsre3Lra1Ni4uzGakp8XazRq1HAHAm+Sqr6tsa6vzeOJwWDA7MxEM+BAAiopC6+vLZaUFxUW5Ca7YosIcq1UbDgfGxvoSEmzp6UmTk4Ozs6NbW6ssFjknnHH1eH95aU6tkid5XMVFeQgA01NjESQcn8fe3FiTSYUJrrhUXxKfx7ZZjWIRz5+WnJuTxeex21ob9TqlUimqri6cmxs5OtpYXz+3fH787bcfbmwswTz9yspMTU3BlaNL773/9NPPXty9d7S+MX/l6NKTp9efPrtxeOXi1FTf8+f3L19eOX9+en5+dHNz+cqV7bm5sarKEq0mRq2SJ3vdOCwKg17IlxPQlxJC8Xjil4CwP2gm+3IyxNJprKSkZAAAlRYxOTXCZJETPXF8flQw6J2dHR4b66mpKRgcanny9PrNW/vvvLj7+MlJMD2ho6PuzTeeVFaUYVGMQhYTGUkiEHAREUQejysWCxEE4PHYtDRfRkYQzr3BoN/pjKNQIv3+1OhojslkoNEoZHIEk8lAUaBUKqRSsdMZl5qaqtfro6KioI8Xi8VaLJaYmJi4OLvP50MQBI8nms1WAgFnMGoyMtNiY20EAk6rVVutZrVamZ4eoFAiJRLR4uI5LpeNx2OtVjMGg1it5v7+3oKCPBaTgSIg1ZeUkZ5mMmrVKnmi2zE60i8SRie6nbCcncOmz81OQNrAhQvnUlJccpnIEWfNzclK9roZDNK5cxOFBWG7zajTxmSkp5aX51Op+JaWmsHBzv7+9v7+dgwG6HTyk2uHsPJbpZSOj42wWVFajWrtwkpaagosRK2sKMvPy0YAsNuMNqthaXE2OyuAxYCsTH+y1z0/NzUy3BcbaygszGxrq2puKRsYbF5aHrt6dSsQSAyF/P397ffunWxvL9+9d/TJN996+Ojk/MrElaNLMDx7fmUixRfb1FRxerp3cLAuk/FSU91er5NGIxAJKIoACjkCAYCIJyAAxSB4BGAxyCuYHg4AFM5hKIoFAAt+x/jtCfJfS/R/4PuxkG0slQkNRrXDaT452/vO9z6ory8eHm5//fU7Dx9en5kZ4nIpeDxoa6urqirw+RLi4oyOOEuqL+ni2qpWrUEAAAjA4oBGG5OREYSsZSKRyOcLuVwuRDGaTCa4Lmu1WoPBYDAYzGYzxE4TiUQcDgcXfjwen56e7vf7ocL8fj8MHdvtVgCA0xk3ONjP4bAAAHx+dGtrc0NjdW1dRaIn3mY3RUQQEeR/EC6JRDyRiDeZDImJCRgMIpGIeDyu2Wy22+3wwzh/fkmjUVFpEZ4kl9frwWCQouI8RYzEYNTMn5sWirhpfm9Pd3tTYy2MoolFPKfDVlFezGbRw+G0ioo8aJCfnx8XCllVVUXr68uFhdl+v8di0WAwIDsrMNDfJRHzzCZtfn4uAMBkMnz00QeBQJrJZMBgEBKJIJWK8/JyyBRifkG4uaWeTCG2tjW4EmLdbvvAQEdZWZ5czp+bG3n99XuQPrm6OjszM+T12gsL08+fn3zvvWevvX7rytGl116/8e7Lh9dOtq5f33vw4KyurqSmpqS3t3V9Y3p8ou3Bw+PDKxe3tpYqK/MvX75wenqQkJDw1cXtN6CIv//4LTPZb1DKoN4AAAQCoaGxxuG0Jqe4FpcnG5srVlen79+/tru7+vjx9YODi0tLk4eHG7Ozw/v7a2tr8xIJG0FABAnb2dHS0d6KAIAgwONxt7Q0EQgEJpMJuzFA2LPD4TCZTBCpCtEHEO0HANBoNG632+v1ikSiV6hBAAA8UWIwGK1Wm5WVhSAIg0Ezm41qtdLnS05KSmxpaYIfSF19ZUdnM4cbleiJR1EQEyNPTEzk8/kQwARPGJBny2JF0WgUiC1yOGJRFGAwSFdXR3VNOZNFOzo6lMulAAF0BnlwqFerUwIEWKx6ZYwUj0Pq66reeP2JNymBRo04v3wu2es2GhU7O6tOp/HkZHd4uLu9vb6lpWZmZmRhYTItLfHGjaOAPzkl2Z3gip2fm5yeGoN3RV9fj9MZh6LA7Xax2UwOh2W1mouLCzFYUFpWOD0zzuOz/YFkbnRUOBxIT0+mUHDnzk2srMykpSXAmrbq6sLt7ZXKytyNjQVoaq+qzn346OSzP3nn+o2d6pq8b37r7a2tpfPnJ58+vX316g48eF68NPvBB2+88cb9QCDJ63VWVZbExcURicTfAFX/Nnn8a0T21ZkMh8O9wsQDgEJSNwaDkCkEgAB3YuzO7gVY5iVXsC9emoU1gHfuHO3urr79zoMf/fiTCxdmrlzZHBxsz8pK7epqcjqsAKA4HAFKFjJIAQAQ8gYAkEqlIpGIQCDQ6XSDwVBYWGgymSCzlEAgQJw9i8ViMBh0Ot1iseBwOLVaDadAo9FIoVCMRr3DESsWC4lEPNyB6fVamUxCisD19XdJpAIsDoTD2cXFhTKZBADAZDLYbKbdbg2HswEADAYtJcVLJOKhr85kMgAAIiKIcrmUQiVlh9Kjoug8HlciFUxOjRKIGICAK0e7UpkAErLiYi0IABgUzM9Nwe35ysrM1tb57GxfdXXh7Ozo7u6lYNCbkZFyeLglFLKKi3LVKplCLkIAMBo0JqMWQUB/f6/H4wYAxMXZuVx2dDQnISF+eHjQ708ViXkAATK56NzCDItNa2isbm6uNhqVg4Odt29fS0y0mUwxxcXZh4cbXV0N6+uLz5/f//TTd09Odqqr8+fmBx8+Ovnlr372+MkZBgsQFGSHvAuLI+cWhu/dP97ZWX3vvdfNZvXGxvm//7u/0mmV8PpfyesVlvoPUNhviuyrf4JAINBoNFinpNVq4axDpZIPr+zaY02xcebl87MbGwvvvnycl5/W3lHV3VO3dnFm9cLU4tLoo8fXrhytffDh67/81c/+5Nsvd3dXKypyUBQgAKfR6CIiyBBDz+GwfKlJRpNWJBLJ5XKZTGY2m6VSKTToQq4uAEClUlEoFARBIEMaXl5CQgLUfVFRUSgUAgDAsgMI8crJCcEYW2pqSlNTg1IlE4l5tXWVGZl+PB6LIAACiHE4jNGo39nZgnoCAAwM9BmNeoiTAQAgCBgfH6XTqRxu1KX1VTweSyIRAAIqq0oFQm5ObtbM7HhxSd7E+HBJcT5Mg15YXdrZXof8wcPDjfHx3unpQZtNk5ubfnZ22NhYiSCguDi8uDBDo5JyczIrK4phcj0yAu9yOd1uFwAgKopus1nMZqNSqbBYTAgCbDaLUiXD4ZGl5fnKqlJFjNibnLC3t97d3ZyXl1FTUxIbq+vubhwb62lurnz48PqtW0dlZaHKytzJyd67d4/39lcbm0reeuvBRx89R1DgcGp/+KOP792/sn+w8u7Lh48e3unv6+JFswh41GI2IgDgMFjkS3m9anf0B4/fEvF/pd+vgn2YTKZer42O5oyND33yzQ/4Ao4z3mY2K61WJbTUPX5ydnn3/NVr6w8eHj98dHV3b/n46qXNrfnTs60PP3rtO999/62378MmMRAszWJFZWYFCESMSMzz+/00Gi02NhZiqpRKJQ6Hq6yshMtWYWEhn8+PiIiAs5pAICCRSCQSKS8vD4vFQoI8PKPALTyKAqvVbLWa4XfT1tZCIOCwWNTpjGOzmQ6nTaONkcqEPb0djY31TU0NMK/A5bIFAh6CgKgous/nAwDw+dE+XzKFEonDYcbGhyxWQ21ttcvl5As4PD67uCSfw40CCKisKpFK+BnpqXabcWiwJzMjrbWl/uaNa02NNbB6D25Yc3KC8/PjdXVlNBphcmI4Iz0ViwG7lzdff+0xpOFVVpQdHR3Cjzw1NQUAgMWiCoXMbDbK5dKmpgaRmIfFgarqMl9qUlt7Y6LHqVKJxWKO2aweHe392c9+uLg4UVtb/Pz5w+npwfPnp1dWpmQydm1t4eRk79rFmZXVybW12Y8+ev6LX/zopz/97Jvfevvzv/jOBx++Xt9QBP5Fyya4qX8lhlf7sFfb4q8lMvCVPdlvsH3glwEASEpK7Ont+PSzj+/cOVGrJcXF2ZcvX3j48LSnt/78ysSl9bmDw9UHD49PTjfhg+s3dt56++7//Z/+6umze0IRGyBAJI4GCIgkE3R6FQ7/63eSn58vEAhQFE1MTISovUAgAIXFYDA0Gg0ej4dccQBAWlpaTk4OvB4Gg+F0OuEt4fMlw0uVy6UymQSPx6rVyuhojkgEOavIpfVVkZgnlQlT07x4PBa2j1CrlT09XZAXCQCAB5Hq6sqcnBAAIBj0wxQFiURwu12FRbk8PtsfSIliUpO8Lk9SvFgUnexNKC3JX11ZQADIz8seGe6zmHUej72kJLSwMD49Pfj8+ePy8vzoaHp/fzskgFZVlra1NpqM2tmZiaLC/Fi7FW72cThMT09XQUEej8ednByHIE8EAQgK4l2xi0tzl9ZX+QK2XCHKyQmOjfX197ePjPSsrs6OjHRtbCytrMwkJFhaW6tv3jxobi7f3Fx88uTGi3cfvfX2/Q8/euPTz1588snbe3sXy8pyXC4rlYpHvmzsBQAaGUn5DXIA/Oq/6sv/A8bv3JPB099XDxSv+O8wAWAyGcwmXXtb07sv3vz443fPzvZv3Ng/OLj4+MkZ9EPfuLl3crq5c3nx7Pr21va5q9fWf/DjD3/5j3/x1jsP7ty7dufuqdVmwOERAEBOTo7VakUQRCAQ6PV6IpEIhW632+E2PzIy0uFwQDyCSCRSq9U0Gg2upyiKOhyOQCCAIIhUKs7KyoCXarNZYPcyHA6DIAiNRmMwaGRyxNj4UGqaF8UADpfh8bjVaiVMJAAAGAya0xnn96f29/fzeDyr1RwTI6fTqV6vRyoTuhOdBoOOwaChGECmEBeX5s4tzOTlZ09OjUCi0UB/V3dXa1Fhzt7upkIuEoui5+dHKyvzx8Z6SkvDCAJgnKyvry2UHezpbmfQye4ER7zTrpBL1y+tiUUCDAaJjuY4HLEul9Ng0CUlJWZnZwIAbDaLx+MWiqJraiuC6ak6vUpvUKX4EqemhoaHuy9fvri4OIXFgtnZ4aWlSYWCl5sbmJjo6+qq29xcfPTo7MWLxy/efZSbl7p6YeKv/+bHJyc7brcdln0jACBfMvDhz1enrq+2CgFfwYd9LZHBp37rAgyFBZuMwFfBYBAsBsFhUQIe1ajlRqPy4sVze3sX5+eHX7x4/PjJ2fvfePa9739w+87h02dnbz6/fXjlwuPXju4/Onj6+unf/O1P/+Q7H3zjgxfB9FStVt3U1CSVSuHaj8FgYA8i8GXDM4gONZlM8NRJIpHMZnNMTExGRgbs/gf7cwEAxGIhTHhD+0YgkIbFonK5FH4u4XC2wxErlvDzC8LZoaBOr0xPD0RF0YlEPHxf8BaKiZH7fD6JRPLlpwFQFEikguKS/GDQ73a7fKlJiZ74QNCX4HbI5EKROFoZIzk7PQqH0vE4UFdbAWnIoyP9U1MD168fzM4OV1TkdXQ0+P2ejo4Gp9PMjKI2NdaWlxVhUGDQa1EE0GmU5qYGpVKBwSBkcgSdTkUQAJO5CAI0GpVKFaOIkQAE4PBIFJN6bmG6t6/D7baHQv6pqSG9XpGR4V1bm6+oyOvoqBsf733x4umNG/tPn978/vc/evDg5OmzG8vnx7e2z/3s59/7/PPvkslYLAZBAIoALA4lwWkMRbG/8e2/ktqXs8y/eqH8nSL7/Qd87a9WA8AHTqdxYqJvbW2+v791bm5kfX3xxYun3/nOh0+e3Hjjjbvf/Oa7v/jFT54+vXlhbfqjj5/NnetWq2QIACqlNNWXBCOQCAAoQLAoBgEAg2ApkVQEoBwWlx8tQgEOg4L8vBwSEQ8drVgMAr2KAGDZLB6FzAAAi8MRmEw2imI1Gl3Qn4kArMVk9SWnIgDFYfDwJcpLqhGAQwAWAVj4pC85hcvmIABgUYxMIuVxo2USaWqKL84eG2uza9TyuFizXCZEAOjv60xwxbJZtES3I9HtPDy43NPdrtepFhdmlTFSV3xsotvJZEb29bXV15dfurRUW1saGYmZnR1NS0sM+tNzQrkIQLEoDgGAw2KXlZQ6YuMwGGC3axcXx2prC+/cOVpaHqusyukfaILFgp2dtWl+p8OpDQRdL959dO1kY2a2/6237w+PtKWmOT748PWPP3l+5+6Vjz95/tlnL6Eh9vU3bt6+c3jjxmFvb6s7IS4z0/f559/9/C/+RKMRw7kJQRDwhy+k2yMFAAAgAElEQVSDv+/4WiJ7NSIiImAogUQiKRQK6IlFEMBikXU6OYIAt9teUVEwNNQ2Ozs8Ozs8OdlfVpbzjQ9ee+fF/bffuXPz5sHh4aUHD84+/fS99957c2J8aGN9tb+vc3io1xFnwaCATovgRbMQAHwpHmh/RQCA9Z50GiWay4aigYdELBbF4oBSJYtiUgECiCQMzA5FkHBEAgaPAwgAYlE0hUyIisKPjXX19TW9ePfRJ998a/XCxPO37jx77frS4lxTYy18lYz0NGYUlc2iBwM+LIqDGk1OSikvrRALJSVFpVazjcthxMWavUkuXjQzJ5xRV1vR19uBx4GiopDVqsVggNNpLioKtbfXl5TkVFQUSKRRS8tjA4PN51fGXn/j5tVr60fHF9cuTn3wwfO//us/ff/9N773vQ9/8pNP3333ycv3nnz/Bx/evXvt5s0rn3763p07R3fvHr98+XR7Z+nkdPvttx++fPn0wYOTH//4W9eube/snH/06Gxqqm90tBNaXgsKAwWFgdnZ4draUgIe4fOjvv3t97/44p+GhjoAAFgMEQCA/iFBiX/d+Loi+432Pvn5+RMTEyajtq+3M5SdrlLKHHFWm9VYWlJAjiQkJFiOjraSkhwIAlAUfPOb7/z0Tz/94MMnG5tzHC6hvaNqff3c9HT/T3/67ePj7c8+++CHP/r4/fdfe//91y5enOvqarBa1cPDnTduHGZlppeWFM1MTwYDaW2tzf/H3/zVybXj3p6uo+PLb7/z7NGTmzu7F5pbq27cOrh6sh3K8fX1tZw/P720NLmxsXTu3Mgnn7z9xRf/+eNPnv/wR9/4b//9H//Lf/37H//kw7/9+x/8p3/6+U/+9IOf/tkHX3zxX//xH/82IcFWV1e2ujqPx8NOZAABQCjgaTUqXjQHah2LQQh4rN/vdjqNfr87GPRAvktbW01jY/nnn3+3s7O2t7dxd3f1xz/+1je+8fqzZ7fOznZX14YfPNr//774h//4qx+/8fz0Z3/5rZOztcOjpeXlqfz8dAQBo6Pd9+5dLS3NzsvzFxQEOzsb8/Iyxsf7QyE/kQja2mrW1xd7e5sLCjI4HHJTU8XLl69lZ/soFMzCwvjq6mxRUcby8sRbb9+vqc0PhVJOT/d6e9ob6qsHBzvfe+/ZP/zjz65fPwAAYFACAODfzUwGvpzDkpKSWCwWAY+12yyzM1Oh7ExljNyblCgWCSxm4+Li1J07J55EJ4qAoaEug0G+sDjy8r1HDx6cdHbWJifHwu+SSsVjUMCgR4ZCKcfHmwsLo5uby5cuLWi1Er/ffXS0406Ij7Vbkzzui2urU5Pj/jSfSqlI9nqSU1wms9qbHC+SsAqKMs8tjlfV5Ld31oyO9o6MdFmt6thY3TvvPPnss5ctLRU9PQ2NDdXuhDhPojMU8kdH06EJbGysLz8/cO/e1V/+8uc///kP/uZvfvrZZy/v3Dna3l7+8KM3/u7v/2xyqqekNHP5/HhVde6t2wef/cm7t29fefny6ZMnN95//7W//uufbG4uPnx4+sEHb5w7N/Luu08g72NsrKumpuDOnaPz5yevXz+4c+cqgQBkMu6VK5vd3Y1KpaiiooDBIGGxID8/Mxj0lJaGJyf7MzOTCgvTw6H0vd3NudkJvU7Z2lobCvnn58e7u5uTkhxpaYmPHt1KT0/m86N6e1unp4cXF6dyclK9Xvtbb9/f3lmqqysqKQl1d7WiCIiLM3700fP/5//9VX9/KwAAACyKov/WRfYquQm3Za+CtwQ8lhxJyglnj4+NJHs9RAKOTqNYzEZvkkunjZkYH+7r7czK9KMoqKjIm50bePL43jc/+Qa0kURGEANpfkjVU8hFu5c3BHw2n8dqa22Md9pfrZUBfyovmgNbfsDqEgSAX7cFBr/utikQcilUYld36683eQgg4FFvkqu2ppxExBAJKAJAeiDIYbFzwzkEHB4BQBWjzEzPIBCAw6Hb31+z29V5ef7KytzPP//u8+f3m1tK7t47/O733rt6bf30bOu733vvytHa9EzPzMzA8vKE3+8Kh319fU0PHpyEwz6rVdnf39zQUFJbW5iSEtfYWOp2mzmciPLycFdnS0tzXSg7XSziJbicmRnBvNwwAkB9XWVjQ3U4HKitLT062rl8+YLBIG9pqUIAEAmjg4EUlVIaDqXX1pZqtTK/39PX13Z4uNXb2zozM9LSUjMw0OF222NjDYuLE0+f3tTpxOnpie+886iursxq0be2NCQk2EZGOr744p/a22sBADgsCQPn5z/y+Loz2Sve56vHVqt1ZHiwrBT6ZJC52emM9IBQwGttaaLTIhEALl284E1KRABoaqxZXJxoaipjs+jKGPnU5PizJ08xCIpBsL3dA3Qq02jQyWWStNQUm9Wc5kvt6ujMzszicaPJkSSVUlFZUeZ0xDKj6L4Ur1wmiWLQVCoNACiHEx0TE1NfX69UKru6OqqrK8PZIZFASKfSQlnZebnhxoY6jVoZQSIMD/XKpAICHpHLhCwmTadVwu5DOp08JcXV29vq8yV0dTXFx1vi4y17e+uLCzPtbY2we3Cs3ZTodhQV5lRVlsTHG2JjNS0tFTs751NS4iorcysrc+vri69d205Li799+8rNmwcpKXFLS+OLi2M+n6OmpqC7u35//1JnZ31lZWFtTfnQYI9ep5RK+B9/9F5Pd5sn0dnaWstmU/r72/PzM8tKC6Dx+vat0/T05FDI39BQUV9fzmKRGxsrFxenjEZlW1vd0FBXfX356Gjv+vriwsJ4VVXe1tbSwcG6zaYLhzIOD/ZkMt7CwugXX/zT1tZ5PB6Lx0UAAPCErxXN/33G1xIZbJAOvsybUqlUsVjs9XoT3U4EAGYUtbOjpbmpjs2iF+SHbVYjigASEZ8eCHo9SQ31ta0tDZWVhYuLE8VFubF20/TUaE93u0at1GpURr1BqYipr6uCk1CSx1VcVMBiMrKzMgT86JTkJIlYqFIqNGqlyag3GfWwQVpaWlpKSgqPx+PxuAwGraeniy/gKGIkxUUFmRnBgD/VajEp5OKccOaF1aWa6vLe3laPJ04u50N0BSzw5LAZ8PrtNlNzU50/LTmChOvpbm9uquvuaksPpiZ5XCPD/cGATxkjLSstzMvNnpoauHbt8vBwZ3Ky4+Rkt7u7cX//0vb2yvz8+PBwN6yuHhjoaG2tTU6Ob2urOz3bqqzKMVvkPp9jfn60qChkNKjb2xoT3c6qytJgICU/L5vFpFKp+L299dPTg6LCnEAgKSoqIi7OODraCwHVL1++ZjYrzWblixdPCwoyVCohpJ3Pzg7397cODLRBOFlysqOtrW5xYVYqEcXHWz7//Lt/+3c/6etrAQAAgCWRSP/WZ7JXIQwmk0kkEqlUqlqtRlEU2vTUKhmKgJbmuvGxQZNRQ8Aj5EhSdWUViUBEACjIy+ewGY44y9LS9NHRRl9fU0wM3+Ox19aWOh3WyAicJ9HpcJhQFMTHW2w23chwn04bE0HCxsWatRpVMJCWmRFMcDkVcikCAJfD4nJYAAEqtdxqM0bzmLB/bE5uusGodDqsEjEPXlViYqzLZW1vr6+uLo4gEeKdcYUFeXU1tTaLnR8toJIZCMDKJFI8Fud2JbS1tNIoVAQAjzuRw2JnZXk7O2uzsryhUMrLl0+7uuoslpienoajo51QyB8OB6xWbWNjZU5OsK6urLOz0WCIWV6egZTkgYGOgYGOoaGugYGOQCBxdXXe6bD607w72+tcDosVxWxqaJbLRLAzkEopDWUH5+cmMzJSVCpxfn7m3t46l0vz+eIvXJgrKQnp9ZKenobDw42OjrqWlqrDw422tpqGhrKamqK1tfnt7ZXl5anp6f68PH99fenq6nyMQuKIs5PJ2OvX9/75v/yHhAQLAAA6wDC/0wb2v2x83ZkMPoAN5PB4/NDQEGzspVLFhMPZWCzK4bDKykowGITDYWFxAEFBXX0VnUFWa+STUyMoBuztb5WUZlZX57tc1ggSLhzKwiBoIM2vVWv0eq3DEUulkrOyMpJTEp8+exhJJsA7Lz8/12DQZWamG416GD7UaFRCIR9FAYNBIxBwfn9qWppPJpMYDLpwOBuaJV0u54MH90KhLHjZPD7bnehsaKyprasM52RSaRFiCb+uvspmNY8MD5KIeH+aLy83LBELyZGkc/Oz9XVVcbGWmemxVJ9HKuG3NNddvbobCvkzM4IRJEJWZuC1Zw8HBtpOTy83NBaPjnV0dtaXlIQGBzvr6sqmpobGx/td8XaxKLqoMHd8bGj90io8dCMAdHe1ZWUGJGL+6MjA1ubFBFecNymhrbUxmsvEoGBsdHBsdLC2pryjvSkcSu/qbOHzoywWjUIhSEpyHB3tLCyMP31622SKuXRp/tmzW8XFYZ1OXlaWd/fu6fTUaCg7GA6lpyS7S0pCx1c3/vH//PnKyhQCABEfiQAU80dfLb/2ngzqjE6nwy0/k8kMhUIwXmW1mplMRn5+bkVFWUJCPIIADAZhsmg6vaq0rDA7lL52cbmwKIdIwhwdr9+8eeBwmKK5zNaWJnJEpIDH12pUKAokElFsrC05Oamquiwj0w9L/AAAZHIEj8eFpv7KynKz2Wg06m02C4IAsVgIAMjICAYCaRwOy2jUGwy6lBSvShWDw2EyMoLQmYjBIAIhd2x8yJUQh8MjeAJqtuhp9EgON0ohl5IjSQF/Ktw7VpSXZqQHGhvqpiZH8TgkNydzbHQAeq/haTTZ61bGSDMz0o6PL29urgwOtmdnJ6emOtfW5n2++MTE2NbW2tXV+YyMFBwWeBKdiwuzdbWVCADhUIZMKrRZjWOjg12drQ311UQCJiecGcpO50Wz5DJRQX64rbURAUDA54yNDhQV5sQ7bcoYycBAh0IhwGJBQ0NFYWF2enpSXV3J0tLk2to8hxNhs+mqq4t5PMblyxcVclGyN2Fvd7OpsUalEl+9tvnf/vv/deXKOpEAo9DoH3+1/Noie5VPxeFwsEm02+3e3t5EUVBdXdnR0YYgoK2t5dmzJwAADAaRSsVUWkRHZ0tVdVkg6GOxaWaLrr+/+eBgvbmpVizilZYUlRQVGw06u82Cw2E0GhWXy1YoZGsXz0tlQoCA/IJwUlJidDSHSiWz2Uw6nRoIpAkEPB6PazTqIyKIWCw8i/zarg0AsNutDQ114XA2tMUSifiRkaHR0WFo+OFwWDD339vbbTYbYQycHElK9nqUMfKU5CQBPzotNQUBQCLmC/icyYnh6anR4aHeuFizTMYbGelpba0dGOhoaampqiry+RIIBECnE+PjLeXluSUlodHR3rOzw/r68uTk+PGxwYP9bQ6bYTHrKytKUpITWUxaYUGOSBiNQQEvmsVi0lAEGPTqxoYaIgETDPjmZifdCQ5/WvL55XmdNiYvN+vyznpeXkYo5G9srMzISOnoaGhsrCSTUb/f3dJStbg4kZ2d1tZW97Of/Vgi4SIAWC16CpnQ0lzHi2bOzAz8x1/+eWycGqZS8FjCvwORgS8nMwwGA52rsJlcdDQnJkYOYwotLU1ZWRnQ4UMiERYXzxFJ2Bil1JvsjmJS/YFksTiqoiJvdWWhva2pob5WrYppa20eHurLzQ3DWpLR0eFQOKOnt6OuvgogQCwW1tZWAwBYrKji4kIoEZFIQCDgkpOTkpOThEI+jUbJzs4MBv14PNblciII0Ou109OTXV0dbW0tJBIhLs4OACAS8RKJCOYK4WMyOSI3J5TkcUN7+727t2MUMhQBnR1tCABpqd7KimI+j3VufuqTj98/OdkvLg4PDXXcvn3c2Fiu1coqKgru37tpMmpKS/Jhz5H6+vLFxant7QtFRSF4SGQxaQF/ykB/N5cT1d7WZDHrI0i4tFRvQ311RXnxwf7O0uKcNynB6bBZzPqFczMZ6WkZ6WmFBeHSknw+j9XcVDs83L21tTo3O7G0OPv06d3W1tpg0BsMesxmZV1dyfBwd0FB1tzcmMEQU1lRbLXoxaJo2IKovDz37Pr2a6/fstugbwz/b11kr6yS8F+lUhkREaHRaAKBNCgOAgG3ubkeH+9AEGj15GKxKJfLtlrNNBoFiwONTbVb25caGsqCQe/01KhGrUQAKC8rCWWnR0bgAQBkcgSXy0ZRABAwOzd5bmEGICAqiq5WK/n8aCwWJRBweDw2Ly+HQokkEvFWq9lms7S3t2IwCBaLOhyxTCYjGPTLZBK9Xut2u0gkAuy5DAAwmQxMJkMmk8CKKQAAjUax263VVRUKuVStioETmMVstNsssBHz6clRc1Mti0lN9iYUF+UiCKiqKpqc7G9pqbp162hubqy3t3VpcXZyYnhudqK1tXplZWZyclCtlgSD3kAgSRkjGR3pr6oszczwWy0GFAFCAbekOL+nu/3c/LQrPtZo0ECC2vjYkCcxXiziZWUGzCYdAgCFTJifm1TGSJQxkvLyfKtV29xUS47EazWKioqCrq6mDz98p6qqQCiMunHj6MmTO0IhKyXFNT83+d7Lt374g28LBRwEgA8/fOejj19/9tr1Dz98h4DDI+B/RzT2f02c7FUgg06nq1Sq2trqxMQEj8ctk0miouh0OtVut2o0KgCAQqEQi4V5eTkORywAACBAq1POzY3MzIwgAJSWFKWlpmBQEO+083ksCEQpKioQi4VwNzYw2EOmEDkcFoqChIR4g0GHooBKJaekeAEAOByGx+NCS1J8vAPWtxGJeDabGQikud0uJpOhUsV4vR5ocebz+WQyOTc3NykpCUEQMplMJpNpNBoCAB6H8aV4GXSqTqt++6033QnxCACpvqS1C8slxXkKuUirUQj4bJfLajarm5urTSZVW1vdwsJkQUEWh0PNzU1fW1toaamamxvJzk7r6mrCYACCgL/6xee+lES5TLR7ebOstNBo0BQW5PT1di4vzcNQc8CfAt3YszMTVouhqrJUwOfUVJfn5mSRiBg8DlRVltTXVSoUAris63XKyYnh5qba5eUZl8uakuKamhqqry/3+RJyc9PD4UB1VenNG9eUMRKFXOR2Je5e3vjZz7+zvTN/eLgRGUH8dyCyr9pCYAZTo9GIxWIMBomKoguFfMiYyMkJVVSUyWQSLpebm5srFovxeKxerzUYdFQqGUGBVBqdkZ6KQQGDTk32ephR1NyczI2N84mJCSxWlFgsLCoqSPTEAwQ0NtXGu2JJJAKPxy0oyIPCtdutXC5bqVRAu05xcSEWi9JolJKSIgolEoKoAAAoCsrLS0tLi10up1KpiImRwyIGlUoFSziVSuWv34VaWVdbneh2yWUSs8nAoFONBp3Najbo1UIBF0VAR3vTi3feyMxIa2mpGR7u7mhvZjFpNCppaKgrOTm+ubkyKcnW0FBiNCrq60trakqmpoaamqqsVu1Af9fIcJ9UIlhdWUxL9VrM+sODy/V1VbDd5+nJ0fzclFjEMxo0Y6ODLc31E+PDJCI2LdU7OjKgkIuEAs7zN5/WVJcVFYVCIX8w4LtyeDk3JzMcSr9+dqxWSzQaaUtLjUolNhhiAoEkp9Pc0d6EAEAkoA31VXnhIgSA+XMD9x8c/tmffTuayyTi/z3syV5Z2BQKBawNYTAYUVF0mAKH7mGFQsZiRfF4XI/HIxaLv6wbUJeWFqekeM1mYyCQVF1VevPGSWFBHgKAKz7WoFepVOL8/FwKJTIhIZ5AwAEENDXX5ReEeXw2AABBAI/HnZgYAwBgsWhcnN1ms0RF0QUCXmpqCjzeEol4r9cjEPBgeZzNZuHzo1msqP39XWi2DgQC0MeGIEh8fLxer4+JiYmIiGBG0aO5bEecPdZu1aiVszNTMHml16mEAm5Geuriwkx3V2tlRXEw6E1Ojof5jPGxIblMWFISmpzsPTpen50bkMm4oVDqjRtHLpc1Pt7S1dUUxSCfm5/ypXiwGECnRUJLmTJGOjU5GsWgxCgkmRn+zAx/gitOLhP19nSEQxmVFSUcNsOX4iktyQ+H0qHntqgotLOzdnhwGQar9/e2pBJ+OBzQ6eRFRaGampKYGGFPT8v4eL/Voo+1m5wOa15uFgEbWViQc2Ft8k///KOWloqvmBb/uOPriuxV9zgSiWS322HFh1arVSqVJBLJ7XYDAODeCEJ1gsEgPAAmJSXabBa4CMa77Hn52Zd3N3r7OixWfYxS0thUs7V9kc+PxuEwDkdsVBRdoZBpNCqv1xMTI4+Ls5eUFLHZTIhmEYkEMPTFZDIgfoxEIhCJ+OhoDoNBgy7T/Pzc+HgHj8eNiqLj8ViPxy2RiIhEvEajolLJTCYD8jigMxZBkLi4OIVChiCguroyNc2LoECpkqX6PBgUrJw/p9cpEQBMRk17W6PVoufzo27ePK6pKamsLCwuDldWFt6/f725uVosZmGx4Nmze21tdSIROyvTz+Uw9DolkYAR8Dk72+s2q5FGjWhva3LEWVEEZKSnJbqd5EhCV2drc1OtQa/KyvTXVJd1tDeJRdEV5UWTE8PxTluMQiyTCjo7mtVqCR4PHA5TZ2ejw2GCyCCv15lfkJXkdVbXlAwMdra01m/vXMITEBQDEIDGxZofPLz2z//8q8yMNAyCvioY+aOOryuyr1YW4HA4hUIBkXRarTYiIiI+Pl4g4MXEyDs7210uJ5vNRhBEKORHRpJQFMhkkqrqMpNZh2JAbJxZIuVnZvmbW+r8gWQ2h56RmZaampKamnLp0ppYLMRgEIvFBNdnPB5bUJAHVZuUlIiigEDAyWQSGFQDAEilYhj+rampolLJVCrZ5XJGRBC9Xk9paTFMoofD2Xt7lwEAGAxit1sFAh4GgyiVChQFoVCopKQIojd8vmQmi2Yy6zY214gEVCLmffqtDy1mHTkSv3Zh6cLqYnZWAPKta2tLs7PTKisLr13b6+lpqasrKy/PpVLx3d3NXV1Ng4Od55fnR4b7cnMyLWZ9S3N9fl4o2euGrYPiYi1dna1VlaUEPBrKTs/KDNCoJAg4DofSc3MyK8qL4p22lGS3J9EJeaIKuaioKPT2208vXlyMiRHW15ffu3fW0dHQ19eGoKCpuTrN7yEQ0fqGKqlMYI81bW1firPHIgD86MeffPHFf/alJEJv5r+DYCyNRmOz2VBnFAolKiqKTqcDADQaDQ6HEwqFsbE2eNIMBNL0er1QKGxra6FQImk0ilgstNlNFquBw426crTX0trAF3BQDLDajHQGubSssLu7E0EAjUbRaFQJCfG1tdVarVoul36J7gFkcgSBgEtIiIfPAADweCyXyw4E0jY311msqMhIUjDoh6pSKGQWiykzM12pVPh8ySkp3vh4h1DIBwCQyREFBXl+fyoAICqKDs8TAICqqor6huo0f/L5lQUMFjQ11lxYXdRpYxJcsf19nY8f3bVa9FmZ/ry8jMxMX19fG51OLC/Phz0AtFpZU1OV22232XQbG+f397ZyczIT3Q5PorO4KG9udlImFfb1dpaVFqqUMoVcPD42VJAflkmFN65fS/K4EACMBrVGLc8JZywtzg70dyEAaNTyrEx/KDs4MT7E5TAEfHbAn9zaUt9QXyUR8+i0CMiAYbLIeAJYu7hcU1sO14rsUPrm1kUqJfLChXO/+oefv3jxWCYVEnBE5H+HnezriewVNACGMOBaicFgpFKpzWaDATO1WomiQCQSxMc7YB0bXMh2d3cQBAAElJYVxrtis0PpsXGWFJ8HIKCsvOjqtUP47nE4jEwmIZEIdrtVoZDBMFhlZXlkJIlOpxYW5iMIyMgIajQqEokAwxAJCfFeryclxZuamkIiEWCHnogIIpvNhO3SS0uLx8dHqVQynx9tsZigsx5SXkgkAuS+oCjg8bgAAUJRNJNFC+dkyORCk1GTn5ctlwnraiugv2hudmJ0pL+sLG9hYXJ0tDcrKxVFQUdHw/7+BoEAxGLO1au7SqUI7qVMRo1IGO1OcCAAqFXynHBmXKwlwRUHN3wUMtFmNe7vbUMf77WrB3/3t7+wWvQqpdRmNQj4bDotYn5u8vhoz2zSOuIsHe1NQ4M9KcluiZhXX1c5OzMuFHCoFKJYFL25tWqPNZWWFczNT2JxQCDkNjTWiMQ8BIAbNw4//uQ5mx1Jo5JhuB/3bzx3CQc8mjEYDCaTqdFoJBKJ2WyGBcd8Pt/tdnV2tsPaslAoRKFQAAAQc2IyGRYWZw1GDYoBAAGMKEpZeZFQFA0QkJuXHQpnYHEgI9NfVJxHphCjmFQKlaTVKU1mHY1GAQBIJKK8vByr1QwAUChker3W50vOzs6MjCTBC8NgECaTweWy+fxoCDzLzEwPBNIAAKmpKTCQRqNRYmNtBoMOToFJSYk4HKaxsd5qNaf5k6GB22zRWaz6nt52q0UfxSAvL82VlRYUFebExZo7O5q3NteqKksQAEqK87a3LnZ1tty6eeJNcvX1dvT1tTkcpprqMpihp9MirRbDuflpiZhHjsQjAJSW5I+NDty4frW5qVYZIyESMAgABDy6e3kzPy87OytQW1MOCyBEQm5/X2dba8NAf1dba0NaalJWpt/psOaEMzhsut1mvLC6uHL+XGFBuLWlvq6+8uKl8zOz4wABpAhcfkF4dGyQSiUjCLh79/jDj96IjqbjsTgEYGEVxR97fC2RwV1/dHQ0hULBYDAKhcLlchGJRIFAIBQKPR6P2+2OjCQRiXgWK0qrVdNoNLvd7nTGAQBUqpjx8dFoHkss4ev12sTEhLW1VaNRD0tqIyNJ8/OzNrsJQYHDaSsozGlpbYBaLCsvio7myOXSzMx0AAAUik6ngXH/+vparVaNooBCiYSZzYgIYkqK1+dLJhBwEokoEEijUCKpVHJkJEmpVERHc7RaNTwie70eeDMkpyRyo5kAAQajprAoJxRO5wvY0TxmTXWZWiVzxdvlMuHG+uqtmydWi14k5GrU8tmZcYh531hf7e5qNRk1LCY1J5xRUpw3Mz0GVcjlRAS7ktkAACAASURBVCV5XFxOVHdXa4Ir9v69mwI+u7go9/Bgx2zSDg50Q7jz8FCfKz5Wp42BU1pnR3NjQ3VBfmhqciTgT050Ow72t/PzshVyUXowFYJ583KzsRhgsxoLC3Kys4KLS7PxLrveoI5iUt2JTiaLBqkfFovq7//Dn//8L7/PYdMRgCIAR8ST/q2LDHwFl4DH4xkMBvjSKCuXy2E5uMViAgCUlhYLBDw6nS6Xy0UigdlsZDBoer02iklFMSAmRh4f79jf3wUAcLnsmzevB4N+Ho+bmuYVS/iJnvj1jQsOp40v4Bxe2bXajDDcyuNxyeQIrVadkxOCz0CtHB0dhkJZEKY3Pz8rEgmsVrNKFTM9PZmXl4Oi/z9179UlWXpdB57rwnvvvffeex8ZJl2kz0hvKk1llveuq111Vxt0N9Dohmk0AJIg6AkQRqSWRqQ40oCShgscjigtzbxRM/Mwj/oB83C6YhVBjoZkV3Og76FWVNqbcc/9vnP22XsfUCrl6GawsDA/Nzej1aoVClkmk7JYTHw+d39/VyoTEiTkC+lf/bVPwxGfz+9cXpn3eK06rWJutl8uZeu1os/r6LRr8VjQYTdl0rHzs6NEPMRmEe996Wkk7LNZDS8/vm80qNdWF956+hoBsL+39fprj+UyUb/X/eqH7+3ujOfnBqlk5MOvfCkWDUx1G512jc9jPXxwJxoJsBjCYtY9uH/r7p3r1Ur+0vmxxayzWvQOu0kmFSwvze1sr9+7e8Ni1u/vbZ2fHaeSUQIgl00uLsz2plqpdNRiNRwc7oTCPiDA5XI4HDaFQvaVr7zx87/4069+9CYBQBEsu8VNAMn5JSct4qJp2mw246EZCoXQoW7iHJZOJ/P5bL8/xeNxSJK02+2IO/B4nOPjC6VyLpdPYZZ2eLifzab1ei2fz81kUtFoOJdPffy1rxxe2JVIBSIxT6NVXL123u7U8/lsJBLi87lut1OlUvh8Hp/Po1Yrc7mMXC4Vi4XoZUxRxHi8ZrWa0bIAAGZnp1dXl9lsRqGQIUgrlYoBQK/Xzs5Oi0QCgYDn83nOzo9DYd+165cCQXc0FqjWCt2pWjYXy2UTO9vr4ZD31s0rXA5FADQbZZvVsLQ4Wynnzs+OCAC9TplMhN9845W52b7HbavXirVqIRL2f/mDdxv1st1mKeSz08Pu8dEeTYHTYX7t1Uc2q+HO7Wuj+SFJQKtZ1WoUmXT88qUTi1mnkIs2xsvdTn1leT4U9JAE3L9389VXHk4Pu6GgRyLm4+41M927eePKa6++JBRwAn53NpfU6VXlSt4fcJMkKBSybrd9cnL0Bz/63v/2v//74XSVzSJQcUkR/z1AGLiTuVwuq9UKABKJRCAQyGQSAJiZGVarZYoiDAadxWJaWlpotqoMixCJeUDA0tICNrnn52eXlpYAAAjodOuRqD+RjABAvV43m80MwwSDfqfTjg2omdleOhPLZFLf+96vYgsS9zCTyUDTpFwuTyQSfD5frVazWKx8Pt9oNJ4VJXy/30tRhN1utVrN9XpVp9NMXKjG4zXEySLRwMHhzszM0GDQYfPq/PxiPp9NJGKNRi0aCxZLWalMuLm1tre/1ek2/AF3tVbc3l55+eW7brf59HTvBz/4jcXF4WjU395eKZUS1Wr6+HjH5bRMdZsBv7darpBAaLSKaq3YH3QuXT7FHGB2bnByeuj3OSkSImHfaH741Q/fazUrvalmIZ8y6NU3rl/utOsyqXButj8/N/joq+83G+VkInx4sI3meNeunr/91hMWQ8hlorfffvmlR3dPT47SyZTNYjUadATARx+981/+r7/6X/7Xf3Pz1iWKRhSdBCAJ4gvXxL0wFgZJkj6fD18wDGW3W202i1QqpmlSIhFJpeJIJHR4Yffmrasut23CK9dq1RaLqVQqMQxF0TDVaz58dKdQzNA0mUgk0Ax2dXV5c3Mcjvgz2USrXeVwPzsZDQZdqVRwuRwikYAkgcWihUIhGgH5fL5SqQQAAoHAbrcXi/m9vZ3Hjx9pNCp45ncqEgmwOjYYdOgoi2OjkqloIhGTy6WpVILP5yoUsqWlhWIx73I55ArxYNj99ne+yeZQKrXs7r2bhxd2gQCdTjYz0yEImJ5u/8t/+VMk9vzmb3730qWDTqfy5puPkSb08uNHBMDmeOPf/rt/Ewr7htNT9x/cdnvsly6fzsz2V1YX7DajRMz7i5//u5XledSVPH3zVST4u5xW9Hx87dVHrWZFLhMuL8298/aTH/z+b21trsZjwWgkkMsmn7752uOX7pMkJBPh3Z0tAsBqtnA5LJKEl166+Zd/9a///Od/6nKbn+EW6OT1ha/Pm/jzeDwcIycWi+Vy+bNO+WdfwDAUYvGRSEgkEgABGq3i/NKJ22OnaRKnjaTTyXw+r1Yr9Qb1pcsnyVTE7jBHIqFut6tSKeRyqVQqLpeLL7/ysFItAAHtTv2VVx7b7VYAQMxCIODpdBq32ymXy9Hex2w2o9FBo9EAgEQiNj09qNerNE3u7GzhFsjlsvHxQBaQWCzMZFIcLg0EBIP+tbUVhqFUKoVarTSbjfPzs3t7O612DRsxZov+8MLu8sqo3ijH4qHpYdduM777zhuFfIoA6HbqMqlAJOR89NGXPvnkw0jE02nXHty/PRz0OGzmm9/4Wn/QYbHJRrNCUsCwiJ3dDSCAzaEG/c6l8xNkj8VjoXDIVynnk4lIsZDZ2R5zOXQyESnkUzj2sF4rfv/Xv9tqVgb99txsPxEP83msne3x6cmhSiVSKSXpVILH4cokUgKgXE5//PHb//7P//hL77/qclvhsyPoi8dhAeDzN8hlMplIJKJp2mazYVNSKpWSJGg0qv39XQAQCvlTU51EIhYKBRrNCsMiCBKkMuHm5nh2dpqiCEQcwuFguZIXS3gECTOz/eGwT9O0UinHmjEQ8GVzSWRvtzv1paUFPp/rcjnYbAYp2gQBMzPDUCjkdDplMlkwGBSJRDwe7/T0NJ/PozEO4mfpdNJiMdntVj6fq9frHQ4H8jjw2O1ONZutKrr3AMBw2P/t3/7Nbret0ahu3ry+u7cJBMjkotm5wc7uhlDEJUhIZ+KXzo+LhXS7VQ2HvDvb66srI5KAdqs6GDT398eddu3i6WG7VWOzyIP9Xa/HRVIQCHrSmfj9B7edLisOLIvGgjarcXlpns0isY8Zj4X8PhdSMwb9Tr/XHs1PR8K+jz/64OzihYunh+VStlYtdNo1sYi7t7vZadcpEg72t8/PD31eh0Qs3Fgf2602Nos4P9//6//yV3/5H342WuzBMzcTgqAoivqc3mN/n/UCjkt0tEMnTnwRCgWQ6QAABsNnrpkEAf6A++LZEUWDSi1799230ROVJMFkMsXjUSAgFPZ+6b2n3/zkY6/X7XK5Fpfmjk8O+oPO8sqo35/SaFQGg87v99psFj6f2+22Z2aGYrGQzWb6/Smv1+1wONBcncVi5XI5bMb7fD4+n2u1mt1uJ0HAzs7W0tICAFAUsb29/corr2AGie3LldWFbC4JAAxD6XQadFvp9bqhUIDNZm7eunrn7o33P3gnk00AAQ6nZXllJJEKGvXS7s5YIub1e63lpTkWA+dnRx9/9EG9VtzZXvd5HXKZMJmIsFnkW09fV8jF8UT4Kx++p1RJ3/3S05/89IdAwPRM782nrynkYhwrdn52/MrLD6ORAAGwtrqIFg33790KBjyDfvvkeH9/bxMrj36vNei32SxibXUR4/jK5Yvj8UKxkPa4nQ6bHX3Hf/zj3/jZn/3hn/7rP7p4doBnJZvN/u9jJ8OF0wsFAoFUKjUajSRJoskWdpOwO46Wu9MzvcMLu+lMvNWuURTBMJTL5QgEfMVikabJXr99cLjtcJpVapnZbNTpdOvj5YXFWavNqNEqAKDdbp6eHjMMRVEE2rO3Wg0EIy5ePBGJBHw+n6Ko0WgUiUQAwGAwOBwOuVzO43GSyTifz9Vq1dlsenFxhHMCGIZptVoAQJLg83mWlhYcTotIzJubmxGLhWjUqFIp8vlspVLy+Ty9fjsc8Xe6jVa7lkrHKtXCzGz/u7/yrWgkEAp6t7fWLWa9w25eX1vy+1ytZjWVjFbK+Uo5TwBkM/Gd7fVYNLCyPK/RKkYLM7t7m+lMXCYX2R3mpeV5kgKf1y0S8hmaHM3PBvzeeq0yMz1YWV78tV/9dqNetlmNhXza67ELBezbt64OB51CPnV4sL29tWbQq9ZWF2emezwuo9Uo2q3qoN9xuxBpI87PD/+P//M//fSffe/e/evFUoaiCKFQKBJJkH7yOXzH/r7r8x6X6PgPABaLBQB4PB4emgBgMOiQ79XtttPppEwmicaCFA3lSn53bxMAKIrQ67V4v5PJ+HhjZTDs+AMumgGhkE+SpM/vlEj5QIBYwtfrtRKJCNlEVqsZ3xo+n6tSKdhsBsmJlUrF7XZrNBrsbi0tLY3HY5fLhSMmFApZNptmsxmShFAo4HY7AYCiKKVS7nTa0Q2Pw6WlMmE2m97d3R6N5trtZr1exfZrMOgPR/wrqwvxRBgIqDfKpxcvGE3aRDJSKefXVhcddvPB/vbK8qiQT9eqxVQy2mxUCIB0KjY701cpJVaL3m4zrq6MXG4bEICtHiCgUi0cnxwAAU6H7dVXHlcrJbVKwWEzRoMum0kF/N5Q0Hvp/ESpkJiM2qtXLvZ7rXgseOn8+OXH93d3xl6PfWtz9dbNq36fKxEPi4RcmVTQm2p53M54LEKREI/7f/yT7/3s3/44EvXPzQ8lEhGWlmgn+MWfli8IwhAKhUKhkCTJUCgkFosBgMfjmM3GfD6LI2eSybjDYcNm7ebW2lSvZbdbkWWvVMprtZpSKXc4LRQN9Ubph3/wu2trK8PhUKdXbm2vHZ8cyOSid955y+GwEQSRzWbT6WQ8HlWpFEajvtmskyTQNNnptJCaixdAUdTh4aFGo+FyuRcuHLDZTDabnp+fLZeLmMxFIiHkJuE2BgCNRu0nP/3hweEOqkt2draQ9yGVildXl91uZ7GU1eqUQECrXbt67Xx1bVEiFRwc7uzvbdltpmQicu/uzVw26fe5rl091+tULIa4dvV8a3NtY7xycrxPEnB6cnD1ysXHLz/IF9JKlTSeCJfKufHGSrNVzeVTB/u7iwvz4VDg1Vce+7xuAiCdStRrFYqEleXRcNDNZZMyqQDLSa1GbjJqrl65OF5fymbit29dwykT21vrJ8f7Ab87FPSjKPXRoxt/8q9++MmnT1fXFvQGNUkCSdJSqRw+h+XYP2h9riD7BX8yZPJMPs5mswmCCAaD1WpVpVJZLJZOp1WplPCLd3a2RqO5XC7T7baz2TQA4J6h1arH47XBoIdDCHk8Do53WF9fVSrlaFMdi0UeP37k93uLxXww6KcoQqtVr64u4ySveDxuNpvRgRIPxO5U02Y32e3WYNCvVMrdbqfRaGSxWCKRYDjsm0wGtVoJACiCAgCNRoWyl1Kp0O22r1y5lEzG4/Eo1p6DYfcrH74XiQbYHCqVjlltxuH0VKGYmeq1bHZTJps4PjlYWp73+py9fmtre61SzXe69dt3rpfKuUq1UCrniqWs3WEulrK9fnt+NH1yenh8clCpFtweOxAwWpgZDLtGk9bjdbTaNa/PGYsGk4nIcNB96dG9RDysUctr1eLGeCWbSdy7e3NhNNObalXKeavFQAAk4uGdnVUCQKXQ6rW6SMTzx3/yg7/6j392crKJExHYbLZer8fxkgAglUqxKwjPUVBf7Pq8OxleKEVRPp8vmUxSFEU8O+cnZcvh4aFMJqNpGrW+mGjr9Vr0zWezGaNR/+DBPbzTcrnUZDKggX6hkAMAi8VUKhW4XPZg0IvHo1armc1mZDKJxWLS6TRI8sEiVCgUoku3VCr1+/3FYnFjY6NWq6E4oNNpAYBSKbfZLJVKBa8NZ5QAANrl4zyed955q9NpIbcsHA5Wq+XhsJ9OJ/OF9M1bV/f2t9gcqtmqAgHXb1wulXMECaGw7/jkIBoLtjv11bVFj9eh1shL5ezFswsvv/Igngjx+KzRwoxOr/IH3FweUyhmgiEvRYNCKel0G8lUdG9/i6JBKhP6/C5s0SJkk0rH5DLR9tb67VvXVpZHyIaVy0Rbm2uFfHp6OLW7s8FiiOWleafDQgBsjFc6nYrNava6A0q5olxOf/Ktd9G4HwDQuXKS0jAMIxKJJBIJi8X6hYkQL7DqfAFUn8nicrkAQNM05mparRYLAvwykiQxSc9m08jcEgr5uDNptepEIsYwlEwm2d7e3N7e5HBYDEMZDDqcuRSLRZrNOsbc66+/GotFkCJWKOSazXq5XKRpkiQ/a5t6PB405hAIBIFAwOVyWW1GqUyIb9rx8QWPx0XTNIfDicUibrfTaNTLZBKBgCcWC3U6zfLyotGoR4PP0WjObDbSNGmxmNbWVuqN8odffb/TbZAUfP83fjUQ9Cwszo4WZjY2VzFR8wfctXpptDBTrRVn5wZz84N2p1ZvlIqlzOGFXbNFz+HSMrmIL2B7vI5bt6+dnR8DAQQJaJQcDHlr9dLpxQupdCwU9mVzSYvVUKkW0qnY/NxQq1G4nNZ+r41Kk9defenrX/tQLhMRAFqNAhlEHrf9R3/we0dH27FoWCKSUwTZ69X/p5/9s9/53W/v7i7RNI0+wGw2G3FEXM9b638Rm9mL2ckAgGEYJJCJRCKNRsPj8aRSKUmSgUAAbaoZhsnlMjRNMgy1urpstZpPTo4Gg55YLFxdXVYq5aguefz40SeffOOdd94CALlc6vW6GYa6cOEAKT0ff/xVu90qEPDi8SiOehWLhYVCLhj0q9VKkUjEMEyhUHA4HF6vl8/nS6XSRCLRaFaAgHQ6OTXVsdksAIBRqFTKw+Gg3+/FtkG1WjabjYGAbzIakc/nRqNhNpuhKOL27Zvzo+l4IqxUSYEAm900Nz8EAixWw9Hx/s1bV1lsUiYXXTw78vqcmNELRRx/wOV0We7dv4mjKt57/22ny5rJJoIh72hh5v0P3llYnAUC3nz6Wr6QTiQj442VWDwUi4eAgI3N1fc/eEcs4R8f7S8tzhEAOMbhzu3raBeqUctFQi5mft1Og8UQN29cyaTjBAHnZ6c0ySYAEonA7/7ep3/8J3/w4MGVxcXFyUAqNpuN7WY06WWxWOSz9fmj6hfWC6D6AABetFgsnjwHyI9lGAahUYIgXC4Xl8tGwSMANBo1TLdlMkkw6O90Wq1WY3V1mSQhEPC1Wg2Px4Ue+pFICLucTqf94cP7OMLTbDY2GjWE2cxmI4agUCiUy+V4IgCAx+PBbr1Or0qmoslk/Bvf+NqlS2d4jb1ej8WiWSxaKOTH41GtVt3ptLrdtsNhGwx64/HazMwQZVcSiSibTSuVcqvN6A+4SQqOTw5ICiga2p364tIcRUO9UcaRFKcXL/gD7rPzY6GIy+aQ3/+NX3n61mt2hwkIuHC0151qmsw6ICBfSOcLaTaH+vZ3vrm3v2U0aZOpqEIp0eqULrdtvLGSL6SLpezK6oJIzCMJaLdq4/XlC4e7Wo3i61/7EKmOfB5rdqa/MV7Z2R5fOj/Bea4OuzmbjfamOgTQPo/37t2r3/nuBx99/PQP//B3YrEYRVEajUYul7PZbCzVSZJUKBT4fD6/jf2yHJcA8PyVYcxxuVzc0prNZiqVwlM/nU4bjUar1dzrdRF8t1hMCHBg2JEkiMVCZKQolfJQKLCysoSfXV9ftVhMPp/n5s3rNE0SBAgEPKNR73DYstk0IvVisbBcLrJYLIVCweFwNjc3TSYTRVHFYpGiKJwFi3wyi8XEYtEikUgoFGJXaqJqAQCPx4V/TS6XqVRKFEVgk4AgIJ/ParQKNoc6ONz52tc/PLywK5bwRWLe4tKcx+sAAuwOs96gbnfqt+9cr1QLQhF3MOycnB5UqvlS+bOy9Oh4//qNy/6A+8tf+VKhmDFb9PlC2uG0AAFKlVQs4ZMUcLj07t7m6cUL86Npt8culQmNBk2jXjYaNFevnLWa1XIpt7gwa7MaURU8mp8mAHpTrXqtRAC0W7XxeIHFUHari6HoYjH56bff+/FPvl8qxTBuFAoFFuBYmdE0jZn0L9zZX5YgwzxRpVLZbDYOh8Pn87F7iJ/lcrkqlYogCJzwwOfzo9GwyWTIZtMoWctm0zKZJBIJYYLldjv7/SnkdRkMumQy7nY7Q6EATZNWq7nZrIdCAYfDRpLQaNRu3LhG06RQyO9224jLl8vFTCaDAyUymYxareZwONVqVSqVhsI+p8uKBGuhkB+LRSau7BaLSa/X8nicQMCHo5PUaiWKUNxu52g0hwgcALz++qt7+1vtTj2RjNjsplw+FU+E2516Lp9aXVu8eetqvpBud+qxeKjZqp6cHna6ja3ttVQ6Oj8aXr125vE6lCppoZjJF9K1emmq12JYBKb2NrtpYXG2021s74wXl+Yy2QRJQbNV1WgVYgl/eqZ3cnywvbXusJsVcrHTYbl0fnL71rW7d2447GYk6RcLGbvN5HJaMdpSqRABUMiVBTx+t1t9/4OXf+/3v3t2tuNyuTBvxvW3AwvxxRd+Yr4AxB8AuFzu80N4ZDIZtpg4HA5CowCg1+t5PI7f70Ui1+bmOJmMY3iVy8VIJKTVqh8+vI+z2ZxOe6vVwAhAioTL5UBRSaNRQymvzWYRi4XVahl3RIIArMyxzSWRSCwWSzKZDIfDXB4jV4idTvvZ2anDYYNndDeJRNTttufmZgaDns1mCYUCyNrV6TSnp8fVavnevTtYt47HayKRIJWOdaeaQACmXPFEeHllNDs3qNaKL7/ycHdv8+h4PxINBEPeVrt2995NiZQfDHneevt1n9/p9thXVhfyhXQqHTu9eEGpkiqUEqfLWirnpmd65Uo+ngifXzo5PjkwGDUOp6U/6Pj8rmDIm0rHULzem2opFZJoJLC6sjDod7KZxO7ORioZDfjdsWhQp1W+9upL8Vjo7OIRQYBCLl1ZWk/E4v1+43d+91t/8q9+dPHi9oTa9LyXNGI9fzuwXmAF8GKCTCgUWq1WHo8nkUhEIlEwGERZtkAgMBqNAID3vlwu6nQaDCwcvBCPR81mY6VS6nRaJAnBoB/J0AqFLJGI5fPZYNDv93tpmkT5JKLzJpPBbDZOTXXi8ShB4Jw5ksfjKBQKg8GQSqWwa0nTNIvFikajZrNRLpfm89nJaej3e9FhqtGoNRo1nU6TzabRMgMAtFp1q9XAeSV37twql4sAoFTKW+3a7Nzg7PwYuf9z80OTWWe1GT1uO0WCWiWjSHj44M6n3/q6UiG5dfMq+gxg0VetFJqNyuHBjt/n2tkdiyU8iVQQT4T3D7brjXKpVOBwWAuLsxqtQq2Rz84NLFbDkzdeyeaSQMDF0+NBf4rNIn1eJ0ODVCI4urCrUkrcbvd4vFYs5hVKydb2+v7BVqNZPjnd06jUXA6LJIAg4Fd+5Wt//Mc/evz41sbGKBaLAUAmk+Hz+UKhEIGMCer0fFT9EkEYzxcjuA/jMU8QhNVqdTqd5XLZ6XSKRCK85TabJRj0I/2LzWYsFtONG9cUCplKpdBq1c1m/e23n0ajYaVSjo4sLpfj+vWr+PPFYuHu7nalUtJoVMNh32azMAzl9bp5PA5egkwmSSaTg8HAYrG0Wi0chXl0dFQulzOZFIrLAcDn8yiV8nv37szNzXi9bsz8MO5pmjQYdNPTA9RcVKtlgoDhsD8Y9Lrd9muvvbK5tVau5IEAnV61t79FM7C9M94/2JZJhYl4mADwehzra0vLS/MXTy9MD6fef+/t05NDPo/VbFRWVxZEQq5KKb1/71azVRlvLA+G3ZXVhcWluWwuiVqsdCbenWref3B7eqaXTEWFIq5AyCmWsndu38TBJQRAo15uNauhoOdgfwv/6sPD/Ug0YLEaaAbeevv1tfXFVqOJzmpOp/EnP/ntw8O14+Otn/3sf8CR2ZMhkBO/HOK59fnC6e9en3cnm1yoWCwWCARcLndy3UajER0YORyOWq32er0AYLWaC4WcWq3k8Th2u5WmSZ/PUy4XPR7Xu+++jRY9Wq16f383HA7iFsLlslFXp9drV1eXBQJeMhmfnZ0GAL1ei8QyTP+z2Ww6nQYAFotls9kYhgmHw6+//joASKVigoBms45861qtsrS04HI5FAoZ/len01it5lQqgU1Mm80yGs2hhN3lcthslkajxuOzgiGvyayzO8yPX34gkQqcLuv8aJrNIm9cv3x0Ye9bn3zNoFcTADqtkgC4eePKaH6aw6YEfPZPf/LD4aB7fnZ87+5Nh9OsUIo//fY3Pv7aVz6bNgfg83lu37mezsRX1xYfPLwjV4gbzcrxycEbb76aTiW4HFarWZ2d6aNNxtbm6tLibDIZx66dUMRFopvDaT443HY5nATA2urC7//+971e8/x8+0c/+s3Z2TbeMpwoyufznz80n7+huHf8Eh2XxLNpdTweD6e8isVibCLh5YrFYhSY8Pl8HN+MGL3L5cDGEerP8FMymWSCa9y4cQ05QlwuO5tNazQqLpeNA60IAm7cuIYJO1IR3W4nMosmQV+pVHACpkwm83hcMzNDDMRwOKjRqGia/MxiA8DlchiNepx9mUjEVCqFVCq2WEwWiwlVMAiaAMBweiqeCE/1Wpibv/X2EzaH4vIYAmB+bnh6clirFhPxMEWCx22XSYUup7XTrn/1w/ejkYDHbb9+7ZLf58qk44NhR6tToCDq4tnRr3//VwwGncvlmJntMyxCoZRcu37J5bbNzQ/DET/NQCQc7Pe6Rxf2Hj64I+Cz67XS7s7YaFAvLM5+69Ovc3kMECAQcmbnBm+/88bpxQtoo/LKyw92dla3t5eePn149+7l3d2V0Wik1WqJZ4O5sbOEldlkaNoXsT5vkFEUJZVKn38mEKMyGo1erxfbO5VKBbdoiUTi9XpRB2C1Wu12O87k3V3eyQAAIABJREFUkkrFBoOOy2VfvHjSbNZzuUwqlUCI/+7d24VCDrn2x8cX+Hwun89lGCqdTmJUtdtNu91qNhsPDvZ0Oh0AoFAKAFB2wGazEWaLxSIOh212dnp3dxsAUMJ+cnLk8bh0Ok273eTxOJNGAlaUbrczn8+GQoHhsF8qFa5eOwcCwhE/RkO5kg8EPdVa8crli+GQj8UQbBZ5eLDzwfvvxGOh8fqy1+Ow20xnF4/eevo6iyEIAKvF0GxUev3W3PyAw6X9AbdaIycpODo6DAb9HA6r02lhew3H3WGR+/DBPb/PQ5HQbtXarZrVYui0a1cunxaKmUQy0uk2MtnE/sG222NfXhlFooFBr5+IR5UKscNhwJFqT548ePfdVz0eDwAgk/n5myiTySaNmS9ivYDEXy6Xo2SXx+PhC9xp8b92u51hGLPZHAwGAYCiqFarZTKZJqb/sVgMDYXtdmu9XkXkfTDoZTKpUCjg8bgQwZqfn71//y5BgEQiikbDXC47lUqgKommSZlMEgoFKIrSarXValWpVNI0HYlEvF6vTqeLxSLdbhvN7lgsmmGopaWFcrmIChe326nXaxGGxX2Uw2H5fJ5ms44magqFbHt7Uy6XCoScdqc+3lgRS/hoR3p68YJUJrxx/bJKKZVKBATA7Ey/Vi1mM4lyKZfPpSgSQkHvu++86bCbK+X84cFOvVaKxgIqtdTpsqJEAAi4detGIOBLJuMej8tqNU+sGLrd9t27t2dnhtlMis0iCYDDgx0CYLy+VK3kNVr5pcsn7U7t8MLuzGwfnxCCgFQiOTsz7LRrKpVodXXm5z//Hx8/vtXtlgGAzWYjijmhmmKv6fmwe+HQ/+dN/OE51E4sFisUisn1odXPpFleLBYTiYREIgkGgwgGajQak8lEEITFYgqHgzqdBoOGxaKXlhYQaxAIeIVCLhwOUhSBdB1UfpvNRtyK8J31+TzY2UT8OhaLOZ1OACgWi36/HwD6/SmTyYAHNOqBMRujKOLOnVuNRg0AeDwOzuYFAJFIUCjkkJSBxrNsNtNsVRVKiUaraLaqyyujcMQfCvukMmGjXpbLRKViNpmIYE42O9M/OT6oVgpT3abLaZ2Z7g36nVazarMab9+6duPm5Vw+OdVrxRNhj9dBMyASCTQalcvlkMkkNE36/d67d2+HQgE+nxsI+IIB38ry4uVLpxQJvanWb//Wr5eKmVDQo9bIdnbHg2EHOVRms9Hlcvj9XpqkGJq8eHo4GvVfeunml7/8pN+vHRysi0QipVIpl8sn9NK/fU+/iPT/BfDJfuGaJlGVTqdzuRwAMAzj9/tx+jPmTEajMRAIKJVKh8MBAGq1cjjsB4N+NpsJhQJarXp6eoBWKO12k81mEOXnctkqlUIg4FUqJafTjsYCFotJKhWjZYbJZBKJRA6Hg8vlkiSJzZNYLLa0tICjx0ulQjgcRPk4QQDDUHw+Nxj0o0Mxyj8LhRw6EWm1ajSKj8UiH3/81ZOTI61O6Q+40UnKH3Dr9CoWm+x0G9VKIeB3D/qdcinn8zq7nUa/1x4OuocHO/fu3kynYlwOfen8JJmI0BRMD6dm5/o+v9Prcy4tzw+GXSCAooiNjXV0xWq3m1idrK4uKxSy69evLi7MkwTYrMZ4LFSvlXZ3NtQq6ebGSjYXC4Y8IjGXxSbzhfTW1gYyqRQyOZfD+qM//NGTJ4/8fuutW6fDYWN/fw1lNSRJ4hsFfxMwgxeKjT2//l5B9gt76eTFJOrx34n/Cjwzw4ZnoGixWMTvMhgMQiGfJGF+frZQyBEkDKenBALeaDT3+PEjANjd3UaBU61W2drayOUy2L0WiQQI2et0mkq14PE61tZWarWKTCahKEIgEFAUFQqFJpw2iqKcTieLxVpfXz8/OyUAXE57LpsmAHa2N/k8jt1mwU7i0dEhmqxMTXXG4zHq8AgCHj68Xy4XvV733NxMsZhHColUKhYK+fPzs2dnpyKRAKNhZrZ3/8EtICAY8h4d7/cHHQAoFvMGvTqbScSiQQKg2aiEgl4C4OqVM4tZX6+Vzs+OB/1OvVZaXVm4fesal0MDQDqd1Ok0LpdDKhWHw0GHw5bLfcZUw1EYr772klQmLBQz8UTY6bRLpWK0+EP/b4vFFAz6ZRL5eG39g/ffWVtduH794ieffPjk9ce9qebh4SHeGkSa4IX2jv4b6x+wkz2/kdI0LRQKtVotEmIBgKIotVptMBjsdjuPx0MsQ6VS9ft9AOByuQaDIRQKYcXHYtGZTIrP56KrUS6XwbsVCPiMRr3Vau73p1BT5HDY9HotSYLf793b23G5HIeH+/1BhyDBZDJ4PC6GoQgC3G633++PRCISiYQkSeSCc7lcrVZrtVolYiEOXv3G1z8e9KcIAKlERADw+CwUwGWzaWRncDicYrEYCPjw0CyVChjZKFHe3BzX61W8zgcP7uFZxjDUyupofjRkc6hsLjmcnmKxyWvXrjQaNYYGDpuy20wYVd1OQyLmb26sRiMBmoJkIrK+tjQ3O7BZjZGwf293M5fLYJXt83lmZoYA0O22S6UCSUG5ksd0MJdPFYoZpKDBs84vAFy7dmV1dVmtVhqNegJIj8u9vbWukIuuXj3pdqvDQefe3RsSiQQ7lVjvw7PM7Ite/4Agez4ZZBhmMhNusvh8PofDIQgikUiwWCwejxcKhfDPUCgUnU6HJEk2m51MxhFtZ7HoBw/vzI+m5XJptVpGsFSrVYtEgnA46PW60QqUogipVIzpms1mqdUqDx7eyRfSaBo6GPRw50NZL5fLbTabtVoNWXgAoFQqG/WqRq2USkTTw/7szFDA52YzqVDQT9FAM5+NhDabjQQBNE3TND0Y9A4P91F8EAj4otGwwaDL57NHR4crK0udTstut5pMhlgswudzj44OxRIeEJBIRg4Odzxeh91h7nbbMpkklYyKhNxoJHD/3i0CoFopvPX09WgkcOXyRXQgK5dyrWYVx4E/ef3lq1cv83ic3d1t7EzMzk4nErHxeC2dibPY5Ecff/nylYtAgFwh1mgVpXIOuSd7ezvI3d3d3XY4bHa7FY3HhoOuzWrw+WztdpmmoN9rURRlMBgEAgGbzf6nCS9cf68g+zuP6gmsgjcGnnNdVCgUSqUSnj0o8XhcJBLpdLp0Oi0SiQgCCAIymZROp5HKhC63zefzmM3Gw8N9k8lAEJ+RY+v16vLyotNpbzRq+XzWaNRP5qCjSPjOnVu1WgVt1ZFZ5HK5EBNBuA4A9Hr9/v6+WCSQScVrq8sImtttFqvFdPH02ON1BIKeVCqBqb3NZtHpdFqtFruryL+QSsWFQm5lZQnV8Giw3et1bTZLPB6t1Sqnp8dAQLVWGAy786Ppnd2N1bVFzP/W15YG/c5w0H3y+stsFimVCHDE7OnJ4fbWejDgQdLEq688unrlTCEX22wWiUSk0aimpwe5XGZubobFoiORUKGYUWvkXp9TJObl8qlA0AMEMCziL//yL3BU2enpsdGo7/W6iLy4HG4Oi+3zOu/euf7d7369XE6LhJyF0fRwOFQqlROF7D/NWQn/iCD721jw8yAePiUkSSIhjmGYSCSCHSej0cjhcFwuF54I0WjY7/fSDNTqpUQihrhrNBpmseh6vZrPZ5FYEY2GAwGfRCJCdzGDQed2O9kcCggolQrj8Vqr1UCMQyAQ5PN5lH8KBAKZTBaLxWw2WyAQIAB8XrdGrXS7HP1e12jQxWORZCKG1GeNRqXVqrFzMJl7xzAUTZOXL59jy9xiMaGqL5mM37x5HYlJ6XQSBczD6e7yyjwQYLUZs7kkRcPly+eZTCoY8Dx987WpbtNo0CwtzqF9eqtZ5XJoAiCXTbpdNrvNtLM9Pj7aRzO6Bw/uAYDP58F+VzgcZLFooYj7+pOXXW6b02VdHy8fXtitN8r9QefLX37fajUrlXKz2RgKBVqthslkSKUSM8NZuVQml4kePrj9a7/2CZsN1Ur+8GC72WySJGm1WmUyGUmSfyfi/0Wsf/xONvng86UAn89HhtmkvwQAFEVJJJJoNIoVTTqdjEbD4XAwkYglkhG0V8HIk8ulg0EPBWokCcvLiywWrddrt7Y2MCva2FgHAJGYl0xFs9k0xlyn00Lsx+fz6XS6bDYbjUaNRmOpVEI8Np/LNBs1g14bj0U67SYBoFTICACL1eDxOrrdNvKtRSIB4h1SqbhSKWHfXSQSoMYTZ01sb29eu3YFoTW0oq3Xq6l0lKJBrZFnsgmdXiWW8FksWiaTuF02hoaF0UzA7yYJmOo2v/TuU6vFQBKQyybDId/1a5d2tscup5WhoVTMptPJVCoRiYSsVjOiJ91uOxIJodnMteuXkqmoxWpIJCNiCb/VrgGARqN67713AQCZdk6n3Wo1h4MRHMV3/dr5J598+ODBDaNBXasWnieZTu7jL5GC/BcaqJPuzWThtaLuEisA/KBAIGg0Gsipx6wcAOLxqFQq9nrdVpsRJ4zYbBYul83lskUiQblcvHLlksViarUaarXS5XKgTlgiEW1srLdaDZvdpDeoy+Xi1FQHtb4AYDQaI5HI1NSUVqvFyiMcDvt8PpFIRABkM6mtzfFUt81m0XhoMjRJUhCO+AeDHp7gqVSiWCwmk0lsQKGoZDxem5+fRb9jhGoBIBDwcTgsHINiNOrv3b85PxqOFmauXjtnsUmVWkZRhNGoz6TjdpupkE9XynmH3ez3uc4uHpVLuc2N1Ua9jNyNr338FZvVSABIxHy5XLq6ugwA4XDw7t3bGDeDQa871VxeGaXSsXgivLq2qNEqVlYXGBaBEzMGg55SKUeuyt7eTi6XyaSyJBAUCT/9yQ+Oj3dSqdD1a+fpVNTtdmOP/HnO34uLpf/X9blwsuc5bpP5NxOaJeb+bDY7l8uhpFsgEDSbTYoilEo5NgRpBpwuK1q/8nicRqOGWrRiMX9+fnEw6LlcjlarEYmEQqEAGmaHw0G3x26zm9RqZa1WMZkMYrFQLpe7XC4E7fh8/sbGBhZQyKBiaJIAcDpsWo2KIkEk5GOcWayGGzevGAw6vV4biYQ4HBb21AMBHwCMx2vJZBzDK5fLbG6OUcBCUcT6+qper9XrtTqdJh6P5gspl9s6GHYVSgkQsLA4e35+kcfjsBji5ccP9nY3kZ6PusjLl07ffONVi1m/troYjQQoEjbGK1KJIBjw3L5902jUw7O5FsfHFzKZVLNZX1icXVqe7w86sXiIZqBaK+7sbrg99tu3bx4dHaKGVCoVOxy2ra0Np9POotk2i1WrUSjkok8//ajfb8zN9iNhn9Vqxf4yACiVSgSb/gnW5woyuVyOCT585q0AAKDVajHpFggEfD6fJEkej4eeP6lUqlarYRnocDgEAgFBEM1mU6vVarVal8ul0+kYhuFyuYFAoFqtyuVSkvzMpSIQ8Pn9XpFIgO2mTCaFiZHNZrl69fJoNIfN7InYGDWGnU4nk8mUSgVseIvFQolEhBYvKpUiFAqpVCqpVJrJZNxuNwAwDGOxWObnZyORELrLAoDRqMfxcrFYpF6vBoP+73zn0zfffILbejQajkQDWKh+85OPBULO0vJ8OhMHAhrNYjwRqlTzZ+fHyKxUKpVcLp8i4fzseKrblEmFlXL+k29+jJO8Hty/S5FgMRvLpQKHzVQrJZGQvzCaQ6bk/Giay2N8ftfTt17H3B9BZooi2u3mG2+8vre3E4tF7HYrh8VWKmSZTMTlMjx6dO3SpYNBvx0M+EgS0HSNogh8CJ+HOSdgZywWw5T6Ra0X0LvELBuvEsMLI4/FYnE4HDabjam02+3GzInFYjUaDYfDkUwm/X4/IiPoQmWz2WZmZm7fvu33+/Fw7nRa2C/yet29XpckgWGoUqlweLhPkmAyGTBizGZjqVTA3w4ACMyazWa1Ws3j8dBcXatV22wWHFRI0+Rg0MPAomkaz3GdTpfP581mMzxzv0JZgNGoLxRyKFpxOu2IjTkctidPXltbWwEAmgGTWReJBq5dvyQS85aW52Vy0dz88KOPv1woZpQq6f/853+2tLTAZjO4LxIAJAFnF49G89MUCSyGKBYyjXqZALCYjdeuXr565ZJBr1XIpWwWXS4V5uaHxycHbo/dYjW0O/WDwx0g4Nbta9FomMNh3b9/FwAYhsL6FwBmp2e0GlWvV//+97/VbufVauFLj+7Oz82QJBgMOpFIwONxkIvxd9ZweJt+Wag+k+ldAoGAJEmz2ezz+XATxgzaaDRyuVyNRoP+/kj+MZvN6+vrAoHA7Xbn83mGYXw+n1wudzqdGo2mWq3ibbbZbNVqeTxea7ebmJmpVIpUKkFRRLVaVquVyEXDZhSaVg6HQ6lUajAYMHq4XK5cLrfb7QgN4DVLpWKPx1Us5tlsRqvVlkql5eVlbEjYbLaFhQW73Y6Uaw6HdfnyOXI9AGBhYb7fn3K7nVhvymSS73znU7PZyGLRRpMW+5gMi1heGf3e7/9Wf9CZme33+1NqtXJ+flYqFWeyicWlOS6P6fXb3/n2NxkatjbX/ugPf+z3ueQy0aOHd7kcOhYN57JpoYDH5bBmZ4a7O1tP33xydOEA7cC5PEajVeC0A5qBRrOi0aimpjpYkBYKuVqtIhDwtrc3Az4/AcBiwb/4F3/w13/9H588eeD12Pu9brlcpChCIOBxOCyxWCyRSBBLxyQHnnVrcL3A2vMF7GSTC0I0GQDcbrdCoSAIAnc4DoeDvZpwOKzT6XCOBACEQiEUfKdSKTy5JghhsVjc29tDJBZrLgQew+Ggy+VQq5UCAQ8zp3w+i44bFEU4nU5ke2cyGewpURRVr9cbjRqapiiVcg6HFQ4H79y5xeGwlErl8fEx5o7JZBKfmfn5eXS4LRRy6XRSo1HF41EOh6VWKw8P9yORUDweHQ77MzNDh8OmVMq1WvWduzdOTg+VKilBwvLKyOW24WYDQA6HQ61WCwDZXFKuEPkDrnv3rxv06lIx63Hbkby/vbVut5mcDovdZqFIcDpsbpcjnUr4fZ47t2/OTA8IEvQGdTIVtdlNq2uLyVTU53fRDADAcNh/9OjB1FRnNJpbWJj3eFylUoEAYDHU0dH2e++9/tFHb3366YeoN7l9+yYiNbjYbLZIJHpe9A/P5db/6GD42+vzJv6YaKtUqknjUq1WT14jcoHbL4/HwwhA7bLP5+v3+5h+YXg5nU5sCWQyGTxw+/0pmUxSr1fNZqPP57HZLCaTAYF4h8PW7bYBAP0yIpHQMxfxCE3TarU6GAziZeAvxYJRp9P4fJ5IJITNSovFgkxarVbbarUQ0aVpGulAly+fu91OiiJsNsvp6THG9OHhPgDMzc2gEt3rdZvNxr39LZGYx2KTb7395NLl00DQky+kWWySw+EhrJhIxAxGjdNl4XCpV197oFHLS8WsVCIQi3jnZ8cupxVHW0rEwt5UZ2E053Y5ZFIxm0Vr1EqKhFq9lErHAkHPeGMFiRu7e5ten/Pk5AgA5HIp+kICAE4etltt52en77zzmtOp//rX3/3P//nnBr3KbDIEAj70ZQYADoeDYp/n7+Y/Lob+P9fnCrJJvE+2WexXovei0+lEWblCoVAoFIjF49ZVKpUKhYLVaiUIolwuz87O6nQ6tVo9cbLg8Xgmk2l3dxsZ2CqV4vT0GAXfFosJe9W4u9jt1lAoUC4XhUK+w+FotVrpdBoJPwCAJsUEATRNonnx/ft3K5USSoIBgCTJjY0NnU6nUqmmp6eTySQA6PVa3KiKxbxcLiUIiMejwaC/0ahZLCahkI/47cQjsljKAgGlcm52biAS8zxeRyab+Po3vppOJ5PJ+Gg0R5IglvClMmEqHcvlU1PdZrVSMBo0YhFveWne53X6fS6tRrG7sxXwe5cWR2qVwmG3Nhu1aqUkEQu3d8ZHx/to0yIUcWv1EhDAYpMICwOA1+uenZ1uNut4OlMEWSkXrVatzab59NMvv/32y5Vyzu1yAECr1VhYmOfzuWazecLImkxhg+c61L8sfDJ4pnWZvAYALA+VSiVCZRMxt1wu5/F4iGXE43GMOQxHtVotk8mw3my327jzJZPJdDppNhvNZqNMJkmlEkajHtsmKBnXaFTIxxcK+ZPMSSaTYYYxoS6GQqFKpSQSCebnZ3U6Dd4PqVSMyS827CmKQsTo6tWrxWIxlUrgVjcer2m1agBQKGQ4uwQAnE57uVy02SwkCcViPpGIabQKjVbx4OEds0Xv8TrQeTmZil442lsfL2u0ColUMDXVCQb9NptlZWVJIuZvba416uWlxbl+r53NJGrVotGgUSnlBIDZZKhWSjqtGpv6W5vjRDIyP5r2B9zRWDAU9i0uzRVL2XanrtNpotEwOo+i0CsQ8CUSMT6X12rWCQL0emki4RmNpt548rJUIqIoYmFhHsHb53mwv3A4vnCHnxezk2HUo03rpB5ms9l457RarclkUiqVFouFw+HYbDaky/J4vHg8jpWdWCzGfF+pVAqFQp1Ohz+nUiml08lwOIjkVQAgSeh226FQQKfTlMvFbDaNAiSpVKxUKvGcTaVS2WzWYrHIZDI2m83lsnFAxJ07t6xWM0lCs1nn8TixWEyj0ZAkifENz4wOpFJxsZhnGArBvHK5OB6v0TSJcj2JRLS1tYFTJlwuh9lsNBg1Ygmfy2PQDWq0MMMXsEkKmq0Sh0vFE6Fev51Mxv1+P4fDabe7Pq8zHgsxNDTqZZzNazJqq5WCVCKiKSKVjE8P+0uLo2wmJRYJLGZjuZLP5pLZXNJg1JQr+ZnZ/tO3Xi9X8lar2em0Wyymq1cv7+3toChfp9No1RqVUi6T8c7P93/4w+/983/+g2DATZGAesRcLoNFMd6dCTNqArD/col7f+FqFAoFbrwsFksul6MwTiqVTqoBiqJKpRIOwUylUuFw2GAw2Gw2q9WMTtiDQS8Q8DkctkDA53I5ut02Mh2WlhbwdAMARMVomsQRz9FoOBj0y2SSTqeFg13H4zHGKwAgWuZ0OrPZLMMwnU5nY2MDALhc7tzc3Pr6OkEQ2WxWrVarVKpmsznpXQqF/Gazvry8SBDg8bjkcmkkEjIajWw2OxqNFgoFpCHt7e0AwNbm+Mnrr1IkhIL+lx49EIsEyUTM7/MAwMzMkMtlN5t1dPzr9boqlQIIoGhIJCM4ZqXZqobCvuWV0fHxhXA4+PDh/UIhh+BqMOgPBHzz87PBoD8Y9MdiEb1eiykEAGg0KooiZmencVoP+kgCgFat47I5fp9rZ2f1zp1LnU7lpUd347EQABiN+larkctlNBoN3qyJxPILijB4IWolRFzgWUaPlz55jSRViUQikUhkMpnBYMDi4OOPPx4MBhRF6XS6arXsdjvtduvy8uJ4vIZoYSaT0uu1zWYdbcNwr8KcXSIRYZ6LnahiMY/sq0KhMHnveDwezhFzOp3NZjMYDCLJrN1uz8zMAIDf70dxGP4hzWZzamrK5XKlUik+n5vLZZaWFvR6LfIpDg72KIrgcDhut5vD4QwGPYVCZrGYpqcH0zM9hiYT8ej+3s7uzpbVYiIAOGxmYTS3tLQQDPpxQB1aBkWj4Vu3bnSnmvlCenNrbX28nExFO91GMOR1uqwmk2Fzc4xcD4vFxDAUSUK/P1WplBqNGnaczGbj/ft3fT6PQiFLp5N4qQji+P3ebDZtsZgkImkiFg8GPMGgs1bLDAbNjz/6wGY1mi36jY31er06QaSf113i+8Bgn+6FFgGfK8j4fP7zyApFURhAxN/UH/t8PgSuZDIZ1p4kSQqFwmg0Go1GGYbRatU4lRJBfHgmwfX5PCjpbrUai4sji8W0vr6KPxN7TT6fB0mL6Inn8/nQAkOtVmPphMMiUN6CpxWbzd7b25sI9tHGbGNjA4HccDhMkqREIiqXi9vbmwCAPnhcLhvHgQmFwn5/ymw2Ohw2sViIHtjYCS2XCgujOQKAx2Wvr6288/bTXq9LUUQyGS8W8xwOC+uV9fXVd959E70w3B773v7W+aUTtGwBAKGQL5WK3W5ns1lH5z2aJmOxiFarLhRyPp8nEPBtbKxfunS2vLyIw8gAoN+fajRq8XhUIODJZBKtWqNUyNApw+u1/tf/+n8PBx0CYH28bDRpCQIqlZLZbJxMZ5+sSaL2YgkanyvIfD4fTqZ5PqQmLmUAwOVya7UaHp04y7fX62FB8DxjWyjkZ7Nps9lIksDlsnd2tpDVGI2GM5kUAPD5XGRhoHXARJt5enqM+Fk0Gl5ZWcK3Zm5uTqfT4cGnUCgsFovT6USw6tKlSygLQ/Mf7D5lMhmkvrhcLqTEyeVShM4bjRqLRbPZjEajymRSXq/X7/d+61vfrFbLAFAoZjLZBEHCwf5ub6rDYiilQhaPRdwux/nZqV6nEYkElUrJaNRvbW10Oi0Wi1apFHq9tj/oJFNRo0lbKudCYV8qHSsUM+1O/d13356a6ozHa9g0Ozs77XRaFEW43U6z2ajXaxcXR1j6HBzsoee8UilPJuPDYR/brJ1OSyoVC/kCDpvRahTXrp51O/Uf/vA3L1zYstl0Lz2+XyxlSQqMRj0OYCSIz7iok1ml8KI9CuDzOy0+n/s/f6hPxJgqlYrNZlssFrVabbVa0TIDE6ClpSWRSFStVo1Gvd/vxdpNpVJcu3YFALCDpFYri8X8RFmElHaKohQKBf46jUbj9/sZhtHr9ZVKxWazYQrv9/sHg4FAINDpdOjFZ7PZvF6vyWSaeMCEw+FJT0wul4fDYZlMxjAMHiXoTpVMxsvlYq1WkculmFeJxcLVtUU2h1peGfX67WDIU69V6rWK2+VgaLJSLkbCQbVKoVLKkdwbDPqfPHmt0ahFIqFUKlEqFTCSkMoxMzPEJ4fH4yAsUq9X2Wym0aglk3EWi67VKh6PC5MtFovG3DSfz1osJpompVLxYNCrVEocDqvZrFut5tnZ6XqtIpWIjAbdzvZ4qts06FUffPC00chtbK7tezLDAAAgAElEQVQAAR6vY2d3I5tLttvNYNAPABRFuVyuSeYwgdb/8WH1N9cLQPx/QU6CL7hcLlKxORxOMBhUq9WTCnR+fp6maY/HEwqFAABBjUajNh6vAYBWq47FIkjV4nLZYrEQZ2ldu3ZlaqqDz7FOp0OnKoIgtFot9npVKtXe3h6eknw+3+PxoL/IBPXZ2NiwWCwKhcJmswWDQZPJhGp9/HalUhkIBPD0VyrlBAEGg04ul47Ha/gANJt1iUSkVMq1OiWO+LM7zIlk2OtzUCRIxEKDXttq1re3NlrNOk0RdpsF2/Yej2s8XpudnbZazYgYVyqlxcURetUCgEgkwO6+xWLCntXBwd7Z2alYLMxm06enx9vbm5FIaH5+NhwOOp12zEdxFQq5ubkZtVqJdjULC/NOp10o4CgVErlMQgBIJYK11YU33njpo4/eGU53ZXLh5tYaSUGlWrh67Ryz28kG8f+nWum/vTgczvO8xQn5B3cImqYRj8AtBD9isVii0Sj+YWq1Oh6P2mwWuVzKZjOoKKlUSng/isX8zZvXEaZaWVnKZFIURaCtMLaqHA5HNBoFAIIgdDpdJpPBtikSp0QiUb1eT6fTwWBQo9FYrVakuOzt7alUKqx2c7mc+P9h7r2aJEvPM7H3mDzpvffee+99Zpmsysryvqqrurq62k676ZnpMT09FmNgZjAAAdCABEECCwJBcBkkV+SNdKdQhFZBbexe6E6xoR+gW61CWl08U0e94FKx4PSKcy46qqrLnMz88vve93kfo9VOp1P8HrrcMLRaNcp2q9UMi3iZTPD5XeO5/iuvPrz/4A7HEzF0/8Ftu83CEGXSybnxMBYNBwM+nVY9Pwf9Ge3t7QB8kUg4nU6DSgDmauCVrKwso7KUSiWBgE8mE8rlIixF0TaORoN6vbq8PMnlMoLAb26uF4v5l166U6mUwDkjoqWlRbfbub29abNZspm4XMbHouFqueJy2ivlXC4X+cY33rh+cdrrN995903o+eARqVYrFxYW8O4Sz6UXqyZ/ARCG0WjU6XRAxZ5XmkgkEiD4LMsaDIbDw8N4PA6pDMoym822vLzscrmOjw9NJgPLEg6LyWRBr9dCXRIKBWCDDfBdJhOcTns2mw0EAnhGPB5PvV4nIqvVmkwmHzx4gP9CCLrdbo/FYjab7fj42GKxRCKRXq+HrpOItFqtVqtNJBKLi4vQX21tbTEMg2CoRCJmNOobjVqn0yIilqXjK/twWc/mktcvTj/95oflSm5uvn/t7DTg90YjoXqtUikXBQmXSsYni/MGg25tbQaoJRaL5HIZqVQymSwcHx8OBj2Godlsurq6YrGYXnvtFb1eazDoms06CtBmsw6frCtXjvR6rclkwB52fn52//5LGo1qYWHu5ZcfhkKBWCxSKhUQX5zLZRiGWs1KMhGxWc0P7z/QqJVOh/nkZHsy6fze7//O2bVjuYK/fef6jZvXBClLDF3cOMvn8/9QMv51AWNxbIsdr9FohHUPEen1ehFcRWdgNptZlt3a2ur3+0SEju+VV17xer2YWjqdznw+bzAYqtWqz+dTKBT9Qfva+YnX5ySGcvnUNz56b2U2kQhMs1kvl4sSCbe3twO8u1wu+nwenU6zurrS7balUolMJnAcE4mExOQRh8MB9mwul3O73RaLBdmJWGoajQZrNxqNWq3mbDaNyqzTacHk0Wo1Gwy6eDy6ubmOx/jo0QN0u/VaJZmIra/NXnv1scftNBp0Ny7OgZNpNKpkMr62NnvvvXeUSnkoFHjw4N6jRw+IaHFx/s6dW16vm+OYk5PjP/qjH6M3KhRyLpfDbDY+e/Z0fWPF7jB7vNZvfftDo0lTqRbAuVhb21AoVD6fz+v1XrlyBDuF5eXJrdvXZ6tLMpmi1xvIZLJQKJDOxImhKye7Lz++uzgZa7SKZquqN6hL5ZzDafEH3Nlcki6ldVhXIn72T15Vv3F91ePy+fJQKpWm02m9Xq9UKp83KS6Xy7FYDJ/C+BPWZWBJoDDy+XwiFRgSc57nWY4ODne2d9ahHMEWUihm0PolEjFQ/mHBD34OEQUCPjAEtVq13+/V67WxWEytVmOvIiK3291sNqPRaLFYFHU71Wp1NpsZjUa8oQWBR99aq1WGw75Go0qnkzzPLi7OW61mhqHNzXWXy+FyOUajgU6rbrca3/vic5Ad3C7Hwwf3EvEoblKtVprNxvF4aDIZJpOFdrsJlq/FYnr33WfRaBjVdyaTgpTQbDYOh/3hsO/zeeYXhsSQza7/7PNP8Qzo9dpmsxkKhYjYaDSKWM9QKDAY9IiI5SgY8prN1na7bTQaZTIB3u/E0B/95EfpTJxh6a/++i/SmXi7Uy8UM4KUPb9+urGxRkQymSCuq69Rd0nPWUcBdwV+QZfvA/xXPp/HcxGNRuVyeSAQQHRIs9nEGJvjOKS7AbPVaDSNRiMej8NuE66wRIRQsOGw73Y7kdWKDBEUwmazcTJZqNerYDBbLKaf/vQnALcuLi6SyaRGo/F6vfV6fTgc4j55ngdgptFo9Hp9uVyezWYymSyfzyoUsng8GomE2u2my+WQSDhYoSQSscePHyHLN5mMJxKx9fXVpcnCy48eyKSSWrXc7bQ4ltwuRzgU6Pe7h4f7DENarToY9Hc6LUxCiej73/8Ctsj4F1YrbrfbZDKVy0WoSIioUi2cXbuSTEWIoXIlVyrnlEo5pvj1en08HjMMA9lcIOBjGHK5ba+/8Uo4HMa79+Bgr9mqSmXs7t7G93/ns929zSsnB+O5/niuv3+wDY/tm7fOh8M+xzEQWIi6xhd4vYCa7DJIlRGTVPCvWq3GGsKJSUSj0Sgej6MkJ6JmswmMyuPxYEIAvgbP848fP+71evPzYxhF7exs7e5up1IJQLVyuTQWi3g8LplMmE6XgkG/Wq1sNuvVarnbbW9srGHsiB1CqZRjec1mM7fbjeYDCSmQmGu12mQyqdVqwWZzOByLi/PpdJJhiOOYZDK+t7dz5cpRvV4FhIGPichg0AFnZ4jyuUwo6GeIUsk4Q1Srlq+dneIGqtXyD37wfXyM+Aufz3Pt2tXpdInjGLg6bm1tfPDBe0QUiUTgZ1GvVzUaldtjT6aipXI2FPa+8urDO3dvgD+STCbVanW5XN7c3MQsn4gKhZxKLYvFQxDT4505WZr70e9+fzzXU6mlC4ujX/7q59lcUqtT7uxuXDk5WF1brlQLnU4LnQfek7heIKXsBbAwxI9hDY8jiWXZXC7n8Xhg30pEYG5htcnlcsQG0qWDgdlstlgscMsGQY2IfD6PVCqJREILC3Pj8fD09ArDENRyLpcDBgIymaBSKR48uAffRtzJYNDDYadSKdrtJnxfLBaL6J02HA7FoBeVSoXeU6FQmM1mk8kkl0uDQb9MJrjdzmw2bbdbFQqZRqMymQzBoF8qlRSL+VAoIJFw165dvXr1hGOJZcjtcsxWloH+z42HAb+XiLD1gk9bKOQymZTRqIdx5OLi/JMnrxLR4eE+3A+8Xq/FYuE4Zn9/d3t702o1N5oVYigaC77z7lvBkHdxMo5Gw0ajvtfrYC1ubW2hTkgm4ycnxwuLI2JIoZAdHOwZjXqVShGO+LO5JDHU7tRB3/jgw3dAGMnlUzq9qlorgsANYBJP4NdorCReIiHpea0l1hZgMIfDATURkFgigooE36zVat1udyaTQSlGRAzzpdLBYDBMJhPk8RIRcnSI6OLiHOAt5PnAz1QqRbNZl0g4tVopxi75fJ5sNut0OrFRYd+C9JcuraZYlh0MBktLSzCcQqN3mdekJCKoSOBbO5tNWZZsNksul+n3u5lMan9vp16r9LrtWzcvkonYdHkCx425udHrr7/GcUypVGg0aisry4h3BTGp2ayvr68uLS2mUgmWpVwuMxqNOI7zeFw/+ckfrqwsj8fDTrchERgiOjs7xfBjNO5Va0VeQufXT9G4gFhRrZaXlyeZbIJhyetzOpyWYinb7tSxOaVSid3d7aXleQS4wje0Vi8Fgp533n3r4GBPpKf/xuv4Qq6viviLtyX+KwiCxWJJpVJ0OToEvUz85kgk4na7scKWl5fxnRzHxeNxgBF2u53n+VQqNT8/L5FIUqkUQt0Q2SKXy7e2NkDCCYUCw2Ffq1XbbBbkNe3v7y4uzkOJaTTqa7UK4M1gMGg0GrVa7aNHj2DHN51Or1y5gvtxOByCIPA8jxaYiPR67eHhfqlUkEolFovJ4bANh32WJavVPBz2i8X8/PwYvzmbTY+G/VceP0LVv7G+enx0AKnIzZsXTqcdsbJvvfUGNtpKpSQIvDg6e+ONJ/jia6+9QkQul2t7ezOXy1gsJrlc6g+4C8WM3+/lOAZSK4NRY3eYa/WS2aKHtjSbTcdiERB3WY6Go248Efb6nKBSohy0WEy5XCabS16/uGq1GXv91uff/dbB4Q4voVDY1+93J5MFGL/911CWf9WdDAeQaLYok8lcLpfNZkNpBY9FEdNC4IrJZMrlcpj2qNXqeDxuNpsLhYJWq7XZbKlUamNjg4ikUmk2m4XM5Pbt24PBIBQKKZXKRCKxsbGGZF1carVyMOiZzUaADjKZwLI0HPZtNks+n4WJAV1ut4lEolargffm8/my2WwymeQ4TtQee71ejUYVDgcHg95sNgXRw+t1w2+xUPiy1ul0WrAFNRh0y0uLDNHy0uL62kypkDXqVZfTnsumDQYdhuI2myWTScXjUYvFVKtVAgHf8fHh1tYG/CVHo8HZ2WmhkGMYZjKZuFwOQeB9Ps/u7vZ0ZbFUzjkctnK5OB4PU6kExxPH08pskkhG8O6tVEoSCQe6itmi/+GPvlepFoCB2R1m8W1GRMTQaNzb2d149s6bvX7LH3B/+s1vNFvVpaVFKHQY5j+hl/3TltQ/vP6LFtnz8yJx04JxOj6GDSxuzu/3K5VKwLNYW8jSIiKz2Wy327Gl1Wq18Xjs9/uLxaLT6ZxMJpPJhJ6bH2g0GpAs1GqlyWQ4OTnGyYWzplQqINLQYjFh3woEfKurK2q1kudZnmczmZTFYrLZLPD8ISKMxum5vkSlUplMJiTCut3uVqvFMEw2m81kUtCvl0qFYNBvt1thg3h4uL+4OB+PRzmOGY0Ga2szmE97vI5OtzGZLEwmC0QUiYQGg8Hu7i7DkNvtvHXrBrrF8Xh4dHQQjYatVjNY3Xgpnz59s9NpJRKxu3dv6/VaSFcePryPSFe32wnW68rK8vHxIayZBYF/8uTVcrkIAqbZbBzP9f0Bt0ots1gNiUQM9mZ3797mOGZ3dxvCiOGoq9Upiejv//5/Au/j3/9v/0utkR7P9ewO6GdZjpO88Gzyf+IiQ3ku8i/EPVYcYopsWKwzbGB0qZ+rVCparRZz2Xa7DfwikUj0+31sezzPNxoNo1Hf7bbxCoG/gBMHxgJEFI2GAwEfYNLFxflIJITCBckParUSyk2DweB2u/P5/NzcnCAILpdLLpej3icim80Wj8fBFcOoADBbKpWo1SroZ3O5DBqOZrMOAHZtbfbppx8fHR2YTIZOt3Hv/m1oqPR6rcNhC4VCLpfL5XIUi3mTyRAI+DAObzRqcMjiOCaTSWm1alSTRPTmm693u214bxNRsZhPJGI8z66urlSrZZlMMBr1r732Cgwv7t9/aW5upNWqEXY2GPS0OuXydCEc8QdDXhy4RqNeEHieZzGhstksd+7e+Nu/+2ugYp1u4+Bwe36x0+kVo7HAcNS1Wq1ELBErlcrphcZG/5cusufXGf59ftoljleBeYo/qNVqB4MB9jav19vr9ZaWlnQ6nUKhqNVqWHbYDoG3mUym0WgE01dYWdfr1VarkUzGQVqMx6M+nycSCRmNerlcms9nTSaDw2ELBv0oXbEK0QGoVArUGd1uNxqN8jxvt9uhAECri3GnyD4wmUzpdDoYDAJuMBr1eD2MRn04HITRkNls1GrVqPaWlhaha+oP2olkJB6P6nSa3d1tIvL7/YPBYGtrg4gkEu6zz74NUQyob9PpktVqzuezrVbj9PQK/OFhmzWdLoGAqVYrfT7PZLIABQ0RbWysYZ47GPSgbkehZjTqXS4Hx9Pdl25ubM50ehUoQ9j4NRqV02kPBHxqtZLjaTTu/eIXPyeim7fOI1F/tZ75F3/2BweH2y63zePxSCRSIpZhXrDX+m+9yJ7/ovgBFhnP8xCGEBFOT4VCsb29jQkmwzAYUUskEhRtarUaewwIOSaTCbU/oH+Px2M2GyUSDggZUJxUKpFOJ91uJ6yEEYOqViuDQT8YnaDW4MZA0V5bm7EsGwgE1tfX1Wp1o9FgWbbRaIins8lkEgQhFAqBt6jT6RKJmEwmYNW2Wg1M5ZeXJxzHiJ4rg0FPzB2DxMPv956eXoFIHXaTcMp48uTVcDg4Hg+vXj0hIjgOV6tl0cbRbDb2ep2Tk2PMKm7cuN5uN6GwevjwvkwmqNXKdruJCeann368sDAnlUoAi9RqFSymaq3YaFbUGnkun4rHozabBbBiLpdRqRTAk+nyNVxZWU4m48GQ5wc//Oz+w4unbz+JxUMSiUQQZNjMWJZ9nuvxFa/f7rj8z34dml65XO5wOEQpH/qAbDZrtVpRRYo2BeFwGDi7+M2ZTMblcqVSKa/Xq1Qqp9NpMBjkeb5er8K7YTpdun//JafTrlTK4VMMMu1ksiCVSsLh4MXFOaindrvV4bChJGcYOj4+xOkml8slEonFYrl79265XIYhMq7FxcV8Pm8ymSaTCfhkkUhoPB7G41EcN3q9NpNJAbPY3d1++PA++G3xeNRutw6H/Zu3zpeW5z0eF6zCxuNhoVDQ6/W9XieVSly/fo0ubQSi0TC8gJ49e4oIASIqFvORSGh1dQVH58XFOYy0MpmUyB7DoxAEvtms8zzb73dXV1ewbadSifF4iF5So1W8+dZr2CZhYqBUyjUalVwuXVpahIk4EWm1WqlUMr8wjMX9J1d3orGAVIYlxTIMx7L/HN3lP7bIxAoa1DHAmxzHKRQK8LARkBuPx5eWlgCY2Wy2XC6HH4xEIiaTyWg0Li4uEpHf7w+FQna7PRgM1mq1YrHo8biq1bLdbjUa9alUwmQy8DzrdNoLhRy4Nzh9DAYdnkrcVSqVwMmlVMqBa5hMJhgRIPGJiHQ6Xa/Xg3uyw+FYWFiA14vX6+U4jmVJKpXgl0gkHLwwAPfDz3Zzcx1uVq+99srp6ZV4Imwy6wqFnMlkgAMK2HLAWdRq5e3bNxGDUi4XK5WS3+/V6TROp53jmMXFeRDXotGwTqeJRsPdbjuZjFssJrVaCS5/Op3MZFKbm+sWi0kmE2D9p1YrsSg7ndb+/q5EYNY3Vi5unEllnNlstNksXq9boZDBthKGXCDJ5fN5j8djMhkkAnN8Zeff/Nv/odOtEwNbTJbnhX+ewl+8fqMyw4WAUvFT+OSIXwGGDgCMiJaXl3/DcCESicDNv1AoLC4uQl8kCEI0GmUYQnOO0hU06EgklMtl0GPyPFss5t1up0ajKpeLDEOZTApdZyaTOjzcFwReqZT7fD673d5ut3O5nN1uB66bz+dxJzAUAmcE5lM8z3Icg3rLbrdOJgv5fFan02g0KqvVLJMJ29ubUAAcHR2Ew0FiiOWILqNhy+UiHkU6nXQ4bAaDbjQaaLVqLBSTyWAyGVBIERHD/L+G3+VyUaVSSCTcp59+nEzG4/Ho/v4uAgyA6G5vb7Is3bhxPRoNezyu6XQJS2c6XbJYDVvba6VyjhiKxSIPHtxTKuVyuRTwr1hCoFdzuVxarVYq4x6/cv/waOu9959GYxA94Kz8Tdv8r3j9dotMHM4/j2U8/+nzF8MwoVAIZyImhoIgOBwOqVRqs9kCgYDFYmFZFrsgwzBarRZMIZ1OJ4Ki0G1DBKZUynG+EJHH40okYqiQGIZyucxg0GMYksulSI87OzvFK4rvhx8CEblcLhFbEbMsMpkMZCZOp1Mikcxm0+XlCWRwRGQw6ICGDAY9n8+zsrLscjlEKiLHMVqdcjTulUoFNMI2mwX15e7uNtZWMhlfXJzneTadTqpUChTydrs1Gg1D0wHKYSIR6/U6ZrPRYNAJAo/9u1DI7e5uI3QRJqPhcDCZjLvdzk6n9dZbb8DK2WjSJpKRWDykVEknkwXceTDoX11d6fe7Npul222nUolLQIDd2dk5PNqVK/jf+cF3/ugnv6c3oGNjGYZD4f8Cl9mLmV2Krv3P+xXYbLalpaVIJOLz+SBHwysK62WFQhGPx2u1GlRr4q+y2+1YajD5cbvdjUbD6XSWy+V6vc5xHMAtIjKZTPC5MBqNTqcTUe1erxfKqIODg1Kp5Ha7y+UydHKlUgm3CiubTqcDqplEwmm1arfbmc9n/X6vXC5tNGpI4llYmBNhtng8ms9n3W5nOByUyQQcSbu72z6fR6mUq9XKVqvh93sVCtnGxppUKjEYdDD7xPgL9Rl+1dHRwfb25mSysL+/++zZU45jJBIun8/mcpnpdEmlUgwGPTCqC4Wc3+8NBv0qleL4+BBDgkgkBJsZ7HPwCTw+Psxm0+12MxaLuFwOlUqBgZIgCD6fT6fTgR6M93wkEprNpsGgnxg6vXqUzkSIEVcVS/QiI+LoRcXeuN1uVDPi1wGDQSQH6iwscd1uN0LwIOuVSCQejwczTTywcDhcLBaJqFAobGxs4ItWq7XdbgPFBQ4iNg3gUhORVCrFYj08PMRpJZFIZrOZz+cDRRGzKSJqt9tms9ntdhuNervdOhoN4vEo+gmfz7O/v4upZTgcNBr1OKDFsQE+QELFeDwcj4cgvqIZJKLpdAmqSYQltloNsX4H1u/xuDqdFrQz6AmMRj3iunAYOBw2uNTC04XjmM3NdYVCJrqyIZyFiJRKebNZb7ebLPslgzKTSaVSiWw2vbY2SybjcrlUr9en02mQlmUymc/ng/adiHZ3txcWR6127c7dc4fTfPl8ytBd/raL4f/j+qo7GYapUqlUdFoEhR+LQLTKZlnW5/MBI0BzAFDNYDCA+QNONia+0WgUY0oMElwul9frjUQioVAIJgZOp/Pu3btOp9Pj8YzHY7PZnEwmHQ7HZDJJJpPBYFClUul0Oq1WCyUcMAs0KDDsnJ//0vFAqZRfvXoCCBevnNfr9vk8HMfs7e3AaAkunu128+LiHBohSIPq9arf793cXA+Hg/Pz41Kp4PN5ptMllqXDw32EaXq9br/fe/v2zcGgR0S7u9uffvoxti4iAkmfiHq9DqD82WwKE/9yufhXf/WXSOsZDHrxeNTjcRkMOsC5CPtRq5Uff/wNTISWlhbL5eLS0qLZbIQTEYTvKpUqmUxiy5dKpZcGJbzH40om43Pzg3ffe/o3/+rXmWxc3MlwXKIPfSHXV1pkz2+qItkN1B1wxoGK4RtwxoVCIalUajKZEomEVqvNZDIog/L5vN1uHwwGuVwOcgFomUAedDrtVqs5FAosLS3K5VKe55PJZDKZ9Hg8WEbxeLxYLKpUqlqthr8YDAYxA+V5vlgsggTrcDgAwlmtVmx7RCSVSlwuB+BWpKj6fB68151OO1aD1+sGMmexmOr16qNHD+bmRkqlHCk1s9l0Npvmchm327m+vrq2NgsG/SxLlUoJsFm32z4+PsQo89q1qwxDqP19Ps+zZ08zmRQR1etVhAZHo2EMlIjI43Ftb28SkclkmE6X0ukkEK/l5cn169eQWswwdOvWDRSjRGQ06jHD1ek0zx962MWxRSFjymjUE0NSGbe3v762vkxfAqLc12snE6t+ItLr9Xa7XSaTCYIgVmYYN+l0OrfbDZAMmDv+1+fzgZaNAXk2myWiZDKZSqXAwDabjbFYZGNjDSRBfCqRcCqVCn0i2DtYlNFoFKE7RFQoFCAlJ6JKpYJpPQp/SAqISKPRIJVIzKAQRY5wlXY4bMlk/Et2A0tWq7nbbe/v7+7ubr/88sMnT14FgQf/Kx6aCwtz2O3gWxGNhpVKucfjstut7XbT43Gp1crl5UmhkLNYTBgizc+PGYa8Xvdnn30bgWIw8Xc4bKIWtVQq8Dx769YNIkKJxrJ0fHxYrZYFgc9kUouL88NhX6GQmUwG8JQYhgIBXzgctlqtJpNJp9MJgqDX69PppF6vhd8bMWQy6/b21y9uXGUYUigUDMNx3G/afH7F6wUcl1hqWExKpVKclIsCWth5ojDHT6Gtm5ubE80BUEURkcPhEPcY4JPoFhmG+v0uHCJA0q9UKuCc5XK54XAYi8VwFuTz+cFggOre5/PV63WsY4hZms1msVj0+/0YwPv9XpPJYDYbgXvJ5VK9Xtto1KxWM1R6H374/kcffYhIzXg8euPGdbBiiGhvbyefz0YiIZ/PIwi8TqcpFHIi5WFjY2047GMwpVDItrc3h8P+2tqs0agZDDqPx9Vs1uF3bDTqW60GZu0YWthslrm5UTablskEn88TCgVgZQqbDI/HhaxjsXMUBP709MpksuDxuMLh4MnJ8e3bN3U6TTIZB6Lk8/nwcqRSKUzksDHnC+mPP/lgsjT85NMPcNvYyb5GfDJxvUMSQpdkQzGETK/X5/N5DAeZ5/zYB4NBvV6HKzHHcSsrK4IgwGNRZDXabLZ0Jh6JBgrFjN6gzuaSqXSM48lo0jIMMz8/P5vNiEgikaAbtdvtGHcajUbRgRu/HDPKQqHA8zwkdJlMRqvVjsfDubmRIPCvvvq4XC4inxAdolQqCYUCKpXi6OhAEHiFQgbs1+NxFYt52G+DBQTaNxGlUonNzXVAoEQUDgedTnu5XHz06IFer02nk4eH+z6fB+KXGzeuf/DBe7CW4Tjmxo3ru7vbLEtqtRJvzydPXm21GoLAd7vt6XQJ1kDXr18DkIt0HKCAH330oZjIiWJuMlk4Pz/DiwP3YYPB4PP5kKiaTMaBEp+dnT54eHd1bfnBw1uHRzuXgiWO4yT0//+A/B+7fmOmKQ4xxVEmOgDI/+nSJ+hgpiAAACAASURBVBtqALvdjgUXj8fBhoBZNRF5PB6kSxNDSpX0j3/6Y7fHHgx5t7bX7A6zP+BGbiY6VvDAOp2OyN8HL42IqtUqlFGwMmg2m6Ipht/vB1yMOub8/OyVV17Go7BYTFqtmudZUG6++93PUqkExzFYc0SUzaZv374ZDgcbjZpGo4KXgt/vzeUyZ2enUEdixORyOXie3dvbgdliKpWIxSKRSAh2fNlsulIp4ciORELXrl2tVsvVavnmzQscuNDPORw2hvlyhIoUvXA4mEjEUEVwHLO6uvK3f/uvkG29s7O1sDCH14TjGLVaGQgEgC7By5JlWQQYIuql0azkC+n33n9zZ3c9mYyrVCqR6vN1wcmelyTxPA/SGN43SFjCMoKg0mg0As5ARU9E2Wy2UqmA54PaXKVS2e12QRCq1Sr2MyIKhQKdTothaH5+DCtKhUJxdHQ0NzdHlw5ker1epVKFQqFEIoHW0ul0rqysnJycsCwLk0eO4zY3N9ENENHS0hLWtMvlWlhYMJvNKpUqm82aTCZwXDUa4fXX73/nOx8k4iGVUs4QCbx0dWXm8zqny/Pvv/f0+vmJUiG4XY7xeLi6umK3Ww0GXblchPwklUoYjXqMGhuNGoYWyWQcxsrYNjY3199++y2YNoZCgdFosL29WSjkMLTY3FwfDHrpdDKRiI1GA5fLkUjErl27ur29qdWqDw72UJy53U4ICLRa9auvPt7a2vB6vchQOzg4gJXk5XbA1+vNZDINPmmv18G48/U3Hu/tbz189FImk0K3e9kBvJjrKy0ykdXD87zT6YRplFarBfSFEg0lPIY22IEcDsfc3JzVag2FQjD/GY1GLpdLrVZ7PB6fz2ez2ZCYx7IUCPiCQT/0XrjMZqNWq11bW8vlcslkUqfT1et1VGMmk0mj0cjlcr/fv7q6iopNoVB4vV4RDY5Go/l8PpvNwtFOjLiLRqNIG8UiU8h5nqf/8B/+90wmwhCtzqbTpWWGyOd1Ly/Nez32O7evH+xvjYbdyeK83W5FoAlSKdxuZ7vd3NvbEQQ+FAq0Wo1bt24UCjlwGCHyzmRSarUS5SYkBXq9FvI4lqWtrY3hsD8aDTAVmJsbRSIh0NG++OJzBGcXi/m5udHdu7cFgddoVJPJgtGoR7Ho9/thuaBUKiORCBpqjUYTiyUEQWYwmCQSiUIhu7g4b3fqs9UlnV5pd5hX15ZRAV8WZF8Pz1hMk/R6vV6vF5MHGIZRKBRIuRf9NYkIhb9cLkdJLkp5WZZdXFzE6QnMDDsiEWWz6Z2dLQxhXC4HBJVEBOmH1WrFqvX7/UjuJSJgHwqFIpFIAEkhomw222q1wIWE1vLyBLGBWp1MxjFsxvv46VtP/vX/+N//+tc/f/XVe71e7dNPPtjf29FrdcNBb3dny2E3M0RP33ptZbqg16lSybhUKkkm4x6PKxQK9HodYBAymYCTbn9/FyEEJpMBUZ737t3FI0IOtcfjymRSOztbqVQCK+/q1RNMqFZWlvGQoV4GPY6InE57s1mHpMXlciCDzOGw4VEoFAqe53F00GX3nUwmXS4Plg7P84VCLpfLXNw4Gww759dPtrbXoBzGn5NIJC+Qi/FVu0skc/E8LyaPPA+xiBPog4MDIgIbEcsL6RCXqWz6dDqtUql4ngc8TURer3c0GigUMlBJV1dXUKlsb2/WagAOWHhCobEIhUKRSMRgMPT7fexhnU4nFoth8blcLhjDqtVqq9Wq1WoFAdoRloheffWxUilvt5sodO7fu/XjP/jhr375M4/b1m7V/uN//D8fv/xQkHAMkc/rZIjm57t//Me/e+vmNanAW0zmdDrZajXcbqfTaY9EQuFwUKfTZDIpURHJMKRUyieThUwmhXmly+V4991nsJzNZFIcx/h8HkyujEZ9p9Oq16sGgy4SCcVikWq1HI9HZTIByrxyuQhTRezu1Wp5PB5iEtDttqPRMMuySLWqVCrpdPo5Sy9WKpWLhl+RaODe/dvNVsXpsrz3/tuYkaPL5jju67KTiUAr4HtxBzIajcCoPB4PSqtAIIBoEnxPOp0Wo3HOz89VKpXb7QYpbWtri4iw2kAgZhhKJGJarRq1zmw2BUfo4OAAqCzmBAsLC41GQ6lUhkKhYrFoNBrT6TTAOdyM1WoVCbcMwwQCAWIoHPHPVpfGc31i6L333/6//u//o1orSnja39t0u2zXzq7AgIkh8vs859eu9HvN0ah1+/aZWi3Z3VmPhIMaldput25urh8e7osbz/7+LvKmYVWHgQ/AM9B6M5kUrIqQGIyWQqNReb1uj8eFR4rfBrgBoAYSEX/2sz/x+734QfjAo6VQKGRarRrTC5lMNhwO9/f3oZcGEUsikSqVSoVCwXEMMbS3v3V27Xh9Ywpp5/GVfWyElxayL0xH/gIKf0zHsc5AqcBLi9ZPtFgul8sMw0ilUlAUiUgul2s0mnQ6Dbih2+2iRHvrrbfu3LkjkUjm5kavvvqYiPL57P7+7ubmejDoFwQelIpcLgczer/fn8vl0KKiwLdarU6n0263468vLi6Gw2EAK3q9PhgMwsWTGDo5PXzjzVfPrl2B8PVb3/54c2t1c3N5b3djZbpkNVvUSpVKodzZ3izk0/V6/pe//OnPfvb7DEN7e2vJRJgh4hjW63XPz4+z2fT8/PjatatyuVQQ+I2NtU6nhfy5UqmAQ39/f7fdbi4szIFehi+m08nBoOdw2MD7BdGciHw+z4cfvm82GyEjhUjO6bQ/fvzI5/NEo+FSqQCXbixTiENPTo7D4XAul5tOp3g+Dw8P4d4lFqCCwEtl3MWNs1g8OL8w+NnPf9Lrt86vnwI8+3rVZEQkevuCwIMqDds1Ho/NZhPbSUEQgCCI2AfDMLFYDAoAt9uNmiwSiSD5B/iC02kXBL7VasC1PxIJaTQav98vTpDy+XypVALAC892IjIYDAaDQaPR6HS68XiMc9nr9dpsNoC9oVAoFg+yHF052f/k0w9mqxPQwn74oy9++cufatQyo0FnMhiT8dQH770/GvZZhvR6+WuvvbSyMhoMan/5l3/20Tfes1nNJoMR86JqtQys4d69u3a71et1VyolliWZTIhEQtjArlw52thYg4REpVJ4ve6NjTWMDUqlAsRRPp8HU1Sfz3Nxcb62NoMv89zcqNVqoAeC6anFYppMFprNOhR77XZzc3PdbrcGAgE8qz6fr1KpJBIJHCBotA0GnclkiMaCvX7z/oPb+wdb6UxsaXne43XgrKQvz6ivxyLDvgqOPEzI8HWolejSa91ut8PnB2sCyYR0GV5+48YNbEJEBP8mIpJIJBcXF5988hG4e7/7uz9cX1/N57NYZ4IgoHsKBoODwQAdJRHJZLLRaAQwLJfLgWPtdru1Wi0iKdRqtUgoKhaLbz97/enbT27cPHv1tYccT5VqPhoLPHx09/79G16PvZDPKmTKarlmMZl1WvXtW+dqNffZZx/+6Z/+3q1bJycnu9//3mfNRi2fzS0vTx49elAs5rEztdtN0Cvwca/XOT29ggGRRqNyOGx+vxc5wNAsweaTiNRqpcViYhgCigaBXbvdDIUCdrv12bOnTqc9GPTDoRi+tZjTWyym/f3dyWQBcLGYlkdELpfL6XSCqQA6jMlkCEf8nW6jVi9u76xNloa5fPLq2bFEYMQBKBF9XQp/HIhEJGowRccyWP2CySMasIOagfVnNptBmlAoFMSQWiPnJZQvpH/yx3/wL37xJw8e3i2Wsh6Pq9dv5QtpQcrq9Kp/+Ze/+m//u79ze2z463K5dHNzXczUBZ5ORHNzI4DsdGkykM2mQR3T6TQ8z2IXIaI33nz5gw+fDkedVrtqsRqi0bBWqz4/P/vZz/7k4cP7+XxWrVaiMfT5PPPz42DAff385O2nT4aDdjTinyyOBv2W1aKHN+x0unT9+rXpdEkQ+HK5CNcMmF9AZanXa8XcZ4golUr58fFhqVSA1cDc3AjuzLdv37xy5YiIPB7X3NwIE639/V044924cR0ZSru7u1qtNhgMlkolpF6o1Wr00UQE0h7DMBKJxG639/v9YMibySbSmTgvoYPDneGoy7DUH7S73XYw6H/rrTfQqTw/kn4h11daZEqlEuQwqNzwRWChPp9vOBwSUTweB/8CV6FQCIVCmKYnk8loNMqybCDo+d3f+5333n97urI4GHZa7RovoWIpC8sJ8G1YjoghpPwBKFIoZJlMSqVSiBO9l166A5Ys5jw4dMDAEW1gFQpZIOCzWExra7P+oKHRSi9uXM0XUiazDrwxDBO/851vAVaVy6Vvvvk6BouTxdGHHzxbW106v3ZlNOy8/fTJK4/vI6CeZaler+7ubns8rkajJpFwyWT8o48+rFbLHMcgsPwHP/g+ePqVSgl8Q6vVDAI+y5Ldbs3ns4uL8+12M5GIidwyHKZ4EqLR8GDQw2A+Gg3X6/VqtYq5MBFBBkZEkC9EIpE7d+5gcJdOp/1+P8vR9s76d7/4tt1h5njy+V1PXn9cq5eQGntwsAeXmq/XIqPnAAvmudAUkZ4qCAIS76GphFUTvoKfKhaL8/Pzjx8/Cgb9lUoJ3Y1YisHoH5g+7GR5nn3ppTs2m0Wv14bDQYNBJ5qmajSqwaCHAwsCE8R/wIwzFovMzY2SyXin00KR1O9344nAzVvX9g+2iCGJwIxGA4iCGIba7WYyGcefmJsbISmy26lPl+dr1UK7Vf31n//iJ3/0e1aL/uhwx+12ut3OTz756NI32ZbLZTweFyyiIK2LxSJer7tYzEulkmw2DXo0aLcg+4sks1wugw7x1q0bGo0qkYih2rPZLBcX56PRoFIpNZt1mUyQSqU3b95EF6XT6YrFosVisdvt9Xrdbre7XK53332XiEArJ6JQ2Hf/wR2NVvHNb300WZrjeEokI8VS9o03nrRaDQwhRFOmr5F11PNSXvHjQCDgcDh4no9Go3iTyWSyVCqF8tPhcGQymWazGQgEyuUy2gIsFEHgHQ6bTqeBtNrpdBOx4XA0Fos5HI6trS232w2jgGQyfu3aVUxjVlaWYYOIvx6JhPx+r0TCrawsY7QskXBGox7eE1tbGyAhEpHZojs5PTCZtbyEfD4Py345XHc4bDzPBoN+UG7wPtre3jzY33I5LVKB8XrstWrh4vqp3WaslHNHRwedTgv0MkgaC4WcqNA8PNx/8OAeqETwiiKiZDI+HPb7/S5GGm+++XoqlRCtYj755KNbt27odJp8Pjsc9oGG3L17G6VbKpXAOiYis9mMpyUYDEYiEWjDgJDrdLpAIIDihIg8Hs/c/KBcyRNDm1urV04OBCkrlXEnp4dffPG5SP39r2GD/VUXGS7xrGSfy7WDOBtbndls9ng8QDSAdywuLi4vL1sslmKxiCwSII1EhF5JrVbyvCCXK/V6I1pxlUqFDyKRkIhNQ8nz7NlTJDibzUajUb+2NsP4DxETPp8HFTF0KFCJhcPBnd11t8fWbFVZjgwGHWjfSqUSk59Op8WytL6+urOzpdGoXC5HKOh99PAlhuja2ZV/+Re/UqtkqWQ0HgtVq2XcD9YZTsxPP/0YmmSYLVy9evLFF5/3eh2JhEunk8NhH8Ny8My2tzcVCpnL5Wi1Gl6vOxwOZrPpubkRTMgwYsKJmc2mcaaHQoFEImEymdbW1t54441CoWC320VfCJGoHA6HUZN4PB6FQmazWY6ODkBwAkX7xo3rkNuYTAZsZvS1svMUkQitVguASjwx8anoy4KEQDGY12g0HhwcgLTdaDQsFkulUqlUKqJjQCAQcLlckUgEQRA+ny+bTfM8y7IUDgdHo0E6ncSbHgk0UMNKJFyzWQdlT8x0UauV0Wh4OOwT0draDIrFYNC/vr76J3/6h81WlWEpGg23Wg2dTsfzfCyW0Ou11WoZL+rS0uLrr7+2uDgvCDxDNBp267XS9fPT15889nocPq+zVMwOh32pVAIhiVQq0WrVxWJ+aWkxFouEw0Gv1w09N6hEoVAATsdLS4s4ncHFLZeLPM8eHx8eHR1oNKq1tRl8ErxedzqdfO21V0SjyaWlRXAqd3d3YRkJohQRKZVKiPIVCgVmx0SUTCYfPnyIV6rZrIfDwVqtgroWbwBwhLCuvo7WUSK3B/sTPsZUBwx9uJHxl6FaPM9bLJbPP/8cbAjMpIGQZbPZUqkkkUhkMlmxWLTb7Xa7NZtNq9XKhYW5D7/xrsttgy8NRkx6vXYw6EFRKJdLE4nY2toM5vvVapllqVjMp1KJYjEPA7NYLGKzWaxWs91uhaHS1vZat9eUCEy9XsXrkc3miViDQVcqFeRyaTqdxKmEs7jTrgcDnuvnpzdvXJPL+LXV5ZXposdt73Rah4f7Ho9rPB6ur6/CZAVdC8hhiGZC17m8PAFXh2EomYyLmmGbzYL55mw2PT4+zOUyGJnfuHEdCwIxU71ep9/vVqtlq9U8Pz+Pt6VEIonFYgaDwe/3GwyGWCx269YtIjIYDEivikaj169f7/e7/X6XZQlaYoRXlEqFwaAHZhteU3EXfFHXCyv8cfE8X61WAUcBNmNZNp/P474xOHc6nTabDQR/lUrl8/mUSiW2NFAhsO0ZjcZut725tUoMqdQyj9fR6zc/+PCZTq8kIomEKxRy/X4XRFOpVDKdLhUKOYmEM5kMeL5A1Wq3m3NzI7xTo9Hw0dEB1iXD0OJkPDc/IIa8XjfDMKPRyGg0p9NZFEPg6TMMHRzsIeXvyvF+pZxPJaPHR3s8R/FYqNmoXFy/mk4n2+0mxt545bLZNGZB0H7WahXoK91uJww+VCqFRqPyeFzdbluhkM1m05WVZcTHEtG9e3exxD/99GOr1dzrdWq1CrqZfD4L/MVutyKjmIi8Xi+yjqvVaqvV0ul0OCJDoVChUMBG4PV6EdrF8+zGxhpC+IhIJhPsdiueMbES+xodl7gVh8Mh4vuw2xQnS0Sk0+nK5TLP85h/i9BavV4HIWJvb0/8VWgCDAaD0WisVCoGg04i4ebmRlKpRBB44Aher3tjYwMkb3gj7uzsiHFJUEBB4ITxg5hMDZaRSqXSarXRaHRpaenRy/eisSBCAlZmk3an3uu3rp4dh8PBSqX09OmbeNK3tze//e1vAj4NBv2xWOT27Zv1evUnP/lDpJMGAj5EJ6FC12hU7733TiaT8vldp1ePgJl1Oi2r1RwOhx0Oh16vxTquVEowEMhm03q9luMY8F0NBp3X615fXz083AdbPxQKHBzsXVyciyRHh8OmUChcLpfFYtFqtbFYbGVlBRaWg8HA6XRKJJzBoMNDGM/1T68eoXv1eB35QjoY8iYSMbPZDL24IAgiHfD5F/eFXF9pkeEtolQqsW6wLeOLIm0VGkyMyc1mc7vddrlcMplMpVKxLAvlLeAP/BI4mUH3m0zGBYGXy6W9XufBg3ug+uBfiUSCJ1TkkMlkMpvNZrVabTab6AzFcRyKP47jstmsUqmEAtHj8Zyfn6/MJkfHe+GIX29Q5wtpYohhye4wl0oFiYQLh4NarXp9fRVDLSiIvF53o1FbXV2pVErvvPN2Npt2OGzvv/8uMA7ovPP5rNlszGRS9+7f5nhCuQbppU6ns9m+NFZuNutSqWQw6GH2D3ER/D4Yhr73ve++/fZbHMdYLKZsNr20tIjcT9A06vXqwcEeauJ0Ol0sFhOJhLg+nE5nrVYDiRJJOc1W9dvf+QQNltNlXZyMq7UidkSMj2QyGeYiYtnzAq8X0F2KFusgx4plI5aXuNuh95nNZt1u12QySaXSer1er9eVSiXLsrlcTowMFwQB82yTyZBKJfB6SyScTCaAdDCZTDCqgug3l8sFg0EY6IkWBGazOZ/PO51Oi8USj8crlUqz2YTZolwuX1tbS6fTxWJ+b2/H43GhiYOSjIgw8GFZ0mhUgYDP7/ceHR0AzTo7O63XqzqdxuVyZDKpdDrZ6bT6/W6325bLpTKZsLS0mEjEBIFfW5tlsolavSQ6gMrl0vF43Gw2UV05nfZEIoYWJJGIcRxz795dUXj3q1/9md/vjUbDwN5u374JtbAg8EhXLZUKLpcLtgOieMfpdEKdyjAMTkC327m8PAFyARZku1Pv9poGo4a+1Pt8iVk87wD89YIwxKYGwBg+zmQyonUPWD08z4MHTERw+iQil8sFhdzOzs7a2poYuUqXDEe8NuFwECkeer1WLpfOZtN+v+9wOMrlcq/XI6JMJjOdTv1+v5hPuLKyMp1O8edQmkDNK5FIFhcXZTKZ3+/X6XTQahPR4eF+OBzkeRYSWSgxUV3F41HQ6pFDncmkBIGHuX82mx4O+1ACExFKeGAfd+/elsuldodZb1DzPJvPZ0EfX1xcZBim220/fvyo1WoQkVarxtkHhNbptCOHoFwurq+vEpEg8MhVSaUSVqu5VCpsbKxZrWYislqtvV5ve3ubiBKJxEsvvVQsFkulEh6dTqcRIQk4ZahUiuXlycnpYa1eSmfiq6srSqWSiEWkAeAhXF+jRfZ8nCriSHBzOLyI6HkNJhRNDMOAWq3T6UREA6cbz/OxWMztdrfbbUEQzGazx+MCQSqbTadSCXAEWq0Gy7KtVgsuB8C4MbmzWCyQ34kIJFi7RORyucrlssfjyWazOBEqlQoOJpYlnmdXVpaBojUatYuL83g82mzWB4Neo1FjWYKtXLvdHA77LEtzc6PxeAjjJ7gfQqmLzaZQyHU6LblcKpVx+UJ6YWFOJhO2tjbeeOOJVqsFoc3jccXjUavVjAXa63XQZ4AADCC30ai12025XLq2NpufHyNjGp0BFCVwv26323hWE4mE2WyGcgR892QyjmPaYNSkM3HoQ7U6pcttO716VK2WRXIiws5wquCp+7rUZLjAtBQEAfU1XSIaz3v6MwwjUhqBgUGSNJvNkIhjMBgikYggCMFgsNvtptPpWCwG/86Li3MiwqQPISAMw6CNsNls5XIZTYbT6dzY2KhWq0ajEYaPSLb3+XzYHZPJ5GQywfbZ7XaRdIk8FNzA6ekpxvkHB3vYlsxm48rKcrvdnEwWxJSdXq8DbCkejwaD/oWFuWaz3u22l5cnYFrbbBaPx6VSKViOVmYTMPc/+eSjQiGHOpJlKZNJhcPBcDhosZjsdms4HFQq5dFoeGNjDTYIFotJKpXAlFQmE7LZdDDoR/aqTqcREYdAIAAUw+l0Mgwjl8uxZxNRPB5ttRoej8vrdUeigWgsuLKyzLLU7TVfefVhs1WlL5nuXy4mhULx/JDwn7YY/rPXV1pkRqMRr9DzdyZaY4Ci2Gw2oYtkWVYqlWKPUalU4ih3eXmZiNbW1nZ2dohIIpEIgtDtdgOBgMViwixyOl2aTpfgEGY06kejkdVqjcViiBrBEpdKpShNDAZDMpkE4QzZvEQUiUQODw9lMlkgECiVStAGO51OjUaTy+XK5XIul5ubmwPy0mjUIpGQVqsulQq5XCYaDU8mC71eB4X5wcEeRtoYfh8c7B0e7oOZw/Nsr9dB4a/Vqre217a21+DFgnRL3C2w4lqtcnZ2CqsVpNA5nXb8EiI6OjrY3d2GDx5+MB6PhsPBtbXZbDY1mQxOp73f72PV4tB0uVzFYhG6t2Kx+MYbTywWEzrKciX/5PXHcrkUbv7n1089XgcRabVaIhanzfN95ddokZlMJqjKiAjKBXGmhANeJpNhheFhYBu32+2gKGIWy3GcRCJRKBSj0QhBp8jSkslkRqMeZPbJZAEA5nS65HDYhsMhlhfDMDabDdxaPLkSiQSMA4ZhqtUqx3EA7ZRK5dbWFsuymBwTUTQaTSaTUDGdnJx8/PHH8KW65CDQbDYtFHLg3uTz2UQi1mzW5+ZGOp3GaNRDZxuJhIbDvtGon06XsMJgH2yzWXQ6jdGkBXH+lVdeBihlsVicTmer1cDAe35+7PG4/H4vzBCkUgkwEUHgU6kE0HkEYubzWXg4JpPxYNAPwkgmk4Eh0tnZmdVqzWazKDw4jlteXkaxgey3TDaxvrHCsrS8PGl36usbK3v7W9i2RJo1qgjm0iDna3RcXvLBOTgq4ua0Wq2YUoP/zeVyYvJIPp/P5XJqtVqj0WBfARcIVDucpNggGYbMZiNeErFBw3sMNVC320Y1gw0PJsihUCgajaLqwj3UarXRaCQIPCSKiUQslY4RQ9gYMHUmIgyFwuFgNBxxO10MUTgYyqTSLDEGnb7TaidT0SsnB2aLXq2Rg4w1GHY63YbJZMA+ZzTqQ6HA8fEhWEYYmIKML5VKbt26sbm5Dr/q2Ww6Pz+GJC4UCvA8G4tF1tdXwcXw+TxAjFdXVxQKmUIpCUd8VpsRyYQqlSIY9GNQJpFwH330IShM9XoV7BK6bMgAUjQaNZ1epdOrrDYjw1IqlchkUicnxxaL6XlWD6oaERz4Z6P6MM9d4hdZlhUEQaPRiIU8aiacUz6fLxgM4pTEzodvg8CpWq3G4/HhcNjpdLRaLaBFqCnlcjkS1JBAuLm5Dgu4cDiI+kyjUXU6rVAogPVnNhtVKpVUKhUEYXV1NZVKNRqNTqfD8/x4PL579y4RxWKR1dUVliV/wL04GZ+eXjGbjdFouNGoQS80nS7duXOrWMjptGqNWskQnVw5ikZCbpfD6bAplILdYQa5slzJr2+sLE8XAkGPWq1MpRKYdT58eL/TaXm97r29nXK5aDYbYT7aaNSAymLzC4UCoVBgeXkiCLxery0UcuAvYVkgAePSzML0rW9/HI0FzRb9D37wfeC9gYBPKpUoFLLxeAgXFp5nrVYzBp2gDRsMuu3tTRzTq2vLm1ur9+7fttlNc3MjrVYtCDzWscjqEWvof84oQuYfXLgb8OjFb8OEVfS6Zi4d/8EtKxaLUH9otdpAIKBSqQCrOp1Oo9EIM0Rcg8EAxTW4r3BJjURCJyfH0+nSYNCjy7xZIqrXq3q9VqfTbW9vww3ZYDCgLchkMjhEgkF/KBRQKGQKhYzj6fTqL/L+9AAAIABJREFU0Ztvvu502pGzXKmUjEb96upKOp2E7q3baXQ7DUHCbG7MYtGgzWqMJ8IMSxqtolorfvrNb5ycHjIs8RIiIpVKAY41VLsbG2s//vHvh0KBSCSUTifX11c/+eQjIsJA8/btm0QEjJeIXC5Hr9cBlE9E7XbTbrcqlXLgYefnZ3t7O7BuZFl2dXUVTyMR6fXa09MrtVplbm7kdjtLpQKsdMHll8kE7PFms/Hk9LBSLVzcOHvtyctEBKYdPddCchwHd1V6oSGEuP6JOxk+xT0Bp/iN3ZW5dDBAogxSklCEyeVysBfb7bbFYsECRblmMBgwVh+NRsVisdms93qdZDLu93uBpCsUsmIxPxoNYGcikwnNZh2ybKlUgsGRy+XCsnY4HDKZzG63457dbidYU4lE7N792xrtl9bUnU4LMpDZbGqzWeLxKMuQIKHp8vyv//wX3/z0w3Ipy7G0OpsMR12JwAxHXYfTYrObFifj4aibSsf293c3NtZee+0VbCperxtE3NXVlfPzM41GJR5/1WoZTAo4MNrtVoYhmAJB4pvPZ8HdgMXG3NwISw0Ph4iSySRGJltbG36/VxD4R48exONRnmcdDhvCsmExjoBshqFg0F8sZSUCw3K0sDg6Pz9rNGoHB3sM82Xthd7f5/Ph8BHLshewvojoq9dk4tbq9XphYk2X6L9ogI3D1GazQe6BFYDUnEQiYbFY0BiKGMfq6mqz2SSicDjodjuLxbxSKXe7nZVKCaukVquYzcZIJATkbDjsiwwCnucheoNOXfxzer0+kYiBryaRcE6X9RsfvZdIxCAyA2C2tbUB/lkyEf7k4/f/5q//4vho99d//ou/+eu/mCyObFZDPBF+6+mTaq1oMGpUalkqHXv58f1avUREHo9rY2Pt6OgAJES8wIGAD8bpRKRQyPb3d2/evMB553DYAgHfZLLQajUgwFQoZOfnZ9BaIieKYYhhaDjsh0IRlUojPttPn77Z63XKlTyo52q1stttI1UYUPDi4mIulwsG/SaTAXak05XFq2fHoLB/73vfhdEzBnTixiFWO/SiN7MXRvVxOp0ipQd+PuL6A2wWjUaBXIDGCSnv7u4uYr/h8xMIBMSzFWUcGC8sS+l0Mhj0O532UqmA4wZ0ZBRtqJdzudzh4aFcLgcplIi0Wq1cLvd6vYVCAQ0d+jirzXhwuGOzWQwG3e7u9sXFudGon0wWQqGAIPDvPHtjZbqwMl34/LNPWYbGo+6V4723nz559bVH2zvrmWyCGLLajIGgRyIwvX4LNmOw0iSiYjH/xRefo0TjeRbqD7lceufOrcGgFwj48G29XgeqUrQ1BoPO5XJAKY7nrVIpAR8eDocwZCCiZ++8+W//3d9HYwHEi9y5cwutQ7fbjsejuVwmnU7abLZ8Pg8oBKYv5Uq+VM7V6qVurxkI+CDSlMmEf2wx/TOwMP7hUYhq8flbwUqiyyJMLPDp0msdty56jzmdTgRNEhFwhFAoFAqFxHRw/Mj7778Lm0WYCAsCj2GLyWSIx6OVSglJRKlUolotO51OHL4ulyudTut0OiD+hUJBEATA7tFoWKVSDIYdXkL1evXnP/9Tn89jsZg2Ntb8fu/CwtyHH75/4+KskE8vzA/fefbm1uaqTMoxRG6X7Yc/+l6tXuJ4sjvMhWJmNO6lM/F0Jp7PZzUaVSQSgt21XC5FHen1usvl4vz8uNtta7Vq2BSoVAqMsx4+vB+LRTQaFVTm8H5Sq5XpdLLbbctkQi6XOTo6wHNos1mi0TAx9Ac//uHh0VYqE9zZW/nudz/76U9/srKybLWawd4pFHI+35duN/BGWFiY29/f7XQbIJvMVpegTBGpxdjGOI5DEBGmOC8WKvutFxluCJApoAosNaPRiBMdE57faFjExjiTyQCwgLWkXC7v9XrpdJplWTSY4DDOZrNEIiGXSx0O28LCnGi95PN5Wq0Gz7OdTgs+NvPz42QybjDoLmud1mg0wi253W6fz4dVm8lk3G4n+tN6vfrZ599MpWPb25vYS3K5DCjXx8eHqVTC6bCsTBd3dzYYomIhc+vmeSjo5Vja3dt8972nxJDTZT2+sh9PhNfWpz6/CxFjLEu1WqXf7yqVcpRlMLUjIo/HdePG9Uwm1e93EXkJkZzZbJxMFpBHDtt2IrJazXq9djabwhENaQEff/LB//xv/jXHEzH03/zdr//Xf//vtnYmtVplMOgplfKzs9N4PKrVquFSC2Ysw9D169cQatEftPcPtl1uG8MSMkCRg/E8Kmaz2Z4/MV/g9dt1l4D+QA6Dwwr8pP/ht9F/GiCnVqsLhYK4CoGZge8/Ho9RvGMIeAmWshwngceJy2nvd3uJWDwRSzLE2q2OTCob8AU5hpdwvEyQwtGJIWKILRXKWrUu4AumEmmO4Z12l1yqkEpkZqOJY4khardqt2/dKOYL7z57j2FIkNDdOxf9XnNjfdpp11mGtBqF2WTgWNrZ3lyYH2vUymIhx7Gk06qzmcQ7z968e+cGQ7Q6W6pVizxHb7z+yueff8wQ7e9trs4m5VJ20G+3W/8Pc+8d1Nia5Ql+Vx4jQBJCgEAghPACIZxAEkZYkXjvQXjvvRHeCoRHHhDeu8wkM0n38r3M502/7qp6VV1dXd3bVd0T29MzMbE7O7P/7Owf30sNndXdU11VG7E3MohMoasr5T0633fO+Rl+aUmBP9c3IT4WhQB46XCRICX5AdeP01jf4OnuYWNNxWGw8A8CAAogiYlJVOqPfoBoNDYuLqGtrSMlJU0kDKupLo+LEyII+PWv/+Ly4tjc1AyDEMzN8IuKufy8LEcHWwQAby8P+P9gZmbC5wcnJiagUMCV7VxZVebMdMBgQXi4EI7LiEQzuIb8aUGwv1sUwp+/b5DBTh1cB40e9ff7wh/oEQMAoJQ/jDA6nQ4VyOCbCA4OZjKZJBLJ09PT3Nwcjj5QKADxnCQSKS4uzszMzNzMxJXFtLejQcmTtNRkc1MzBAC6vS0CgKkJHgEAhQCqtVVQIFckDMGgEfhMcVQE29UFAQCNAqYmeAqJjMWgEABiosOxGCCOEkENCwe6nZene2NDXW9Plx3NVhgmKCkq5geHWFqYl0tL8/NyCvJzY6Kj4OtYEM3i48TnZ0ctzfU+3u452ekOdBrd3sbLk11YkF1ZUdLX2+HuxvRwZ2HQwNvLDYNGAgP8IyNEZaXF5mYmeBxGJAxLiI9FALAgmgQH+cfFRpUU58OP4MpyCuUHShJjnZkOpma4oGB/SWIsCg1S0x7Y0MgoBPBDeAKB/93dxccfP8WgAQIAm+URFhr07Omj6iopGgVsqBQ/Xx8sBkUmWdrYWAcFBZDJVgQCbtugi0+IRlAAhQZ5eTlQqh0AQKPRoCn2nzDIjKH2wSO/b5AZF+n7niPG38K1z1gegveOJEb8KszDKBTKy8sLIuPgogkJwHAODflqMEcKhUIUCmVuaubMcEIjKDtbG3+uDwwgBICwMF5fX5tev/7tt59WVxdtba3v72u/+urN9PRwbKyotbXWYFDT6RQSyaSiojAgwJtub/MgMZbL9djf125szKNQgOlMRyGgtromRhwNswgCUEQzi/zcAlcXto+3u7uby9BgL1wx8ThUU2PtwvxMtDjSgmjGcKQ3NtTByAvgcSMjRNYUi6HBHg93lj/XZ3pqzMOdZUE0c2I4xMfG4bE4G2tqhCg8IS6eQiLb0Wxrq2tYLo4IAHR7qjXFguvnZUEkMBxtuX5eKamSisqS3LwMgIAwQRBAQEZmcpm00IFOQwC4uTn6r//1HxEEkEnm4UIRhWSDAGBLo4TyA7l+3gxHOgaNZGdl9PV2Q9Q4AKCzs53l6mRDI6s16w2NNRB7DY3rbG1tAwMD7e3t/+Rdsd9t6v6B1SWMufvpEY/Hm907IAjid68NTSEAAFZWVlgs1sTEhMfjAQACAwMhZhCyfBEEsNksBAAcBuvoYI8AgEEDKtVscnLgs8+ev3v37O/+7odvv3tzeKT56M3D5y/Onjw9MuysfPL29i9/+c0nb28fPjp4++7Ji5eXn3/x/KM3Dy8vDx8/Pn3y5FS/ufTJ29vR0a7m5sqNDYW0rLCzozkmOiIt9YEL05Hn74dBI+ZmJl6erlgMWFTMNtRXoRCQmZGMwwI7WwrT2QGLASQr86BALtvVubAgJ1wUSrW2MiGgrSkWLc11nR0tHu4sQVhw0gPJ0GB/oiTel+NNwGOlZSXHRwdEc1MK2SowwJ/n7+fKYsJVOC422o3N8nBnJz2QEC1MUGjg5ExHUAAgwMvbzdLKrLqmPCE+el4+pdOtWVubhocHSxJi8FgcAlCShBhBWHBjQ42VpRmFbOXEcMCgETc2CwrRwzUmNCyoobGGF+ALEODp6Q4VGxMTE+zs7IhE4n3VjD/+uL9EotFo41L2ewXZB/MsY135QaELgW+wg29EwBm11iFhDm7DTUxMaDQai8WCiG3kPTwfnkKzpWCwwMvbzdvLI1wUamqCpVKJHR11v/3tL7797s3tk2P95tLK6qRicbi7p2Z1bWLbsLi7t7Kzu7y1vaRUzWxtL+k3Fc9fnL18dXF6ptvaXvrJTz6fnx95+Gjv9smhVjf/w88/f/jw8OOPb1+8vHz77sm7T5+urk5/882bq6u9ycmBkpIsV1eHwECf7OzklJS4xsbK3NxULteDz+c2NdYkxItNCGgcFgQG+KalJvp4u7kwHXx8XG1sLBISIifGZdYUC7ggpqYkmppg2a7OWAzAYqDCmUNggF9WZioWjfP340lLy50ZTASgvDy8/ThcppMLAIBMJsfGxkJ8L5VKdXZ2zs7OLi3Jr6wsSk6ORRDg7GTPdHYwNzNxdWER8GhJQkxtTQXd3iYhPjYokEcmWaJRP7LuLCzMSSTL5pb63LxMC0tTWKBER0fB5qKVlRWFQoHSbv+/CDJwL85g+jG+FoFAgEUiuLflB/8cLmKU9qNQKJBXAwBgMBienp5wjm5hYREaGmpvb29tTQYIwBNQAAEYLPD390xIiJyeHr67u/rpT7/Qby5tbi1rtAs6/eKcfGhqum9za/nyanv/YGN1beL4RHN2rt/cWtRvKnZ2VxcUMsXisEo9q9bM6fXLm1vLGq386Fip0c7u7K5uKGfl8uGtbcUnb2+Wlodlw03jE527e2ufff50QSHb2JhfWZnp6Wk6PNQPDrZjsUClUszMyEZGeisqCjs6Gnp7W3t6WoqKsmZmRgwG9ZdfvtraWq2vLzs81C8tTalUS01NVW5ujM3NjeTkWC7Xo6Qkh8GwIZNN/fzcFxYmE+LiCTg8w8HRke7gx/ElmpkjAGBQaIjldHd3p9PpkB4hEolQKBSFYra1pUQAEAlDiovyAni+CfGxpiZ4NAqUS4sRABzotNycLC9P98KCPE8PNwBAeXkZbAX7cDwiIgVBwf4+HA8zMxPI47WxsTY6Mf7JCXB/+HJpzEaWlpZGGVgEQUgkEoVCub8yGvvsMBtjMBgLCwsoWgQAoFKp0OMX2jRDryRLSxKDwcjKynJwsIfTQAdH6tj4wMGhemV18mc/+/Lu7mJ1dVqrXZybk+3uKi8v98/Pd3d2Ns7PDYeH2vmF4ZNT/cWlYWV18vJq5/Rs07Cz1tFZ3dpWcXyie/joQKNRHByq19Yn9Zvz+s359Y0ppWrOYFgfkjVPz/TOzvUfHau3tlcam0qbW6Szc4MNDaXT0wNDQ22dnbWLi+M8nptcPqzXL8fE8D///MXz55eHh9qtrdUXL66++ur106dnt08OH98ePXp8+PTZ6dNnp48fH3///btvv/34s8+ev3379Jtv3nzzzZvnzy+fPDl99uz89euHOzuqnR1VT0+TXD768uXD+vqy6OjQwsL0quqyzKwUggnah+NeWJRjTsQDBHh4soaHu8zM0AgAQkEI29XZ0cE+WhzJdGYEB/nb2VqbEDBVlWUIAOZmJpKEuJDgQCbTCVJNU1KSGE72oWFBTBfH0rJCsTgSAABR7HCXDJvVf9og+8M3/vfPNzZdwT045X0PL+NwCcrQGUG95ubm8CMRiURzc3P4OREEwWBwAAAYu65s596+jr19/bZBvb4xFR7hNzDYeHKqPzhUDw939PY2NjVJo6MFOzuara3101ODTreytbV+dKS7vt5Xqxf29lSbmyvT0wMrK1MKxdjhoXZnZ2NhYVSpmjs4VC4ujeztr5+d6+vqi1ZXpzUaRW1tkU63dHm5f3S0WVGR39xc2dfX1tZWNTMzqFCMSSSi6uqCp0/PNjbmpqb6z863nr+42D9QPb49OjhUr2/MHJ/oNreWZ2Z7trYVV9eG4xONYnF4eWVidW1qZ3d9d2/t9UdXR8fqwyPV23ePVerZT94++ujN9Ucfn//m77//4Rdvv/v+xbPnB3/111/8+m+//uEXb5+/vPzZz798++nTq5u964f7x6d6pVo+Kx/6sz/7lM/nNjZUazUbxuonLjaK58+xpVFgS49mY40AgEEjRHNTZ2cGkWgG4Y0lpQWi8FA0BvBDA6G+S3p6qqkpAY1GBwQEuLq6/gkxF39sC+NfO0gkklGoApJk4ONGuTJjIw0iL6DfDBySwEQI3xiCgKKitKdPz/b2lecX22vr061tFfMLw909dU3NZYadtavrXZVaPj3Tv7Y+PTzSLkkUyobbVOrZre2l4ZFW2XDTweH68enGwdGqVjfXP9AwMNh4eKSRy4e7uuoODpXbhuWTU61KPbt/sLG8MmbYWZlfGDLsrF1e7eg3l65v9ra2V65v9vSbSzOzA1dXew8fHm5szG1urqjVC2r1wsXFjsGwfnW9u7u3sbg0trwycfvkuK+/cW9fefvkWK2Z2dpWnJ1r1Zo5pWpud29DrV548+bx5dX249ujy6ud09Mtg2F9eLiro6NOJuuenRvUaBfOzrfa2itHxzq3DasDg81r69PbhtWTU/3DRwcPHx2cnW/dPT//4ssXn372bGNj7uXL6//yX377+RfPHz46kJZnTUz2RIkDzYmE9IxkgIDgEB5U/oHDWQbDmcViw1zg7++fl5fj4+NFIOAgziU4ONjR0dHb2zsmJsbY7reysjIKl3zQe//ju/+/b8f/g8tAjDWCINBA/oNfGakcRqT//eTn4eEBQxByTxwcHPT69d/85i//+3//T//jf/xffX0tAwMtSqV8f1/9ySdPHj48/PnPv37z5vH5ueHZs/Ph4Y7t7bVvv/34+Fiv0y2tb8y8eHk5MdkzOdV7eqY7v9hcWR3f3FpUqmbmF4anZ/qbW6QLC6OHRxrF4qhWpxif6J6a7rt7fv7w0cGGcnZldfLsfGtDOVtZlXtwqD451Wt1iv0D1frGzNb2ysmpXq2Zh7vA3r6Gg0P1zcN9pWpubX1aq1McHmmurne3tlc2lLN7+6svXp4adlZ0+oUvv3p5++RYr19WqebVmnl/nuvkVO/f/d0PnZ217e21Q0Md4eGBas388Ej7waF6bLwrLT26t6/BeEWdfrG7py5MwOnqrt02rOblP5ANty0oRqZn+kfHOptbpAbD+j/+46//43/8m8rKPBQamBMJFpamKDTw8vKIj48NC+OXlhZDV9S4uDh4a6DFsaenO8TlAgCg+A2fz4+Li3vvzPJjX914o43KJvCAofaHKWX8O/Zk9y9vtM+FvzJqexifA7G8xndp7LGRyWQbGxvoG4LD4YKCggYGBvQ65fd/9hUswR49Ovvrv/7Z+PjA+PhARkZiT0+LwaD29mZ5eDjLZN1a7er19fGjR2f7+/rvvvvs6Gjz7u7qq6/e/PKX352dbR8d6b744uXZ2fbd3cVf/eq7R48P9w9Up2ebL15cra/PbmzMDQ93HBxoHj8+lsuHd3eVMOb2D1Rz8qEFxciCYkSllh8cqmdm+9SaOa1ufkM5rdHKzy82T890p2e6/YMNnX5h27B8dKy+uja8en357O5kdW3i6Fh9fbOzsjp+cWnQ6RdVqvnDQ21dXfHs3OD4RPfxiU6plI+Odu3va2trSwgE0D/QpN9c0uoUjx4fPr49GhxqOTzSPLs7Oz3bvLre1W8u6TeXjo61E5M9C4qRvX3l0bHy5uHu+ES3RrswPz82Nzcmlea3ttTLhvsp1pZoDKDZUgAA/v5+IpGAx+NCKo2NjU1hYWFOThY0ubG3tyUSiR4eHvDG0Wg0KpUaFBTk4+Nzv0tgvINwnTFmhz9mZP7vGysZ/w4J38ZiFXZQjdUlfKaFhQX0AISnYLFYo22qcfeWn5+fkZFhZUl0ZTERAHBYxIlhj8WA1pYGP19PBAAcFhDwqOAgbnVVWQCPgwCg1azHxkSaEDBq1erjR5fiKKGNjQWTaSeXj0eEh5aVFlxfH6vViysrU4eH2qNj7ZuPHx0c6AwG5WefvXz16tHjx6effvri3bvnev3q5dXO+saMYWft6bNTrU6xbVjdP1Btba+8/uhqd29tcKgJLrJa3fzRsVq/qdBvKk5Otdc3O5dX29c3O/pNxf7BxrO7k8urHRiv4+M9g4Oth4dauOC+enVzcKAxNQUIAqKigg4PtY8fH8tk7XPyoemZ/tsnx3v7ys8+v9vbV05N920bVnX6xW3D6qPHh68/utk2rPb2NZydb21uLZ9f6C6vNgcGG7/++qO9PQ0CAMuFMT42otasc3w9AQLE0eF5eTlGIJNUKoW+21FRERyOt7e3Z1JyAkCAjY1NZGQkHL34+Ph4enrCFvoHK5UxniwsLIxp4o8hMv2xezKIqzEqpxnfCowt484MVjGmpqY4HA7CX9lsdm5uLnzH8bFx1mSKMEyQm5PlxHAg4LEmBFxxUV5sTCRsL62uKNiuzjgsQiFbmJvh8ThMSHCgNcUyMkJANCcQzfEx0eGBAb5CER+LQ0rLCrj+3mSKWf9gW99AM4mCQ6FAWlpCdXWJQBAQHS2YnBwaHe3b3lap1QuvXt1cXOxcXu5++und6enW7e3J48fHj2+Pnt2dbRtW9/aVX3718u27J2rN/P6B6vxi++NPHt8+OT480hwcqgeHWvSbS+sbM01NFWr14s3N0fBwx8cf366uThcWpk5O9s3ODo2P9xQXpx8eare315aXJ4+OdAbD+uRU7+7eBsxYV9e7cCEeHetcUIxcXBp2dtcVi6Mrq5NPnp5sG1b1m0tPnh48f3G2oBhpbCz38XFFAMBh0QQ8dnCoNzlFgsOj0Bjg4uLs5eWRmpoMsWLwRlhZWdjYWAMEdHS2eHqxIbqdTqdLJBIikYjD4RgMxv0RjrGp+UFgGY/7q9Pvf/y7g8zIqYSDSysrKzs7Ozgsp1Ao8GsBKePgvTKUsbqE0C74BAiMhv1bSNbgePvQ7ex5/n5sVxd3N9eU5Ae2NCoCAD8kSBDGRwAICw1huTijUcCWRuWHBMXGRAYG+MGv9dXlydjoYFW11MmZTjDB+Pp5jU/Ihkf6g4K5AAFubGcLIgGLARZEQgCPEy0W2dtZuzAd1tbmOjvrGQzr6emh8fG+2dlhlUpxfLw1Odk3Ntb92WfPt7ZWKyvzDg+1b948fvXq5t27Zy9fXg8MtKyvz+p0Szs7G2dn2+PjPTs7muXl2aOj7YMD3fHxVlOTdG5O1tpamZ+furur/uGHb7q76xcWRlfXpuITwg6PNDr94vLKxLZh9ep6d219GhaqcJd2dr61tDy+sjp5++R4c2tZrZnf21duG1Zfvrz++OPbtbU5rp+XcmMZDulHRgcjo4TZOelJyQkIAiCfCgAQHi7k84NxOAyPx/XydkNjQGFR7ujYUGZmJhSbgXs12O91cnIy0sx+d4fzh0XVHxJk/0aGvJ9pTU1NjX1ac3NzyJbDYDBGH5D3yp0/nkIikcLDw0NDQ7FoDBaN8XT3sKVRqdbk1JSk6akxWKhz/byFghAK2SKA59vSXM9wtPPxdneg27kwHTk+HngcKjMjOTiI68/13tpUW1iaYLAgPiFakhgL8bQAgOLiwsAAv7jYqJnp8ZBgHgKAp4erUBDiynKKFotCgv1RCHBi2JGszBwdaD3dbbKh3shIPpvt+MknzxsbKzEYkJeXJhaHdXU1TU4OsVh0Ly+XhoYKNzeGXD7e2lobHh4sSYhOTZGsrsoHBzs7O+sViomjI51ev7y+Ln/+/Hp3V63TLT19evbFly++//O3H715+Gfff7KhnF1aHv/6m9f7Byqlau7qevfm4f71zd7m1nL/QNPTZ6db2ytanaK6Jl+pmuvvb0ejQUdHw+PH5xXlxYuK2YX5aVsaOSDQr72jeUjWR6ZYcDje8fGxGAzKwcE+LIzv4uJslFJ392B1dLbQbMkmJiY4HA4C9UJDQ4uLi2FPgMlkGufOv1vkfVBs/n8VZPcvb3wT969nbFIQiUQ4EoEGbEaGHJFIhCZwOByOw+FA2WImk8nhcEgkEhpB0e3sKWSr94gdYGqCdXaiB/B8/bk+kxMjcbFRXD9vhqMdHodiuTD6+7p8vN0RAEL5AT3dbRPjMnc3pp0dycnZ3ofjXlJaAAkarq6uWVk57u6eFLJVS3MjmWRpZUl0YTrRbKwlCXHwQr09HYmSWGcnelAgF4UAFAJoNuR5+ZSHu4sgLGhsdDAk2B8BICTYv6G+yolhZ2aKHRzorqoszc/L3DHopiZHYmMiEAAIeFRBflZgoE9FRX529gM2266kJMPf39Pd3VEkCri42Dk+1ltaoYpL0rS6ecXi6M7uelJyxOBQy5dfvRwd61Rr5r/97s3V9e6nnz07PtENDDb39TfuH6ik5VlX17s11dLIiDALIiEtNfHy4jgkxC8w0GdhYdLdg+XH9cZgAUB+1DW2sDBnsZgSSTyCgIAAf4aTvUAYEhDo5+3jZk+ngvdTvqCgILFYHBYWBicu1tbWUCvz/sAG/EvL5R92fBhkxqbI/b/ApRD889Ljg4oDPh9+LWBOBgCEhYVBIR06nR4QEIBG4S0tSdbW1hyON4fjHRERgUJh0Ch8YCDP3Z0Y1SFWAAAgAElEQVQNqW+wYUilUvj8YDs7mpWVhZ8fp7S0mEajeni4ZWVlWFiYCwWhKASQrCx8vD3RKECzsbahUhAAYsTR4UJRIC8gNIRvR7NFAIgQhTMcHF3ZTtEx4aZm2MgowczseHyCmGhBQFCAx/W3pVErysvi48TeXm4iYYgb2zkuLnxvd5Pl4ojFgE/ffdTd1YpGgZLivJLiPLVqNSTYn+Pj3lBfZdjWxsdFDQ50D/R3ScsK09OScBisKcEkOkqckZ4sk3VeXu4WFeajEIAAIBvq6+3pQKMAycosKlJAt6fmZKf19XaIo4SBAb7yuUkEgHARv6amUKNRrK/Pens71deXTE72XV3tDQy0xMZEdne15edl1tVJVaql6+vD+fmxk5PNnp6G9fXZ1tbKm5ujhIRIFArQbEjhIj6UdcHjsba2NtbW5NLSYhQaeHm7sdksgSC0uLgQQvcg1wuNRnJycqB5KPKegQY185H3yiZQ/hf8STLZ76ZKeEBBYfgOIDwXDovg3uv+KWZmZrBDZtSTgu/4/aYS7eXlhUYjKDRwcLQ1NSVQqVQ22x0AEBQUwGA42NhYJyTEBQbygoMDIb0Hg0FBMWlTU4KTk2N9fS2FQqLZWJsQcCQrC6o1uaqyHAIQLIhm0eLI+roaC6KZn6+POCqCaG6alprswnSKT4h2c3cZGOxZXVsUR4cjKODl7TY6NhTgzxMJhDB9hvID+SEB4SK+ICwoKzOlorw4gMchmuOp1pZRkYKT4z1vL7YgLKikOM/D3aW6qozn7+PCdMCgQXVVWU93W0gwj+nMcHVhpaelIABkZkpub08CeFwPdzaFbMEPCSgtKeD6ecVEh+fmpCMAODvZX1+d9vd1iqOEoyMDCACxMRHt7bWwL72xMT8y0i0Q+IeG+kVHh0ZFClEIcGM7B/A4aDTo7m6MjRXgcODu7uK3v/3lf/tv/5SZ+cDeztrdjUm3t0EAQBCExYLcOGBpSeTxuH5cb4EwJCQkSKNREQg4JyfH6OgoBAEZGWmZmel8Pt/YiQUA4PF4o8kLeK8HYBxP/7FB9m/0diGWkEwmG4GH0IEQvJeiIBAIxtoEAvmh6CEAAI4EsFgsjUbj84PDI8I4vh5WJDOAACOJGcpRQ/Sim5trTU0V/A9KSIiLjo6C3AoLC3PowG1Npogjo8rLpDyuPwaFzkzPmByfCAkKhitgdlba0eEuFgMCeL4IAFgM6O/v5XC8Cwvz/fw4UCEbANDd3dnc2IRBofFYnDgqoqS4UJIQY0E0CReF8kMCWC4McZTIjc3k+XOkZUU11eWJklhHB1pnR7NIGBIXG1lbU97d1dpQX2VLIzsx7Hw5Hu1tTQgA3l5u8rlJkSjI3BxlQTQhk4hmprjYmMhNvepBYqy0rLAgPyslWTIvn/bn+pBJxACer4c7KzJC4OPtbm9nPdDf5efrmRAvHujvIuBRkRFhXZ0tnR3NqSkSP1/PzIzkzs7GlZU5JtOOQAB8PlciiYK9HhemY29PV6IkHoUAJycnc3NzW1ubvLwcAACFQnry9GFoWJCLizMUKaqrqxGLI83MTHQ6DdRdg8f97dD9kPqgMftHBRm4N0b44EoYDIZMJpuamn7Q34dTcIjNN+7JiESig4MDl8tlMplQwu89oh8PEDA41DM80isUBfUPdMXGRUFjdj4/OCgoIDU1GVr2odGIv78f/PxQ1gYAANWjUSiAQSNUazICAB6HoZCtfDnetjRqYIA/Bg0CeL6zMxM0G7KlhSnLhREVKQwLDWKxmGJxpFAY5uBgHxoaIpHEQ4v7Bfl8dlYGGgWGZYMiYZgL08mNzSKTLGNjIilki7DQIK6fN8+fIxLy8TiUu5vL4EB3VKTAhekwLOuzoVqlpz04OtwxIaAtLfHe3qxNvaqutoLr59XZ2ZiSEsdmO5JJRC9Pdig/IFosWl6Sl5bmxsQIk5NjuzpboyKFCAC1NRU0GzICQEx0BPyGfPP154KwYCwGcHw8CgtyDvYNzU11FeXFRYU5HB93kTCkXFrU3dWalpqYlpYAv0KdHS1Li/LICFEgL8DFmWlvawfdysLDhdCNKjExobSs0IXFgAQqX1+fxMQEJydHyFnCYtFEItHa2ppAINxHZMDu/wfF5p8myD447u/PjJBrcA/FYQRYw3RKpVIhmZbFYjGZTACAmZkZ5GP+uMCbYp2Z9OqaUkmiOCc33Y/r7e3tKZMN2traZGSkDQz0JSUl1tfXZmSkVVRIk1MkDo62AAGpaQ+qqqUWlqZm5nhzIsGV5UTAo9EoYEMlNTbUSBJiEAASJbF7e7ra2rKRkV4EAWZm6KSkmOLi7Lm5sQeJcVw/76BArp+v1/raUkF+dtKD+MyMlNycDHin42KjEACixZHxcTHOTo4iYYidLcWaYpGcFM/18+rsaJ6dGY+MCGturk5OjnVxse/tbU1PlwQH+6alJYyO9o2PD3R0NAQH+zQ1VbS2Vlta4mtry+LjI7q7WhEAxFHCzs7GmprSuLhwFsuuo6MO0p9mpsch3Le0pAABYGx0qK+3E4UAcZTIl+OJx6FiYyInJ0Yy0pOLCnPCQgMlCdGuLIZKueLn62lNsSgsyAkM8GW7OlVXSSsrpOlpKTSqDQogeCwhNjaWQqFAYwBHRzqBgItPiM4vyCaTrfz8OPCrGxEhMjc3tbOjWViYY7HYgIAAKEwOmWPG5plx5/2vbaX+3UH2QTXxL1azRi8CY9GLwWCCgoI4HI6x6kS9l++HMhlYLJZKpdrb22OxWDLZCiDAh+M+MTmMQv8oskWhkExNoWAsCb4m5KkGBPplZqW6sBg9vR1V1dKgYP+29ia6Ay0zIzk97UFPd1tNtbS+rnJpcS4/L3Ogv6upqSo5OXZ6enhwsNPa2jwrKyk6WiCRRMXHRWHQIC42MiU5QVpWCHPG2OhgdXVJUBAnKzMlIV4cEx0+ONATFMgNF4V2dzdvbSnHxwckkqjs7OTW1trBwU4EATU1pevrC1JpvlSaPzExqFQuSiRRMln37e1ZU1NFaCgnKSlya2v15cuHg4OdaBQoLc0dHx9gMGySk2P39jQnJ9uxsQK9ftXZyR4BICszBY0CKuXK1eWJuRmurbVBJOSjUaC/r0ur2TAzxaEQEBMdwQ8JyMlOs6WR/bneLc11kRGCzIwUf66PNcWyrLQAjQI8f458biosNITp5Ozl4Ym8l66Btl+QlFpZVWZNtQIA2Nvbeni4Qb4xtG4xM/uf02e4IsGR1AdFnjHj/LEdf/hyRgal8fhgLAr5cFAIHaomu7m5Qb0xWBC4uLgQCASoFAwznJ2dHQaDAQDFYDCYTCeAgIBAPw7HGz5IIll6eLghyI8EMgIB5+zMYLGYbDcm7Kx6erHF0eFp6UkYLOjuaV9enq6sLJBKc1++fLi3p+nra6mvL5uaGqyoyNfrV4eHu3p6mvb3tVtb63t7msXFyaKiDIViQqGY6O9v5fN9s7MfPH58ent7FhPDLy3NbGur2d7eyM5Odnd3EkcJ2a5OxcWZNTXFcvmoXD4qkUTU1BRPTQ0KBP62tlZjY/15eWlDQ12lpbmlpbnT08OZmQ/Ky/O6u+uVqrnxic6x8a6jo03Fwsz01FhMjPD0dNfNjeHiYvvw4fHCwnhZWRaHw0xLS8jPT09Pl/T0tLx793J/Xz8y0stk2tnSyGurippq6djoYH5e5vvKtDcpKcbOlkIhE+H8Y2Z6clg2KI6KKC3NLSnJ8fZiU60t4+PE5dJSyO8CABAIhKSkRChOa2VlkV+QbWtnDXMYgYCDnCVLSyLkYMI5MrjneQPD7j5z9n6i+aOCDLwfARmBs+B3WiampqZGprgxscGpJdT6hoNVAAA0bjYOnVAoVAAvJDJSjMPh7OxosIpOSkpJT8sGAEA/DgBAdHRUQIA/h+OdmZluaobj+vtotBv80MCMzJTOrlYEBTy92K9e3SgUYwKB38BAS2dnbXJyVGNj2cGBZmlpore3cWKit6WlorGxrKoqv7w8p7IyLyFBuLY209JSIZcPP358/OWXrwyG9e7u+r7+xrHxroWF0ampfoViIiEhvKAgo6GhYk4+VFqWkZQc8fU3r8fGu2JiQ8bGu37+i6+qqoq5XA+1evmbb94FBXFwOPD1129vbk4SEsLHxrpvHu6OjXc0NZdkZ0tOjveys9KmpmSPHp1Jpbnl5XlNTRWdnbVtbVV8vg+M/sLCdBQKCIW84eGupaWpk5PtycmhysoiBAFcrsc//MOvCwoy/P09Bwc7Bwc7MzMfzEyPsVwYTGeHutpqmo01PzikoCBteXk2LIwHy1UHOi02RhwUyINj4vBwYUSEKDxciMGgGhprsrLTMjLSxOJIo0qNk5NjW1uLnR3NeIuR99BU8N6r9A8OrH81yFAoFNTQN44dwHs8BZVKxWKxUAQfWoxDDiZ4P6bEYrEuLi4+Pj5wuYSysSQSKT091dPTHW7YoT6WkzM9Pj4Wj8dC4zsqlerGZhHw6ACe79Bgz//4f/7v2FgRnU7KyUkyN8N99PquqCgrIiJka2udw2ENDbXV15fExIRNTw+1tVWFhfleXu4+f3ExONSSl/9gdq6/obFoa3tpfWPq5asLnX5BNtyi31SUlxeYmaEHBztfv36ytjafkBBpbW0eEuK3vjHT29fQ2laxtDx+cKj8y19+tX+wIS3P2NtT7e2p8vOT+/qatrfXtrfXFIqxFy+u/vN//rutrVW1emFtbUarXVQq5Q8fHjY2lkEA0vBwx9hY90dvHu7ubaytT5dJMycmet+8eazVLvb2NnZ11dXWFslk7ScnmwbDel9f0/LyZEdHjVDI9fBw6Oio6eioqakpnJrqz8iIy8tLKi3NlEhEy8uT4+M919fHGRmJIlFQX1/b0tLM8bFBqVw0GNR4PEAQoNGsiIQhBDya4+OFAJCXk9vW2uzoYE+zsR4a7EUhgGRlnpuTwXJxtKVREACCg/ydnejubi4sFwYCQHWV1MHB3tKS2N3dCTWnUCgUHm9CoVBhsgAAQBSQEQ+B3MPZw3/+21H4YSYzSlMbNfopFAoEstJoNDc3N2NzHxrhAgCIRGJhYSGbzYanQGNeWOCg0WgKhWRraxMQ4O/h4YbBAncPVkpqIpQVCQ0NgfkxJjqiID9bEBacEC+2sbFobq6urCyqqytdWZmZmZGRSPjZ2eFf/eov3NwcfH1df/azr7///ouioqzq6iKIY/7++8/+5m9+8vr1w9OzzZevrr7/87d3z89vHu7vH6iePD3ZUM5eX+8bDOsXFzvLy5Ojo11jY92Li+MQkLOxMZeUHHFwqF5dm1peGRuSNRcVJ4+P9+TlJY2Ods3ODr16dbO5ubK7q6ytLbKzN3/77snRsba9o+rR48Pv//ztyuqkfF62tjZzfKx/+vTsV7/6fml5vK29ck4+dPNwf2ZmUKtd/Pjj28NDrVw+vLw8qdMtnZ8bZmYG5+dHSkszd3eVR0e69vbqzc2VmZnB6emBzz9/sbenWlgYjY8X+Pq6rK5Ov3hxtbAw7uHB6OpqWFgYr64uGhvrnZ0drqwsmJ8fOT7ekstHtdrV2ZnxwYEeBAC2q0tWZjoKAW5sJmziCAUhQYF+CAB4HIrhaJeW+sDMFJeakkgmESlki8KCHACAhYW5QBBqa2trLNfgxg7ulGAGuQ9KNWa430c078M9mXGVhGoDVlZWULcczojgTwcHB1NTU7gno9PpJiYmXl5esPuHw+E8PDwggITBYGRkZAAAIFs/LS2FF+CbmvYgIlLQ1FwnEgnQaOTk5IhCIWHQYGN9iWptScCj0Giws6NJTo6Niws/PtHV1hUur0zo9csdHXU/+9m3h4dbtbVlR4c7NdVSNAqQSeYoFCgtzW1qqurqapqZkb19e3dxsWcwKF+8uDk52Z6fH1OrF//iJ2+//Or519+8vLjcWlDIvvjy7je//en5xebhofbJk9OLi52zs221Zl6xODonH3r77olGo1Cp5s/Ots/PDS9fXjc0lBKJSECAe3wCf2d39fmLs9MznVoz19omVapmnt2dvHp1c3a2PTTUJpcPK1VzE5M9Wp3i9Gzz6Eg3NtY9NydTKuXPnp0/fnys0Sg0GkVvb2NnZ+3wcAd8/MmTU41Godcv//DDV0lJkSwWTa1e2N9XP3lyOjzcMTLSmZQkDg8P1OtXd3ZUCAJYLLvt7Q0EAYrF0f/9H39VUZG7v68dG+v19/e0tbXycHfBYREsBpSWFFDIxAAeZ3Rk4OryhOvnVZCf/Q9//7/V11UVF+W5MB0RAObl07U1FVAXEoD/aXtjXDHhVhvmMKPyF/hXABq/byYzXgBqCNx/LQieRKFQXC6XzWYTiUQKhQLFxuATzMzMQkNDraysQkND4SM8Ho9MtnJzc0UQYGdH8/LysLe3jU+IptqQ7Ok2bDfm4FBvYVGuJCE6LIxXUpIzOtqnVC7Ozo4aDOqcnJTmlmKdfkGtme/qqjs52R4Y6JAN9TY11kxPTRTk57JcGNYUy8yMFAT8qAOARoOwMB6DYYMgAIMBPJ5XeXlBeXlBRUXu7e1JV1ddQ0PpRx89uru7qKrK39paPTjQPXly/ud//vni4uTcnOzt26fff//u1asb+FOhGDs/N5ydbe/vq+fnR1ZWpg6PVBqtfG19cnau37Cz8vbd45uHuweHyvb26u7uegQBpqbgr3/9/YuXl/sHqr19pUajaGurqqsrvrzcffjwsLOzdnCwdW5OptUurq5O391djI52xcWFdXbWZmbG7+2p5uZkMln75eXu8HCHSjX/+ecv6uqK5fLhjo6aoqK0+vqStLSY7u765eXJy8vdpKTI9o6KxaWxt++eLC6NFRSkqFTzLS1Vzc2Vd3c3q6vywoJsBAAKmbi8JH9+9zgo0G9yYiQrM5VmQ+aHBCAADA709PZ0kKzM6XQ6kUg0McFHRUX4+XEsLYnIe/1UeMd/t1t2v28Pc9O/L8hgVXh/0TV6vMEeGBwugXtVCTzLycnJqA5MIBAgMQR2a5hMJyjt5+3t6eLijMaAxAdxkCpdVV02OTnQ3Fzt6cm8uDjY29MFBHhPTclmZkYWFLLpmd6u7trU1OjKyqJQfkBmRooDnebs7IzBoGxsrGdnp8ukRdExEXQHmj+P48pi2NLIsTERXp6uNBsSAoA/17uwIBuPQ2yoVo4OtOSkeNlQrzhKiABAt6fS6ZTc3FQiEZuUFHN5ub+4ONnb21xYmN7eXru+Lr+5OZLJOkdHe96+vfv446fffffuuz/7WKWWv/7o5qM3D7/48sX5xfboWOf5xXZ1dUFLS8WLF1dPnpxubi2vrU+r1PLTs82trVWNRnFwoHnx4qqurrisLOv4WL+wMHp5tfPtd2/OL7a7e+rm5EMqtVynX1xcGsvJlRwcqnd214dkrReXhmd3Z/sHKo32x6x2fm6Qydp1uqWtrdWZmcHx8Z7FpZGGxqKi4tTdvY2GxpLikrSd3fW09GiFYuLwUL++Lu/paUEQkJaamJ72AIMGaBRwYTpMTgxz/bzc2M57u5vxcVEhwf4sFguGiKMjvaGhrqAwRyjimxN/tDIyxsoHUHvjeOB/OUf/MMigpAWUqAC/g4c0hhd4j9+HWnMwsIKCgt4HlimPx3N2dkYQxNXVxdfXB1q+OzszmEwnHo8LELC0LF9cmnFlO7a01qamxtrbW0mluUFB3vHxEeHhwRwOu6amNCcnaXV1trW1uqwsz5fjERkRBvvjAAAKheTr64NGI1Qb0oJidkjWNzYuCwsNQiEgPy8rNydjfEzmxmZSra16ezq0GpWzk2N7WwvDke7l6V5XWx0bIw4LDWE60xEAMtKTEACsrAhBQRwWi56fn+7gQGYwrAUCf09Pp8LC9I6Ouujo0MrKgqqq/P199e6ucmKiNzU1ms22i4nhNzeX/+3f/tRgWF9envzuu0+ub/a0OoVGu6DVKQ4PtXt7qmfPzs/Oticmejc25g4ONIeHWgjHlc/Ljk905xfbh0ea4xPdyGjH5dXO5tby/MJwe0dVRmbs5tbys7uz8YnupeXx4xPd/MLwk6cng0Mt7R1VKrX87vn5yaleo12YnOo9PdtsaCyJEgfePjleWh6Xydo9PBwSE8O//PKjn/3s26XFOQIehQBAJpknSmKSk+JjYyJamutgTbqpV0FGCRw6C0V8C0uT/YPt0rICR0dH+CCUMXR1dYWOH/8izP/fmDv9syDD4XAQAA5DyszMzNXVlUwmf9CLQ6FQsLhFoVCwMvD29qZQKHAbyOVyIQSDy+U6ODhQKKSiogIsFp2TkyUWi728PAgEHMvVydvHbXJKptIsOrvQfH1damoKf/KTz6emBt3dnTo7G2try1yYDm5sZmVFqSQhBo0CbFfnivISBIDGhprBwf6EhDihiA+llLKyUyWJMQ2N1VOTI/V1lbKh3kRJjEgYEhLsD+V6WC6Mcmkx5JPZ21HT05IiwsPYrs6lJQWeHq5zs5OKhZlhWV9+XqZEEpWYKJbJOrXaZScnqpubw/q6XCDwZzJpPT1Nbm4MqTQ/JkaIQgGBIKCkJGdsrH9mZkQiEYWEeOfkJHZ11S0ujR0eaZ4+Oz051d/enjx9evYXf/HZ7q7y6dOzu7uLgYGWmZnB07PNbcPq1vbK2vr0xaXhydOTo2OtYWft+ES3uDR2fKJTLI4ODDYvLo1ptAtLy+N9/Y0bytndvQ3I2lpaHm9sKt3d25DJ2hsaSr/44uW7d8/evntycWk4O9/66c8+N+yseXo5TE319/e3Mpm03NzU6qqyhHixtKzQ04M10N/lymKE8gO8vdgIAEkP4kZGxpydnVEolIeHm1DEn5oenZ4ZsSKZQAQNnC99gAIC9/jesFd6Xzf4f5HJIOTVmAONdCP4CAqFYrFYtra20LASAODg4IDH4+3t7UkkEhSAheR3gUAAp6rQNsHGxrqoqACHw9na2tTV1YRHhIXwedk5KRFRwaEC7oOk8P/wH/6qoaF0c3Pt5GSbTqe4uzFbW+pZTBcsGoPH4sqlpcFBARg08HBnpaYkmphicXhUSWnB4pIcQQF3DxehKEQgDA4LDaysKOnv6ywtyafZkISCYJ6/T021FEFATk6SUrmQkhITGRksleaOjfUKBP4MRztXllN1lfTm+tzSwsTP17MgPyvpQdzm5ppKpWhrqykqyqioyJ+aGmxpqTIYlB+9vmtrbYBt0qzMlC+/eMvz92mor3rwIKKwMFWnWwoO9mpqLtvaXmloLKmqzmtqktJoZt7eTjSamVSavb29ptEo5uZkr15fX13vvvn40bffvZmc6lUsjr75+NHV9e4nb2+//OqlfnOps6vm08+e/fwXXylVc7dPjt++e7x/sPHV1y/2Dza2tpdOz3THJxqNVj49PaTTrVxdHWRmxsfGhlZXF/QPNJ2c6o9PNDDbTUz0FhSkhYT49fa0nxzv1VRL+/s6Xzy/nZdP+XI8kpPiJQnRNdXSyEhxTEwMhULB47EICiQlx1NtLFJS42F41dbWbmxsREZGGk0aAADm5uZQhxUAANXy/w0m+r88u7w/sboftrBVa+xisNlso8OIhYWFcYeIIAAOLjAYFAoNCCaYKLHIn8cJDuK2ttTDfuPUVH+CRODgaNneUdHQVD4w1N7V0xgYxKmpLRufGJQN95ApRAQADBpxdLDfWF+GXKbGxkoIhoEdxYaGupqaKj8/TnNzo7MzoyA/q6W5julM9/RgeXm61tdVShKiHR1oDx+dFRVns1wdVlblo2OD8wvTQlFIbV1F0oP4wAA/eztqVWUZ05nO9fMqKc472N/u7m7k8TzevXu+tDQjFAa2tdVVVBSGBPvnZKc31FcnSmJoNqTxsaGe7jYsFlAoZre3Z729jcXF6RgMEIv5jQ3VQYE8PBZHsyGLo0R4HML180IQ0Npau7OjqqoqTJTERISHTk2O+Pm529hY8Pnc5ORopXKhprrcx9v95Hjv+Gi3s7Px+fPrv//7v1xenjTsrDy7O9lQTn/x5d3rj66ePju+vtl58/HNzc3B06dnc3OypKTIgYEWlWpep1saGekcGmp79+6ZTrfU1CR99Ojo8FC7vj4L2fC/+c3Px8d7tNrFly+vMzLiDIb1trYqBAV6epr2djcRADraW3/x859kZCTCO+/szCAQcCQSCaYPEokCXeXgwBAAgMfjoa22ccz9wRYNjUZ/GGT3G27g3tzKeCZE5cMLEAgE+FvoMg6NRRAEgdOhtLSU2NhogICISAFky+h0a9nZyVgsYLMdKyryi4sz6+vLkpOjc/PS7OzJflwvXgCnTFrozHQACLC1sxaEhiEAzMtnEQBMCBhpWaE1xSImOpxCIbm4OEPlemgRn52dKRSGkazMJsZlMMhKivNsqFYd7U0J8eL0jMTmlhpPLxdnJl0gDJaWF2FxwIZG8vJkc/28Hei0wYGeb77+zMPdJSY6XJIQLRaHCYWBPT0tdXVSG6oVycosJNhfEBbkz/UJCuSamWJ9vN3W1xZTUyRSaX5+fnpOTlJjY7mdHXFpaWJ+fqy1pd7P1weLxjAcbculRTXVUge6jThKmJmRjEaB0pL8cBGfTDJPS01EEHB3dzM7O2pmhl5bm4uKFKAQYGaKbWurQxCQni7JyUnKyUkKCuLweF5kMqG4OHN/XyuXj+7taVZXZ5uapP39zbGxoTMzg7W1RUNDbV999Xp1dXpxcXxzc+X164cyWXtTk/TiYqe3t3F/X726Or2+Pru5uVJQkLK7qzw93RoaalMoxgaHWiYnB64uT6BskTXFcmtLyWBYC4VhxcWFePw/24jDIINR9YEi3f0kBd7DXf/VTGY8DXmvtwPhYjB+4eTb+ExTU1MSiQQ922Am4/ODra3Jjo50S0siwQTT3tFcVS3Nyc0gErEJCZF6/bpKtaTXKZeX5K0t9ednh3X1VUHB/mw2y9XVBUF+RMmRSCQMCk22ImFQaKgElp+X5e3llpqSyKQo7swAACAASURBVOX69vR0dXV1QCVpCoXE5weLRILKihKOjzvP38fP11MkDEEAcGM7j48NCYTB4xOy/IIsgABfP08/rpc5Ea9YnM3OSvNwZ1VVlrm7ufD8fSLCQ9muTmSSeUK8mOlMF0cJU1MkXp7sjPRkGyopJjqC588pKsxNiBfHxkQ4O9nHxUYGBXFSU+NLSnL8/Njp6fF6/ery8qydLcWaQpLPzrW311KpZq2ttYcHhppqKQKAIIzvxmaxXBzDQgNdWYwHibErK3ONjZVK5WJJSU56umR7WxUc7ItCAQe6TUtzHT+EFxYaODois7O1QQBwZTHp9raShBjZUF9XZ+vm5srgYOvZ2fb8/EhwsFdsbOjxsX5ysm9tbQaqdSiV8tLSzOnpAZmsXaEY6+ysLSvL2t5ey8lJfPAgYmqqv6urLicnMSVFrNUu//Sn39TWlKMQQMCjEASMjfX/8pe/MDHBx8fHVldXws2PkfoPADD6IcNQgznMOJi639H4cKz0wewd/pNCoUCSCJwm3a8j4NDeeBkvLy8ulwsAgLLNCAIeJMUznOzpDjSdXhUY6NXZWf/DD9+lpkjycjMjI0SuLGZ6alp5eRl0d2MymSYmJhYWVlFR0QyGM4/rLwwTIAAEBwblZGeWFBe6u7maEHAMhkNgIM/b2zMxMcHe3tbUlKDTaWSywYjw0IR48eBAt6WFycOb88KCbHGUsCA/y4pkbmFpGh0T4c/z8fJmp6RKsrJTS8sKpGVF0eLwhvrqgvxsPA6ZmR67vjrNyU7z9GDBG9nSXL+0KE9OSrSlUUtLinq62+fl0/AJFeXFZaUFY2P9IlFQZkZyTIxQJutWqRTW1uYkK7OC/GxrCikmhl9amt3YWNne1gg7eQ119RGicElCTEJ8NN2eqlKuMBxtEQSUluZGRYVGRATFxQlLS3MDA33SUhNdWU4Z6akIAL4+nAppeaIkPiw0hGRljsehSorzVMqV7e01rXbx9vbk7Gz7yZPTgwPN0ZFuYWF0bW3m8nJ3eXlydXX66Ei3tDTR2Fgmk7VDMZHZ2aFnz86Xliaam8sXFkZTUsTBwV5Sae7AQBuJZFJTU/pP//Rbg0E9MTGYnZNuRTIPC+M3NNRBmAy8y7m52Xd3T11dXaDwLI1G5fG4lpZE6NHxu7ntw0wG64gPGmswSGGbBLYtzM3NocIPRGbDzoWjo2NwcDAej4eeRcXFhSKRADZdQvgB5kRCbW1JcnI0i0XHYUFOdnpggD8CQIQovLS0GAAAYbFwk0cgmEZGin053lRr8tjocHxcjKkJ3ppCwmJQwUEBvr4+4eFCAICXlweVStHpNNnZmYGBPAIeHRLMu7w4qakuz8vN9OV4hvIDw0KDUChApVKYLo69fZ2bW2oHR1p+QZYkUcxyYfD8ORAByw/hNTfVBgX6Ua0tef4+XD9vBABXllNfb6cNlYJGAQe6XVxsFESe4bAgPy/z/OwwKiq0tbV2fEzmxnb29GSurspbW2sjI8LKpcUF+bk4HCguznz8+BwBICSYt7Wpw6IxURHisdEhQVgw29W5sqJkemo0OSk+NNS/rk4aFyeMjAyOjORrNes8f46lhak/1zciXEg0JwjCgtvbGplMu5KSnMxMSU1NoVSaPSRrXVwaU6rmNreWDTtrt0+Olaq5ldVJGF4q1fzkZJ9SKTcY1g8PtQMDLfn5yXr98uzsEGTSy2TtavXC06dnAwNtz55dLi1NWVnhUlNjh4d79vf1CfFiFBrY2VMrKkuh/VRcXAz05xsc7M/Ly6HT7dbWVkJDQ7hc39XVZZFIAGXnIAbsvjj6h2Ol+4F132cEeS/RA+E9JiYmEF0NuUmQ8QZzHp1OZ7GYeDyWyXSKj48VivgCYQjVhoTGANiIn5qSvXp1OzjQHREe6uxk7+fr6e3j5siwxWBBTW2Fl7cblUqBicqf621DtfoxUBCAAGBvRzM3M8FgUBDE0thYHx4upFIpeDzWwsJ8cKAnLfVBWGjQ4EAP1doKhQACHm1mioOYz7AwvjXVKkESY0+nMpxoxSU5sTGR3l5uOCzCcmEkxIshW2l5SR4XG5mTnVZakk8mmaMQEBTIDQrkurGZdHuboEBudVVZYIAvmWQuG+pNTo6VSKJ4/n7SsqLIiLDERHFXV5M4SpidldbZ0aZWLzc0VLiyGLk5GeXSYk8PN18fjoU50Y3NlCTEeLizsBiQlpr4+tUzdzemuxszMMB3bnbCmmKRn5dZLi2OihQynR3aWhu1mvW42MjKyiJTU4BCgQdJ4S9enht2Vg6PNCen+onJHrVmfmd3Xb+5tLo2taGcPTvbXlgYnZ0d0moXZ2eH+vqadneVSqV8YWF0Y2NuZWXq+np/Z2fj5uZgZKRTJms/OdkeGekuKkrTaBQvX14bDEoEAQX5WWPjMmemA9ffh0yxwGBQcXExpaXFRrdroTAMh8Pg8di1tRVoOQABEx8cCIJ82Ce7v9Mik8lGsy0I0CCRSMa10qj9hMFgmEymp6cnJO7CvR6FQrKysrC1tQEIQGMAFodERApSUuLQaKDTra2vL4hEAe3ttT/5yZcPHkQVFmcUFmfww/w2t5T2dIof16O0LK+ltX5+fiwxUezkRIuICBEJQ2xpFGcnerQ4HBYWEREigSBUIomnUEhEopmfH4dmQw4XhWakJ0eEh3W0N+flZsbGRPJDAtLSMjw9PeGnYzjZC4TBvn7uJaW54igRBg0EYcFCQYilhUlKckJuTnpOdlp1dUlkJF+hmBofH0AASEtNjAgPDQzwjYwQCMKCS4rz5HOTWZkp0WJRfX35gwfRgbwAX463CQEzMtxfWpqbEC/29HBFADjYN6QkS4xjHASAutpKV5YT/MLkZKdzfDwQACbGZQnx4saG6vq6GlcWE9bRdHsbO1sKAkBcbGRlhRQCKLhcj4yMhLKyrNW1Ka1OcXCoNmpnTE33qdTy/QPV4ZHm+FivVi+MjnYNDbUdH+uvrvY6Omr0+uW3b5/qdEtq9YLBsK7VLq6vz8pk7WlpMTU1pQgCIqMChkfa+/ob5+dHEAQEB/l7ebOxOAQggO3G/PKrT9PSUiAOnuXqFBEpyM3LbGtv8udxhCI+QACegA4JCbkfZ8ba8V/Y+Bu3/Maa4j7MCNwbNeDxeA6Hk5eX5+bmBgCg0+lcLlcgEDg60gcH+9PSUohEsxB+AIlMTHwQ197RfHF+tDA/bWVFcHGxvb09+fSzZ41Npf0DDT/84quRsc7m1oqcvAcdXbUbqoXk1JjR8d6bm4OlpYnt7Y3R0Z74+AiOj3tqiuT87GhqagLChAAAbm6u3d2dUEDQztY6MkKAAMB2dXZ3c3FjM8NFoQgAtrb2MTFx4eHhjo70MmlRcIi/Dc2ytCwvlB9oaWG6qVd7uLMQAF69fHp6su/pwcrPT6XRiF5eznNzY3t7Og8PZzMztFazXpCfjQBgbobr7+uUlhXGxUaSSCYSSdT56ZkD3Q4GxMHBZtKDOF+OJ9fPG+JUcVh0KD+YgEfXVJcnPfiR7xkuEgjCgmGuRSFgUTG7qJhFAEAjqPS0FE8P19iYCH4Ir7Q0Ny4uHAXQpgQzDAo9L5/+P/+P/5Sfny6V5p6fGxSLoxvK2eWViZnZgavrXTgAuLzamZ4ekMuHlUr5yspUbW3R+HjPysoUnNNvbMxtba3e3By0t1cvLo4bDOv/L3fvHdXYmaaJf/cqISQhggAJEEHkKHIGIXIUOeeco0AIRBAIRBQiiCxyzrGoXK4qhyqX22W7uz3t7pme3ukJZ3r2bJg5+9udMzuz+/vjc6llqux2927P+vR3fHxuiaurG5775vd5FxdltbWlZWU5l1c7rz977/Jqx9ycxmIZxcZEsCyZWBxITIqrratMz0h+Aw8AENDYVNvYVBsdE46gwM/fq6m5DiBfA0M9Iflum+y7l76+PozmAwBsbW15PJ6JiYmJiYnKRTAwMBAKhSiK2traent7JiTECTta0zOSEBTU1lVYmBs72FtFRoSkpfIa6qvmZicfPbxp5TeEcgMXFib39taEwoZ//uf/PDk5UF6ePSHve/jwrKwsa2BA+PDR6bJyvLwio7un7vhk+fxiq7omLysr/vHji/V1RX5+cl5eSmioL5frl5wcQyQiCAI8PBzHxiQGBlomJjQMBiAISE1JgA9Yn6bNoBsEBviRSXg8DjDotAnZmDaVggDAi08ICghmMHQuLw8RBCAAvPjomYO9lYW5SUlxPi8xKjKKOzo2aMFiGhjqOjnb9oo7ERQUFeYYGugU5Ge5uznHxUbbWFtqa1GjIiLJZLKnpyeJRNHT03dxcTEzNwYICAzyGpIOmJmaIAAk8uJ1dSieHuy21iYEABTBA4A6ONo4OtmYWxhjcSA2NppKpZoy6dVVpfKJkXv3zjs66mfnpM/ePz08Viwty/YPltuFNeI+/ntPL4+OVxeXxhcWx8ZlvW2Cqo1NxfWdveERUVZ23KBUeHq2sbQsW12bUq7IYXv62vr0/sHyyupkRkZ8Y2O5TCaZmhqsqso7PFpZXZsqKU0vKszF4xAEAJImrrQ018LC0NSUdnq6WViQXV9XyXaxh2TvwUF+e7ubLs724JsZdNX/vxfIVA1LKIq6uLjg8XgymQxJoOAO5ubmMLdgYGAAR6tCjYkgAMWAsvLCktJ8liUzNSVhZ3stMMB7anLsk1cfhnIDfX3c3VwdMRhwfLx9crLT29sWEuItENRAr7u1ter8fHtion9C3vfi5b3tndnRMdHu3uyjx2dnZ1uvXj35xS9eP316LZdLJJL29vb6zs6m1VXFl19+srgov7o6OD3dbm6u3N5e2tiYd3JiFRZmPnlyU1yUm5bKCwsNjokOr6wszEhP0iCgdrYsogYWDgbQIOAQAOJiI9tam+JiIxEAIiPCggL9MSiorCrxD/Dql/QYGOpa21hYWpkFBHqnpvF0tEllpQWlJQXSwT6ano6OtpaFmTmXE0LVJllaWmRkZLDZ7OjoaCKREB7BiYzioAjw9/NZW1U6Otg4OtjAXjoUAW6uXiYmphgMAskU7eytrK0tjY2NEQBMjA1v7ly0tTbp6mre3BzOzQ/OzIqnZwbPL7bOzjeVK/KV1clxWe+4rHdldXJhcezicntufqS+oejZ8+uPXtw/v9g6Plm7c7N/db27u7e4s7swMto1MtpVVp5Z31A0NNQtFgv09Ig4HEAQYGdn2t8vnJoampSPlZYU1NZUaFM17WxZQmHT9rbypz/90fiYFI8DWZkpWZmpGBREhIdkZaY6OthBC0p9VAiM6n9fkKlEH5FIVPdOtbS0nJ2draysILsaLPvp7e2Gw1pYlqYxsRHVNWWHRzvRMWHVVaXra0t0Q10NAhoeFowAgMWA9LTEmpqSkBDfq6ujwsJ0FAVRUQHn59s5OTw22/LoaG15WS4d6piQ9+XlJ9zc3fv09ZPpaWlubmJFRU5BQcrq6vTh4erwcBefX7mxMfv8+c3h4er8/Njl5e7W1vz5+fbk5MDx8Tok+zw4WPvlL3+ysjJja2uWlhZ/err9y1/+5OrqoLg4e2pqJDjY29BAx9BAh26oh8chlxdnTx4/ZLs4QVZ8BAAtqqYmCU/RIlK0iFnZaVRtkgYR2ysWpabwDA102S4OCAB6utrxsXHOjk46VO1OET8iMoRpyvD3962oKLO2tjSk61nbWJgYGzrYWwcF+iIAVFaU1NdVoQjw9GDT9Oh0uhEAwNiYwWKZR0aGt7W1IQhibWnFMKQTcPgwbqivj4dIxN/fV0KOXHEf/979o+s7e8oVuXJFPjwikk/2j8t6l5UTs3PDc/Mjp2cbH3507+p69/xi68HDk/eeXr739PLm7sHa+vTO7kJpWUZjU8nPf/7p06fXPj6O9vZmAwNdXSLBk8f3CvKzdLS1EACYJkacYP+T4/34uEhYygEfHAIAJ9ifqqVJwKMIANSviatwKhZzuLBY7O+nLtWXCnaqhJKjoyOkI8jNy0RQgMGCvv5uM3NjPZpWfkGWj697T7fw4vxIufw18amnh8snrz4ckPTw+dUZGfGJiRHOzpaPHl0eH282NJRJJB2vXj05PFx99erJ1PSAqZlOd0/T7t5iTGxgWVnO9fX+/fsny8vyzc251tYqsbgV1tgcn6wVFadOTkmOT9YODpXbO/OyCXFpWca4rHdySjKjkCoUw1Jp58bG7KNH51tb81tb86enmxMT/dfX+3V1RV1dLUdHG1988bFA0GBtzURRQCETfLzdSkvyQ7mBKAo8PNx8fD2cXez8/D3hnDYNDbxiRg5vvb+fT052phaF5Ofr7ezkEBsfHBkdBBCAJ6BmZsyKijKAADJFw8yUgcMCDAoSebG5ORkIANpUkiYRp6enz2AYEwgEOzu7qKgoAICuri6NRmOZWyIAZRqbRoRFJvESrSzNZLLBX/3qy/2DZVFXAyyQPDhUXt/Z291b3NhUbG3PHRwqn7x38ez59aPHZ8cna5tbs9s786trU9A5gIiElH1n55sffHh3b38pIyO2paXq6HDn5Yv3FxfmIiPCYqIjbawtEQBCOEGfvHrpynbG4zAEPGrEoDk72WlTSTgs0KaSuCHB7YLWlOREAICGhgYcJK+eU/9eIFPvu0TUOB0NDGhw+joAX+cTIQ9bRGSIt48by5JZXlEUwg0ACKhvqDYyNujpFqamJDDoet5err/4+U+vLk+sLE3zcjMKC9Pv3j3R0sIWFWWsrMwsLspjY0Oqqgpef/ZM3MdvbCq5e/fo8eOL4+P1hoaSwEBXuXzw888/EomahcK6hYXxza1ZSCdbXpHl6+coGRB89fNPHjw8kQ51iPv4F5fbn33+fGt7TthRu3+wfHa+ubk1q1yRD490dHTUi7oalpZlo2PdG5uKV588PjldX1waf/Le2da2YnikY2p6YFzW+/DR6f37J1lZ8bq62qlpiXX1leK+jpra0uERibWNBQDA3s7K1oaVlprIb2lwdrLjhgRStYjtguax8a76+uKyspymxhoGnaajTb5zfcZ2sc/KSnr69B7MVh0d7tL0qAgAPt6ebDbbyMjI2dkZOlIODnYcThBBA2NqwiQRNbEoDgEolCLmZkahof5b23PwhJeVE6trU2vr09d39i4ut/cPliHl7KPHZzd3D67v7B2frC0rJ5aVEwOD7TMK6db23OLS+IxCOqOQKmaHFpfGS8sy+PzK3t42JlMfigAUAXq6WlmZ6ROyMUcHOwSAmOhI5fJiaUlRZ0fb608//vyzTxwd7LAYxMLcVItC0sATVPVg4E0VPkTb7yHJbhXKQmDhcJioqIj5+VkqlQL9WwQBySmxA4PdFZWFoi5BVnYqLMgRdbUHBfqYmTLcXB3PTg92d9YjI0J8fdx3ttfW1mbKy7PZbMumpgo3N9vOzpajo63T093unqaOzrq8/MS8vCQ+v7K0NPv8fPf+/TNXVzsKBTc1NbSwMD40JFpdm5qa7pdPint7+e3ttRcXO2NjvXFxnPr64q+++tHk5EBQkFtbW/Xk5ICgvbpNUHVyunp8stLX3yIQ1CwsjK+sTPVL2k7PNh49PoHkiYpZyf7B/LPn51/9/OPzi43Ts7WR0a4ZhbS6uhIgYGtn6ehkLSePt7G1MDYuDQz0d7C3MmXSHR2sIyOD+/s7T093nzy5fvLk+t79o0ePzh8/vnr8+E5kREhWVtLh4fr5+e7Jydbm5sL2trK+rjIlOV7Yzhe08U2MGeYWJhYsJhz/i8NhkpLjTc0YLEvjtNREOA9KT1cbj8OYGBuUlORERwevb8xcXG5DG2tldXJ9Y+b0bGP/YHl6ZnBza3Z9Y+bOzf7p2cbV9e7F5fbN3YNHj8+WlRNQzK9vzBwcKmEEBP5zfV3x/vt3/+zPfpSfn44gICDAA4adVZhDAKDp6eBxGG0qiaqlSdLUiI2J8vH2xKAAg6CIWkswnIWo6qj7viCDxftBQUEeHh6w741EIhkZ0Z2dHevqav7bf/ungoI8Z2dHX19vOt3AwckivyAjJja0uaUmOyetsanWy9vN1c2pual2ZlpmyWKaGBsE+HshALg42xUX5Z6cbKyuTjc2ljY3V66tzY6NSXJyUgoKMjpF9ccna4rZIblcMjU1NDDQeXy8ubo6J5X2WFszoSQzMtL6+NWjlx/fv//gUCRqHhwUHR6ux8Vx3d3t/P1ds7MTGxvLw8P9+fzqhoaS3l7+hLzvwcOTza2Zza2ZwUHRvXun6+uK0dGe2bnhhcWx6RnJ7Jx0bm5UqZzs7xckJHD7+4WpqTG+vi4hId6+fp7uHo5Pn18vr45l58XMzo/MzcsF7S39/Z0HB2va2ngfH+fLy91f/Pmnjx6fJSWH7e0t/+Y3vxob6ysszFxclH/44f2m5tJxWXdWVjyDQdXV1Sgvz4c5zbbWlkm5bGNrwdPLGSCAyTSOjgmn6VPbOxrSM2MzMuI5HB9NIhYBID094Ze//MlHHz14/4Obvf0lSJS8vjGztCxbW5+GNWeK2aG79w5X16bmF0Zffvxwa3tuYXEM4m9ldXJjU7F/sLy1PQcpaqHLeXP3ADqVE/K+5+/fmZySPHp8tr2trK4u9vZ2WV9bkg6KMSggaeIZdJo2lQQxZ6CvNzM92S/uo5DIWBSjyour82/icLjfQ10CACIiIhgMBmS3CwoK8vX1hrwVAIDAQH84i97NjQ1QMDjU9bOvPre2McXiQEoqLzQsGCBAR5uUkZ706OGNo4O1sL3Fy5Odl5tRUV7Uwi8/Pd2UyfrS0mIbGsqmp0eDgrycnWxPTtdPTtd5idzCwtRf/OLznp5WBAEsltHhwTafX+vhYd/V1RIbFzQh71tbn2xuKYqPD29vbwwPDwwK8rq4OBCLhQUFGU1NVffvXwgEdfHxod3dzVdXezu7C8Ect6rq7PX1OR4vvLIy/+7do3v3j3Z2F+YXhmvr8vLzMtPTEgP8vZwcbZ0cbd3dnBvqa5ubGgYGe//nv/3Tzv78xrb87HJFLGlpbK7w8/c0NaX95Ccfn51tDQy27+wuTE71ZefEtraVrq/PsdnWcJzWZ599eHColE10PX1+cvfu0ZMnl15ejigKFhdmoOHs7sYuLE6TDHY6Otno0ajOLvZtgob/8o9/8/zD6+s7e2Jxa0lJVk9P69/93V/cuXMwOzesmB3c2p47PlkbGu5cW5/e2FSMy3o3NhWnZxt7+0vLyomFxbE7N/vQkVxWTihmh+ST/TMK6Z2b/cWlcVgOeXW9++LlA7lccnW9e3m10ytu2d6Z3dpWfPb5k6vrzdnZkd1d5V/+5U9XV+dQBAQF+oSHcWqqyzUIOAwKIOWlqQkTj8XRDQx1qNo4HO7tINk7JNmtMjJVJZqpqWlfXx8cDQ5HEarKcKE34ezsCMfMhoQEV5QX0enajx5dFhenl5fnNjRUWLLMy0pKr6+P6+rKZLJB2EppY2MqkYg+/vhZXl7Kxsa8XC5BEMDjhT5/ftPUXDoh7xMKG0pKsvj86pgYjkjUHB8fisGAlJRoIhHw+dWPH18pFKN1dWUMhk5Pj6CgIGNxafTVJw8Vs4NZ2TFz80N/9esfv/f0PDkltFfcsLQs+9nPPm1vb2xqqhIKG7q6G3vFDVfX2+3CqsSk0H5J29z8iFI5eXi4urY2IxTWiUSNh4erd+8dTsj7Tk7Xnz2/PD1bY7EMYmOD7949Ojxc/eST9x4+PHvx4uGrV0+qq4urqooWFib6+tqurvZOTtefv3/1j//069TUOAIBdHY2NTSUpaXF8nihz57dGR8Xi7oaHj++uLk5Hh8fcHdzQgAwZhhBjYMAsLqyXFiQg0FBUlI0goCEhLA2QdWgVPj6s2c7uwuLS+Nz8yPrGzMbm4qBwbatbcXRsRKyZc8opErlpFI5ubY+3dpW2cIvPz3b6Oltnp0bhp7m5tbs+rpCqZwsK8tqaiobGupuaqoQCOqePb9cWZ0QdlSPjHZ++vrJ1fX20bHyL3/12dCwJCo6DDZdYzCIubkpDofjcrlw8vBPv/y8sqoExQAsDjg7O+7sbCUkJKhICMCbqOztejKVyXWrtB+DwYSFhcEhy+pAhNlQLBYL57RDZGJxoCA/l0zCh4b6/+pXX3722Ye5uam6OpSw0BBXVzt7e4u4uLD8/PTIyGBNTVRPjzQ/L9/YmD8+3uzqatrYmB0fF0dHB3aK6svKM6uqCkSi5uzsxPb2+vz8VDc327GxvtevP+jvFxQXZ05MDMzNjVdU5EVFcRSK8U8//fD4ZO3icntqeqCvv1XYUTs9M9gurJEMCI5PVs4vthYX5RMT0paWmsLC9I1Nxdz8kGyi5+mzqzs3+xWV2ZlZsXK5ZHi4a3d3SamcPDvbWl9XTM8M/vqvv3z/g5vZueFl5bhCMdzRUT83N6pQDD9/ftPWVi2T9V1c7KSmxnR1tWRl8aKjA6OiAq7v7P34Jx+Ojfecne2cn+9+9NGjgQEh7DuC+JhRSDtF9c+e3QkJ8SYSEW0qyczUKD4upriooKmxPioyFAHAx4ctFgvS0+OCgtx6epshLaPKkNremZ9fGBX3NW9uzShmh+rqC0dGux48ON3dXZJI2re3F9bXFfBs6+uLIeft0tJES0vF2FiviwsrIYHb2Fg+MNAZEOBGJIKtreXU1DgXF5vnzx+Ul+cHBHgkJUXr61MSeDHGJoYAgLAwbmenELIcQBgZGzNycjMgyaOXtxuKAhqNpqOjw2QyU1JShEIhnAX4rTaZetYI/l+V/4Zyi8lkgjf0/QAACoXEZBqbm5tisagL2wGHR2ysrEeGpWamRggC9PVJrq42urqaXl7OJSU5lpbGmZmJ+vqU0tLczz9/6ePDjogImp+XDQx0wn7r1dXpgAB2bV1BfUPRxsa8SNS8tDT5r//6T8XFmcnJUTxeeH196fBwl1jc+vLlE11djba22v/9v/87jxe5tDRdUZHH5fpIJB0ymSQyMrCkJOvoaGN7e2l0rHtGemFs8AAAIABJREFUIU1Li5XJJM3NlSJR88LimGRAAEms1zdm9vaXFhdlk5MDi4uy6Wnp2Fjv8fH68fH69LR0Y1OxuDR+fLJ27/7Rxx8//tGPnm5uzvX1tTk6mnl42CYmhpWVZSlmhw4Olb3iFqGwLijITUeHoK9P8vNjX1zsrK5Od4rqLy63j0/Wnr9/tbWtWFwaffLe2eHR8tn5JpkM6HSt4WGxK9shKzMFRYCeLiUoyAuLBR999OiLLz789a//7OnTaxhq2diYvbra6+pqamgoOTvb4vMr5+ZHZhTSNkHVyen6+fn21NSgTNYHa3suLnZubg7b22s7OupPTjbE4laxuPX16+fT09KamqLq6sIXLx5//PGze/fOl5amEQBQgOzt7N5c30EBgkUxCABYFMM0ZdQ3VAMASkqKUlOTTUyMTE1NVSIKxQBLK9OBwV7ZxIgqy+fk5JSammphYQGpW6FU+gbIVHXVCIJQqVRIZR0bG1tUVARNORV/ooorKiDAz9vbk0DAhYQEFxTmBAT6OLvYpySlerp7JCUm1NVWFBdnFxSkNTaWDw/3DA31bmwsBgd7JyVFFxRkPH/+gMv1Y7NtjYy0U1Nj5HJJTg5PoRh+8eLh5dXOz756NTc3PjDQWVtbPDTUPTkpzclJamgoa2ws7+xsuHfveHd3yd/fdWJiYHVVUVKSpaWFRxAgEvHX1ubT0xN+/vMv9vfXpdKelZXZrq6mycmB3d2llZWZpqaK5WX5q1dPHj06H5QKJ6ckg1Lh5eVuZ2fDzs6iRNJhbm4glw8eHKwplZMdHfUuLizpUMfklGR4RAQpC6CbIpG0Hx+vP3x4plROHhwu3X9weHW9+8UXHz58eEal4kgkTHZ2cqeofnVtSjrUMT0jOTxa3tyaOTxa3NlVbG5NnZyuPnp8Ih3qYDAoAwOdW1uLra01W1vLPF74xsb8++/ff/jw7JNP3puckihX5Hl5STs7iwcHK+vrCrlcUlmZu7Exq1AMFxWnrq1PX1/v9/S0bG8vREQElJfn3r17olCM7u4qe3vbZmfH5PLBkZHe7m5+U1NFRkb89PTwvXunYWF+iYlR/f2dIyN9rmyHmKhoJwdHtrNLRFg4HovLysjU1qKiAEExYGx86OLiDACAogCWlMF+RzMzpruHy+TUuKWVGUAAggBY0vhbCH53WgkqVF1dXSaTiaKou7s7xBbMF0ELDEXR0NDQo6MDFssch8N4eLLt7K3SM5IrKktweADfDCJBg6pFDg/jfP75y4uLPQQBISG+f//3/0Ek4i8tTf/yl18uLk6JxUJHR0seL7ypqWJvb3l+fmxkpPv8fPvR47O8/MSentbNzQVTU1p6epxMJpmdHTs93RYI6vILkoaGRAkJ3O3thS+//Dg83F8q7eLzq6OiOA0NFaWluSEhvikpsQJBw/CwuKdHIBYLpNKunZ3lkpKMwsLUioq8qqqCuDju/sHy7t7i8rL84GAlMtL/4GCttbUmJMR7eLhnamqoqqoAlpLW1hZWVGa3tlUuLU309wuWl+VPn16/ePHw5GRDLpdMTQ3u7S8sK8dX16bu3Dm4c+dgb2/lRz/64B/+4dc3dw9g2HNldeLoWFldkzM61nF5tXFyutov4fdL+P/wH3/55L2LpqYypXJSoRje2VkeHOw4OFh5/fp5c3N5RkYsHHlxdLQ2OTmwtTW/vq4YHOzo6KhXKIaHhkS5uYlLSxNyuUQobOBwvNLT43i8yLKyvKAgDycn1tHRxldfvR4b67t37/T99+9XVxeiKPDxYScmRvn5udH0tDDo14EJAh5tbqqD7YYEPErTo1qYm7BdHOBsVy6X090tCgkJBmrJ77y8vH/5l3/u7ulAUADeZHo0NTVhg5O6TXYbZKoCf3V1aWNjY2lpicfjfX19WSwWHJ0EAPD19Q0I8MPhMIlJcVpUTUsrs5jYCBe2PVETa2tjlZ2VAee3c0OCf/P3f83n1+LxAEGAgwNrdLRfJOKHhwdSKLi+vo6OjmaRqDknJ0ksbj0/3x4fF09M9Ctmh3x8HTw9HXi8cGtr45SU6LS02M3NhaOjjfBw/47OOvlk/8HBikjUKBa3yuWSuDju/Lzsvffu1tWV1dWVyeVDISG+CAIWFiZXVmZNTQ1sbExzcnhTU4MZGbHt7bXp6Qlcrt/4uDgrKx7yUGhr40NCvFdWZjgcr4KCtPz81LKyHKVyuro6XyisW19XzM2NzswMLS7K2tqq4UivubnRurqiiYn+pWXZyGiXYnZIImlvbi6/uTl++PBidnYMtnWMjfdsbs0qZoeOjpXLyvHdvfn5hdHDo5WDQyUnxD0lJfLqaq+mpmB4uCslJVIgqGlrq4YAYrHoTU0VQ0Pd/f3C0VFxe3t9WVmOXD64u6tsbq7c31/d3VVGRgY2NJSNjoqzspL8/d2JRCQjg+fn54YggELBJSfHMBg6cXFhFxcHd+6cbG4ulZTkLC5O1dVW9PZ0lJcVwhI6HA5AFipvbxctLXxUFCc8PBCLBQABbu7OGAxCJmvq6mqjqKoFBAcAqK6u7Jf0aFE1XV1dPDw84Kg/VSGGOpa+ATJ1ehYsFgs5NrS1tWHzCJ1Oh99RccAiCKitq3R1czKk65EpGnv7m3//m7+uq69EEEDT0/L18YqNjkEAiAgPxWEBggBLS2MsFsTEcP/t3/4/V1c7HA6gKIiNDZVKu5aXp/Lzk8vLs0tLMysrczs669oEVVtbi9PTw8HBnuPj/ZmZCUND3TU1RenpcYNS4cNHpzMKaXR0YElJxtraTG5uYliYn0wmmZkZ0dLCJidHffDBg97ettFR8eKiPDoqVChsGhoSvXj5QNBefX6+vbAwGR0V2tfXJpdLNjfnzM0NwsP9KyryWlqq5PKh5ubquDhudnbixMRAeLh/X1/b6ur03btHGxuzIyPdCwvjw8NdMlmfWNx6c3M4NzdaW1s8MNA5NtZXW1soFNbBeSKWVgaRkYGXl/vT08PT09L+fsHk5ABMThwers7NjVZV5bm5WWdkxF5d7QmFDcXFmVNTQ9XVhdXVhUND3V1dLf39nZGRwVVVRTxeeFwcNyEhLDU1pq6uZHt7CV7p/ftnz5/f43C8EhIiJiakDx9exUSHFeRnvXz5VCBosLU1Cw72dnOzx2AAgQCWl2dystM8PVyWFhVFhTmDA+Kz00MPdxeSJp6qpZmcFB8VGRoU6FtbU5GSnMANCcxIT25qrtvcWv3ii8/eGOuqIcxv5nwhACAq6kL0nQPB36Eu1RWqihjt1rQwAABk69SialpZmzc01pydH+0fbHl4unBC/L193Ly8HBsbKzPSUxEAEIByOSFtrS0nx/uPH9+RyQZNTGilpbm2tmY9PYKWlhosFvj5sX19Xebnxz788H5tbeHOzuLLjx8en6wND/eUl+fKZBKhsCE7OzErizc83NPb29bX39rV3ejn78RvrXj48Ky5uXxoSDQ1NdjWVt3eXhsa6n16urmyMjU21puXl+TlZZ+fl1VQkDE7O/L5F+/3ilu0tNDhYXFkBBdm4hsaSoaHe0pKsgSCusHB7u1tZVCQ18SEdGpqqLe37fXrD7q6miYm+j/99NnKytTZ2ZZCMVxZmcvjhcIejfn5MYlE1NfXoVROt7RU8PmVgvbqn3318uR0tagoi8PxWVmZmZ4eViqny8uzYR6sqamirCxHLBacnGxdXOwVFqbLZBJra2MvL8eWlqqamqKysrzs7OT29sbKiuKz04OtrcXx8f6MjPjy8tyQEO/U1JiVlRlTUxoGA+TyQT09ErylK8r5hPgoGAeRDoo/efXh2elBbk46g64XEx2Wl5tRVlowPTXeym/w9nLDYoCxkUFEeEhEeKgZ0xQGUKgUrZamZgQAHAZrxjS1s7fCYIG1taW9va2xMQOCCUVRACClK4ZKpXh5edTV1djb26MoVoUZLBYLG3K/VV2Ct2Z1AQQwTRlQQ4eGBckmhn/y09cJvGi4p4ODQ1pamlQqhVWRKIrm5OQkJMQBBND0qS382s3t+X/51//8+L0LL29XLSrRkK5dUprr5e2SlZP4X/7x70rKsvX1aEGBvl1dLTq62OGRjj//i9cNDWXTU+MIBvgFuFqwjDa3lquqiwECkpLjCgqzBwbbT07XO0X1yhX57t78wGBbR2dNXX1+Y1PJ0HCnUjl5fr79xRcvgoO9YZNmdXV+aWlmV1dTYmJEeXluUVHW6Gh/ZUWxr59jXV1RS0vVxx8/e/LkZnNz4exsa1k5MTbeAwObitmhoeHOZ8+vW/jlFZXZ4+PiwcGOjY1ZmayvoiJndnZkamqwt5e/sjp5drYll0s++ujR7q6yqamqo6NZMTPx6OFNXFyYs7O1QFDH51cuLo3vHywvLY+lpkUeHCoPj1aUysmnT68PDlbGx8VSaWd+fmpxcWZQkNfS0rS/v7uGBviLv/jxp5++39vbtrW1mJQU2d5e/+rV062txc7OpqWlyejoYAwG3L9/xuF4oSg4PFz39naysDAMDPYYlPbcuTlNSo6Jig6JjYv467/5y8qqEhMmXdDesry86OgIa78AhULBYrGBgf4YDOLq6lJUVAA/9/X1DgkJhpU10HDC4/Fvw4PJZPr5+Tk4OMBWSKjriESinp6eSkK9o9RHncxdX/+3NGjFJfkffPj09OwQQUF5RZGDozVAgIODA7T4iESiis7T398fikMNIjYwyGdGMb6+OT8zO0wgAoCAEG5AWHjw2PjAL/78J9xQf7wGEPe3r60u/upXP6uszDcz01tamggMdEcQIGhrevXJ+5NTI0XF2WxXu6zs5I1NZU5uOsOINj09Wl1dnJgYxefXcjheo6Piu3dPWCx6XV1Ra2vV2dlWTAwnNjZkdLT/4GDj3r3z0VHxy5dP+vuF7u52m5sLra011tbGe3sritmh5WV5X187l+unq6tZWpp9fr6dwAsZGenu7m4uLEzt7GzY3V06OdmYnpbW1BRkZyeMjfUuLIxvbc0/eXIJp3G9997V+cXWjEK6u7skEjUmJIRlZiaEhQWIxUKRqHlvb2V1VcHheHl7O+ztLe/tLXt42EqlXZGR/mNjvRcXO/HxIfX1xXx+5f37J+Pj/ZWV+Z999uJ//a///vTpPRIJk54eV1tb/NlnH25tLfr5saXSrrq6ksFBUVJSZGio7+LiFIfjk5mZ+OLFe8PD4s3NpZub09/85q9299Zo+hQPTycEBTq65C9+/KPYuAgyheDoZAsQgKLA0tKCTjcAAJiamkJ5Ex8fC/M3BQV5UulAfHxsY2N9Tk4OHIurrsfU29huWfCQfh+Hw8G4BPg271Kd9sLDw6Ojo8Pc3BwAEBUVIRnojY4Jh9XcAAEXl8f6+vqwl8TExERbWzs/P9/Pzw9W/rDZzo2N9ZFRoS5sWxQDzFmGdQ3F9+5fjYwOJKfEj4wOKGZlO7ur1jam9Q0V2Tnx29sL9+9fLC0q6IZ6RYW5yuW5gvys1bX58IigsPBAHB4sK+f+6z/+xwcP7+TmZRgxDJ2dHKKjIrQoRA93l6LC3PS0xMGB3kePLqemhiSSjsTECENDamZm4s7OyuPHd/RpVDIJf//eVV1dWW1t8dXVXlRUwMRE/9TUoFTaOTc3ERERFBsbmp+fHhrqXVtbWFycfni42tJSUV6efXCw0t8vkMn6jo/Xt7bmYQ9ZQ0PJycnGxsYsn19ZVJSWmhY5Ie/b2FSMjnVPTg5IJO0jI90TE/0bG7MrK1NwSvXPf/7ZJ588m5oaKi3NnpiQcjg+w8PigAA3IyOtw6MVOoN0cKj87LMXgYGepaXZnZ1N3d38xMQIDsfHy8s5NzfVx4edk5OCIACPB25u9rW1pXFxYRUVBc+e3a+qKjo93f3yy0/ZbFsqleDn5wZNJTpDLzyCAxBA09fGYIEL20G5spDAiwEAaGjgcTgMFovq6+szmUwMBjEzY8JIp1Q6IJONsVjmVlYsyLsTFRWVlJRkaGgIGelUwgziiUwmw4A8UIvS35J5t0EGpZyqFDY6OlpPT08oFOjqagMAEBQQNXEAAfEJ0eOyIQAAhUKxsLCAXXQMBiM6OhoKv6ysjMTEBIAABAWdIv7h0VZZeX58QjQGC6japH5Jt60d6/BoZ3Fp2tnFprIq48HDE6GwiW6ob29r5+rCjooMTYiPQlDg7GLX1981MjowNz8VExuOoICihYddFXa2lnq6WqkpCTXVZTnZaWWlBVVVRXV1ZYaG1P7+zvLyfAsLRlVVkT6NGhwUAC0VTU1UJpNcXu5KBgS+fo59fW2bmwvd3W1uro5lpQV37541N1eyWAbZ2YkSScfp6fby8lR7e71SOb23t9LaWrOxMTszMwS7zWJigmDDWVRUgAvborwiq6m5dEYh/fyL99fWp+MTOAOD7UfHSsmAQNBevbo6PTzcU1ycnZeX1icWcUMCU1MSerqF1dXFx8eb9++fyCf75ZP9MTFcT08nXV2NoCAPIhFcXx8qlYri4mxYE7G5ueTkZLW2Nt/UVNXTI/hP/+lvLy+OByQ9OCzIzkpdW12kkAmww57t6nDv/tX8wvSf/8WfwS4PgAA/Px8dXUp9Q7WpqQmKAkNDfQMDGpFItLe3h02yKApgBgmLRaOiIjAYxMPDw8jIiM1mx8TEqOTZ2zPL1akJ1IWcavsdcTIVx4HqEHQ6XVdXm8MJgoOPyBSNiEgu8qbqx87OLj09vba2FippODbVyMhIT0+HRtO1tbN89clHV9encP/g4MBOkSAuPioikuvq5ujt4xYewdk9mAsMdnV0sjEwMMDhCMbGxlFREdo6JBwe6RWLEngxRsb6hnRdBAUWLKOS0tzY2NC0tHilUpGaGtffL5RIOsRiwdXVQXRUaCIvZmRYEsoNhKNrhqR9TU1VYaEhVC1yQ3311eWJSMTPyIjd3JxbW5++vNyPiAgyM2V4erD1adr6NKpcPnR8vGlvb1ZQkAZ5WeTywfPz3czMBCMj7ebm8oWF8YEBYXJyRG5uYk1NwZ07B6ur04ODHe3ttRUVOdKhDsmAICk5bHFp/L2nl7NzUulQx+hY9/i4ODc3mU7XRhAQwvGvrirz9/Osq62YmhrJzU2en5f96EdPCwtTUQTU1pa2ttY0NpbS6WSRqLm1tc7C3NhAX7ukOM/C3Hh+bmpwoFefRrWxNkcAMDczSk6K8/P1aG6qtbezxONAUKBPVCQ3INC7oDCntq5ye2fd1dUFQQBstLFgMUlkgo+PV25uNoGAQ960fqhqWWFTLQBAX18fNovf0okqwkPwLWNK1Gv8VRrzGyCDwLo1ZRN+093dHeL96x/TxFG0iCQSCe5saWnJZrNV50okEqE8o1IpLi5OKSlJsDHOxMQoMNDf3t6WwTC0sWUxjPQBAkyYdIGwvrWtHhaa4nA4LS0tOzub6OhIAICbG9vDww1PQCenxoxNaOK+jq7utpgY7vn5/oMH58nJUSwWvb9fEBbmMz8/5uhgwzShu7s5s10c9GlUM1OGu5vTpHzUw91F1CkQtDWnpyVGRgbHx4fa25sdHKx98MEjHi/S04MdGOCzolywtWEhCFhZmS0qypqeHm1srJycHM7LS8vMTMzNTQ0I8EhPjzk8XM3NTeRyvXZ3lxYWxtfXFWVlWTc3x6uritFR8b17pycnG83N5bCsA6YsFxdl19f75+e719eHR0cbnp4O4+MDbW31AQEeq6tz8fHhdnbmAkFDbm5qWmpifFxkV1fT1fXuyen6yEh3h5AfFhocHRUaFOhjbmaUEB+VnBSnQUC1qZoYFBga6JqZGuFxiK4ORVeHksiLra2pwGEBQICOLiUikmtmxoSSCT4mEya9rLzIwIBmZ2fj5sZGEMBgMPT19SEvhHo5K3wK6tBR4UndA1CJK3UBpgKZaod3l/rA6c9w+1afE4oCFAXx8bEjo4PvJENDEARSgarj1cbGyt3dVXXqdLqBTDbGb23EYAGdQUNRVFNTg2VpChAgnxxdVs4DAOh0ekpKSlBQkIWF2bhs+PhkT1uH2C8R3b1/mhAf7eXpikGBK9vR2Ehfg4DC8QtGDEMjhqGxEX1hfiYo0Ldd0GxhbmxuZlSQn1VRXlSQn+XibBcXG4EAYG1lVldbweNFmhgbpCQnODnaW1la/MNv/jYinEMgAA7Hh8+vvbw8rK8v9/Jy9vR08vZ2KSnJuX//JCGBy+F4/NVffbm8LK+vL+7ra+vqaoK8rMFBvlJpz4MH5xMTA56eDqamuqGhvmKxYGSkt7g4s729trOzYX1dcXa2xeOFd3fzOzqab25ODfS1mSb07q7OjPTUhvpakibO29vh/Q+uV1Yn/P1dDPS1LVnmBDyam5MRHsYZGR7o7hLq6WqhCOC3NAjamhN5sTBqjyKgtKTAy9OVbqgHi6+cnBxUTxOHwzGZzPyCbKImTjXVy9raEkqEyMhIJpOpr68PBZU6M/WtVlz1p6xOfvHd6zbIVN3lNBoNjqtRPy54wzIcEODHZBoDNb2regngCwEvDP6TSqUWFBRA1HK5XMiv/OagwIRJJ5N0GAxjD0+2lTWztDxHNjFsa2tNo9H6+/s5HA4Gg5gw6do6JKq2hgvb1i/AFQGoAc3QgGaIQbBJvERNDaJQ0G5A0zeg6Ts5OFZVlldWlKEIyM1JX19bImni+Pzqrq5WDQ3g6+M+IRteXpozYujzWxomJqQIAHgcMjIsDeVyUAT0iUUFBRl2tqx2QbO/n6c2VZPfUm9uZhQfF9nb0zE21puaGrW7uySVdmKxoKAg5eXLR8PDXQgAkRFcG2uLCdmwUNhkaWlcV1fC4XiJOttg46SLi5VI1Li1PdcmqFLMDnJDPR88OL1//ywtLb6stDDA3xcFGC4ntL+v18Heqrg4/dHjk8mpPmtrRmlJ/sH+LjQoa6rLzc2MEQBKivP9fD3/9m/+Q4dQwAkOTE7iOTnaK5cXCwvyHOxtc3OyAABEIkFfXw/GICAayGQtFAOMjA0WF+dTUpLg7afT6dHR0VlZWZBXGj5NCoWiCl7gcDgqlaoiioKMZeCb5WKo2jAudatfZavdBhnsctPX1xcIBBEREbDO4pZPof4zanR7X29UVVWw2WzY1EQgELy8vN6Mxfv61zEYBG44OTnk5GSRSMTg4MDy8lLI8g1nTpHJX4fcAABkMlndFMBisXq6hqmpqR6eLsOjvQtLcoAAIpGIIvjc3GyhUMBkGsOXFUGAs7Njb293VnYyiYzHYIGxiaGmpkZaWtr09HRFRVVpSf7C/HS7oDkhPmpsdBAKufq6yi9/+pmPt9v6+sLYmARBgK2tMSS3RgB4+eL59dVpcVFuclJcTHRYVCR3QNKTnZ3Z29udnZNOZ+jkF6bUNRQ9++Dq1acPBiS9CfFRWCxITAw7Pl6fm5tISozz9fYZHBQtLU1npCdD9JBJBAQBhYXpgUFeZub0Z88f3Nw92z/YqqoujYziPnp8t1PE1yRhOkVt2TlpEZEhDx7eDA1L/Py9kpJjHBytq2vKYuMivH3cAAJGx6Qt/AYejwenEPn5+TEYDD6f7+TkBJ+Xra2tpaWlSgL5+/tHRESom+roG051+CGRSIRsh+r+49sa7Lvl2W2QwVILAoFgZWWljtZbShfOVlLpb/ghlUphMo39/HwKCgqgRNTQ0PD39yeTyW8yWYiWFrmrq1NfX49M1mxr43d1dULZHhISXFNTpaGBz8xMX15etLW17uho9/LyQlFUW1sbXqexsTGbzcZisTxeEgCAqq35xU9eivvboTGHoljIFQqnQgMAEhMTEATQ6QapaYlW1uZP3nswMjro7u7q7OwYEOBHo+n6+XrwEqI5wX4IAAb62v/2r/+D31IfFxtx5/oMASA42Pvm5vT+/TOhsMHW1tjLyx4BAIcFlixmUWHO1uYKhEhqSoIhXc/P32t6RtbUXH12sTsmE2dkxaWmR+lok7788tPe3rauriaZrA9FAQJAK7+5tbWquDjby5NNwKOcYP+62goMBkilnanpsTZ2zIBAT6ImChAgmxh293BOSo4bHuljGNFsbC06Olt1dMnaOuSvC+8RIGhvHhkd6BS1OTjaeHm7IShAMQASb0HqGmNjY4FA4Onpqc45p3qOcOCVlpaWpqamOvUJbD9T15XqQ2rg+jby2N8BMhWXp+rP6uxn6kc3NDSE8TN4HlDS5OXlJCYmqECp2h/SAWGxWAQBMTFRUunAm4NjIIO8q6tLaWlxQ0MdAACPx8J5lIGB/m5ubjQaDZpxGAxGX18fWqlYLB5BEIAAWDRnwjTU1NSEWVsCAWdgQEtJSYKDczw83AAADIZhZmb65OQEnW7g6eXa2taUlp7k4Gjj7+eZm5OuRdEgamAsWcyZadnG+jLbxd6USZ+eGkcAcHBg3b17Njs7BkuVqquLNTQADgccHFhXV0c5OSlhYQHBwd5kCi4lNa68okAy0FVeUWDBMiosyioqzu7oaOTzq+/ePRoe7tLTI9TUFPH5tdFRobGxwYWF6Rsbiz7ebsZG+ufn+9vbSyUlGS8+fvLjn36MYEBAkPvC4lSboAE6TBBPKAbAGDhAgK+fZwg3kN/awA0NBAgICvbrFYs6O4Xw1t0Ck4ozn8FgqHgL8Xg8TGPDDQKBQCaTKRTKLX5r+HUSiUSn09VLVm+t30+Sqb6DqJGzUygUyAekaoZ7e8IX5Kmqrq4MCPADaroZXmFJSQmfz4dVGygKOJyg0dFhAACCACqVwmY7wwgNxByCfF26hCAInIQCD+Li4gK1gIaGppmZWQg30MfX3daOBRCIdZTFMnd3dy0uLpyakqenp5qbm5LJmigK8PivnRhNTQ06g+br59Er7kxKjrGxNi8syE5JjkcRIBsfwmKAEYPW2dFqYmxQV1vh7+fZLmg2M2XY2ZmPjPT93d/9pVgs9PV1bWmpcXOz9/Fhv3790fj4wMrKbHVtkYmpXmCQF0SAsYlhaVkhhxM0Pz/m5+c8Otqzt7fc0VEvEjWpyhkpAAAQ30lEQVSXl+cODHS1t9dzuT4ymeTgYK29vb6+vvSDDx50dbUwzXRDw/14SRHCzsbpmTGAADpD5/VnL7y8XX183ZNT4hsaa8wtTFzYDjxefG9v9//81/9RWlYIf1RbWwtBABaLqpi/VGaxajGZTEj+9U6gqNMbQgCoG1twW0tLi8FgqDdHqgDwe4DsbUsfh8PFxcW5uLioH0gdZKqZhDgcBnKMqf9V5YMEBQVVV1cCADAYxMnJobAw39bWGkUBHv9b7mMo4bFYLIwvv0GGJpfLhdNoocjU0dFBUdTMjGlpZUYiE/T0dOzs7KD0dnFxiY2Nhf6RtbU1NDF1dWkkEunr80QAQQN1dLKpqCx0sLd2cbYfHRm0tjKPjYmIjOAS8CgOC6anxmNjwhEAxsekFubGkA8iLjaysrJQKGy6c+cE8msYGekqlQou108mH4iJCzk733/y3n1tHbK9vW1iYqKJiQmPFxoU5Obt7XR2tvPVV6/j4sLEYkFVVQGKAjMzQ1tbZkJC2I9//DI2NgSPB+Xl+V09/KGRnoePrnF4ABDAS4xJSU2orimjM/Q4If7CjlaKFlFbhwxnvAEAaPraOBzGwIBmbMwAAMAuMvU7r3qIKukA9aCGhgaElHryR32pnhr6hgf41j6wRBEGPn4nzm6rS/W/wTOACh76hij6jXIOaNqDr31S+MnXo1MgIaPqgG+uUP0skZmZKTi/GAbV0K/nRJuGhYXZ2NgYGhrSaDQmk6mjo5OUlGRlZQXUgoHwyGSyJg6H8fPzqampgT6KKroD5yUSCAT4FQwGgaoTIMCQrtfd0+HkbBcY4FNXWxng7z0pH8vPyxqQ9Ip7ReFhHH5LvXRQTNUiYjEgPS2pT9xD0tTQopDq6yoXF2b6+7pc2Q4UMiEyIsTF2Q6HBUbGer5+bolJsTm5GTg8Ymdnk5mZmZ2dXVycnpQUCYlbGuqrBgd6y8ryrK2ZRYW58XGRDIaOnx97eno4JycFgwJRp6CpubaoODczK8XcwliThF9anisuyQcIMLcw6entdHax9/Zxf3Pnfzui5lZ8CocjUCgUFU2JKsTFYrHS09NTUlJYLJb6F9SHI33HNK5bYIKBKnWH7DvWO9TlLaZFGB2BEQp1EaWaRgi+iWIsFr0l8zAYjHqIBUo7FAWOjvYy2RgkGwNqIRnVQDIikejs7AzeFHyrLhJ5E7aFe77RDr+9O5g3k18RBGEymQgKmKYMyMDd2FhPIhE5nCBtbS1DA12YoXJzdUpKjMNiQH5eFpwV39baeHK8n5mREh7G9fRw09PRzcvJTeTFJifFlxTne3qwGxtq0tOSjI0MQrlB9g7WgvYWFAMQFGAwiI2NVWJiAoVCamgo+fTTD9tam6KjIvLzciChy87OSqewo7KirK21MTU1Li4ujIBH/P180lJSff08dXQpRkb0zk4hBoOQSMTw8HAymYzDI4lJcQGBPoGB/jDpYmBAgxUJqncehyMAAK1VDAySq4QQfFIZGRnZ2dkBAQEMBkNVRq+SHW9DCn797eerejrff30DZOrY+g439VawREWrDqFDJmvq6empJyKio6MhswMAAHaZQ4J0lfBTOwiCfDO9quIKBd+MzcCfw2BwFhaWaWlpRkZ0AgGnra2tpaVFo9GgfFUpiJra0rv3LkvLCkpKC2JioqDetLS0hgQWLAsmVIiQfQ56mro65Py8rOkpWXxcjBaZggBgYmSMxSB6utq2Nlb2djZ0Q30EAGsrVkV5qbOzo7m5KQAgIyPNxcUpKNgPIMDAUNfFxaq2prypsd7FyRkFGEsLVmVFiY21OQbBYhBUV4eCoiAtLX5A0uvp7oEAlMUy9/LySEtLg0NqsVg8ACger4FigCFdTzYxgsEgTKaxnZ0NvBWwIwhFURTFQoQBgGIx34iiw1f3bZv97QZJdRmmno5UrVufoL9l1Ee+Oyr7bsP//3DBqU+qn8fj8XBgIlBDqvoGFNS3KJPVnSDkmwN84Cempqbw4Gw2W09PD4vFkslkHA5nZWUVFRVlZWVlaWkJh/eoD1F0dHSEAREGg4HBIN7enlDqwNISDBbo6mkhCAbeZwRBMBgkIMCvhd/g7uECAPD0dE/gxeTmZegbaBFJYG1jbnZ+VCYbS0ri1dXVeHl5sFjmBgY0Hx8vGxur0NCQsrISf3/f7OxMMlnT1tYazjKjM2gh3ECI6MAg35raCnsHaxiIsbOzgyRc8A5AYUyhkMzMmFZWLDweCxUljPu8bTDdwoG6E/DOm39r+9Z623x6O1n5fdYfBWTvDKi882Le/lD9fYLfgnxBsBkLTguAO6h747cOYmpqqqurqzLy1EUjBoOJiIhgMpkkEklHR0dHh6qlRfbwcDs9PU5LT2IY6Q+PDJiZWWAwOF1dXWi++Pp6LyvnNUl4BEHodLq2tpZyZcHVzbGpuVo2IQ2PDEhLS/Hy8ujvF8MRGRxO0Onpsa2tNfxRFAUhIcF2djY4HMbT072yspyggckvyCaRCRpEbGFRbl5+VlFx3sjooIWFBXwB4CxwaK2TyWQLC7OIiDAAgIYGfm1tpbq6MiQk2NHRHkEQOF8Xvj/q8SZok3l5eSUnJ6tcqLcf0/dRfOoDtf6w9UcB2bctKKvUXzsotFVxXaCWVIC7wcsLCQnx8fFBEMTa2ppGo6niQCo0w/vFYrHs7e3ht6ysrCDUYmNjDQwMVKnYtLS0trY2dVUCAAgM9C8tLb5z56q+oZplaaqlpUUmk/X19blcbm5uNpxvR6cb0GgGCILR09NjMAybmxtr6yp1dCl4AmJqapKbm62hgffwcOvuFsHUvomJkaamRmRkOLRBzcyYnp7utbXVhYX5Xl4eSUk8LpfD4QSJRB1UKgUAgMdjEQQJCQlJS0uDl6A+6YNAwMGwjqenu7u7q1AoSE5OzMnJycnJgZegaoYFAGhqasJXy8vLKzIyEpJHq24v3IDT4mFl7Pd/gr+vNQbXHxFk3+angDeXClMWeDxeNS5YfanMAiqVamxsDOdTg28aGSpdoKOjg8ViraysYmNjoa5xcHCwtrY2NDRMT08/PT21sbGBcSNjY2MIOKiI31QJIwgCgoMD7exsAAIoFAqVStXW1ubxeFDBAQBYLHPou3l4eEF329raUkMDT6cbQKYZHA4DSzXBG5NRX18PTpKPjAz/8MP36+trAQAEAq6oqCAyMjwkJNjd3TUgwC82NjonJwumq/38/IaGhjQ0NAoKCry9vcHXLtftR5uQEMfjxbe2tlpaWmKx2MTExPDwcPANP+Absk3dN1Q9FBjI+O4nqL6BfI+pg+9cfxSQ/U5L8BbI3ml7qtbAwIBEIlHJPPXdVF43tF2QN0l6VRzY2NjY0dERNpCiKKpyud8Itt9m4qD1plpmZsy8vBwm0xgCjkqlslgsKlWHSCQBgMLsAtQjdDod3nkPDzdra8uwMG5sbDSs3wIA4PFYHR2qv78vhxME3oAP+j1MpjGDYchkGnO5nNbWlsLC/KCgIDabDa8rKCjIwcFBPbejeg/hJzDuo6GhYWNjA+OL4Jvmh/oUN/DNaMD3XzBBrh4P+32PAP54kuzbYi3vVJfq31J3cBA1Bm51z0DlVaiPR1F/7d5GrbrlC/9PJpM1NDRJJIoKXgiCqMIrAIDY2GgbGysAAGRpMDIyMjIyIhKJmpqa6v61+ssdEhK8uDgfHx9bWVmupUVGUdDdLYqJiaqtrebx4qFxpqNDVZ0PHo/X19fPysqCFqfKYULfTOIGABAIBPWgozojq/psNlV0Xv0uId8yU1clAhA1PsR3LiwWC+PY6nbtd+z/zvXvCrJv2+1tC1T97tzK06vbYXBD9V2o/uCQHvXwiurJqX9CJBKJRBKBQCSTtdSPrKmpAfsY3N1dnZwc3uyPhWIPgK89OwwGCQwMrKysNDIy0tXV5nI5urraOBwmLi6GyTSm0w0IBFxKShLMajg62js5OVhbW+LxWAQBqkgpAMDCwiIzM1PdOwEAQKtfQ0ODyWQGBQUNDg7COaSqfVQmpnqW+jt0mbq6+P7r7YfyA1KX4JtOtfqZvTOEof7FWxrzVqTj1sHBN1Un/EQVPYb/VKHtVtYVvvbwP5hxx+PxVCpVLBbnF2QDBLi4OMHdXF1dNTXJAKCqJhoSmRAeHmpiYqSKDs7MTHV1daIoyMrKgCXE+vp6TKaxjg6VxTKHdVAoCggEHJNpDLtvIIevSmKpqmhULwORSHR3d+dyuUwm08zMzMzMTFWiB95II3UBgyAIkUhULzkEahNLb90x5E3V4e/EzffZ57vXv6t3+QestzEKBzrdurmqbfWvqDsTt6CMoqimpqZ6aR7coFKp7u7uMIVlamoKmR3AW6FLIpHo4eEBdZy1tbWPjxcAAINBxsZGvLw8UBTQaLpUKgWLRXE4DJ1uEBsb7eTkoK2tpaNDra6uDA0NNTExgWr61kuiLm7V3wqoQCFi3tYSqjpkU1NTdc6mH8j6oYMMUavmgFoVDqV7pyC8ZcOpNtTZbm+ZI+q5F/UJLCobSFXLcAvu0JomkUhyuXxoaFBTU0NfX0/FFwerLwEAdnY2PF48jaYbFsYdGhqEJSpwpJCPj4+vry88AfgTBAIhKioKElmqnzb86bdFvuqUVO8AkUj8w+Klf9T1QwfZ20sFi+/e51aTwS0tDC2eW9pH9ae39bJKqKjKqgAANjY2kKaaSqU4OzsyGIZaWmQOJ8jc3BQ6ENCLBADg8VgulxMaGkIiETU08PBlCAkJaWxstLKygvWAMM5XVFSkzgYH3pRzqYYwvHO903794awfNMjUvdF3RjdurVvguFUjoI4eaH6p+uNVdvTb5qNKnKi7dRBtVlZWZDIZi8XicBiYkw0L4wYFBdjaWtfX10I7DGpMWNEEAMBgEAqFBBusqVSqg4MDpPtS/ZzKoFR3kGGN0zuzJurpO/Cdtv//w/WDBpm6mQLeYO47oKZy2tlsdmdnJ2xtV3maqmOqaygAgL6+fmhoqIWFhapMCMoqW1tbWP2rOgc8Hu/s7AynS91KtlAoFBRFYUQNAFBUVFRYWGhiYgJJ3UxMTDIyMlRNXLeWSjSq+CNu1bV/B3T+gIDCv//6QYMMrrfnB3zHUpn8jo6ObyPy1nEoFAqNRmOxWAUFBUlJSZ6enqoJ1wCAyMjIiIgIleiCcdHU1FQOhwO+KdjUF2SCgJ8bGBi4uLjA8wkICIDRtVvWpAp2b0ci4P7v9A2/7fK/j7z/918/aJDBd5pCoajK0b7N3lffvtUQoW5s3RJpsAlZJTluGW1wB29vb1jTBgCAg9jhWBf148CfUJEaQef37RdDPYeDvin/VHcn1fe55T6rRxzUr07d/P/Brh80yAAACIJoaWmpKrxVjuEtYL0tsVSQIpFImpqa6o9B3aO8hVp1V0BlJNFotFsoVJUt3XL63s7Awp9AviWwDqH2TlH9O20s9TN/57v3w1k/dJD9XuudtQZwPt7/Rbfr7bDcd+/8zgevkkBwqOPbEYo/pfUnBTLVUn9g6jmrt2XPH3BYaJ/BFNZ324vqf4JxOPRN/RL0D0gkEiwrV+cA+9Nbf5og+471f4IziFcURQ0NDTkczq3Ezjt/C1ru6vvAbFJGRoatrS0Gg9HQ0NDT0wPvomT6k1l/yiBTmczgXWbcH3ZMFEX19PRYLJarqyuPx7Ozs/v+RjeCIHQ6nc1mw4xWXl7e/z/4OlhKnDT4wWgiIwEgzw0wwpbp4lGP3LGFC8KPXmKELSJnwNZjGE4AJZGNglFAOzCayEYBzQEASZtPOQidhZUAAAAASUVORK5CYII=&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;Particles
  have always played a key role in the creation of VFX in Houdini even as Rigid
  Body Dynamics, Fluids and Cloth effects have begun to take over. With Houdini
  13, particles have been fully integrated into the dynamics context for better
  behaviour, more control and interaction with other simulation tools. This
  vex-based architecture is multi-threaded and allows for speeds up to 10x
  faster and cached results that allow for scrubbing back and forth in the
  timeline. To control
  these particles, there is a new stream concept as well as the use of
  VEX-based expressions which are much faster and more flexible. There are also
  new tools and forces such as the Axis Force which uses 3D volumes to control
  particles.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
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  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;DA&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
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   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; 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 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
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&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;ARE YOU IN YOUR ELEMENT? &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
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realistic destruction effects, the industry is moving to the use of finite
elements. In Houdini 13, the Finite element solver brings this leading edge
technology to the forefront. &lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;The Finite Element solver analyses the stresses on
an object then either bends or breaks the object. It can also be used for soft
body effects with volume preservation. With the new Finite Element solver,
Houdini 13 will take the simulation of digital destruction (and gooey slimy
objects) to the next level.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
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&lt;style&gt;
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 {mso-style-name:&quot;Tabel - Normal&quot;;
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 mso-tstyle-colband-size:0;
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&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;BLINDING; NEW LIGHTING
WOR KFLOW&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;A new
lighting work flow has been built around the use of Alembic and Packed
Primitives as a way of efficiently managing massive datasets. &lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;This new work flow offers a new Data tree view for
working with the Alembic files and assigning materials and light assignments.
This new work flow is linear out of the box and along with improvements to the
quality and performance of Mantra offers a powerful set of lighting tools. In
professional production pipelines these new tools will offer a robust solution
that makes Mantra’s physically-based rendering a very attractive option.&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
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&lt;br /&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabel - Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;DONT SHOOT; ENHANCED
BULLET SOLVER&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;The Bullet solver in Houdini is now more accurate
and supports most geometry types out of the box. it is much faster and scalable
and can be used in conjunction with packed primitives for efficient instancing
of pieces. There is also a new debris shelf tool for adding detail to really
sell a shot.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;DA&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;a href=&quot;http://www.fxguide.com/wp-content/uploads/2011/09/XMen_FirstClass_Weta.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;http://www.fxguide.com/wp-content/uploads/2011/09/XMen_FirstClass_Weta.jpg&quot; border=&quot;0&quot; class=&quot;decoded&quot; src=&quot;http://www.fxguide.com/wp-content/uploads/2011/09/XMen_FirstClass_Weta.jpg&quot; height=&quot;168&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;LETS GET WET; FLIP FLUIDS AND OCEAN FX&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;The FLIP fluid and Ocean FX tools in Houdini
continue to evolve with a new mist solver, new shelf tools and a new Fluid
surfacer that is much faster. A new ocean material is available and the
integration of FLIP fluid sims and larger OceanFX surfaces is easier than ever.&amp;nbsp;
&lt;/span&gt;&lt;br /&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;OPEN
STANDARDS, LETS SHARE&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;Houdini
continues to support industry standards which make it easier for artists to
work in a multi-application environment.&lt;/span&gt;&lt;/div&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;a href=&quot;http://www.alembic.io/&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Alembic&lt;/span&gt;&lt;/b&gt;&lt;/a&gt; by ILM and Sony Imageworks plays
     a key role in the new lighting workflow in Houdini 13. &lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;a href=&quot;http://www.openexr.com/&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;OpenEXR 2&lt;/span&gt;&lt;/b&gt;&lt;/a&gt; by ILM is now supported to
     allow for deep compositing of Mantra renderings in Nuke. &lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;a href=&quot;http://graphics.pixar.com/opensubdiv/&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;OpenSubdiv&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;
     from Pixar which provides viewport subdivision display, geometry-level
     subdivides, Mantra integration and continued support for crease weights.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;a href=&quot;http://www.openvdb.org/&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;OpenVDB&lt;/span&gt;&lt;/b&gt;&lt;/a&gt; from DreamWorks Animation continues
to evolve and played a big part in making the new particle surfacer faster and
more memory efficient.&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;And HoudiniFX&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;5&quot; cellspacing=&quot;5&quot; style=&quot;height: 95px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2358&amp;amp;Itemid=380&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/pyro_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2358&amp;amp;Itemid=380&quot;&gt;PYRO FX&lt;/a&gt;&lt;/div&gt;
With
 Pyro FX , Fire and Smoke simulations look more realistic and are faster
 and easier to set up. The speed gains in Houdini 12 are significant 
allowing for more iterations. The ability to simulate using the GPU 
takes things to a whole new level and advances in volume rendering 
create an impressive final look.
&lt;/td&gt;

&lt;td valign=&quot;bottom&quot; width=&quot;130&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2358&amp;amp;Itemid=380&quot;&gt; &lt;/a&gt;

&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;img align=&quot;top&quot; src=&quot;http://www.sidefx.com/images/stories/tutorials/grayline.gif&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;contentpaneopen_alternate&quot; style=&quot;width: 100%px;&quot;&gt;
                    &lt;tbody&gt;
&lt;tr&gt;
   &lt;td colspan=&quot;2&quot; valign=&quot;top&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;5&quot; cellspacing=&quot;5&quot; style=&quot;height: 95px;&quot;&gt;
  &lt;tbody&gt;
&lt;tr&gt;
    &lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2360&amp;amp;Itemid=380&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/fluids_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2360&amp;amp;Itemid=380&quot;&gt;FLUIDS &amp;amp; OCEAN FX&lt;/a&gt;&lt;/div&gt;
Create
 realistic sims using forces such as surface tension, viscosity, and 
visco-elasticity. Particle fluids can be surfaced at the geometry level 
to produce high quality splashes while fluid forces are used to create 
white water effects.
&lt;/td&gt;

&lt;td valign=&quot;bottom&quot; width=&quot;130&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2360&amp;amp;Itemid=380&quot;&gt; &lt;/a&gt;

&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;img align=&quot;top&quot; src=&quot;http://www.sidefx.com/images/stories/tutorials/grayline.gif&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;contentpaneopen&quot; style=&quot;width: 100%px;&quot;&gt;
                    &lt;tbody&gt;
&lt;tr&gt;
   &lt;td colspan=&quot;2&quot; valign=&quot;top&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;5&quot; cellspacing=&quot;5&quot; style=&quot;height: 95px;&quot;&gt;
  &lt;tbody&gt;
&lt;tr&gt;
    &lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2375&amp;amp;Itemid=380&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/rbd_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2375&amp;amp;Itemid=380&quot;&gt;BULLET RBD&lt;/a&gt;&lt;/div&gt;
In
 Houdini FX, you can use the Bullet Rigid Body solver to create highly 
complex simulations of large data sets. This solver and Houdini’s own 
solver work with various forces, constraints and collisions for complete
 control.
&lt;/td&gt;

&lt;td valign=&quot;bottom&quot; width=&quot;130&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2375&amp;amp;Itemid=380&quot;&gt; &lt;/a&gt;

&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;img align=&quot;top&quot; src=&quot;http://www.sidefx.com/images/stories/tutorials/grayline.gif&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;contentpaneopen_alternate&quot; style=&quot;width: 100%px;&quot;&gt;
                    &lt;tbody&gt;
&lt;tr&gt;
   &lt;td colspan=&quot;2&quot; valign=&quot;top&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;5&quot; cellspacing=&quot;5&quot; style=&quot;height: 95px;&quot;&gt;
  &lt;tbody&gt;
&lt;tr&gt;
    &lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2376&amp;amp;Itemid=380&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/particles_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2376&amp;amp;Itemid=380&quot;&gt;PARTICLES&lt;/a&gt;&lt;/div&gt;
Whether
 you are creating dust and debris or a flocks of birds, the particle 
tools in Houdini let you define a clear set of rules using a simple node
 network made up of sources, forces, attractors and collision objects.
&lt;/td&gt;

&lt;td valign=&quot;bottom&quot; width=&quot;130&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2376&amp;amp;Itemid=380&quot;&gt; &lt;/a&gt;

&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;img align=&quot;top&quot; src=&quot;http://www.sidefx.com/images/stories/tutorials/grayline.gif&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;contentpaneopen&quot; style=&quot;width: 100%px;&quot;&gt;
                    &lt;tbody&gt;
&lt;tr&gt;
   &lt;td colspan=&quot;2&quot; valign=&quot;top&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;5&quot; cellspacing=&quot;5&quot; style=&quot;height: 95px;&quot;&gt;
  &lt;tbody&gt;
&lt;tr&gt;
    &lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2855&amp;amp;Itemid=380&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/finite_element_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2855&amp;amp;Itemid=380&quot;&gt;FINITE ELEMENTS&lt;/a&gt;&lt;/div&gt;
The
 Finite Element solver analyses the stresses on an object then either 
bends or breaks the object. It can also be used for soft body effects 
with volume preservation. Take the simulation of digital destruction, 
and gooey slimy objects, to the next level.
&lt;/td&gt;

&lt;td valign=&quot;bottom&quot; width=&quot;130&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2855&amp;amp;Itemid=380&quot;&gt; &lt;/a&gt;

&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;img align=&quot;top&quot; src=&quot;http://www.sidefx.com/images/stories/tutorials/grayline.gif&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;contentpaneopen_alternate&quot; style=&quot;width: 100%px;&quot;&gt;
                    &lt;tbody&gt;
&lt;tr&gt;
   &lt;td colspan=&quot;2&quot; valign=&quot;top&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;5&quot; cellspacing=&quot;5&quot; style=&quot;height: 95px;&quot;&gt;
  &lt;tbody&gt;
&lt;tr&gt;
    &lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2377&amp;amp;Itemid=380&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/cloth_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2377&amp;amp;Itemid=380&quot;&gt;CLOTH&lt;/a&gt;&lt;/div&gt;
Houdini
 FX’s cloth solver can handle multiple layers while generating accurate,
 realistic results over long simulations.  By adjusting a few simple 
parameters, you can achieve a variety of different looks and material 
types.
&lt;/td&gt;

&lt;td valign=&quot;bottom&quot; width=&quot;130&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2377&amp;amp;Itemid=380&quot;&gt; &lt;/a&gt;

&lt;/td&gt;
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    &lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2378&amp;amp;Itemid=380&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/wire_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2378&amp;amp;Itemid=380&quot;&gt;WIRE &amp;amp; FUR&lt;/a&gt;&lt;/div&gt;
Ideally
 suited to creating hair and fur simulations, the Wire solver in Houdini
 FX also can be used for other types of thin shapes. Control wires with 
attributes such as thickness, length, rigidity and curl for added 
control. 
&lt;/td&gt;

&lt;td valign=&quot;bottom&quot; width=&quot;130&quot;&gt;&lt;a href=&quot;https://www.sidefx.com/index.php?option=com_content&amp;amp;task=view&amp;amp;id=2378&amp;amp;Itemid=380&quot;&gt; &lt;/a&gt;

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&lt;tr&gt;&lt;td valign=&quot;top&quot; width=&quot;75&quot;&gt;&lt;a href=&quot;http://www.sidefx.com/index.php?option=com_content&amp;amp;task=blogcategory&amp;amp;id=216&amp;amp;Itemid=379&quot;&gt;&lt;img src=&quot;http://www.sidefx.com/images/stories/products/icons/houdini_icon.png&quot; height=&quot;75&quot; width=&quot;75&quot; /&gt;&lt;/a&gt;&lt;/td&gt;

    &lt;td valign=&quot;top&quot; width=&quot;370&quot;&gt;&lt;div style=&quot;width: 370px;&quot;&gt;
&lt;a class=&quot;article_title_orange&quot; href=&quot;http://www.sidefx.com/index.php?option=com_content&amp;amp;task=blogcategory&amp;amp;id=216&amp;amp;Itemid=379&quot;&gt;MODELING, RENDERING, ANIMATION...&lt;/a&gt;&lt;/div&gt;
Houdini
 FX includes all Houdini features including modelling, animation, 
character rigging, lighting, rendering, compositing and volumes. Digital
 Assets created in Houdini FX can be opened, animated and rendered in 
Houdini. &lt;/td&gt;&lt;/tr&gt;
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Mantra Render Types&lt;/div&gt;
&lt;ul style=&quot;list-style: square; padding-left: 40px;&quot;&gt;
&lt;li style=&quot;padding-bottom: 3px;&quot;&gt;Physically Based Rendering - Create 
complex Global Illumination including multiple diffuse bounces with this
 powerful render engine.&lt;/li&gt;
&lt;li style=&quot;padding-bottom: 3px;&quot;&gt;Micro-polygon Rendering - A scan-line, ray-trace hybrid with support for ray traced reflections, refractions and shadows. &lt;/li&gt;
&lt;li style=&quot;padding-bottom: 3px;&quot;&gt;Ray Tracing -  Create high quality reflections, refractions, and shadows.  Render instanced objects at lightning speed. &lt;/li&gt;
&lt;li style=&quot;padding-bottom: 3px;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Render fluid-based smoke and cloud effects using the new Volumetric renderer with deep shadow maps and motion blur&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;padding-bottom: 3px;&quot;&gt;Render fur procedurally using guide hairs and painted grooming attributes&lt;/li&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DA; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: DA;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Conclusion&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;b&gt;Houdini is on the right track and has been for most of its many releases, this is by far the best version yet and if the FX part of Houdini was an integral part of the reg. packages it would be a 10/10 but its not, however, its still very remarkable what they have achieved and Houdini delivers again. We highlighted in red the render part we think is setting new standards, a volumetric render is currentlt not possible with iray (3ds max) and its a killer hardware bassed render. I guess the other companies now need to look over the shoulders of sidefx and their incredible team. &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp; </content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/8468279133352984098/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2014/11/houdini-h13-delevers.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8468279133352984098'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8468279133352984098'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2014/11/houdini-h13-delevers.html' title='Houdini H13 Delivers'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-2405101959514074209</id><published>2014-07-13T14:07:00.004+02:00</published><updated>2014-07-13T14:07:55.070+02:00</updated><title type='text'>Nvidia Titan demo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;Demonstrating the power of the titan gtx graphicscard&lt;/span&gt; &lt;/div&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/E24wLEPtgZk?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&quot;Digital Ira&quot; is their latest &quot;Comprehensive Performance Capture Technology&quot;, and represents their efforts to make performance capture more practical; more elegant:&lt;br /&gt;&lt;br /&gt;1. ICT capture up to 30 high resolution &quot;emotional&quot; faces from their actor ( &quot;Ira&quot; ) that include happy, sad, angry, blink etc.&lt;br /&gt;&amp;nbsp;&amp;nbsp; Misc Fact 1: The &quot;Light Stage&quot; cycles through &quot;Structured Light&quot; patterns and pictures are taken by commercially available cameras to generate the mesh, bump, and color data.&lt;br /&gt;&amp;nbsp;&amp;nbsp; Misc Fact 2: Each &quot;face&quot; includes the underlying geometry, the diffuse color, the specular color, the diffuse bump map for describing the way large wrinkles roll across the skin, a specular bumpmap for the fine scales and creases of the skin, and a displacement that can be used to add detail to the character&#39;s surface.&lt;br /&gt;&amp;nbsp;&amp;nbsp; Misc Fact 3: This data is captured at 0.1 mm accuracy&lt;br /&gt;&lt;br /&gt;2. The actor&#39;s performances are captured and recorded to video.&amp;nbsp; No makeup and no markers are necessary.&lt;br /&gt;&amp;nbsp; Misc Fact 4: The video is recorded by commercially available cameras in common 1080p capture mode.&lt;br /&gt;&lt;br /&gt;3. ICT runs the performance video through a compression engine that can describe any face the actor makes as a blended mosaic of those &quot;emotional&quot; faces.&lt;br /&gt;&amp;nbsp; Misc Fact 5:&amp;nbsp; They figure out how the head bone and jaw bone move for gross movement.&amp;nbsp; The &quot;emotional&quot; faces are only necessary to drive facial expressions and not those skeletal movements. &lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;ABOUT THE REALTIME DEMO&lt;/span&gt;&lt;br /&gt;1. This demo is brought to life by a collection of methodologies we collectively call &quot;FaceWorks&quot;.&lt;br /&gt;&lt;br /&gt;2. Mesh deformation is accomplished with skinning and by blending between facial targets given to us from ICT.&lt;br /&gt;&lt;br /&gt;3. Diffuse color, specular color, diffuse bump, specular bump, and displacement all 4096x4096 textures of 30 facial targets.&lt;br /&gt;&lt;br /&gt;4. Originally the texture data was several gigs, but is reduced to 300 megs by use of texture compression and through tile-based texture optimizations whereby redundant tiles are discarded.&lt;br /&gt;&lt;br /&gt;5. Character is dynamically tessellated with smoothing and displacement driven by HDR displacement maps.&lt;br /&gt;&lt;br /&gt;6. Skin includes HDR subsurface scattering and transmission.&amp;nbsp; Is computed in texture space to eliminate issues at silhoutte and with a backface optimization to eliminate unnecessay work.&amp;nbsp; Transmission most visible in lighting environment 3, where light can be seen through the ear lobe but blocked by the veins in the ear.&lt;br /&gt;&lt;br /&gt;7. Eyes include subsurface scattering and a raytraced iris / pupil shader&lt;br /&gt;&lt;br /&gt;8. Full scene HDR depth-of-field with bokeh and dynamic tone-mapping&lt;br /&gt;&lt;br /&gt;9.&amp;nbsp; The average pixel on the screen is the result of about 8000 instructions&lt;br /&gt;&amp;nbsp;a. This equates to approximately 40,000 FLOPs per pixel&lt;br /&gt;&amp;nbsp;b. At full HD resolution that is 82 billion FLOPs per frame&lt;br /&gt;&amp;nbsp;c. At 60 fps that is 4.9 trillion FLOPs per second&lt;br /&gt;&amp;nbsp;d. Those are shader instructions and do not include the 161 filtered texture fetches / pixel&lt;br /&gt;&lt;br /&gt;NVIDIA FaceWorks&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Recommended System:&lt;/span&gt;&lt;br /&gt;-------------------&lt;br /&gt;&lt;br /&gt;NVIDIA GeForce GTX Titan GPU&lt;br /&gt;2.5 GHz Dual core CPU&lt;br /&gt;4 GB System memory&lt;br /&gt;2 GB Hard drive space&lt;br /&gt;Microsoft Windows Vista, Windows 7, or Windows 8&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/2405101959514074209/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2014/07/nvidia-titan-demo.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2405101959514074209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2405101959514074209'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2014/07/nvidia-titan-demo.html' title='Nvidia Titan demo'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-2827320880486048058</id><published>2014-05-30T22:01:00.002+02:00</published><updated>2014-05-30T22:24:19.682+02:00</updated><title type='text'>Whats new MAYA 2015</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
Maya 2015 delivers on so many levels. From the small changes that make 
your everyday workflow smoother, to the new and exciting tools that will
 introduce you to a new way of working. Maya 2015 helps make dealing 
with complexity, simple.&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;Bifrost Procedural Effects Platform&lt;/span&gt;&lt;/div&gt;
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XGen Arbitrary 
Primitive Generator technology and updates to the Bullet Physics 
plug-in, Maya 2015 is making a big splash in the world of VFX.&amp;nbsp;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;The Maya effect &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;Creating hard-surface with simply switching between 1-3 on the keyboard is really powerful and a lot of fun! &lt;/span&gt;&lt;/div&gt;
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Maya 2015&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;Promises fluids like never before &lt;/span&gt;&lt;/div&gt;
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&amp;nbsp;&lt;b&gt;Fluid simulation&lt;/b&gt; is an increasingly popular tool in computer 
graphics for generating realistic animations of water, smoke, 
explosions, and related phenomena. Given some input configuration of 
fluid and scene geometry, a fluid simulator evolves the motion of the 
fluid forward in time, making use of the (possibly heavily simplified) &lt;a class=&quot;mw-redirect&quot; href=&quot;http://en.wikipedia.org/wiki/Navier-Stokes_equations&quot; title=&quot;Navier-Stokes equations&quot;&gt;Navier-Stokes equations&lt;/a&gt;
 which describe the physics of fluids. In computer graphics, such 
simulations range in complexity from extremely time-consuming high 
quality animations for film &amp;amp; visual effects, to simple real-time 
particle systems used in modern games.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Before other software packages did not really try to attempt to solve massive fluids simulations, RealFlow from Nextlimit technologies was the undisputed king, however, we now see a tendency where other 3d modelling/rendering software tries to deal with an increasing demand for particle solvers. Lastes was Houdini which made a quantum leap in solving - though still a very demanding task, and here comes Maya with optimized equations and new solvers. We are excited. &amp;nbsp; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/2827320880486048058/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2014/05/whats-new-maya-2015.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2827320880486048058'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2827320880486048058'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2014/05/whats-new-maya-2015.html' title='Whats new MAYA 2015'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVOKX0VKpBcp_xeDFiyjbOwFdOovG2RyR1o2cbuoD2CVT0VTNwIi0RFWHOw7gyEw946j7TzQjo2hbPc9MdQ8e4O7mSag77djav7TmUFeh1fszGGdj2YEDCHKyA9ivgkY2yPcMDFTKK73I/s72-c/maya-2015.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-8354081758636463359</id><published>2014-04-19T20:06:00.001+02:00</published><updated>2014-06-20T09:24:32.787+02:00</updated><title type='text'></title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;USE ALL IN THE TOOLBOX&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Xp16hnkT9yBGYpsuXimdhUGD-jZwxMXcrmZp23xCxvyE4nJXUk9aZThVwbec2JmZwXmNYu_DYc8r663agRqRUZ1bWl36bUpfMvAchL-R-0geVLYXBtGMOhiSNY0NOFloyuWvmLx1hpE/s1600/tool.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Xp16hnkT9yBGYpsuXimdhUGD-jZwxMXcrmZp23xCxvyE4nJXUk9aZThVwbec2JmZwXmNYu_DYc8r663agRqRUZ1bWl36bUpfMvAchL-R-0geVLYXBtGMOhiSNY0NOFloyuWvmLx1hpE/s1600/tool.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Xp16hnkT9yBGYpsuXimdhUGD-jZwxMXcrmZp23xCxvyE4nJXUk9aZThVwbec2JmZwXmNYu_DYc8r663agRqRUZ1bWl36bUpfMvAchL-R-0geVLYXBtGMOhiSNY0NOFloyuWvmLx1hpE/s1600/tool.jpg&quot; height=&quot;320&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;Ever need help&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;with photos or buying a new camera?&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Help with Photoshop, taking those great shoots with your new Canon or Nikon camera.&amp;nbsp; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;Use blogs to get smarter fast &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://best-photos-and-images.blogspot.dk/&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;best-photos-and-images.blogspot.dk/&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFKAbR0zz27cMp1BMparnPi7VUm6ySS9MLRUMfarrKEvSNgJLdgab80rMGDcvhfFaWgJBzbx5XATDK8rp53kxLQhCxPSgB2lfjaGF0wB6XO2PVIPXEeaQ2Dc7TYV5fTp5-13cB_sCxt14/s1600/AMD-FirePro-W9000-360W.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFKAbR0zz27cMp1BMparnPi7VUm6ySS9MLRUMfarrKEvSNgJLdgab80rMGDcvhfFaWgJBzbx5XATDK8rp53kxLQhCxPSgB2lfjaGF0wB6XO2PVIPXEeaQ2Dc7TYV5fTp5-13cB_sCxt14/s1600/AMD-FirePro-W9000-360W.png&quot; height=&quot;163&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;New Hardware?&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://your-computer-hardware.blogspot.dk/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Your-computer-hardware.blogspot.dk/&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/8354081758636463359/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2014/04/use-all-in-toolbox-ever-need-help.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8354081758636463359'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8354081758636463359'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2014/04/use-all-in-toolbox-ever-need-help.html' title=''/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Xp16hnkT9yBGYpsuXimdhUGD-jZwxMXcrmZp23xCxvyE4nJXUk9aZThVwbec2JmZwXmNYu_DYc8r663agRqRUZ1bWl36bUpfMvAchL-R-0geVLYXBtGMOhiSNY0NOFloyuWvmLx1hpE/s72-c/tool.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-2364247392266911163</id><published>2014-04-04T15:38:00.002+02:00</published><updated>2014-04-04T15:38:17.145+02:00</updated><title type='text'>3ds Max 2015</title><content type='html'>&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;3ds Max 2015 delivers powerful new tools that provide you with an 
intuitive WYSIWYG experience in the viewport, smarter modeling tools 
that help speed up the creation process, and Python scripting to make 
3ds Max your own.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEhlsj8YiHdaFXt_8n3ZdF9XJMf6hzMoRDwWSCcdmC1bFVyAZw5C6LY0uW9jcKS3eX6O0dLQfYnNUYafJVfUNz-DOjxu4oyPpjC3ZeavC2PFNZ1tMbQptp6HDcRP68mxYAv38wFqSNF_k/s1600/Autodesk-3ds-Max-2015.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEhlsj8YiHdaFXt_8n3ZdF9XJMf6hzMoRDwWSCcdmC1bFVyAZw5C6LY0uW9jcKS3eX6O0dLQfYnNUYafJVfUNz-DOjxu4oyPpjC3ZeavC2PFNZ1tMbQptp6HDcRP68mxYAv38wFqSNF_k/s1600/Autodesk-3ds-Max-2015.jpg&quot; height=&quot;225&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;105.93333080768586&quot; data-font-name=&quot;g_font_153_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 207.667px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(0.969198, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Quad Chamfer&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;201.17999520349508&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 586.185px; top: 244.887px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.06444, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Modelers can use the new Chamfer modifier to create quadrilateral-based&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;518.2199876446728&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 264.052px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.05975, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;chamfered or beveled edges between two surfaces. This can help eliminate&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;511.5749878031017&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 283.217px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.10731, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;pinching, and produces better results when used in conjunction with the&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;538.6049871586561&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 302.382px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.08674, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;TurboSmooth modifier. Quad-based chamfering is also newly available in the&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;51.26999877762795&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 367.2px; top: 321.547px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09085, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Editable Poly object.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;85.26666463375092&quot; data-font-name=&quot;g_font_153_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 360.158px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(0.989747, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;85.26666463375092&quot; data-font-name=&quot;g_font_153_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 360.158px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(0.989747, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Point Cloud&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;515.4299877111915&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 397.378px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.07381, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;The Point Cloud feature lets you create precise, three-dimensional models&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;528.8099873921872&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 416.543px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.08363, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;from real-world references by importing large datasets captured from reality&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;496.69498815786847&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 435.708px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09888, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;as point clouds. 3D modelers can view point clouds in true color in the&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;525.7199874658586&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 454.873px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.10214, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;viewports, interactively adjust the extent of the cloud displayed, and create&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;432.05998969888697&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 474.038px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.10785, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;new geometry in context by snapping to point-cloud vertices.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;438.0749895554782&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 946.922px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09793, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;438.0749895554782&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 946.922px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09793, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;New FXShader&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;438.0749895554782&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 946.922px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09793, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;438.0749895554782&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 946.922px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09793, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;New Iray features, render to elements and enhanced speeds.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;438.0749895554782&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 946.922px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09793, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div data-angle=&quot;0&quot; data-canvas-width=&quot;438.0749895554782&quot; data-font-name=&quot;g_font_159_0&quot; dir=&quot;ltr&quot; style=&quot;left: 276px; top: 946.922px; transform-origin: 0% 0% 0px; transform: rotate(0deg) scale(1.09793, 1);&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/2364247392266911163/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2014/04/3ds-max-2015.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2364247392266911163'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2364247392266911163'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2014/04/3ds-max-2015.html' title='3ds Max 2015'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEhlsj8YiHdaFXt_8n3ZdF9XJMf6hzMoRDwWSCcdmC1bFVyAZw5C6LY0uW9jcKS3eX6O0dLQfYnNUYafJVfUNz-DOjxu4oyPpjC3ZeavC2PFNZ1tMbQptp6HDcRP68mxYAv38wFqSNF_k/s72-c/Autodesk-3ds-Max-2015.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-74894194994019129</id><published>2013-09-16T12:20:00.000+02:00</published><updated>2013-09-16T12:20:13.816+02:00</updated><title type='text'></title><content type='html'>

    &lt;br /&gt;
&lt;span class=&quot;article_title_orange&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEF10u6EWKT_OGjzGniYv3ZMDBIuvgjlsUMBtbkJ4UEEtJWa-8Tb8az8Iaoq0TJH67BDYJ5xHdGBPRszFrVcofglF-rO_rJ_y9KSt3X-QXR7uvOEyJE1aye2X3wRWQBRInCFm7obJFa4/s1600/rendering_main.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;211&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEF10u6EWKT_OGjzGniYv3ZMDBIuvgjlsUMBtbkJ4UEEtJWa-8Tb8az8Iaoq0TJH67BDYJ5xHdGBPRszFrVcofglF-rO_rJ_y9KSt3X-QXR7uvOEyJE1aye2X3wRWQBRInCFm7obJFa4/s400/rendering_main.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Houdini 12.5&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
offers a wealth of new and enhanced features 
including Cloud FX , Ocean FX, OpenVDB volume sculpting tools and an 
optimized lighting and rendering pipeline with built-in support for 
delayed-load Alembic primitives.&lt;br /&gt;
&lt;br /&gt;


    &lt;br /&gt;
&lt;span class=&quot;article_title_orange&quot;&gt;&lt;b&gt;Performance&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

 Houdini 12 has been re-architectured to be faster and more memory 
efficient. From a new geometry engine, to targeted optimizations to 
dynamics and rendering, to viewport enhancements, artists will be able 
to accomplish more and iterate faster with Houdini 12.5  &lt;br /&gt;
&lt;br /&gt;
Built on a powerful new geometry engine, Houdini includes targeted 
optimizations to dynamics and rendering and a reworked OpenGL 3 
viewport. Houdini also includes Bullet solver integration, Pyro FX 2,
 faster more accurate FLIP fluids, production-ready cloth, an Alembic 
exporter and more.&lt;br /&gt;
&lt;br /&gt;


    &lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;article_title_orange&quot;&gt;Rendering&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;

 Houdini’s Mantra renderer, recently recognized with a Scientific and 
Technical Achievement award from the Academy of Motion Picture Arts 
&amp;amp; Sciences, now brings physically-based rendering to volumes such as
 smoke and fire. Mantra also includes a &lt;u&gt;300 times speed improvement &lt;/u&gt;when
 instancing to points. &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwKfVGlbQ87oedRij9AZ8bKAJkAkQNb953XblKM9TkM4HCp22kJqtye5rrGx10ppAnNo28VmtKrTLwTF-7nnR8OqkZfG6XUrw4R5EbTx6hqOZ9VAZlPiOykicVV7r5C5tMbqaQUg-UTXc/s1600/dynamics_main.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwKfVGlbQ87oedRij9AZ8bKAJkAkQNb953XblKM9TkM4HCp22kJqtye5rrGx10ppAnNo28VmtKrTLwTF-7nnR8OqkZfG6XUrw4R5EbTx6hqOZ9VAZlPiOykicVV7r5C5tMbqaQUg-UTXc/s400/dynamics_main.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/74894194994019129/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2013/09/houdini-12.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/74894194994019129'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/74894194994019129'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2013/09/houdini-12.html' title=''/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEF10u6EWKT_OGjzGniYv3ZMDBIuvgjlsUMBtbkJ4UEEtJWa-8Tb8az8Iaoq0TJH67BDYJ5xHdGBPRszFrVcofglF-rO_rJ_y9KSt3X-QXR7uvOEyJE1aye2X3wRWQBRInCFm7obJFa4/s72-c/rendering_main.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-5237659930344424114</id><published>2012-10-08T14:26:00.002+02:00</published><updated>2012-10-08T14:26:35.031+02:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCz_fvztYqAZpkakZGXF4J508Iqm9c0ibZpTJDE6mhyphenhyphenpMbkGVPcs5NlsqPKPnWhkIZCXpAwR9147h-HSMHFi83aihTizQd-wVifinQ9pfCHDtpFef3qi80BoWe2fJ2u1h-RDFbrYco6lA/s1600/realflow_2013.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;331&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCz_fvztYqAZpkakZGXF4J508Iqm9c0ibZpTJDE6mhyphenhyphenpMbkGVPcs5NlsqPKPnWhkIZCXpAwR9147h-HSMHFi83aihTizQd-wVifinQ9pfCHDtpFef3qi80BoWe2fJ2u1h-RDFbrYco6lA/s640/realflow_2013.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;allowfullscreen&quot; frameborder=&quot;0&quot; height=&quot;281&quot; mozallowfullscreen=&quot;mozallowfullscreen&quot; src=&quot;http://player.vimeo.com/video/47414372&quot; webkitallowfullscreen=&quot;webkitallowfullscreen&quot; width=&quot;500&quot;&gt;&lt;/iframe&gt; &lt;br /&gt;
&lt;a href=&quot;http://vimeo.com/47414372&quot;&gt;Siggraph 2012 | RealFlow 2013: Jumping on the GPU Bandwagon with Hybrido2&lt;/a&gt; from &lt;a href=&quot;http://vimeo.com/anubisfxstudio&quot;&gt;AnubisFx&lt;/a&gt; on &lt;a href=&quot;http://vimeo.com/&quot;&gt;Vimeo&lt;/a&gt;.</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/5237659930344424114/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2012/10/siggraph-2012-realflow-2013-jumping-on.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/5237659930344424114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/5237659930344424114'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2012/10/siggraph-2012-realflow-2013-jumping-on.html' title=''/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCz_fvztYqAZpkakZGXF4J508Iqm9c0ibZpTJDE6mhyphenhyphenpMbkGVPcs5NlsqPKPnWhkIZCXpAwR9147h-HSMHFi83aihTizQd-wVifinQ9pfCHDtpFef3qi80BoWe2fJ2u1h-RDFbrYco6lA/s72-c/realflow_2013.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-7738996423274379775</id><published>2012-08-07T10:59:00.004+02:00</published><updated>2012-08-07T10:59:49.497+02:00</updated><title type='text'>ZBrush 4R4</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm64S0RPmPTfdEZGlnrwEan16zEwOCw0gWlbIDjpDgcf8XXh_XPFCe5Vug4c4LwlbMXpAGYTrm8ieMaxsBLBd-VhozgnCIAbHa4y3lfagn2JVPmddu7eMD8K9V_RhKzKUJ7K1ZUiquBr8/s1600/4r4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm64S0RPmPTfdEZGlnrwEan16zEwOCw0gWlbIDjpDgcf8XXh_XPFCe5Vug4c4LwlbMXpAGYTrm8ieMaxsBLBd-VhozgnCIAbHa4y3lfagn2JVPmddu7eMD8K9V_RhKzKUJ7K1ZUiquBr8/s200/4r4.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;ZBrush is a digital sculpting and painting program that has 
revolutionized the 3D industry with its powerful features and intuitive work-flows. &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;QRemesher &lt;/b&gt;Automatic quad-based retopology for full or partial models, including Curve Guide and density control features.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;Topology Brush &lt;/b&gt;to create simple or complex base meshes on the fly. It may also be used for&amp;nbsp;manual retopology.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;Curve Snap Surface&lt;/b&gt; creates ruled surfaces for quick wall-type shapes. Thickness is based on your curve strokes.&lt;br /&gt;
&lt;br /&gt;Replace part of your mesh by inserting another 
object or surface. Among other things, this makes it possible to create 
more complex base meshes without the need for 3rd party software.&lt;br /&gt;
&lt;br /&gt;Enhancements to the existing Mesh Insert Brushes 
and introduction of: IMM Insert Multi Mesh brushes.  The latter brush 
type makes building libraries of replacement parts within a single brush
 possible. These brushes may be selected as replacement parts or for 
insertion via Dynamesh.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;New Curve engine&lt;/b&gt; with more control and features 
including curve extension, cutting and deformation. Curves may be used 
by the Mesh Insert features to replicate a shape.  They are also used by
 Topology brushes, Tubes brushes or with any of your custom brushes.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;New Tri IMM Tri Part Multi Mesh option&lt;/b&gt; for the 
Mesh Insert brushes.  This is used to create chain-type objects that 
replicate a segment any number of times between separate start and end 
cap elements. Create zippers, bracelets, chains, straps and more.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;DynaMesh &lt;/b&gt;can now be used to combine SubTools.  A 
new PolyGroup option has been added to designate SubTools for 
subtraction based Boolean-type operations when merging via DynaMesh.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;Transpose &lt;/b&gt;now shows world axis orientation 
switches, an easier way to align the Transpose line with your object’s 
surface normal, as well as new Shrink and Inflate operations.&lt;br /&gt;
&lt;br /&gt;The new &lt;b&gt;Forward and Backward Movies options&lt;/b&gt; use 
the saved Undo History to replay your entire sculpting session.&lt;br /&gt;
&lt;br /&gt;
This 
may be &lt;i&gt;recorded as a movie&lt;/i&gt;, and a number of settings are available to 
make the playback more watchable.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;Floor Grid&lt;/b&gt; with Reference Images: Load images 
onto the working plane grids to help create a model based on blueprints 
or other references.&lt;br /&gt;

    &lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;titles subTitleBlock&quot;&gt;&lt;b&gt;FiberMesh&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

    &lt;br /&gt;
Merging different SubTools which are FiberMesh 
aware preserves the designation if they have the same number of vertices
 per fiber.&lt;br /&gt;The Group Visible function is now FiberMesh aware and uses the Coverage value to regroup the fibers.&lt;br /&gt;
&lt;br /&gt;The Split Hidden and Group Split functions are now fiber aware.&lt;br /&gt;The Inflate deformer now has a reduced effect when used on a FiberMesh.</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/7738996423274379775/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2012/08/zbrush-4r4.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7738996423274379775'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7738996423274379775'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2012/08/zbrush-4r4.html' title='ZBrush 4R4'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm64S0RPmPTfdEZGlnrwEan16zEwOCw0gWlbIDjpDgcf8XXh_XPFCe5Vug4c4LwlbMXpAGYTrm8ieMaxsBLBd-VhozgnCIAbHa4y3lfagn2JVPmddu7eMD8K9V_RhKzKUJ7K1ZUiquBr8/s72-c/4r4.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-7453278696392742455</id><published>2012-05-22T13:15:00.001+02:00</published><updated>2012-05-22T13:15:22.780+02:00</updated><title type='text'>Nvidia´s Geforce 680 GTX</title><content type='html'>&lt;div style=&quot;color: #93c47d;&quot;&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;What is the Geforce GTX 680 all about?&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
In short; Nvidias been very busy - recreating and inventing new technologies for this staggering 1536 CUDA cores graphics card.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuGfnnHRp6RkLX33qlvJ2SPUX7m5HpleZShkW-GTFJuzsK8tM09R7dIIrbBq0LSXzi6IWzY92X3PgpD9y3nL9IAw2n9GLHW53xThlNEHrJT5S2VR-Q3f_-a4FgKX27rIh6mOVpHIg2Ywg/s1600/geforce-gtx-680.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;371&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuGfnnHRp6RkLX33qlvJ2SPUX7m5HpleZShkW-GTFJuzsK8tM09R7dIIrbBq0LSXzi6IWzY92X3PgpD9y3nL9IAw2n9GLHW53xThlNEHrJT5S2VR-Q3f_-a4FgKX27rIh6mOVpHIg2Ywg/s640/geforce-gtx-680.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; &lt;br /&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;New Kepler GPU Architecture&lt;/b&gt; &lt;br /&gt;
      Starting from scratch; a brand new architecture designed for maximum performance in the very latest DirectX 11 games.&lt;br /&gt;
&lt;br /&gt;
The new multiprocessor is twice as    efficient pr watt as the prior generation and the draws triangles    twice as fast. &lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;NVIDIA GPU Boost &lt;/b&gt;&lt;br /&gt;This feature intelligently    monitors GPU workload and dynamically increases the 
clock speed, resulting in highest framerate possible.&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;NVIDIA Adaptive Vertical    Sync&lt;/b&gt;&lt;br /&gt;
Adaptive V-Sync is simply a much smarter way to 
render frames. At    high frame rates, V-sync is enabled to eliminate 
tearing, at low frame rates,    it&#39;s disabled to minimize stuttering.&lt;br /&gt;
&amp;nbsp;&lt;br /&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;NVIDIA Surround with Up To Four Monitors &lt;/b&gt; &lt;br /&gt;Entering 5760 x    1080 gaming! Yes its true, this expanded field-of-view emerges you fully and engages your peripheral vision.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;Two New Anti-aliasing Modes: FXAA and TXAA&lt;/b&gt;&lt;br /&gt;
        Anti-aliasing    smoothes out jagged edges. FXAA is a new anti-aliasing technology that produces more smooth lines with less performance impact. And with 
Kepler based GPUs, you&#39;ll be able to enable FXAA    in hundreds of game 
titles through the NVIDIA Control Panel. &lt;br /&gt;&lt;br /&gt;
      The second mode,    TXAA, is an in-game option that combines MSAA,
 temporal filtering, and post    processing for even higher visual 
fidelity.&amp;nbsp;&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;NVIDIA PhysX®    Technology &lt;/b&gt; &lt;br /&gt;
      Full support for    NVIDIA PhysX technology, enabling a totally 
new class of physical gaming    interaction for a more dynamic and 
realistic experience with GeForce.&lt;br /&gt;
&lt;br /&gt;
And of course SLI three way is naturally also available for the 600 generantion cards.&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #76b900;&quot;&gt;How does it compare to previously cards?&lt;/b&gt;&lt;b&gt;&lt;/b&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;
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Please leave a comment or any thoughts on the matter.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/7453278696392742455/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2012/05/nvidias-geforce-680-gtx.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7453278696392742455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7453278696392742455'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2012/05/nvidias-geforce-680-gtx.html' title='Nvidia´s Geforce 680 GTX'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuGfnnHRp6RkLX33qlvJ2SPUX7m5HpleZShkW-GTFJuzsK8tM09R7dIIrbBq0LSXzi6IWzY92X3PgpD9y3nL9IAw2n9GLHW53xThlNEHrJT5S2VR-Q3f_-a4FgKX27rIh6mOVpHIg2Ywg/s72-c/geforce-gtx-680.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-7187589128976407180</id><published>2012-03-06T10:49:00.000+01:00</published><updated>2012-03-06T10:49:32.181+01:00</updated><title type='text'>Sculptris manifest on YouTube</title><content type='html'>As soon as Sculptris was available for download from Pixologic&amp;nbsp; artists around the world starting to dive into the realm of intuitive sculpting.&lt;br /&gt;
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&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH4qku3eXd_Y87n4hGsKNgamJzX5JhA2up4KffibYFOVjKxatqXiiJYl1g4tPa1RAM_PlFkEcWG7Z2oii6fox99ncCbXUkUAvQAM5egtyf11PSRymAIv0-00QQ_FsGiunPQQ9PUnpIEJU/s1600/dragon-3d.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;214&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH4qku3eXd_Y87n4hGsKNgamJzX5JhA2up4KffibYFOVjKxatqXiiJYl1g4tPa1RAM_PlFkEcWG7Z2oii6fox99ncCbXUkUAvQAM5egtyf11PSRymAIv0-00QQ_FsGiunPQQ9PUnpIEJU/s320/dragon-3d.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;3d dragon model in Sculptris&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOtuansPURLOAWL3wWnyrsBozlsGEdgl62vxEhaumKpThvS-NEVXc_PSFHfNg3bWhyphenhyphenp2CSWuxnHqtsdenN6ZCQZo30yx20N67n9L7u8biXHEI-eMbvJL-_5gGoDhz-1bnB9ditOZ5Bydk/s1600/dragons-3d.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOtuansPURLOAWL3wWnyrsBozlsGEdgl62vxEhaumKpThvS-NEVXc_PSFHfNg3bWhyphenhyphenp2CSWuxnHqtsdenN6ZCQZo30yx20N67n9L7u8biXHEI-eMbvJL-_5gGoDhz-1bnB9ditOZ5Bydk/s1600/dragons-3d.jpg&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;3d dragon in Sculptris&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
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This model was created with the classic D&amp;amp;D dragons in mind.&lt;br /&gt;
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It was created by 3d-animator.dk and are visible on their &lt;a href=&quot;http://youtu.be/doYGt8jMqcQ&quot;&gt;youtube channel &lt;/a&gt;as well. &lt;br /&gt;
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Here we have a close up from a front view perspective.&lt;br /&gt;
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The model are still under construction but it is clear the direction this Sculptris model is taking.&lt;br /&gt;
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&lt;div style=&quot;text-align: left;&quot;&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/7187589128976407180/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2012/03/sculptris-manifest-on-youtube.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7187589128976407180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7187589128976407180'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2012/03/sculptris-manifest-on-youtube.html' title='Sculptris manifest on YouTube'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH4qku3eXd_Y87n4hGsKNgamJzX5JhA2up4KffibYFOVjKxatqXiiJYl1g4tPa1RAM_PlFkEcWG7Z2oii6fox99ncCbXUkUAvQAM5egtyf11PSRymAIv0-00QQ_FsGiunPQQ9PUnpIEJU/s72-c/dragon-3d.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-2459034762656390938</id><published>2011-10-27T14:43:00.000+02:00</published><updated>2011-10-27T14:43:19.282+02:00</updated><title type='text'>Sculptris - sculpting software sets new standards</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSGCqxpiKmpPxuz0oBizBVfc1TiFS8wp5IRC3C7C9Owofr6seJjqwswPZDvRqzpUv5PseRJgPv1YqFPZ3gscumFx9MvZJyOd0fTtDljUbALb5IDksM-e_Zmls_2pcR3dWpUhLA3uuTPM/s1600/sculptris-greek-statue.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSGCqxpiKmpPxuz0oBizBVfc1TiFS8wp5IRC3C7C9Owofr6seJjqwswPZDvRqzpUv5PseRJgPv1YqFPZ3gscumFx9MvZJyOd0fTtDljUbALb5IDksM-e_Zmls_2pcR3dWpUhLA3uuTPM/s200/sculptris-greek-statue.jpg&quot; width=&quot;133&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b&gt;&lt;span class=&quot;titles&quot;&gt;Enter a World of Digital Art Without Barriers.&lt;br /&gt;
Welcome to Sculptris.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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Sculptris is an elegant, powerful and yet easy to use 3D sculpting  software, allowing the artist in you to simply focus on creating amazing  3D artwork. Gone are the technical and often tedious constraints  typically associated with digital art.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVxCve8XezS_GEW2uUBDZ-aWbA-mVut0xfq-GmwFIOlfgUpgiZCbB2obqpGtCaabuMhxqzrPbiSfXMH5f8MqMnFivbmzfMHOfwoFFr6eULa7KDGdR_7fP5Q3VhnpyurAwnQWdAQVdA6i4/s1600/sculptris33.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;249&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVxCve8XezS_GEW2uUBDZ-aWbA-mVut0xfq-GmwFIOlfgUpgiZCbB2obqpGtCaabuMhxqzrPbiSfXMH5f8MqMnFivbmzfMHOfwoFFr6eULa7KDGdR_7fP5Q3VhnpyurAwnQWdAQVdA6i4/s320/sculptris33.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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If you&#39;re new to the world of digital sculpting, Sculptris is the  ideal ground on which to get started. If on the other hand you&#39;re  experienced in CG, what you will find in Sculptris is a blazingly fast  way to realize your concepts.&lt;br /&gt;
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It&#39;s intuitive, fun and user friendly, so you can focus as an artist on pure creativity.</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/2459034762656390938/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2011/10/sculptris-sculpting-software-sets-new.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2459034762656390938'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2459034762656390938'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2011/10/sculptris-sculpting-software-sets-new.html' title='Sculptris - sculpting software sets new standards'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSGCqxpiKmpPxuz0oBizBVfc1TiFS8wp5IRC3C7C9Owofr6seJjqwswPZDvRqzpUv5PseRJgPv1YqFPZ3gscumFx9MvZJyOd0fTtDljUbALb5IDksM-e_Zmls_2pcR3dWpUhLA3uuTPM/s72-c/sculptris-greek-statue.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-945950364470570089</id><published>2011-09-02T10:56:00.000+02:00</published><updated>2011-09-02T10:56:45.364+02:00</updated><title type='text'>Next Limit is pushing new boundaries</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiq45Qp21_AwXqv2xfu3M0Dd4r6Z9T7RuupDp1WRgZJCrEzSoEPAZUDyv9lDaGW8zRfoOb5j5IbNwsqAl4LQVf2oUWVtSvhs_TcWc3-87oLtPHk8Gm55kNI4GmTKv9oHFgaRnAr6h8Fmg/s1600/realflow2012-200x200.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiq45Qp21_AwXqv2xfu3M0Dd4r6Z9T7RuupDp1WRgZJCrEzSoEPAZUDyv9lDaGW8zRfoOb5j5IbNwsqAl4LQVf2oUWVtSvhs_TcWc3-87oLtPHk8Gm55kNI4GmTKv9oHFgaRnAr6h8Fmg/s1600/realflow2012-200x200.jpg&quot; /&gt;&lt;/a&gt;&lt;b&gt;A closer look at RealFlow 2012&lt;/b&gt;&lt;br /&gt;
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On top of huge improvements of the &lt;span class=&quot;&quot; dir=&quot;ltr&quot; id=&quot;eow-title&quot; title=&quot;RealFlow 2012 Hybrido 2012 part3&quot;&gt;Hybrido technology from Realflow 5 the new release has some staggering features and updates:&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;float: left; width: 50%;&quot;&gt;       &lt;ul&gt;&lt;li class=&quot;bullet&quot;&gt;Dripping water, automatic foam generation, faster simulations and lower memory use&lt;/li&gt;
&lt;li class=&quot;bullet&quot;&gt;New emitters: Wet, Waterline, Splash&amp;amp;Foam, Wet&amp;amp;Foam&lt;/li&gt;
&lt;li class=&quot;bullet&quot;&gt;Faster input/output operations&lt;/li&gt;
&lt;li class=&quot;bullet&quot;&gt;Distance and velocity fields and velocity and vorticity maps can now be exported&lt;/li&gt;
&lt;li class=&quot;bullet&quot;&gt;Greater controllability of fluid surface – new method of combining particles and fluid fields.&lt;/li&gt;
&lt;li class=&quot;bullet&quot;&gt;Better control of the strength of interaction between objects and fluids&lt;/li&gt;
&lt;li class=&quot;bullet&quot;&gt;Secondary splashes&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;RealFlow 2012 now provides a built-in, easy-to-use tool to &lt;b&gt;create fractured &lt;/b&gt;objects directly within your project. &lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP-hsN4DrEB6-3k2KwvSTFTJE518gJws7Rif_Sxg9JdlhPQgnogZoUrU_J9x2B0B5JVpdnAsRw7N3AbP20eWRR8HPJ9ve0x2qCb8dKNYPBdUzkqRjfRNdsKsdgFulBPQL-r4ld0J1Vu38/s1600/hybrido.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP-hsN4DrEB6-3k2KwvSTFTJE518gJws7Rif_Sxg9JdlhPQgnogZoUrU_J9x2B0B5JVpdnAsRw7N3AbP20eWRR8HPJ9ve0x2qCb8dKNYPBdUzkqRjfRNdsKsdgFulBPQL-r4ld0J1Vu38/s1600/hybrido.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;The &lt;b&gt;Retimer &lt;/b&gt;Tool in RealFlow 2012 works on any of the RealFlow 2012 elements and  opens up a world of possibilities: Bullet time effects, reversed simulations, slow motion effects &lt;br /&gt;
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We ask where is CUDA™ support?&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP3BpyZVQA2Mff734t96ifkHfhM2GZOl89XDEOciRCjfOawNvqmyfl4DuaqH7aDU5r0FhzxMV33ndqF1umC4osIvJOyasVcW6cZktEuQonr9S4qFafWMf-q6yG99YT46iddNbpAaBDpvk/s1600/nvidia-cuda.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP3BpyZVQA2Mff734t96ifkHfhM2GZOl89XDEOciRCjfOawNvqmyfl4DuaqH7aDU5r0FhzxMV33ndqF1umC4osIvJOyasVcW6cZktEuQonr9S4qFafWMf-q6yG99YT46iddNbpAaBDpvk/s320/nvidia-cuda.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;RealFlow 2012 is a must have for fluid and dynamics simulation and the only thing we are waiting for is &lt;b&gt;CUDA &lt;/b&gt;support that would allow the GPU to help calculate and simulate the scene and particle interacting.&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp; &lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;NVIDIA&lt;/b&gt;: &lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&lt;div&gt;CUDA™ is NVIDIA&#39;s parallel computing architecture. It enables  dramatic increases in computing performance by harnessing the power of  the GPU.&lt;/div&gt;With millions of CUDA-enabled GPUs sold to date, software developers,  scientists and researchers are finding broad-ranging uses for CUDA,  including image and video processing, computational biology and  chemistry, fluid dynamics simulation, CT image reconstruction, seismic  analysis, ray tracing, and much more.&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;float: left; width: 50%;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/945950364470570089/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2011/09/next-limit-is-pushing-new-boundaries.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/945950364470570089'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/945950364470570089'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2011/09/next-limit-is-pushing-new-boundaries.html' title='Next Limit is pushing new boundaries'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiq45Qp21_AwXqv2xfu3M0Dd4r6Z9T7RuupDp1WRgZJCrEzSoEPAZUDyv9lDaGW8zRfoOb5j5IbNwsqAl4LQVf2oUWVtSvhs_TcWc3-87oLtPHk8Gm55kNI4GmTKv9oHFgaRnAr6h8Fmg/s72-c/realflow2012-200x200.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-6918872945379679469</id><published>2011-04-29T11:38:00.000+02:00</published><updated>2011-04-29T11:44:58.345+02:00</updated><title type='text'>iray - Physically Correct GPU Rendering Technology</title><content type='html'>&lt;span style=&quot;font-size: small;&quot;&gt;iray is an intuitive to operate, interactive, consistent,  high-performance global illumination rendering technology that generates  photorealistic imagery by simulating the physical behavior of light.&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaQTSeJxglpnrAmkhCtDVmWsnc9zKQvaxrtYMGBZsozKisI-YMJb4hib-8LzL0QLIW8T319ZSGVCla3RHqMYT-wfcOOlhSUmCUb4iVTvoMiKqXx6VSu4liBsWwc_rmrmVyGY0N8qNv2cY/s1600/mithus2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaQTSeJxglpnrAmkhCtDVmWsnc9zKQvaxrtYMGBZsozKisI-YMJb4hib-8LzL0QLIW8T319ZSGVCla3RHqMYT-wfcOOlhSUmCUb4iVTvoMiKqXx6VSu4liBsWwc_rmrmVyGY0N8qNv2cY/s400/mithus2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b&gt;CUDA support&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Unlike current ray-tracing  renderers, iray does not depend on complex renderer specific shaders and  settings to approximate global illumination. iray achieves its high  level of performance by taking full advantage of the CUDA programming  model, allowing interactive previewing on both single and multiple  NVIDIA GPU platforms.&lt;/span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;csc-default&quot; id=&quot;c4137&quot;&gt;&lt;div class=&quot;csc-header csc-header-n2&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMAILAJUtyZaBIYUlSs24LCYD-IwF9oTI62ofl_6dUXfFWqlNVPN-F6aQG7OKazRMCehX0_dlzvyBcCLmKSS8mXVPaZpqdP77OSFeMXBUCnmn_m-DRe3slgId-92jHd98HgCs355ShveM/s1600/mithus4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMAILAJUtyZaBIYUlSs24LCYD-IwF9oTI62ofl_6dUXfFWqlNVPN-F6aQG7OKazRMCehX0_dlzvyBcCLmKSS8mXVPaZpqdP77OSFeMXBUCnmn_m-DRe3slgId-92jHd98HgCs355ShveM/s400/mithus4.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;h1&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/6918872945379679469/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2011/04/iray-physically-correct-gpu-rendering.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/6918872945379679469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/6918872945379679469'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2011/04/iray-physically-correct-gpu-rendering.html' title='iray - Physically Correct GPU Rendering Technology'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaQTSeJxglpnrAmkhCtDVmWsnc9zKQvaxrtYMGBZsozKisI-YMJb4hib-8LzL0QLIW8T319ZSGVCla3RHqMYT-wfcOOlhSUmCUb4iVTvoMiKqXx6VSu4liBsWwc_rmrmVyGY0N8qNv2cY/s72-c/mithus2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-2564673262551762739</id><published>2011-02-21T18:06:00.000+01:00</published><updated>2011-02-21T18:14:27.927+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="realflow"/><title type='text'></title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5PQiB5I8N2E1x40owhyphenhyphenYKUOEclliZ7Bw-lcPPrhDPEFBvQWqEANQN0-hFPz3BXLyln5vFnKlQzk7rERwozvnbqVHItIzbNniXKeGHMWJUavlkoQUjwsuygN1e0_1-PirSakGlUaBG9Us/s1600/realflow-5-249x256.jpg&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 249px; height: 256px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5PQiB5I8N2E1x40owhyphenhyphenYKUOEclliZ7Bw-lcPPrhDPEFBvQWqEANQN0-hFPz3BXLyln5vFnKlQzk7rERwozvnbqVHItIzbNniXKeGHMWJUavlkoQUjwsuygN1e0_1-PirSakGlUaBG9Us/s400/realflow-5-249x256.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5576190456966185474&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-weight: bold;&quot; id=&quot;result_box&quot; class=&quot;&quot; lang=&quot;da&quot;&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RealFlow 5&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span id=&quot;result_box&quot; class=&quot;&quot; lang=&quot;da&quot;&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RealFlow 5 byder på mange spændenede features. &lt;a href=&quot;http://www.youtube.com/watch?v=GOS7g5fquj0&quot;&gt;HYBRIDO  &lt;/a&gt;er nok den mest opsigtsvækkende.&lt;br /&gt;Video se her: &lt;a href=&quot;http://www.youtube.com/watch?v=GOS7g5fquj0&quot;&gt;Foam og splash&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;RealFlow&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;bruger&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;banebrydende&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;partikel&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;baserede teknikker&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;til at simulere&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;væsker&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;,&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;vandoverflader&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;,&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;stive legemer&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;,&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;bløde&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;organer&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;,&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;fibre&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;og&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;masker&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;for&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;Visual&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;Effects&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;industrier&lt;/span&gt;&lt;span class=&quot;&quot; title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCpfVWq9B0Ljrc4SB2g861GeRvQe4w1wDr1E49rAf0ayRzL-FpN2B0c-JHp2hNCMtS75aFtISzdgqlguqUc5i6KFZcYNUwhzW0eEhQgP56UmkvdF3MdMYrr8QxobdRA19LfFmPJV4sL_c/s1600/realflow.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 178px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCpfVWq9B0Ljrc4SB2g861GeRvQe4w1wDr1E49rAf0ayRzL-FpN2B0c-JHp2hNCMtS75aFtISzdgqlguqUc5i6KFZcYNUwhzW0eEhQgP56UmkvdF3MdMYrr8QxobdRA19LfFmPJV4sL_c/s400/realflow.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5576191372306335362&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a style=&quot;font-weight: bold;&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP8TFCU_mHZtqKFyBYWpKY3k49YK4y9QNx2GSt072HS4QyAenMzZZDfkrxSXHxHPwtFC2yZr2NcF0MOlxcmC3MIwThd6eFhqfmlzzIGr-CADGDVNCbxslOVF4vDQyvpXa5IosIMEFTf_k/s1600/realflow5_bioshock_002.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 195px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP8TFCU_mHZtqKFyBYWpKY3k49YK4y9QNx2GSt072HS4QyAenMzZZDfkrxSXHxHPwtFC2yZr2NcF0MOlxcmC3MIwThd6eFhqfmlzzIGr-CADGDVNCbxslOVF4vDQyvpXa5IosIMEFTf_k/s400/realflow5_bioshock_002.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5576191585039295522&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-weight: bold;&quot; id=&quot;result_box&quot; class=&quot;&quot; lang=&quot;da&quot;&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;&lt;br /&gt;RealFlow&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;Renderkit&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span id=&quot;result_box&quot; class=&quot;&quot; lang=&quot;da&quot;&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;En&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;ny tilføjelse til&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RealFlow&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;teknologi er&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;den&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RealFlow&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;Renderkit&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;.&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;Den&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RealFlow&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RenderKit&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps atn&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;&quot; title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;RFRK&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;) er et&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;sæt værktøjer&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;, der&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;er designet&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;til at&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;lette&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;den komplekse&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;opgave&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;for præstationen&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RealFlow&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;™&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;væsker&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;.&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RFRK&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;giver dig mulighed for&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;at&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;generere&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;processuelle&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;geometri&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;på&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;gøre&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;tid&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;,&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;og&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;også&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;gøre&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;enkelte&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;væske&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;partikler&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;.&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;Som&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;en&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;følge heraf vil&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RFRK&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;dramatisk&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;forenkle&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;og&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;fremskynde&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;RealFlow&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;™&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;arbejdsprocessen.&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span id=&quot;result_box&quot; class=&quot;&quot; lang=&quot;da&quot;&gt;&lt;span class=&quot;&quot; title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/2564673262551762739/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2011/02/realflow-5-realflow-5-byder-pa-mange.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2564673262551762739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2564673262551762739'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2011/02/realflow-5-realflow-5-byder-pa-mange.html' title=''/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5PQiB5I8N2E1x40owhyphenhyphenYKUOEclliZ7Bw-lcPPrhDPEFBvQWqEANQN0-hFPz3BXLyln5vFnKlQzk7rERwozvnbqVHItIzbNniXKeGHMWJUavlkoQUjwsuygN1e0_1-PirSakGlUaBG9Us/s72-c/realflow-5-249x256.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-7427694809042872809</id><published>2011-02-21T17:30:00.001+01:00</published><updated>2011-02-21T17:34:21.664+01:00</updated><title type='text'>Vue 9 - Digital nature</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPkkz1eZ0DHrgl4bSySrihIZaf7pQc7AfezW69uHSrwM1DjgUrgKR0if5J2s34ffgHvl1CO6TakGBJGV8P-PYiGFMA5vvsGdW_uIjHsDIYshmsuSzQWRkhjyxfD-O83nGaKPUURmoZM0g/s1600/new_1b.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 156px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPkkz1eZ0DHrgl4bSySrihIZaf7pQc7AfezW69uHSrwM1DjgUrgKR0if5J2s34ffgHvl1CO6TakGBJGV8P-PYiGFMA5vvsGdW_uIjHsDIYshmsuSzQWRkhjyxfD-O83nGaKPUURmoZM0g/s400/new_1b.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5576181273263723858&quot; border=&quot;0&quot; /&gt;&lt;span style=&quot;color: rgb(51, 51, 51); font-family: verdana;font-size:85%;&quot; id=&quot;result_box&quot; class=&quot;&quot; lang=&quot;da&quot; &gt;&lt;span style=&quot;font-weight: bold;&quot; title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;Vue&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot; title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;9&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;indeholder&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;en&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;række&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;store&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;forbedringer&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;, såsom&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;dynamisk&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;lysstyring&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;,&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;avanceret&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;sten/klippe&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;oprettelse,&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;strømlinet&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;terræn&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;redigering&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;og økosystem&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;4&lt;/span&gt;, &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;sammen&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;med&lt;/span&gt; signifikante &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;forbedringer&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;i&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;den samlede&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;ydeevne&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;og meget mere&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;præcis&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;kunstnerisk&lt;/span&gt; &lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot; class=&quot;hps&quot;&gt;kontrol&lt;/span&gt;&lt;span title=&quot;Klik her for at få vist alternative oversættelser&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;h3 style=&quot;color: rgb(51, 51, 51); font-family: verdana; font-weight: bold;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;In Short&lt;/span&gt;&lt;/h3&gt; &lt;table style=&quot;color: rgb(51, 51, 51); font-family: verdana;&quot; border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; width=&quot;100%&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#EcoSystem%204&quot;&gt;EcoSystem 4&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#HyperBlob%20Technology&quot;&gt;HyperBlob Technology&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Rocky%20Mountains%20Fractal&quot;&gt;Rocky Mountains Fractal&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Retopology&quot;&gt;Terrain Retopology&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Improved%20Terrain%20Editor&quot;&gt;Improved Terrain Editor&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Relighting&quot;&gt;Relighting&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Inverse%20Kinematics&quot;&gt;Inverse Kinematics&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Custom%20Interfaces&quot;&gt;Custom Interfaces&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;/td&gt;&lt;td&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#New%20Interface%20Design&quot;&gt;New Interface Design&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Auto%20Saving%20and%20Scene%20Snapshots&quot;&gt;Auto Saving and Scene Snapshots&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Interactive%20Network%20Rendering&quot;&gt;Interactive Network Rendering&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Native%20Cocoa&quot;&gt;Native Cocoa&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#HDR%20Multi-Pass%20Rendering&quot;&gt;HDR Multi-Pass Rendering&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Real-World%20Units&quot;&gt;Real-World Units&lt;/a&gt;&lt;/span&gt;&lt;/li&gt; &lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Catmull-Clark%20Subdivision&quot;&gt;Catmull-Clark Subdivision&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a href=&quot;http://www.e-onsoftware.com/products/vue/vue_9_xstream/?page=1#Improved%20Texture%20Management&quot;&gt;Improved Texture Management&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/7427694809042872809/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2011/02/vue-9-digital-nature.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7427694809042872809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/7427694809042872809'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2011/02/vue-9-digital-nature.html' title='Vue 9 - Digital nature'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPkkz1eZ0DHrgl4bSySrihIZaf7pQc7AfezW69uHSrwM1DjgUrgKR0if5J2s34ffgHvl1CO6TakGBJGV8P-PYiGFMA5vvsGdW_uIjHsDIYshmsuSzQWRkhjyxfD-O83nGaKPUURmoZM0g/s72-c/new_1b.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-8994859482600390206</id><published>2010-11-15T17:14:00.000+01:00</published><updated>2010-11-15T17:28:50.230+01:00</updated><title type='text'>Water demo of  tessellation</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlUzuZLubJE9tLMaARpI_jSpIYkliwXgzNu0P36vpt7QxAA16KWm2-Yh0YcFZGcF7fDkju3m-N_t2tmsShLLFJ8_T9TC8eZnviesUeHjaJRojaxB9clWuj8-RZ9B7p8ftLYCkH2fLZUhs/s1600/Tessellation2.jpg&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 126px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlUzuZLubJE9tLMaARpI_jSpIYkliwXgzNu0P36vpt7QxAA16KWm2-Yh0YcFZGcF7fDkju3m-N_t2tmsShLLFJ8_T9TC8eZnviesUeHjaJRojaxB9clWuj8-RZ9B7p8ftLYCkH2fLZUhs/s200/Tessellation2.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5539813833722447554&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;a&gt;NVidia - Water Demo DX11 Tessellation&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;wiki&lt;/span&gt;:&lt;br /&gt;A &lt;b&gt;tessellation&lt;/b&gt; or &lt;b&gt;tiling&lt;/b&gt; of the &lt;a href=&quot;http://en.wikipedia.org/wiki/Plane_%28mathematics%29&quot; title=&quot;Plane (mathematics)&quot; class=&quot;mw-redirect&quot;&gt;plane&lt;/a&gt; is a collection of &lt;a href=&quot;http://en.wikipedia.org/wiki/Plane_figure&quot; title=&quot;Plane figure&quot; class=&quot;mw-redirect&quot;&gt;plane figures&lt;/a&gt;  that fills the plane with no overlaps and no gaps. One may also speak  of tessellations of parts of the plane or of other surfaces.  Generalizations to higher dimensions are also possible. Tessellations  frequently appeared in the &lt;a href=&quot;http://en.wikipedia.org/wiki/Art&quot; title=&quot;Art&quot;&gt;art&lt;/a&gt; of &lt;a href=&quot;http://en.wikipedia.org/wiki/M._C._Escher&quot; title=&quot;M. C. Escher&quot;&gt;M. C. Escher&lt;/a&gt;. Tessellations are seen throughout art history, from ancient architecture to &lt;a href=&quot;http://en.wikipedia.org/wiki/Modern_art&quot; title=&quot;Modern art&quot;&gt;modern art&lt;/a&gt;.&lt;/span&gt; &lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Another tessellation from the Unigine_Heaven_DX11_Tessellation&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0FcknIf-9FlBMbc8bTfmGI5LJWHxz9PXLB0q1uOdlmHm9gLuEEwTgjTbu01k0W5uF7fMEZtj-Rr4DFTIFOAPVeFMOHXyz_eZrg_N-gY8cTm4m7CBhEy4v0FFBTGKkZJhGxqeRl5rK7Mw/s1600/Tessellation.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 365px; height: 228px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0FcknIf-9FlBMbc8bTfmGI5LJWHxz9PXLB0q1uOdlmHm9gLuEEwTgjTbu01k0W5uF7fMEZtj-Rr4DFTIFOAPVeFMOHXyz_eZrg_N-gY8cTm4m7CBhEy4v0FFBTGKkZJhGxqeRl5rK7Mw/s320/Tessellation.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5539813999154677698&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/8994859482600390206/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2010/11/water-demo-of-tessellation.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8994859482600390206'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/8994859482600390206'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2010/11/water-demo-of-tessellation.html' title='Water demo of  tessellation'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlUzuZLubJE9tLMaARpI_jSpIYkliwXgzNu0P36vpt7QxAA16KWm2-Yh0YcFZGcF7fDkju3m-N_t2tmsShLLFJ8_T9TC8eZnviesUeHjaJRojaxB9clWuj8-RZ9B7p8ftLYCkH2fLZUhs/s72-c/Tessellation2.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-3297252225240447214</id><published>2010-03-24T22:56:00.001+01:00</published><updated>2010-03-24T23:01:12.506+01:00</updated><title type='text'>New DirectX 11 Technology</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8F6XgLp52KIdqV_RFvB_5TbibSWTvPEe59Hw2COplHL6h4OpMFrzpfIS5XSY9rBoMTYRP1MiiOG2p7v6Zpro4YLLL0sAedSw39deAH3cB2AXUY6dfrLn7LK3CXCacTsail4gaD6qcTeA/s1600/dx11.jpg&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 294px; height: 249px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8F6XgLp52KIdqV_RFvB_5TbibSWTvPEe59Hw2COplHL6h4OpMFrzpfIS5XSY9rBoMTYRP1MiiOG2p7v6Zpro4YLLL0sAedSw39deAH3cB2AXUY6dfrLn7LK3CXCacTsail4gaD6qcTeA/s400/dx11.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5452322790033323266&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;Nvidia&lt;/span&gt;:&lt;br /&gt;In the DirectX 11 hair demonstration, long flowing hair is realistically simulated, generated and rendered on our next-generation GeForce GTX 480 using its unique parallel tessellation engines.&lt;br /&gt;&lt;br /&gt;By moving the model and applying a simulated breeze, the hair billows and cascades naturally with accurate physical properties.</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/3297252225240447214/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2010/03/new-directx-11-technology.html#comment-form' title='1 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/3297252225240447214'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/3297252225240447214'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2010/03/new-directx-11-technology.html' title='New DirectX 11 Technology'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8F6XgLp52KIdqV_RFvB_5TbibSWTvPEe59Hw2COplHL6h4OpMFrzpfIS5XSY9rBoMTYRP1MiiOG2p7v6Zpro4YLLL0sAedSw39deAH3cB2AXUY6dfrLn7LK3CXCacTsail4gaD6qcTeA/s72-c/dx11.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-2545065506449686149</id><published>2010-03-24T22:34:00.000+01:00</published><updated>2010-03-24T22:38:47.268+01:00</updated><title type='text'>News from Industrial Light &amp; Magic</title><content type='html'>Industrial Light &amp;amp; Magic (ILM), produced 850 of the approx. 1.000 shots in the most recent “Star Trek” film and created visual effects for six of the previous 10 editions in the series. The work required extensive demolition of planets, the creation of the Starship Enterprise and other spacecraft and creatures, as well as extensive digital matte paintings. &lt;br /&gt;&lt;br /&gt;&quot;This project marked our most ambitious effort on a &quot;Star Trek&quot; film to date. We tapped the iconic references from the series and previous films and really took them to the next level driven by J.J. Abrams’ creative vision,&quot; said Michael DiComo, ILM Digital Production Supervisor.</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/2545065506449686149/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2010/03/news-from-industrial-light-magic.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2545065506449686149'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/2545065506449686149'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2010/03/news-from-industrial-light-magic.html' title='News from Industrial Light &amp; Magic'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-5812135054069324396</id><published>2010-03-24T22:20:00.000+01:00</published><updated>2010-03-24T22:29:28.124+01:00</updated><title type='text'>NVIDIA GPUs Power Visual Effects Nominees</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM9q5etH6mQL6CsjuOXt-gVTCGE_3iLhlZij2ktZNtj2u7yL1Ti1aMCAsqUSqslxIt5yUGA7Iz0A3aYpKvqLHjersyadTIfgrlb97bSB3rQjfh6YJuLVpcWnGiIjLN_gI5U0HXlL69P3k/s1600/image_01.jpg&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 180px; height: 102px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM9q5etH6mQL6CsjuOXt-gVTCGE_3iLhlZij2ktZNtj2u7yL1Ti1aMCAsqUSqslxIt5yUGA7Iz0A3aYpKvqLHjersyadTIfgrlb97bSB3rQjfh6YJuLVpcWnGiIjLN_gI5U0HXlL69P3k/s400/image_01.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5452314925134207394&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;NVIDIA GPUs Power All 2010 Best Visual Effects Academy Award Nominees.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;The  nominated films — “&lt;a onclick=&quot;&#39;s_objectID=&quot; href=&quot;http://oscar.go.com/nominations/nominees/avatar/3479&quot; target=&quot;_blank&quot;&gt;Avatar&lt;/a&gt;”, “&lt;a onclick=&quot;&#39;s_objectID=&quot; href=&quot;http://oscar.go.com/nominations/nominees/district-9/3478&quot; target=&quot;_blank&quot;&gt;District 9&lt;/a&gt;” and “&lt;a onclick=&quot;&#39;s_objectID=&quot; href=&quot;http://oscar.go.com/nominations/nominees/star-trek/3476&quot; target=&quot;_blank&quot;&gt;Star Trek&lt;/a&gt;” — all delivered unprecedented  levels of  sophistication and realism to the screen in the form of   computer-generated fantasy and science-fiction worlds.</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/5812135054069324396/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2010/03/nvidia-gpus-power-visual-effects.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/5812135054069324396'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/5812135054069324396'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2010/03/nvidia-gpus-power-visual-effects.html' title='NVIDIA GPUs Power Visual Effects Nominees'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM9q5etH6mQL6CsjuOXt-gVTCGE_3iLhlZij2ktZNtj2u7yL1Ti1aMCAsqUSqslxIt5yUGA7Iz0A3aYpKvqLHjersyadTIfgrlb97bSB3rQjfh6YJuLVpcWnGiIjLN_gI5U0HXlL69P3k/s72-c/image_01.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-808610355362432089.post-5403791319049828169</id><published>2009-10-22T21:13:00.000+02:00</published><updated>2009-10-22T21:57:00.020+02:00</updated><title type='text'>Vue - Digital Nature</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEFWuRcm_hm0FbbeLH9MaQfWLrsFxFoj_YuSUkKD9Bj6TwshQfP79tqt_gHnXN95O3nPc5eOLYx9b_nbIkfD6_pXsn9J3yJhAvZNrKaAULCqThZcyj5rEHIE4aoMyteS6l9JZFITNStNo/s1600-h/vue.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 200px; height: 99px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEFWuRcm_hm0FbbeLH9MaQfWLrsFxFoj_YuSUkKD9Bj6TwshQfP79tqt_gHnXN95O3nPc5eOLYx9b_nbIkfD6_pXsn9J3yJhAvZNrKaAULCqThZcyj5rEHIE4aoMyteS6l9JZFITNStNo/s200/vue.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5395513554408250802&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Vue ejes af E-on software. Vue serien er primært et 3d landskabsprogram. Vue bliver brugt indenfor de største film og spil produktioner. Udover at være et landskabsprogram, fungerer det også som et animations og arkitekt program.&lt;br /&gt;&lt;br /&gt;E-on Software Nyhedsbrev- October 12, 2009&lt;br /&gt;&lt;br /&gt;Vue 8 lanceres;:&lt;ul&gt;&lt;li&gt;CG Professionals&lt;/li&gt;&lt;li&gt;3D Artists&lt;/li&gt;&lt;li&gt;3D Entusiaster&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrhN846thtm3n5EWlpuo8t6Q5VlG7LATfHgH7puEDwBwdnygSF9EnfTd6WmmoD4eRfkQw8wOzjsg2ndsBx9D4EUXbKj00q5KEZLwL0nWzphZEl4S9G3LJZHNVBa6Ie08B6gvQPxx2HceA/s1600-h/V8_spectral3.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 170px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrhN846thtm3n5EWlpuo8t6Q5VlG7LATfHgH7puEDwBwdnygSF9EnfTd6WmmoD4eRfkQw8wOzjsg2ndsBx9D4EUXbKj00q5KEZLwL0nWzphZEl4S9G3LJZHNVBa6Ie08B6gvQPxx2HceA/s400/V8_spectral3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5395514523060872962&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Nye feautures:&lt;br /&gt;&lt;br /&gt;3D Terrain Sculpting.&lt;br /&gt;Giver dig mulighed for frit at forme terræn funktioner såsom udhæng og huler direkte ind Vue standard og proceduremæssige terræn.&lt;br /&gt;&lt;br /&gt;Lokaliseret Infinite og proceduremæssige Terrain Sculpting.&lt;br /&gt;&lt;br /&gt;Ny Directional Deplacement Engine til teksturer til at skabe mere detaljerede og livagtige&lt;br /&gt;overflade funktioner med stærkt øget ydeevne.&lt;br /&gt;&lt;br /&gt;Spectral 3, atmosfærisk teknologi, der markant forbedrer kvaliteten og realisme af skyer, volumelight og skygger.&lt;br /&gt;&lt;br /&gt;Support til Maya 2010, Cinema4D R11.5, Softimage 2010 og V-Ray for Maya.&lt;br /&gt;&lt;br /&gt;Og meget mere. Her et billede fra Vue8&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhuMx8ioB9xMxkIzpzGnbJ3oVehkPMToL8R0VrqpgOzqruqRZ5irFTVo9o0xW9mVTKzVYn27Utk9RMOTuxAPjd5DwW41G4jtmXSq_AM_JFkPzk62wLkAb0V7NnxX9kz5npmfqjUPNKLi4/s1600-h/vue8rock.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 217px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhuMx8ioB9xMxkIzpzGnbJ3oVehkPMToL8R0VrqpgOzqruqRZ5irFTVo9o0xW9mVTKzVYn27Utk9RMOTuxAPjd5DwW41G4jtmXSq_AM_JFkPzk62wLkAb0V7NnxX9kz5npmfqjUPNKLi4/s400/vue8rock.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5395514215474796578&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;                                                                                                                                                                                                                         &lt;span style=&quot;font-style: italic;&quot;&gt;Vue8&lt;/span&gt;&lt;br /&gt;More information&lt;br /&gt;&lt;a href=&quot;http://www.e-onsoftware.com/&quot;&gt;http://www.e-onsoftware.com&lt;/a&gt;/</content><link rel='replies' type='application/atom+xml' href='http://3dvisualisering.blogspot.com/feeds/5403791319049828169/comments/default' title='Kommentarer til indlægget'/><link rel='replies' type='text/html' href='http://3dvisualisering.blogspot.com/2009/10/vue-digital-nature.html#comment-form' title='0 kommentarer'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/5403791319049828169'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/808610355362432089/posts/default/5403791319049828169'/><link rel='alternate' type='text/html' href='http://3dvisualisering.blogspot.com/2009/10/vue-digital-nature.html' title='Vue - Digital Nature'/><author><name>Blogger</name><uri>http://www.blogger.com/profile/02755761723628976488</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEFWuRcm_hm0FbbeLH9MaQfWLrsFxFoj_YuSUkKD9Bj6TwshQfP79tqt_gHnXN95O3nPc5eOLYx9b_nbIkfD6_pXsn9J3yJhAvZNrKaAULCqThZcyj5rEHIE4aoMyteS6l9JZFITNStNo/s72-c/vue.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>