tag:blogger.com,1999:blog-57126250719950048832024-03-05T04:22:45.907+00:00Oliver Wight EAMEOliver Wight has a 40 year track record of delivering business improvement to some of the world’s best-known organisations. We believe that sustainable improvement can only be made through your own people. So unlike other consultancy firms, we transfer our knowledge to you, which means you can achieve performance levels and financial results that last.Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.comBlogger44125tag:blogger.com,1999:blog-5712625071995004883.post-87431363464109310702014-03-18T10:00:00.000+00:002014-03-26T14:59:48.039+00:00Oliver Wight, AIMMS and Districon form partnership to offer complete supply chain optimization solution<h1>
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<b>Leading supply chain optimization specialists Oliver Wight
have teamed up for the first time ever with optimization technology and
prescriptive modelling specialists AIMMS and logistics solutions
consultancy Districon to deliver a revolutionary supply chain
optimization offering. </b><br />
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Organisations are set to gain a unique,
integrated supply chain optimization solution from the fusion of
expertise between these three leading practitioners. Oliver Wight
transfers knowledge on best practice design and optimization, while
AIMMS and Districon join forces to provide state-of-the art practical
solutions for maximising value from the supply chain.
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Les Brookes, CEO of Oliver Wight EAME says, “Modern day organisations
need the capability to respond quickly and intelligently to the
ever-changing supply chain challenges at a strategic, tactical and
operational level. End-to-end optimization is essential to extract the
best possible value from the supply chain. This initiative allows
customers to transform the entire supply chain and leverage the
synergies between people, processes and tools to achieve that next level
of value.”<br />
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The partnership comes as all three organisations are seeing an
increase in demand for a total service offering. “Our customers are
increasingly realizing that to reap the full benefits of our advanced
optimisation technology, they need to have the right processes in place.
This partnership will allow us to cover all aspects of integrated
business planning, from processes to practical applications” says AIMMS
CEO Gijs Dullaert.<br />
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“We are now able to offer a unique and holistic integrated supply
chain solution tailored to meet the client’s specific needs,” adds
Districon Managing Director Jack Pool. “We are delighted to be working
with Oliver Wight and AIMMS on this initiative to help clients drive
increased revenue and profitability.”<br />
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The three organisations are kick-starting their new relationship with
a webinar, ‘Influence customer demand; optimize your commercial
activities through Integrated Business Planning’ on 20th May 2014. For
more information visit
<a href="http://business.aimms.com/news-events/webinars/" rel="nofollow" target="_blank">http://business.aimms.com/news-events/webinars/ </a><br />
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<b><span style="font-size: x-small;">More information
</span></b><br />
<span style="font-size: x-small;">Zoe Davis
</span><br />
<span style="font-size: x-small;">Oliver Wight EAME
<br /><br />+44 (0) 1452 397200
</span><br />
<span style="font-size: x-small;"><a href="mailto:zoe.davis@oliverwight-eame.com" rel="nofollow">zoe.davis@oliverwight-eame.com
</a></span><br />
<span style="font-size: x-small;"><a href="http://www.oliverwight-eame.com/" rel="nofollow">www.oliverwight-eame.com
</a></span><br />
<b><br /><span style="font-size: x-small;">About Oliver Wight
</span></b><br />
<span style="font-size: x-small;">Pioneers of Sales and Operations Planning and thought leaders for
Integrated Business Planning (IBP), Oliver Wight have a 40-year track
record of helping some of the world's best-known organisations reach and
sustain excellent business performance. Oliver Wight’s Supply Chain
Optimization ensures the supply chain is designed and structured to
deliver best-in-class customer service and minimise costs, whilst
Integrated Business Planning allows the senior executive to plan and
manage the entire organisation over a 24 month horizon, aligning
tactical and strategic plans each month and allocating critical
resources to satisfy customers in the most profitable way. Oliver Wight
helps organisations define their vision for the future and by
transferring knowledge to key staff, deliver performance and financial
results that last. </span><br />
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<span style="font-size: x-small;"><b>About AIMMS
</b></span><br />
<span style="font-size: x-small;">AIMMS is an innovative technology company with offices in The
Netherlands, Seattle (US), Singapore and Shanghai. For over 20 years,
the company has been developing and selling a unique mathematical
optimization platform. AIMMS customers can create high business impact
with optimization engines and solutions that enable optimal decision
making on complex strategic, tactical or operational problems. </span><br />
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<span style="font-size: x-small;"><b>About Districon
</b></span><br />
<span style="font-size: x-small;">As a specialized consultancy company Districon develops state of the
art supply chain solutions for business and government. Districon adds
value by leveraging extensive experience and capabilities in the fields
of Supply Chain Management, Cargo Logistics, Logistics Facilities and
Business Intelligence. We offer advisory, professionals and solutions,
driven by our motto “Creating value in logistics”.
</span><br />
<span style="font-size: x-small;">Districon has developed a strong track record in fast development of
AIMMS based customized optimization solutions in areas like network
design and S&OP, enabling their customers to improve their
profitability.
</span>Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com1tag:blogger.com,1999:blog-5712625071995004883.post-79321939813660349602014-02-11T12:20:00.000+00:002014-02-11T12:23:59.447+00:00Oliver Wight showcases new video channelFrom webinar recordings, ITN Productions and more, Oliver Wight now showcases a video channel on their website. You can hear what their clients have to say about <a class="twitter-hashtag pretty-link js-nav" data-query-source="hashtag_click" dir="ltr" href="https://twitter.com/search?q=%23supplychainoptimization&src=hash"><s>#</s><b>supplychainoptimization</b></a>, <a class="twitter-hashtag pretty-link js-nav" data-query-source="hashtag_click" dir="ltr" href="https://twitter.com/search?q=%23ibp&src=hash"><s>#</s><b>ibp</b></a> and more.<br />
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<a href="http://www.oliverwight-eame.com/news-events/Videos">www.oliverwight-eame.com/news-events/Videos</a><br />
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<span class="tco-ellipsis"><span class="invisible"></span></span>Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-13968226705299998332014-01-20T14:36:00.002+00:002014-01-20T14:41:20.473+00:00Events for 2014<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdaAVjpAfpYJi6_q3jKKda02ga1Leag-Nj8R6AwRVRLccGFOVKZwoLIEcTQnhlJvH_-xAN53q4SuZ6Hsoy7eCe_UJXbOXPXzTEDO6WmtV67Pdm2_bGST6L7f4GwuFtgBx5JSa33N-r1hY/s1600/Conferences+Seminars+Forums+calendar.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdaAVjpAfpYJi6_q3jKKda02ga1Leag-Nj8R6AwRVRLccGFOVKZwoLIEcTQnhlJvH_-xAN53q4SuZ6Hsoy7eCe_UJXbOXPXzTEDO6WmtV67Pdm2_bGST6L7f4GwuFtgBx5JSa33N-r1hY/s320/Conferences+Seminars+Forums+calendar.jpg" height="240" width="320" /></a></div>
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Oliver Wight sponsors a number of forums and summits across Europe,
along with a number of our own events focused on current business
issues including <a href="http://www.oliverwight-eame.com/en-GB/supply-chain-optimization">supply chain optimization</a> and <a href="http://www.oliverwight-eame.com/en-GB/integrated-business-planning">integrated business planning (IBP)</a>, as well as providing good networking opportunities. Below are the forthcoming events for 2014.<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/27" title="Advancing S&OP to Integrated Business Planning">Advancing S&OP to Integrated Business Planning</a></b></div>
03-05 February 2014
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Radisson Blu Hotel, Amsterdam<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/38" title="The Supply Chain Forum">The Supply Chain Forum</a></b></div>
04 March 2014
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Whittlebury Hall, UK<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/43" title="Oracle Value Chain Summit">Oracle Value Chain Summit</a></b></div>
18 -19 March 2014
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Amsterdam<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/39" title="SAPICS Annual Conference">SAPICS Annual Conference</a></b></div>
01 - 03 June 2014
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Sun City, Johannesburg, South Africa<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/40" title="Supply Chain and Logistics Summit">Supply Chain and Logistics Summit</a></b></div>
16 -18 June 2014
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Palau de Congressos de Catalunya, Barcelona<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/42" title="The Supply Chain Forum">The Supply Chain Forum</a></b></div>
21 October 2014
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Eastwood Hall, UK </div>
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/41" title="The Oliver Wight Conference">The Oliver Wight Conference</a></b></div>
18 -19 November 2014
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Sheraton Brussels Airport Hotel, Brussels <br />
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<br />Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-73088982490620055922013-11-19T14:47:00.001+00:002013-11-19T14:47:43.875+00:00Oliver Wight Conference 19-20 November<div class="bigText">
<span style="font-family: Arial,Helvetica,sans-serif;">Oliver Wight is delighted to announce the <strong>Inaugural Oliver Wight Annual Conference.</strong></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">The Conference is being held at <strong>The Sheraton Brussels Airport Hotel</strong>, on <strong>Tuesday and Wednesday 19th and 20th November 2013,</strong>
and with the hotel located virtually door to door with the airport and
minutes away by train and road travel, it is a great location to attend
what will be a great event.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">We are obviously planning an agenda that is not only interesting, but also informative and challenging.</span></div>
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-8630762327952954092013-11-01T10:10:00.000+00:002013-11-06T09:18:02.348+00:00FREE to register - Next IBP Webinar with Liam Harrington and Andy Walker <h1>
Integrated Business Planning Webinar</h1>
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<i>Wednesday 6th November 2013, 14:00 GMT</i></div>
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<a href="http://www.oliverwight-eame.com/library/img/www/Event%20Logos/IBP-webinar-6-11-13.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Integrated Business Planning Webinar" border="0" height="225" id="detaiEventImage" src="http://www.oliverwight-eame.com/library/img/www/Event%20Logos/IBP-webinar-6-11-13.jpg" width="640" /></a></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/liam-harrington.jpg?s=125" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/liam-harrington.jpg?s=125" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Liam Harrington</i></td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/andrew-walker.jpg?s=125" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/andrew-walker.jpg?s=125" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Andy Walker</i></td></tr>
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<i>Hosted by Oliver Wight Partners, Liam Harrington and Andy Walker</i></div>
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<b class="bigText">Business performance; it's your responsibility</b><br />
<span class="bigText">You
wouldn't accept under-performance driven by poor planning and silo
behaviours if it was your business so why do you live with them in your
organisation today? Your organisation needs Integrated Business
Planning, but done right...</span><br />
This webinar will clearly demonstrate how Integrated Business
Planning (IBP) allows an organisation to plan for success and then align
the entire organisation to execute against this common plan.<br />
Listeners will:<br />
<ul>
<li><b>Discover</b> how IBP allows senior management to plan and manage the entire organisation in rapid time</li>
<li><b>Learn</b> how to cosy-effectively align all elements of strategic and tactical plans</li>
<li><b>Influence</b> executive decisions quicker, easier and more effectively</li>
<li><b>Understand</b> powerful steps to help your long-term planning issues</li>
</ul>
Free to register <a href="http://www.wtgwebinar.com/webinar/business-performance;-its-your-responsibility/374" target="_blank">click here</a> or for further information call Zoe Davis on +44 (0) 1452 397209.<br />
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More information can be found at the following <a href="http://www.wtgblog.com/why-sop-is-critical-to-imrpoving-organisational-performance/">wtg blog</a>.<br />
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<br />Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-58743887804965966462013-10-30T10:06:00.000+00:002013-11-05T10:08:08.151+00:00S&OP Innovation Summit 30-31 October 2013<h1>
Sales and Operations Planning Innovation Summit</h1>
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30 October 2013
- 31 October 2013 </div>
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Oliver Wight is Gold Sponsor of the Sales and Operations Planning Innovation Summit in Berlin. <br />
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Across the two days delegates will have opportunity to meet
with Oliver Wight partners, Paul Archer, Andrew Walker and Birgit
Breitschuh. Paul, who will be chairing Day One of the summit, will also
be presenting a workshop at 11.15 on Day One on The Transition of
S&OP to Integrated Business Planning.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Embedded image permalink" height="300" src="https://pbs.twimg.com/media/BX61FwRCcAAC_eX.jpg:large" style="margin-left: auto; margin-right: auto; margin-top: -38px;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Paul Archer, Oliver Wight Partner, presenting <br />The Transition of
S&OP to Integrated Business Planning workshop,<br />30 Ocotber 2013</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-23307970569247937412013-10-15T10:02:00.000+01:002013-10-15T10:09:29.556+01:00New White Paper by Debbie Bowen-Heaton on Demand Management<div style="text-align: left;">
<a href="http://www.oliverwight-eame.com/library/img/www/White%20Papers/Images/demand_management_white_paper_thumb.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/White%20Papers/Images/demand_management_white_paper_thumb.jpg" /></a><b>Demand Management - A sales and marketing process</b></div>
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In
the consumer-driven business climate of today, the most successful
organisations are those that can meet customer demand, as efficiently
and profitably as possible. Even if you are one or more steps removed
from the consumer, it is vital their needs and wants run through the
bloodline of your entire supply chain.</div>
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At the same time, effective demand management and supply chain optimisation hinge on understanding where value is created from the customer’s perspective. By definition, this means demand management must be led and managed by those in your organisation who are closest to the customer and those who have the greatest understanding of what is happening at the point of consumption. Depending on your position in the supply chain, this is typically sales for the former and marketing for the latter. It is critical they work in an integrated way and in every respect, demand management becomes a real sales and marketing process.</div>
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<a href="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/debbie-bowen-heaton.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/debbie-bowen-heaton.jpg" /></a><i><b>Written by Debbie Bowen-Heaton, Oliver Wight Partner</b></i><br />
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For more information, download your copy today from <a href="http://www.oliverwight-eame.com/library-events/white-papers/m/product/view/50" target="_blank">www.oliverwight-eame.com</a><br />
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-16049823839351565102013-10-14T15:01:00.000+01:002013-10-14T15:02:04.034+01:00Upcoming Workshop from Oracle and Oliver Wight<div class="bigText">
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<span class="headerUnderline bigText h2events bigTextBold" style="font-size: medium;">Get more value from your value chain with Integrated Business Planning</span><br />
<span style="font-size: small;"><i><span style="font-size: medium;">Find the path to unlocking your company’s financial potential</span></i><i>Thursday 17th October 2013 at the Oracle Customer Visit Center, Munich, Germany</i></span></div>
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<b>Workshop Overview and Agenda</b><br />
Oracle and Oliver Wight invite you to join us to learn more about
Integrated Business Planning and how this highly effective process can
be used to unlock your company's full financial potential. Companies
successfully implementing Integrated Business Planning have
realized the following improvements by having an effective, integrated
business management process in place for aligning and realigning their
strategic, business and operational objectives and core processes across
all functions in their organizations:<br />
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<li>Reducing working capital by 25% </li>
<li>Increased forecast accuracy by 25% </li>
<li>Increased on-time delivery by 10-50% </li>
<li>Reducing obsolete inventory by 50% </li>
<li>Increased sales revenue by 15% </li>
<li>Increased productivity by 30% </li>
<li>Understanding the financial impacts of business scenarios that Integrated Business Planning delivers</li>
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-74786265728707517092013-09-16T14:59:00.001+01:002013-09-16T15:00:22.795+01:00Oliver Wight EAME LLP launches French websiteDuring September 2013, Oliver Wight EAME LLP launches it's French website. For all the information of what we do, guides and our workshops in France please see <a href="http://fr.oliverwight-eame.com/">http://fr.oliverwight-eame.com/</a><br />
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Did you know that the Workshop Bundle offer applies to the French Public workshops?<br />
Click here to learn more.<br />
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<span class="bigText"><span class="bigText" style="text-align: left;"><a href="http://fr.oliverwight-eame.com/ce-que-nous-faisons/offre-multi-formations"><img alt="Pour en savoir plus…" height="42" src="http://fr.oliverwight-eame.com/library/img/www/Workshop%20Bundles/FR-Learn-more-web.jpg" style="float: left;" title="Pour en savoir plus…" width="175" /></a></span></span><br />
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<br />Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-20766193585008459302013-09-02T10:01:00.000+01:002013-10-04T10:01:21.394+01:00Upcoming Events from Oliver Wight<div class="separator" style="clear: both; text-align: center;">
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Oliver Wight sponsors a number of forums and summits across Europe,
along with a number of our own events focused on current business
issues including <a href="http://www.oliverwight-eame.com/en-GB/supply-chain-optimization">supply chain optimization</a> and <a href="http://www.oliverwight-eame.com/en-GB/integrated-business-planning">integrated business planning (IBP)</a>, as well as providing good networking opportunities. Below are the forthcoming events for 2013.<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/16" title="Integrated Business Planning Interactive Workshop">Integrated Business Planning Interactive Workshop</a></b></div>
17 October 2013
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Munich, Germany<br />
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30 October 2013
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Berlin, Germany<br />
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<b><a href="http://www.oliverwight-eame.com/en-GB/library-events/events/m/event/view/36" title="Integrated Business Planning Webinar">Integrated Business Planning Webinar</a></b></div>
06 November 2013
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<br />Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-4017813906600478692013-07-29T14:45:00.000+01:002013-10-04T10:00:23.120+01:00Workshop Bundles from Oliver Wight EAME LLP<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.oliverwight-eame.com/en-GB/what-we-do/workshop-bundles" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Workshop Programme" border="0" height="115" src="http://www.oliverwight-eame.com/library/img/www/Workshop%20Bundle/Workshop-bundles-header-05.jpg" title="Workshop Programme" width="400" /></a></div>
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<span style="font-size: small;"><b>As of today, 29th July 2013, you can save 33% off your next workshop booking.</b></span><br />
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<span style="font-size: small;"><a href="http://www.oliverwight-eame.com/en-GB/what-we-do/workshop-bundles" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Workshop Bundles - save 33% off" border="0" height="158" src="http://www.oliverwight-eame.com/library/img/www/Workshop%20Bundle/workshop-bundles-02.jpg" title="Workshop Bundles - save 33% off" width="112" /></a></span><br />
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<b>Workshop Bundles</b></div>
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Are you looking to expand your knowledge to achieve your goals? <br />
Our workshop bundles will help you tailor an education programme at discounted rates.</div>
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<span style="font-size: small;">Oliver Wight education workshops are designed to give
your executive and general management teams an insight into each of the
core processes supporting the Integrated Business Planning model
(Product and Portfolio; Demand and Supply; and Integrated Business
Optimization), as well as an introduction to Supply Chain Optimization
and the overall Integrated Business Planning process itself.</span></div>
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<span style="font-size: small;">To achieve a full understanding of the overall process it is crucial
you also have a detailed understanding of the supporting processes, and
it is likely you will want to attend two, three or more Oliver Wight
workshops.</span><br />
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<span style="font-size: small;">So to help you make the most of your education programme, you are
able to buy Oliver Wight Workshop Bundles at a discounted rate - when
you buy an Oliver Wight workshop at the full price, you’ll receive 33%
off any other workshop booked within six months.</span><br />
<span style="font-size: small;">We have two suites of education designed to equip you with the
breadth and depth of knowledge you need to ensure your Oliver Wight
programme is a success.</span><br />
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<span style="font-size: small;">We have two suites of education designed to equip you with this broader knowledge. </span><br />
<span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/en-GB/integrated-business-planning" target="_blank">Integrated Business Planning</a></b>: Overview, Product & Portfolio, Demand & Supply, Integrated Business Optmization <i>and</i></span><br />
<span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/en-GB/supply-chain-optimization" target="_blank">Supply Chain Optimization</a></b>: Supply Planning, Demand Management.</span><br />
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<span style="font-size: small;">You can use the discount for any of our seven public workshops,
giving you complete flexibility in tailoring a programme to meet your
specific business goals.</span><br />
<span style="font-size: small;">Obviously there are a few terms and conditions, and you can <a href="http://www.oliverwight-eame.com/what-we-do/terms" target="_blank">read these here</a></span><br />
<span style="font-size: small;"><a href="http://www.oliverwight-eame.com/library/download/www/Oliver%20Wight%20Document%20Download%20Area/Workshop%20Programme%202013%20EAME.pdf">Click here</a> to download our Workshop Programme or <a href="http://www.oliverwight-eame.com/what-we-do/workshop-programme/workshop-descriptions">click here</a> to view our Workshop Descriptions.</span><br />
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<li><span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/what-we-do/workshop-programme/integrated-business-planning">Integrated Business Planning</a></b></span></li>
<li><span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/what-we-do/workshop-programme/integrated-business-optimization">Integrated Business Optimization</a></b></span></li>
<li><span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/what-we-do/workshop-programme/product-portfolio-optimization">Product & Portfolio Optimization</a></b></span></li>
<li><span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/what-we-do/workshop-programme/demand-management">Demand Management</a></b></span></li>
<li><span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/what-we-do/workshop-programme/supply-chain-optimization">Supply Chain Optimization</a></b></span></li>
<li><span style="font-size: small;"><b><a href="http://www.oliverwight-eame.com/what-we-do/workshop-programme/supply-planning">Supply Planning</a></b></span></li>
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<span style="font-size: small;">To book a Workshop Bundle email <a href="mailto:Lisa.Bolton-dePimentel@oliverwight-eame.com?subject=Workshop%20Bundles">lisa.bolton-depimentel@oliverwight-eame.com </a>or call +44 (0)1452 397213, referencing Workshop Bundles.</span><br />
<br />Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-52719149288377763872013-07-11T12:33:00.003+01:002013-07-11T12:33:59.188+01:00Oliver Wight Thought leaders for new ITN Productions channelWatch our video here! <br />
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<iframe allowfullscreen="" frameborder="0" height="225" src="//www.youtube.com/embed/atj_sGXr-wc" width="400"></iframe>Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-72884647236096355502013-07-11T09:31:00.002+01:002013-07-11T09:34:20.477+01:00E-book and hardcopy version out now! The Transition from Sales and Operations Planning to Integrated Business Planning<div class="productDetailBookInfo">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM-D-x-UyoVbHGjxKFAbSObFAm8GaWY7rzztO38sctw5LDjyXAtuL6JqJkkBT9Ca5QcPfCf-u1rs7YWP3V635CsvS3W4HnCfKceYvKUVJkiWEph5s6H4qcfk3s5wV0pLPkVMNVc0xDDAA/s1600/New-books-2-01.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM-D-x-UyoVbHGjxKFAbSObFAm8GaWY7rzztO38sctw5LDjyXAtuL6JqJkkBT9Ca5QcPfCf-u1rs7YWP3V635CsvS3W4HnCfKceYvKUVJkiWEph5s6H4qcfk3s5wV0pLPkVMNVc0xDDAA/s400/New-books-2-01.jpg" width="400" /></a></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>E-book available</b> <a href="http://www.amazon.co.uk/Transition-Operations-Planning-Integrated-ebook/dp/B00CZFIM3A/ref=sr_1_1?ie=UTF8&qid=1372669870&sr=8-1&keywords=The+Transition+from+Sales+and+Operations+Planning+to+Integrated+Business+Planning" target="_blank">click here</a> to purchase. Paperback availble from <a href="http://www.oliverwight-eame.com/en-GB/library-events/books/m/product/view/48">www.oliverwight-eame.com</a></span><br />
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<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Moving from Fundamental Demand and Supply Balancing to Strategic Management. </span></span><br />
<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">George E. Palmatier with Colleen Crum</span></span><br />
<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">(Hardback, 29 April 2013)</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Two industry experts break down the steps involved in improving the bottom line through adopting <a href="http://www.oliverwight-eame.com/en-GB/integrated-business-planning" target="_blank">Integrated Business Planning</a> in this new book released by Oliver Wight.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Every once in a while, something comes along that makes life a little
easier, even if it will take some hard work first. For Jack Baxter,
president of the fictional Global Products and Services Inc., that
something is a process known as Integrated Business Planning. This new
book follows the theoretical executive as he considers the business
advantages of transforming <a href="http://www.oliverwight-eame.com/en-GB/integrated-business-planning/transition-from-sop" target="_blank">Sales and Operations Planning</a> into <a href="http://www.oliverwight-eame.com/en-GB/integrated-business-planning" target="_blank">Integrated Business Planning</a>, launching the process to improve the bottom line of his company.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">The Transition from Sales and Operations Planning to Integrated
Business Planning by way of a story, covers the steps executives
consider when evaluating changing their way of doing business. Starting
with the proposition and first step, and continuing through such stages
as getting a consensus on the basics and implementing the process, the
authors use Baxter’s experiences at his multi-divisional company as a
lens through which real-life executives can imagine the process playing
out at their companies. Baxter’s first goal is to convince Mark Ryan to
help head up the new initiative, working with an outside consulting
firm. As he and Mark work with the consultant, they learn more about the
advantages of integrated business plans such as increased revenue
growth, improved inventory numbers, and even higher customer
satisfaction.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Drawing on the principles of the <a href="http://www.oliverwight-eame.com/en-GB/library-events/books/m/product/view/1" target="_blank">Oliver Wight Class A Checklist for Business Excellence</a>,
the authors reveal, through Global Products and Services, the thought
processes and steps that would be taken at any real-life company
committed to improving its business. The book explores both positive
aspects and potential issues, allowing executives to imagine how their
own company might adopt these practices to bring about equally
supercharged results.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-13723631596234647492013-07-09T14:27:00.002+01:002013-07-11T09:32:13.677+01:00New book - An Executive's Guide to Achieving Class A Business Excellence - E-book and softcopy version out now!<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-2kO2DqQ0Ak0/UdwR2E0E23I/AAAAAAAAAhI/y508vRahttp://www.oliverwight-eame.com/en-GB/library-events/books/m/product/view/49GRJRQ/s1600/New-books-1-01.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0-T43yZ6E0RzGqcGXR9zdW6-JGsPq906E13Z1ABwA9XOUfkPB80ORKl8szS6rD-XCbBZ_ihwS86k1srgf75mEAniLCh3r_V1UqCJtOYWj1N4s3Qm2woWgYb7pyQ4ugraYLk-VolOM4EQ/s400/New-books-1-01.jpg" width="400" /></a></div>
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<b>E-book available</b> <a href="http://www.amazon.co.uk/Executives-Achieving-Business-Excellence-ebook/dp/B00CTVOGGM/ref=sr_1_1?ie=UTF8&qid=1372669986&sr=8-1&keywords=An+Executive%27s+Guide+to+Achieving+Class+A+Business+Excellence" target="_blank">click here</a> to purchase. Paperback availble from <a href="http://www.oliverwight-eame.com/en-GB/library-events/books/m/product/view/49" target="_blank">www.oliverwight-eame.com</a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Executives – and aspiring executives – face challenges with increased
regulations and aggressive competition, as well as economic pressures.
Increased costs of running a business, poor customer service, mismanaged
inventories, and weak management processes are just some of those
challenges. This new book provides perspectives on how to address those
challenges utilizing the transformation capabilities of some of Oliver
Wight's most experienced coaches and educators.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">This change management book, "An Executive's Guide to Achieving Class
A Business Excellence," presents an explanation of improvement and
change management processes which lead to increased sales revenue,
improved cash flow, reduced costs, increased return on assets, and
increased customer satisfaction. These robust integrated management
processes allow business professionals to meet the demands of both
customers and shareholders. This short (75 pages) guide offers answers
to questions executives ask. The authors detail key principles on the
path to Class A Business Excellence. They also describe some of the
benefits of achieving Class A status, such as the ability of the
executive team to focus on and execute their strategic plan, enhanced
predictability and sustainability of results, and people working as
natural, cross-functional teams.</span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Skillfully integrating people, processes, and tools can dramatically
impact a business, but the people portion of the equation is the most
important to arriving at the desired result, the authors write. In
addition, gaining the support of senior executives to commit to the
journey to Class A business excellence is the key predictor of success
since the executives serve as both decision makers and role models for
the rest of the company, driving change from the top. Based on thousands
of discussions with executives, the queries posed in this
question-and-answer format book aim to inspire others to learn more
about the concepts behind Class A and the never-ending journey to strive
for excellence.</span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Th</span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">is guide for executives accompanies the authors' much more detailed book, "<a href="http://www.oliverwight-eame.com/en-GB/library-events/books/m/product/view/5" target="_blank">Achieving Class A Business Excellence</a>," written for team members and executives involved in the actual implementation of Class A Business Excellence.</span></span><br />
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-71026358475373532002013-07-05T15:41:00.001+01:002013-07-05T15:46:37.715+01:00Corporate Social Responsibility<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span class="bigText">Oliver Wight believe in achieving a sustainable
future performance and that's why we recognise the importance of
creating a sustainable future within the community.</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Riding for Disabled National Championships</b></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">For the second year running Oliver Wight are proud to be sponsoring the RDA National Championships on 12th – 14th July 2013.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">The RDA is a UK charity dedicated to improving the lives of thousands
of people through education, therapy and fun. The charity is reliant
on voluntary help, donations and legacies to deliver its services and
the Oliver Wight Team are excited to be a part of contributing to, and
volunteering at, this inspirational event.</span></span><br />
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<a href="https://www.oliverwight-eame.com/library/img/www/About%20Us/Corporate%20Social%20Responsibility/RDA%20logo.jpg" style="margin-left: 1em; margin-right: 1em;"><img align="top" alt="RDA" border="0" data-sz="f" height="149" name="sixpOT_vToGreM:" src="https://www.oliverwight-eame.com/library/img/www/About%20Us/Corporate%20Social%20Responsibility/RDA%20logo.jpg" style="display: block;" title="RDA" width="200" /></a></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">For further information on the RDA <a href="http://www.rda.org.uk/" target="_new" title="RDA">click here</a></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>The Edward's Trust</b></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">The
Edward's Trust supports children and families during serious illness
and bereavement. For a number of years Oliver Wight have been supporting
the Trust by sponsoring the annual Golf Day. This year's event was
held on 17th June and we are delighted to have been involved in the
fundraising of what was yet another successful day for the Trust. </span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.oliverwight-eame.com/library/img/www/About%20Us/Corporate%20Social%20Responsibility/Edwards-Trust%20logo.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img align="bottom" alt="Edward's Trust" border="0" data-sz="f" height="112" name="sixpOT_vToGreM:" src="https://www.oliverwight-eame.com/library/img/www/About%20Us/Corporate%20Social%20Responsibility/Edwards-Trust%20logo.jpg" title="Edward's Trust" width="320" /></a></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">To learn more about the The Edward's Trust <a href="http://www.edwardstrust.org.uk/index.php/about-us" target="_blank">click here</a></span></span><br />
Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-38644510373499905252013-06-25T12:37:00.003+01:002013-10-04T10:01:21.399+01:00Official Sponsor of the 15th Annual European Supply Chain and Logistics Summit, Berlin<h2>
<span style="font-family: Arial,Helvetica,sans-serif;">15th Annual Europe Supply Chain & Logistics Summit starts today: 25-27 June 2013
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<span style="font-family: Arial,Helvetica,sans-serif;">Oliver Wight is the Official Sponsor of the 15th Annual European Supply Chain and Logistics Summit in Berlin.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Interactive Workshop, Day 1 - Wednesday 26 June:</b></span><br />
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<tr><td style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/les-brookes" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/les-brookes.jpg?s=125" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Les Brookes, CEO </span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Oliver Wight EAME LLP</span></span></td></tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Design for success: How supply chain segmentation, collaboration and optimization can transform performance and value</b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Presented by: Les Brookes - CEO, Oliver Wight EAME LLP</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Optimization of your supply chain is essential to successfully meet
the needs of customers, efficiently and cost-effectively. Varying
demand for product, service levels and routes to market can be better
served through market segmentation and a corresponding realignment of
the supply chain. Collaboration through mutual capability and
integrated strengths, lends itself to continuous improvement in supply
chain efficiency. This workshop discusses how to design and optimise
your supply chain structure to bring greater integration up and down the
supply chain.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>One-to-One meetings:</b></span><br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/paul-archer" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/paul-archer.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Paul Archer, Partner</span></span></td></tr>
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<tr><td style="text-align: center;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/jerry-shanahan" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/jerry-shanahan.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Jerry Shanahan, Partner</span></span></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><br />Across the two days, delegates will have opportunity
to meet with Les and his colleagues, Paul Archer and Jerry Shanahan,
partners of Oliver Wight. For details on how to book a one-to-one
meeting please contact <a href="mailto:veronica.lake@oliverwight-eame.com">veronica.lake@oliverwight-eame.com</a></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">We will be at stand 47 & 48 to answer any questions with regards to your Supply Chain and Logistics queries.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Oliver Wight EAME LLP at the SCL Europe 2013 event: 26 June</b></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR1jiJ9VxZF25Arx8nRV_ihTLzGhF1dbeOaFyWvGBdomKR7HuHsjyJf_Tnkgn1fymIIo85Ax0fOm9Hf24vJpzhyphenhypheniR5mROUacSeJcNzZt7w9UdBzXAVGumDvjxLvFIXQJZ0GWffw_V-xdY/s1600/SCL+2013+-+one+to+ones+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR1jiJ9VxZF25Arx8nRV_ihTLzGhF1dbeOaFyWvGBdomKR7HuHsjyJf_Tnkgn1fymIIo85Ax0fOm9Hf24vJpzhyphenhypheniR5mROUacSeJcNzZt7w9UdBzXAVGumDvjxLvFIXQJZ0GWffw_V-xdY/s320/SCL+2013+-+one+to+ones+3.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Les Brookes, Paul Archer and Jerry Shanahan<br />at the 15th Annual SCL Europe 2013, Berlin </span></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMlumRlrzV_16cfdzMGvQeWDvkYumxCa7V4b5SUyb17AodhRQ2qTh3KtrQqMwPxHGaq5q9q0v3_sTvr-aUHaswY38BfG6xuoyY3MBuntEiyZHhDevVmceXgdfxWeFiuxazpORGA_Tq7YM/s1600/SCL+2013+-+one+to+ones.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMlumRlrzV_16cfdzMGvQeWDvkYumxCa7V4b5SUyb17AodhRQ2qTh3KtrQqMwPxHGaq5q9q0v3_sTvr-aUHaswY38BfG6xuoyY3MBuntEiyZHhDevVmceXgdfxWeFiuxazpORGA_Tq7YM/s320/SCL+2013+-+one+to+ones.JPG" width="239" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Les Brookes and Jerry Shanahan one to one meetings<br />with the SCL Europe 2013 delegates</span></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-lP_Dqxy9IHg/UcrNprM3s5I/AAAAAAAAAgI/LH4sjzGUX5Y/s1600/SCL+2013.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="http://4.bp.blogspot.com/-lP_Dqxy9IHg/UcrNprM3s5I/AAAAAAAAAgI/LH4sjzGUX5Y/s320/SCL+2013.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Les Brookes and Jerry Shanahan discussing<br />Supply Chain and Logists issues with delegates</span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPh3_YWheiGr7LOP3sQDYH0w0MRQeWLMljnweC3HwQzGbTMOqhpTNi63e-3puGcoxe0Xqc20DT1-WLR6qV5Nl_8-XuhywtVcIRCv7rT68LhCzSvn4jNT96XKrzUxaGOCs5FQvK6IUdVKE/s640/SCL+2013+-+day+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPh3_YWheiGr7LOP3sQDYH0w0MRQeWLMljnweC3HwQzGbTMOqhpTNi63e-3puGcoxe0Xqc20DT1-WLR6qV5Nl_8-XuhywtVcIRCv7rT68LhCzSvn4jNT96XKrzUxaGOCs5FQvK6IUdVKE/s320/SCL+2013+-+day+2.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Jerry Shanahan, hosting a discussion panel.</span></span></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><br /></b></span>Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-6594612693122845922013-06-21T10:06:00.001+01:002013-10-04T10:01:21.407+01:00ITN Productions film Oliver Wight for new supply chain news channel<h2>
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<a href="http://www.transportnews.itn.co.uk/All/Best%20Practice/553/consultants-oliver-wight-help-companies-to-turn-their-fortunes-around-by-optimising-supply-chains" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img alt="Thought leaders for new ITN Productions channel. See the video" border="0" src="http://www.oliverwight-eame.com/library/img/www/Home%20Page/ITN-video-still-2.jpg" title="Thought leaders for new ITN Productions channel. See the video" /></a><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Business
improvement specialists, Oliver Wight, have teamed up with ITN
Productions to film a revealing documentary, ‘Turning Fortunes Around -
uncovering the secrets of Supply Chain success’. </span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">The programme, produced for the Global Logistics and Transport News
channel, a partnership between ITN Productions and the Chartered
Institute of Logistics and Transport (CILT), aims to capture the current
state of global supply chains and how to manage them.</span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Introducing the film, presenter Natasha Kaplinsky, explains that
optimising the supply chain can bring down costs by half but as well as
more accurate forecasting and reduced overstocking, a mind-set change is
also required.</span></span><br />
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</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">“The recent horse meat scandal brought the complexity of global
supply chains and the difficulties of controlling them, sharply into
focus,” says Oliver Wight consultant Liam Harrington, interviewed in the
documentary. “The industry is dominated by the dogma of price, however
the lowest price doesn’t actually mean lower costs and it can put
reputation on the line when the price quest leads to a fragmented supply
chain.”</span></span><br />
<br />
<a href="http://www.oliverwight-eame.com/library/img/www/News/Oliver-Wight-ITN-Filming.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Oliver Wight filming with ITN Productions at QFC" border="0" height="213" src="http://www.oliverwight-eame.com/library/img/www/News/Oliver-Wight-ITN-Filming.jpg" width="320" /></a><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">The film includes interviews with Oliver Wight customers, furniture
manufacturer the Quality Furniture Company, which says it owes its
survival to supply chain improvements, and Inks manufacturer Akzo Nobel,
which has achieved £1 million of savings in just nine months.</span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Oliver Wight consultant, Anne Marie Kilkenny, who also appears in the
film, says, “The collaboration with ITN Productions and CILT is an
excellent opportunity to tackle the impact of globalisation,
transparency and the environment on the supply chain, and provide some
insight in to how to create a more integrated, cost-efficient model.”</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">The channel will be regularly updated with stories on the latest
innovation, thought leadership and best practice – providing an
essential tool for professionals working in logistics, transport and
supply chain.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Launched at the 2013 Annual Logistics Conference this month, the
Oliver Wight documentary is hosted on ITN Productions’ Transport News
Channel as part of its ‘Thought Leadership’ series. Watch it <a href="http://www.transportnews.itn.co.uk/All/553/consultants-oliver-wight-help-companies-to-turn-their-fortunes-around-by-optimising-supply-chains">here.</a></span></span><br />
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<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span class="watch-title long-title yt-uix-expander-head" dir="ltr" id="eow-title" title="Filming with supply chain optimisation experts Oliver Wight and ITN Productions">Filming with supply chain optimisation experts Oliver Wight and ITN Productions - Behind the scenes</span></span></span></b></div>
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com1tag:blogger.com,1999:blog-5712625071995004883.post-29057859524225379752013-06-17T12:17:00.000+01:002013-06-26T12:26:12.617+01:00New Global Brochure<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
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<tr><td style="text-align: center;"><a href="http://www.oliverwight-eame.com/library/download/www/Oliver%20Wight%20Document%20Download%20Area/Oliver%20Wight%20Changing%20the%20Face%20of%20Business%20Brochure.pdf" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Oliver%20Wight%20Document%20Download%20Area/Oliver-Wight-Changing-the-Face-of-Business-Brochure.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: xx-small;">T</span></span><span style="font-size: x-small;"><span style="font-size: xx-small;">o download<span style="font-size: xx-small;"> full brochure</span></span></span></span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><a href="http://www.oliverwight-eame.com/library/download/www/Oliver%20Wight%20Document%20Download%20Area/Oliver%20Wight%20Changing%20the%20Face%20of%20Business%20Brochure.pdf" target="_blank">Click here</a> </span></span></i></td></tr>
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<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;">Oliver Wight Changing the Face of Business</span></span></h2>
<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Oliver Wight is a team of seasoned business improvement specialists with broad industry experience and a steadfast commitment to help our clients achieve their goals. The focus is not to just help organizations improve but to ensure they achieve results that last.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Using an integrated approach to improvement and change management, our clients dedicate their efforts to activities that create value. Here are examples of value they report:</span></span><br />
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<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">increased sales and market share</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">broader operating margins</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">development of new, more competitive products</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">improved cash flow</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">increased return on assets</span></span></li>
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<a href="http://draft.blogger.com/blogger.g?blogID=5712625071995004883" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://draft.blogger.com/blogger.g?blogID=5712625071995004883" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Oliver Wight - Changing the Face of Business - Thought leadership and global experience" border="0" height="272" 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EntWk2/GcSYjsajnRB4GILghFCxZbX3H/xM8QA7MDoyZrfbf74WBoOh5F7p65evbTbbr38sFgiA/X19ne0dne3tTY1NL5+9bKhveFz7qLq85vbVmwXnLmSknjqZfPxM6qnME6dzM7LKb9979fRFW1PL25a2/t5+y7/cwIT8X4Ny7StlMho3RkWzUGQvhkxBFouJDDGeI8YIhFgOGytneEh4rpwAJHMOmb1Ryjs6WXxuurw8UvVirbp1o6J9m7Rnv1Sfojan+1kyvUfOKUezvYdOBjzcoF3GoXq5Y9KmsgbSuJZMji5d0HeIOriD0hPNOOND18DxeGckxRVFckKsmrdE19f/MyUcGRn9+VUKo6OjD+setL355bshAQA42D/Y2tRSW1l9u+jWjcJrd64VFebmbYlayyMw8S5o2HfO2Alwsgue4oxhuOKpzjiqK5HuQSK4Ymie+D2r1ldduZGbcnT9omWbV0Tv3rzj7q3igT7o+TWfH5RrXynzkHnH+i1+QvXW+atmyQLnewUHCH34eLEUzwnAC+ZyJEv5grlMbhCWKUNS2J4UgRvdC8GKYHCW8ZgbxZwYDT89RHxpuqx4Pr92lfjFZq+O/QpdjKJohiwYy/RH085MpfXEMPVnGf1p1ME4im4nuW0xNV5C1SBwFDc0zQNH94BvWbG6t6f3H5VwdHTsZ3LNYra0trQY9PpfUPeRkeHHDx5UV1QePXQkav6yMHUI2Z2Ic0Lv37i1p7W1oao6cuoc0iRUAE81L2iqD19Kh+MZCCLLk8yCETmeFDaMwUQzGCiKv1C5InxW8fnszOTEQIkS4+SJc0GvmLek8eWrX1AqyG8IyrWvFGC3Z6Se8hOqV01bMFPqv1AT4i/wEeIEU+mC3Gnihq3ezfvUDVukFcv458LY65mUWWiK0pVEcyaQXAlEFxzZGctyw0hQKH80fiaet4InO6Akn/LDn/JXLmbwRDCKvwft4lSK+RTPnC0eSCYP7CXo1pMfzKbvFJF4rgicK47ojsQ5eaannv1HJbTb7TbbT9+Hjo2Otra0fuz5+O/W2jpmLSm+k5t+OufE8WP7YjUMkcd/jcdPQBEnYflo5to5kTEbtob5BNMRpKjwiJe19cZB09EdB+Q4ughNV2PZoRTuFDIniMjzowhkWA7Ng4R1wj6+X/6m4VGAREn2wPLQdB6aGuoV8Kzh2b9bNshvCMq1XwsEABAAHP9pzzwHASArLYOJIPJwdBGBI0czRRiuBsfZKlK07ZaM5Wkt5wXD50RjZ9XGo5q2XfJHawVX5zLTJlMOaYnbBMQoBmEOmRhKxgWi8T6uZJUnRQHDqlwRPkiiD54k9sSxnUgRVMrdBRzjYaHxJGPwMHlgK7lnLa16DiWKhqW5omgwJHHSpIjQ6R8+/MOZumNjY2Nj1r950W6zf+zp7ev9957p1/q6KevUmehlq72Fyl3LV+cfPbFlwRJfGluJwomxVKorjuZGIExCI77zQH3rosAg8/euaa+6VpqfGz1lvhzJ0BL4s1jSzWJZirfkbIDkmJc6mq/0JQs5OO6apVHb1qxnY2k0T7wvTx4kVGKdPc6mZ/ySqwL5jUC59iuBgN0O2EHr6Iiuo6XrUdnQhzcACNhBEATt4F8P+YEg+IeKv5Lie0wESYDiCVEiPpLMx3Cn0EQ5s1R9xwVDl+TGiyJTgdiYLzTmii05kpEciSVbYjwr6TvKb9/Hat3GermB/3i1oGoZ/858zoVprGQvxj4hYwObMouM9/VAiVwwYnfyZDTjbAi7/xDXlErrP0QY2EYaWEstDaLNw6MonggaCk33QJ4+fNxu/el22dDQkNls/psXR0ZG+nr7//VRgicPHu7YsC1QEUCGEWHfTyC5e2oZIgUGO0dCuhAb1XD97O6l8xnuCIoLjuZBIU3CTeMKipPXtRfHd95OurZvmz9VzvZkSolib6p4Ok+6xVebM9WncqZ/dbh/jEwWRGOLidS1kcsXzpzLI7NmeU+eKvFGT3A5m57+q64N5NeBcu3XsgNWu8PR9eZp7trZZzSstvR4cNhoBUG7bcwB2P73O3/9gN1v61nDMz6BJcXwJSiuAEsWIkUL6IIHGyWm8wLTZYnxksRUKNNflujPi4zn+MZckSlfPnRZbc5XmrOElrOikXTxSJp0NEMynC40HeP3xLDb93KbtnHuRPCTlYxlNLw/EsH0oAXjKdemE/VxXONx+kAcRbeJ3LmYdlhKECFRRASBNNEzWObb8g9WFwwPj4z89S4gVqu1p6fHbrP95Pv/ls3+6tHLyGmzYd85Ib9HEJ3xBGcE6vtJnv/9zXQ+pT4/1jFY7TC+PrA8kumKoblSKK5kkhN668zJ9pYLjp7Ljv7iqrNJviSxGMEKoApCmBJfityLIJvHkR/38yoJDzju4zWNTo9Q+3x48/Z9c2uw2leMZSjx7Ok+QS+ePv31Fwjyi0G59uuADhAAAcdYVVFaNA++Cz6+YWekY7DV7nDYQccfqnX297o+dC2escCLKZztpfbhCqRo6UoO781e7chln5EbKvM1wdBloTFfbsyXG85L9LlSY67CmKvWZ8v1OVJjntyYKzGc4xnOCY3npKZssSlTMJTJH8rg6I6xumL4T6O5mVPIiylYlTsuHEdIUlFfRDONhxj6vaT+DeTambQ1dBTH2YMOIyInIpIOHbb9VFTZ7fb//ToAAIODgwaD4Z9WzaDTnzuVuXj6/DC5PxWOx7ohWAgSE04guCBxznDcBNdpfNGpDcszd646vCIyiMJmOeHYHkw2nEV3I8yRC+pydhueXW69k35g9rRZFME2hSorTHZxijxJ67eC5R9KU4XQJQv4qiVi1WQGO5AvLczMu3XxSpDSm4em0l1wKTGH/+CX/osH5dqvAzocDoe+uzNzw4JNbI+DAnjtgVkDr6+bTAN/uQUFQQcIgn+0xprD4QBB8HphUYQ2OG71mtm+PlIqP5DCORKmfrJT/TFNq8uR6M/x9FlCU5ZiKFM9lKU05yrMuXJjtsSQJdFnSQznZKYsuS5T2J/N0uUKjLlSY7bEcFaozyWZMmhDqfzBBEn9Eu4OFo4/kUB3okdxcY2rSIYdlMGtpI8rqbcDKFEUpMQTRXZBagTyptc/vdXHQP/g0NAPt6I2m+1tW9vPT+g16vVZaWcVPBXOgwKbgIKN88BNwNKciSIESYwmEtzQaGcscSKWNQkXQCSmrJh+PXFL4aGN+yPniFFUhgeN4UYXIqhBTN4Sbeh0jtIPK1jHVeUEebctV+o2yTvWelfMDUwJCJzKlwuJQhGWJ8LR2UgiH0vj4Whr5i/bELnKV6SthrY+/9ygXHP8EE6/4jub6u4d8hfvwXnmeJFKo4RHZwsu7V/z8VnN6NAPsxBAEAT+kGMLr54/D1MHqWlSFYUpITHEBI4ay5pBxa/TMA9N4abN4mTN412JFJetlNWuk7zcLu48pBw4rjVn+Q3nBAxl+hgzNPp0he60UJ8hNWQo9Kek+nSZ4YzAcFKgT+WY0jjGY8ym9fR4MV7lgmE7o9cwsLfCaP1baLqN5I6FtBvB1FUsjBiOJLjADu6JtVr/dojA4XD09vQZDEaHwwGCoEGvHxv9h5tTDg4MlBffne4XhHd1h303CT3ejevmEYyCr6ehYwS4BDlhBx8/DYflOCNZHkSOEylCKKjLjtU9Pq97eKHidGIIS8KDs3lIIQvFpcHpHA+xEM5X4tlTSbyVDNGFMN+2tcG6rb7GrX4vloTEBnqFsBQiLF/NVUipAjaczIQR/cXqBeGzLuXkg8Af7kJ/bf7Tcw388fj0FehwAJ++/KGJBP6QJqDDAQAgCAKgA3D80H8P/vguOwgCP7zz7w7wL/39AAAAf/mNBR0OAABAh8NhNvXlJ6zfwEDsxMCvhzEuhlJ2CRAHlbi0cElR7OpnlUW67jYHCACgA7Dbf/hMwO74y6d/VoDdfuRgMmYiRoHnKfAcKZEtxNP4eJEQJ5agBXIEW+XJUiOYfjjGNDJjKZOxR87Jnsqr26B6lxCqS5tsPqMZPquxnPYynZLrU/mDKSz9cZH+JE+fKtIfFw4m0QcTyMYkRvdWzuUgcjgKT3fC+6OJ92fQTNsoPavIjfOZ5wLpU0lEqhuchMSW3yn5+xLarHaz2QIAAOgAOzs7f3IFQm9X19ULl+aHzybDcO7fOSO/Q3GdcAuw6JMafO1C2sdNFN1Okm4LpXM1s3gKbR4KRp5I4jvzNRjxTKF8iVId5a2ewuIp0BwpTiDG8rkIBh9GV8LY6wID8vdGHVu3aplXwHSSaI9q8p25U96uDH61NOREkNc0Cneub3jFrZKsY2dEeA7bk8zwJGxetc5u/df6/iD/l76AXAP+V4MLdDjsDofd4QBA8NNhczjsIPjpAAAQBBw/JCHocHxqQoEOBwACIAg6wE+TNuygww6CdgC0A4ANtNsdgN0Bfjo+NbxsADDmAK2ffkrzi5qdU2VrMO5JLExxBCNRgdnERRySY46q8fsUiF0+xHOb5nQ+rXI4HMD/dLrZHQ47CNpA4CdaKL+zZ4+fzPKbIsSypUSukiZWMSQ+NJE3meNDZXtR2RoqX03mKXFMBZ6hIXG0JE4wmRvJFm5Xys5OlZeuULza5f0+IWAgzc9yVmU5qTCkaAeS2Lpknu6wWHdIMHiQpUui6w7SdZsZRcHkECSM6YxYRsc0LCQNrKN0RFHLwinbuEQtiYCY4DbdP2zgp1Yg9HR/NJvNdrt9eGT0b/4VgCBQV1M9PTDU8zsY6k9I0niYCumxjII8JsM9m03WbyYb4om640TzcYopid6+k5UfRgpBYEUe5BAsPgBLViBoIlci1wXPdqPwMRwRgSvGMvgothAmiNLIH+esAd5mAe0XO2uOxy2JUJC9Z/ICDmg0Cd5e66UKXzx1xcy5L+sbLmWfFxDZDHfCvNBZg9Bigz+GLyDX/qe99qlRBYLAj0H2wwGAVgCwgoANAOx20AaCIwBgAewWu20EsNtAcBQAhgFgGABGQYcVAK0AaLUDVpvdarWNgfYxwD5mtduAH/6iQBs4arOPgqAVdABjY5ayS+lrJfjtBPhFb8qVcPpuHnKrALlfjDkowx5UY5OU6HgNOmNFUP313MGPHz59BAACdsAGAlYH+IdYNf2u5e3O6G1KmkiGZ3vTxD5sqT9HEsgRBXKkATyVH1sewJT6UkW+NKEfTaghc5UkjorA9sYyQoispWzeHqnwVJisfLWscY+0P0VlOu5jSFHoDgt0CYLBOPFADG9gB21gM71rDet2CGUvHa50dV9CxdbPog6tobxbSi2aTNquogngOIwT9mLupb9vxBoMptHR0e6u7r+fy3b7+k0ukeH5zSSaq3sY0fOQHF4xndy9lqbfRTYexuvT8ENnSENp1Jf7qVnz6BsU5CAsehaLlRHGK1nOvbeMd22mON+PnygRLKJzfIl8GVYkwwtlOHY4XXLz0Cb72zxb98XR/suO3kt341dPpvLlJImSLJQTRSIMj49myymCUIXXHP+wcLm/mMjJO5P7e10xyD/xn55r/xsIgp/aY58SzvYpkkDbCDhmAIb7AUuv3dwxamgY7i8f/lg81lNi63sw/PGxpefh2OAzq/7l2OBLm7EdNPfahnps5n77iBEYGwZtwzb7mBUER4fNujetwx9aR/UfbCPmT39+Y0O66zFro7CuiTxMyUJekhchmgXfLkTv5CN3i1FxanyiHzFRi4tTIg4HUi+ujWi4ljc00A06HFYAtAEA8NlvRH80ZBq6fe3WztWbg4VecjpfSmZqGVw/tkRDk6ipYl+61I8mC2BI/WhCbzrbi8XUMrkqCkeMo0hQZDWK5YugzSOR96hYV5coOvb7GFN8h0/4Dh31MsT7DO6V9m+j9W8lD2yh6VYzXkyjraZiBS7wrWJcYyRtcBm1cxH16nR6GA6LGQdfMm/p3+caAIAAAL59+270rzvXOjq6faVa+n99u4iA2CdE35tF7t1MN+2h6o6Qhk6TR7MolkxaWxz14mx8JBUm+WETzZQAACAASURBVBbn604/rOG93KwyH5eOZotGchUjp33NsfJ30errUxQxQvEsvEBD5PPwnEA6/+6R7Y6uKw79dUdHfkfumiszxbt4vPnCADFJSkEzqEgGE8kU4jgMD/xcr5D1s5fuXr/NbIQ2jPuj+M/ONfCvBhqBHw7Q5gAsoE0PjvUCYx/A0XbQ3GzXPbb21Fm7ikffnzY3xpqfbh9+stvamDrSeFr/5Lj5VY7t/Y3h5mvmpttj78pH398f7Xw41vPC2tdk178DRvtA66Cu5WHN4V31KbveFGXrXz8xd70DzH3gQOu99XM2erqlKkmFUaK1SsR8yqR1dNhmJnynGHVQit2nwsWpcckqfKoWd0QOO+BLLj6+w2bodDgcdodj7B+sE/osQBC8dbkoSOEdETh5w8LF4VKVH0ukoYmUZL6KxNNQhN5UoTeFF0gXTGaIgqkCPxJHiyfLCXgxmSJGU+UwmheSOYPM2Sfj5kyTVa7Rtuz26o1V9e+V9u3g92+j92+lD6yjfVxOuz+ZupaO8sN47BZjn0ZQuxbSni2ix/tQpO4eYjrv9avGvyuZw2Aw9X7s+9+da+/ft0cvnB+Mck0U4UonU1rmUweiyfp9ZMNR0lAmsSOZdnMpKckHu4yO9fHAiCYiRK6YaTRGbriod5ty6KR8KEtsOC815KtNOXJTmrb3kP/zpQFHpLIpDIGQIhZjOIvVqvP7Vj2+Gn/74NrDftIUGfuQWDSHIvKiCI7s3nny4GEJmSehCFQs6SzfkOLLRYM/u4Yf8jv7o+fa/3Tb/3AAP/bigyD4QwcZYLcD9lG73WK36ey2D4C1HRhptJnr7eaHgOmBTXfD/jF37N2xoeex5vqdw4+WG6rCDaX+pjuhgzdmDt6Zp7+33FS+f+RxhuVh+mDtob66XboH8cb6E0PPzumfnx96dVvXdMfw5vaHkiNVm71rV2mrNsws27+qNj2+6XrOi3MpeUGSBCq6bufMrtLjD4uOZ+1dujeYv5EP3873jOOh4/jYeCnuoAKToMUd8SYkqpDJIdSCvYsa7uSNDg0A4I99fSDwuWaCWEdHr+dfTo09vD5yZaBYo6Lx0xLirqSfmqFUacksH7rEjyXX0EUSPEuMoamIbA2F5UXleFO5GiLbi8r2otC8KGQ1iSLFkLieeLormuGO8cJRZxGpOwTMvFDpg0jJh7WC3mjewAZe7zp2bzS7O4r2JJx6gIHymzhppxD1egl1YBXlwUreOhUdN8l1zZq19r+byWE0mgYGBv8yw+NZfcNK/6BVRNhlX0LTAvrAaqppN2kokWBKIT/dSDs+GbeC6RnoiZ5FoG6RkDMDqNmB9DVCkh+e7IumbxKKb89VfdwhH0pRmrK1pku+QwV+IzdCDMfDLoVolrHlWqJQhuGJUWIRUuBHZ2sIcilCHkIRz+QJ+Ai8gMxN2rs/dsseLp7BxFB8RIqSW8U/P/UE8vv7T8i1H/rPABC0/tBb/2nmBGi3AWN2q8Fqfj9ifjFsemIdqhkbuWM1XrUOnB8dyNL3nhxsPdLftL69ZlFvVWR/2aKeG4vaL897nT2t/WK47qpX73nBh3Pa9vN+bQXatmvBb+5EtpVsf3sz6sOd+UNVS4zVGw1P88xNJYamO8aWGx+rU5szF71OC39xdHLl/oC8laqsCM25UNVJf1ZuOK81fav5RalN3zVq6e1tbyjNiNnrz9zB8zwsRMfwUXtEqFgVNlGLO+JFOKLBJHmjE8MYRSlbxwY7QIfDDoKA3e4AAQdg/53ngnzs6t6zcYuazpkfEKamcQkTXKVE6kK/oDkBvgo6P4zK3R8gyl+mLt3jczdWe36bLG6eYIUfd6qE7cdgKPAMKZ6uJNK9SXQtgarCExQ4nBCJYCOQXASK44YQuyIDkOQoDu2IN+3cZNa9CNaLxew3UZyOVfT+5bSns6hHJNgVRPgZP3zXBsrgPtr9tXI1GklAkcrulv9NObu6epsaWz+dm6b6+qQpfoe4sMowcmckvW8NpX0d5clK6sXZ+D3eiAg8ZjaSsFuIv7GQ9nqf8EOyyJgqNBwWvdkuLlokWS1g+6PoQXjOCiEnJ0zZtNmv/ZDXxxT1x8Oql5u9T/rIllAF3ii+DCkKZGmjZ8zfPn9RiMSfixYoaTJfvlLDFqrZAjVbvCd6y8r5S1YvXl5dfv/3vF6Qf9EfPdc+3VqCIACAdjtgBUCrHbTZAKvdahwbem8ZqLd03hltzzN3nzJ/TLV0pOrfHBl6f0TXuq+naf2bhgUtNdpXleqmsqiBx8fMzzKNj3P6anPf3Mx4fWlfS96MljxF97W1ndcPvb25sbN4+9t7B7pKk7tvrPpw1W/olnfXFW1X3fGBphpdW73u/bOPTTVvawrrazKqyw4/vrKr+uTCm2tleVNo8QpClh+jbOWU8v2bnhfmG9+/t5lNw0N9bU/KL8VvjJ9C2yFDxghQh6W4QypsogZ/VEU4oSUc1aITfPAFW2a8e1blcIA20GG320G79ddMpvt3XcjODlJ7B/AVSjRDgiIrCQwZlqrEM3zweDUG74OkxyiZ7xPEI0Ua8L6f46HfSK2PvjKw727g+/Pej5J9zizVrpQw/bFYBZogQ1LlaKYITRDjkUoiXoLF8BBIjgec5wITueO0SGowljiXhN0qpif5cEtDac1zaR9XUNtX0q+EkrczUDmhxLYDlDd7matENLdv3RdGLGp6+fpTId80tSTEHAnQBPr7+FeUVjTdvnUpIuSuP7ZjLu3jEmrNbOpBJXIOwc0L5ilwQjEnInwR+HQVs3WLYuyMcCSXabkoHrrgNZTnPZztZU736YzR3JrPjWRRuJ50OVa2hCvdI2cm+Aj2yPnLWOwQHEONYorgbKYzNSpkytuGMpvl3b0L+VNVgWw4SULiZScdP5+axsVTNkatfvrw8b+y8gHyWfzhcw34cR7Zp7lngA2wj9mMutE3T4fr747UZY7W7B+uXdP3aH7Pk7mmxh1Dzcc+PNnT3bC2szzkbSH7zRVcXS6vp+6wqemu7vWtwcbr7U8LWqoL3t3Pend7z+vLy9+VpryvPt58c0ZLvubtJZ/efL+uPEFnDnEwk9iXTf9QEdNaW/im5kZHQ+WHpoZnD++X1JY8eP7oVX3l0+qLj24nV5/bemtz2J2VPsVR/sdnyNOWTi0+fOBhwbnWhiqzqcc6put787DgcPQuLXI/D5YswR2S4ePkuGQNPlGJS1FiU1TItPmK5vICB2D7lN+/23l9UF1DR2MXTJ6aERMXyGKxPDz4KIwcSw1lyYOZXDmSpIGRd6pYlZv5bad43Re5HwuFfUUi3S2xudR3rCJ0tNzbUun/9rJ3zmbhrmmCuQJ6EEHgS+RLMCgVEacgYKVYrBSFEXkgWC4YlguJ64rluyClHkgNEhNJwSUpSMVh5NdLSI2rKFeCKIf4+JJllK4DrOQpbLQznE1g5WWes9vsLa+b5k6JcP/me7InisfkzhIxSqfzmkIorXMo9TPIqVJsKMqN7eTEd3JRu8CnoAn+cJS3C2ozjXplhrAnTmZOVwzlehku+JsuB5oKtEPnlcOZGl2y8t4y8VYp3xfHFyAE3liRF14kw4kVOIkSx/ehChQ4JsMZHyaS3c5K7Xtdl7Jzj5IuYMJJIhJne9S6o7GHMlJPvGho+N2uFOQX+MPnmh34FG2g3Wofs1hHe236N9bWxyMPi0wVWQMVB3vLlnXcDHlepHx+w6e7cvHoqz2Dz7Yan6/tu+XXl0keOEt/kyHRV6QOPr3R9SynqyG3tSbr1f2MxorE57eXPrimeXBnQXNlxofru18epb8/TdefxXalo99lkTqPY/vPSPSPMz4+v/m+8uLbioLmmmt3inMv3TtZUnPuxeOS5qbHtQ/ulpecr7kbX3Vp2+MLO19diq9O25kbPSN9aXDpsR3NlUVjZp3D4bAYOovSNsZMpiXwkfFcVIwEG6/FJWhwR1SEk0pCkhyZOlv64nq23ToC/l6ttbbm1oigyUw42ofNn+Pjq6TQuEiyEEn3wdLmUhkr5fzVau5qNXuNnB4tI29Q0Xb68/cHimKCuPGh7NQIdvYy3pUN/IoDvMZTso58n57rQa0FPmVHlLmbNBu8hb4EghKNlqHQCgxWiyGokDgpHCmCwfkeMI67B93VjeKGEMAQARjPOWTYOj46LYiWEUbOnUJ+sIiTHSGhwlEET+yyeYtSElM4JDodjsLAkCvmzi6Liyqbxbgfjr3oj19Fg3vDnBXu7rMxbnFS5KVplIqFtKdr6UVzaCspGKk7KhyLPxkgfL1RO3DU15jtb8jzM1zyNhX6mAp8TOe1ptOq3n2K4hm8hVSmCC0WYyQCtMCLrToZc+DB7Uu7ly1mumJpTigxlhQq9pofNHXFrPlarpxPYq9fvqblH6z3gvyh/IJc++sp/r+1v4xwgj+00UAQtDnspjFTi7mvdrjn5mhLjuVpTv/Dk29rDz6sXlNfMefFrcDG24GdV2d8PD+zv2CmoSRKX7d9oGixLj1Id4TfeVTdeyul8/7ZpuLYdyUnGu8dLL0ccq+Qff86rewKs+gy7c5Vv9fXNz054/3qtKwjg9marWornN9ZMLu7IPpdVXrP86L2R/mPb6feLDx45tKenBsHyipOtNTfba6//6jiet29i9VlmddvHb56M+5xdWbv82ud99JacvY15xxquX1hWDdgs1rsoNVmM7fU3czZOCdRQYwXIeOU2DgV7rAcf1JNTNUSkqTIlCBGbU7SqHHA8cOZBR0O8P9oOc5AX3/E5HAyDEnz8Jzl47tx1lx/mkCFFchh5M1q2r2Nkg9nFKaL3ubL6oE8SWem8vVpWU2ysHQ/5+YmTt4i9tFwalwgdb8Xe4eEt03MPujNPTWNe2ub8HmGquPyzKrEWYtkikAKS4nESj2RSjhGA0drEUg1AimDweUIlBKFEXgi6R4IJhwr8MSJPPBiD/h0nOsOFfagL3smCwefMB7t5oaHIzxdYOP+v//eGDlv2+Zt06TUB6uFt6dT5mPcZa4uPjCXnUTENQ2paQm9fw/VFM8yJApMqWJTivzxCs5GPlLlBvNFMXZIeRWRMsNhxXC2j/GcnyHPZ6jI13zDf+iKj/my3JCkKgiTzSPz5GgeF0aX41ln4mJflN3cvjiS405gw3B4JycZhXX9bM7r6gdbo9Yf2hvX8+Hf3skS8ln8glwDPk3o/02iDQT/eqqGAwQAOwgAP4wQAoAdBOyjevtQs7nziqH1+GhL4ujLpO4XOc8fnn31JOXpo/U9N+d154S8y/bVJfjoksP1OQsNlyN7S3fqbm4wnJ09cELTlLaoveZ8c3Xi62uLX9+KfFAcXHGNXn2dUlVAK7nAvH1eWnc7+s2D7M5HGe/KYl8VrWsui+15eLb/2fW+hsKOyvT2yrPPqtPzCnecuLDh+OVNV24daqg7391S9aLq+sPy/Idl5+tLzhWXpp4p3pdxdVtdxckPDdd6Xt7pa6weePN8bKDbNtpnGzN/2l9s0PShMutAgj95rwiWIMMlyfGJany8D/64lnhUgYnzxpZnxNjsIw6HAwTtoN0O2myO3zraQBA8kXJMSGMyEBiKO2LVzNn7lyyVI0lST/psKqFku3T4XsBYlXy4TDpcyhstZ1lKGcPlQmuVcqxcMloitxSrDYWyj+eE706LGo/JqvaI85cJ0mdLEwJ4O5TcA/7y2BD5dn/tem/lCoV4NpsdgiZ6wTBqT4zKEy11hUvdkHIYWujuSXNzZbm6yzyQShTGj4CYRUFMxiGVSAJyHMzt+4k8KpVOIE78boLr+EleYtEUsXCLBpeowUQRYKuI2P186jV/cssc2uAKsn4vVX+Ypk9i6FIE+lNKU4bKcFhav4S9TYRTIGgad9JGJr08ktuTpB7O9DNna40XNYbLXoYb/oZi2Wi2X82SwHUsngwnkFMl3jSBN5UXyleKsLR5gdN2Rq3m4VBMhGfSnn1l12/VV9cBNmjQ8z/GHyvXQBAEQAAEAQdodzhsIDhqM/UPdz21vC0ebjpleR1rfLG/68mZ9idlrQ9zX1fubbu9pDs7ZPBsSO/ZsK6U0O5T8/pz5+rPzx0o2th/du6HA+qmlMWdt4+8uB9TeMG35IrgwW3J/SJBbTGn9hbnxjlOQQb7Vr6m4W5Uc9G21ktbmwpj20qP9zecGXx+ceD51Z7682/vn3h5M+VGwd7TFzdfKjtYXJX86HFWy8uizteljQ+L6srO1t3PrL5/9tLthBNX956+uLe2NKP32S3d67u6xvu6lsfGdy9N/Y0jph772ChgtYKOUceYvr7w5LFp3INC9yQZNkGBS1TjjqkJR9X4g2pkUoT4xZ0LwIjR7nBY7Z/aq7/xBDe73R61aOnOlauDJDImmspD0SRwMt+DJXKnHPQm6fMkYB0bqGI7agRgjRCsEIGlYluVwFrHsdcJbNViW43CWi2x1yjBSiVQxnNUK8B6P6Bhyt39vhsFvHUcTuZCbXWcV/0xvxfpYbXJk2/s9D0b5bUjiB8pIIQRsUpXhHA8TAnDKggYGRrBc4fTnRFcV7jIw4Pj4ob+fgLsO2eEMwI+EeY6zuX7b74b/8333/3X975uE08EEXJCSbeDyK/mUN8tofaspPZHkwe2kPv3EAcTKLoUli6VZcgQGrNVxrNq83F5625+SiBpCgYpc8ZOwXCTfCVPtyoHUxTDOdqhAi9zkXbkglfrdnmMhOuP46pIkiM79ty5kBfhF0jzJFI8iZHTZu3bsGnDsuUZKcfbWt/8tpcA8jv4zLn2E58OgqDNBlotwIhuuP/9QHNd58MLH2qO9D3YM/BgU++DLd0NGZ2PctvLt7wsmP3i0uraou2vC7YNXj1oqD3be+1AZ6xXX1Kg4fLaj1kzXhwSXk3xq74eVlciq7glqL7p/7g46OEt/7obwTVFyrKrnJsFrEvZnNtZ1CcZ9OZs8avCRc2V2X3PLuubbvS/vPy+Lr25JLn5zrHbNw5kF++5+yS15VXOq1cX657kVdfkVVVlVVSdvHkv8Wpxcu61g6cvH8zOP/y45ILudanlTYWhsczQVGVoqTG01w11v7Ka++22MRAEbA6H1TbS8eTuzdhlBxTog3xkshQfL8YmKHBHvAnJaszxUN6dk/uHhoyfVp86wN984i64bsmqyJBwLYvJQJPYSIYMy+IjCV549JGp9Nod9OoDhOK9lKs7SBc34S9GEy6uJhasp9zYRb+zn3lvD6M6TliTwG84IXmeKnieQn+ZJnyd4fUsLeDMAvGxyYKyLVrjtQDHg+ng46lgQxhYHwY8mTZSOb0rP+RFmn9pjHf6MsGhKdQ9fvS1GkakkDGDxRKhMGRXD/wkV5dvxjv99ySYK8rTDeP0vdvEb13G/el752++RY2fGID1XMn2TNIgi0OJb1bQezexBzfTBzfQBrYzB/YwBw8ydQkcXRJbf0JkOKM2ZvkYs70sZ2S9cZyKJfT9CprGkyl1oS1jcE4Eihq2qIzpfsb04OfRfjFytsKTxvQQions/BMpL6vKZvr5U2EYHoZO9UAvnTuvq7Pztz75kN/JHyjXflh5bhsDLB9t+qbhjtreJ9ff1p57X3ek91HMwKNdH2u29dzfOFC3sb92ac/tqS8KF927Hnul+MizK4f6LsUO3D368XR031Z5f4Jvz/U1b24uqr/gf/+m/Elp0KvSKa9Lgl4Uhzy+EfjoesDLuzPqr/o+KODXFbDK05jVSaTGdLnu3rqP9xO7nlwbeFGob75qarn8sSGrrfTY6+LksjsHr5Ttv//8ROPLzJq61Fv3j96vziotTa95mFn7OKv+4fm6mpyax5fqH117//iuqaVmpOPR0NtaXWPZYFOp6W21uaPe0tc4Zu4BRs1227AVsDkcjlFjX/HR7XvUhINi1CEZNk6GPazEH1USkuTIGB9ixdkk+7DJ4fjt22vDZst0/xCmB8KbwWIiCDwEUYJhcDB8PpIYREBPI+Cmk5mLSaRFJHQUB7dLSz/gR0v0ZZ4MZGZNp1+JpFasY5REsS7Ok+yWMtbzMbkLKXXb2Y/2CR7E8DvO+w6XBY5Way33wi2lky0VPiMVviP3AywVAaNVAUBVoK1MO3RNNJDPen+W/vI46+5GfspU2XwBkw+H4cZPcP/zRLdvneBO7pO+cxn3zcTxf5o48ZtxHn/+nuriKkO48d0m0ceP9/ZwjWYi03xJVfN5bdGKrq0yXYzUmCzXp8gMqWL9cYH+pMCQITNkawxZcvNZqfmkojNGfmM+O5qD9/JkymHcCBbr0GRRepAsms2TIAgkGIkPp7M8SQEC1VSVzzSvoAWhs1koaojW90XDk9/2zEN+T3+kXHM4APvYiL5lqLtkuDPf/CptoCaxu+5g78Pt+kfrB6tW9ZVv0Jev7y2bNVA69c3FJUXnd+XdPlZ3Lakzc2fn2fWDl3Z1xs/p2SnqPOZdW7joccmK1soVbx4se35//sN7QXW3xA+KhOX5ovKL3IbrwmcF3FcXeE8zWE9jqa/3EZ+dmNZ273zbnbM9j871PcvVvcyxtORbGi+ZXxYOPMl5cPfQxcsbi6sOlj5MLL675/nD07r35fq3DwzvH5o6Hw6/f2h8U6n7UGnqeTjcXm/peD7a82qs+/lgc3lnww1ja625/YH5w6Phj09thg6H1QRYRz4992DMYnxyJy8xALdfikyQ4w5JcHEqXJIP4agKk+JHr8lJtY2Yf/MmcfubNm+RVEGizZT5MN3wXHcPsZOrnztpCZlwUIm7MJd5b52kbh+39gC9PpH2NoP74RyvK5vdk00bvMgwFbKGsrn1m5iHZJT1TNzZBayWkxLjVfZwCdVazbE+kFhqVMNVAcPlk82lPsZ7UlOJ1FyqNpX4misCRsp8R++prCUyW6nMflfkqKBbroru75Kv09CkCATFBQYf5+76rbPbnydO+mb8pD+Nd/7TeLc/T4B9OwH55wnkSeNYMDfseGfEt+PJ48ZL3VyX0YlH/SVXZkqebVT3JgYbU4OHTgeZMnwMaTL9CbHulNiQrTXm+BizNJZs+fBx6esNwqRAXhiJQncncFB0PxRThaQHCJRhal8plkJ1wWImwrVs8c2cC5lHUwPUPtcKrvzWJx7yu/rXc+3H1Zc/bgT0S3MN+HFl1KetzwDQDgB20AY6AMA6oms1vLtjfp5qfrJDV7tp6GGs6fHGrnsR+pr5HyqinxQltNxNNdTuGMib17hv0ZOMmGc3kl8dXt0es2KgYFd/cVznqSUd65kvd4uvZynrSkOe3p1cf8//wQ2vuwW8whzWxWT2tROcovOs8qv0uhxqXTyjPZnSFUt6vYn8Il75MnNxQ96m1sozulcXTU2XLW2FlrYro2+vj7YX9jXnNj0+VV2S8LAy5f3r/L43N/Rv74121du6muy9b01ttf3Nd81vqw3Pbxuf3bC8e27p6bbqBkf6W3VvynRNFeY3lZa2suH2WquuZczy0TZicIA2wA46HI4xu+HqsQ27hZ6HxOj9SswBBeawHH9Ei09RoJKC2FXn020OBwiADvuYzQ5abfZf/7+k7PZdBYtLh3nwkQSWE3kqGZeznPgwjvbmGF2fxxi9SRkrIVtLhbYKgb2SCdxnAuUsWznHcJXdeppzOZp6OoJ0YyWtehej5TjHUMQeK+UPl8qGq7xGarzMFWrzfW9LRZClfLKl0s98X2muVJmrfIarAkbrfEZrVJYSheGGuq9A1ZzBrzxIzVtK3eeNn0qG0ya5osa5ISfBEU6esG+d3f57nOufvnP983du305EfO+GHz8J9/142iRXgbM7Z5Ir5vvx8O/G05zc1EjkDDJujZga58s+N11QFqV5HxNkTPUznlDoTykNZ1SGTLXxnJfhvNx0QW7OVfYcVRQv58yh0VkwCQvJFaEYsWu2FKWfm+7lLyGzmXC8hMo4GX/ocU3Fm5aWn9zhEvIf5N/NNfuvzrW//lDADgBjIGAdsw2b9e8szQXm2r268lU9VSvaq7Z13E0YLI3vvLumu2pDY2li7a2sh9cz3ufHfkiZ35Xo15s+rS1xZvOuWW2x8ztT575OmPpsb+DTKN7LaEn5CXFRLu/SaXZ2CjPnFOdSDq8gi5N1kn3+pPh2tldhuqjwGOP2UdqTdEpLMunlVnJTDPVlKuX5mRmt5Zn9z/ONjYXm1sKhlsvmlgJzS77l/dXhD7e7X1zobMgztRUPd5QNtZeaO2osnU+Gu14Ovq3pfHmnq6HkXWXBm7tJfVXxhicZo2/KbH2NowOtlu4Xw531I+8qza3llo46y8dXlu5Gu6nXPjZmt1tBx5ih//3d07sTJ3P2i5CxckysEhvrhT2qxSdJEEenil9V3HA4HFabzQ46bDYb+OvWIYIguGH5WooLRoDFB0nl9PHUDRJSfxbLVswcu8Mwl7DMd5nWCpq1DGO+Qew9x3key7u/jnNlOWeHL206hRRJxzyOURlvSMeqZGCNdLScP1wuNN9XWSoDRypDxiqDx6qDx2pCbA9D7A/8bLUaW41qtFJhKFK8Oiou3Sk5E8nd6I1eLvXYJUIm+RGSwslbvNGBJFfkuHGw7yZQ4SgqAoWe4OTxp3Fu33zn8s33uAkInis+mIH3I8L4Tk5eSKQ/FsFz8yA7wfHjJhLGTaA5u3JcPUQunl6eyBl4bJyKUblU3H9Ia073Np5VGvO8TOeDhvK9TJd9TZfVY5dVA6fCdmjkfISYh2Zx4FQvlnSyTBsZOu3CiTOzQ8KXzFnQ1txss0GJ9iX4vLkG2gAbAI4CNuOQrqP/bdVA1UH99VmdxQvaata/r03oKDrRd+P0u5Idz+7tflJyvuz6udrCpMHC2I6MOS9P8BuT6S92cp8dntJ4cmHjgeDHG9Sv4ma0xkS83xpWvlt05hDjyD7GkYPc5GOanESf2zs55/fRTu4TFRybU5I/vShbfuaIOP+s8GEmrzGR3hRPfZJCf5QW1nT3ZHd9jv7lRVPjuLf3mAAAIABJREFUJVPjpaGmy5amwuE310xt1wYbL398dlH3tED/9KqpqXi4q8bSVzc8UGcZeGT5+HSg+UFXw53OB+n9NbuMtbuHGtJH3tbYDAOAZWBM926k+5mptdzYWGx5W6t7fHvoeYlN9842pgeBYRvgAADrs1tn4ryJsSL4ARV2twqdqMRnqIlJIkTe8iDD20b7p2izjf3K1aM1FVXeQgVhAkrLEC+bNos+ibSEg3l/kma7TRu5RR+5w9BfZbVnsB/HUTLmEtcJMdOwOD9PfAiKrEQyqW7UhXxUS4bEXC4xVsiMJWLjPZG5Ujl0X2O4pzDdUVvueQ+VehnK1PpSv65Cv9cZPrWJqoKNnPgphEVktxmebpE4z81iZGIIsSJa0n1E+zxOvdOfIIY5w/483vO7iQQ3GNbJDTHOCekEQ0+CYcd7hFJoKyXMDWpBXBh3Cun/Z+8to9vMtnTdn2eMO7r3rqowGGPLzBxjTHEYK1xJhZMKp8LsxMzMzMwWWCwLzGzZsiWLwSKLGe6Pqu4+fU+f03tX1d6ne9884xv69YHm+tZ4h5bWnPPdHWVtH2dvud/OMdTKw3uXldv23R47LX132vjvtPPeae+1w+aAzZ7nge7A65H89ChJWbSsab+s5YisJUbSeUjSEa5qiSUnnXq4NzjMNSjaI8jXxtnH2sXfzuP++RvF6dk9re3Cv9KQ9Cv/lfl769r/nKpmMhmMRoPRoJaLGBz6DG1xYBn6ngr+iTT0M3kkkT9eLB4o4PR/JA3dngY/mwCWQNty8R3vOaCfltq+B+WGD8R7oz96NH3wqciIaUrZ3/YkjPDm9MLnK4tJVxBfomtTAguTw9OSzpSW3+/+eHzhvt/8K3d4xsGh+tf4/icjfT8PN79DdVxf6jvFaNhLrj0603h/ovXZMrKIO94gnmuXLXbIiO2K5U4lqVdNHZRT+iWkHulSr2KpVzTTtbEEVrAwUi5cyOlfZ3brNxaUrDnBCkZMxQpIQ9yZbvECUEWf0Qq5Wvm6coOpFK5IaaOSZahoCcNFtfJg5cJloFg4o9dwtDqN2WxWS5ltST99CrJKDLZNCrNPCwEU7nPKCwNkRzuACz5p1Eqj0WAy/t4G09WlZTH+e09FxPrYAvztAF47naItAG13AfpON36jO/qzc8JJp/OermftXa55OvwcbpdyxrnomkflXe/SO96fjrue87D7ca/bu+MeqWc9ci56FP7oVXDdJ+eSd+4F76LrPmU/+RXeCUi84P3ykOcNf4fzTnbnHOx+9AA8D3fOu+DZ/tR3PCtE0HJA1ntCgzil7DrZdsc3es9W62+3Wnyzzfrbbbv/tHn3nzbv/tNW6y1Wrlt3RNrsbHngMZsfmrnf5X0YIOV7v4dh3if22Adb2fpbAQKsHPysHHwsHAJ2O0XZesXa+YTaegTaOAfvsr/g5J4dF4h5FC0r2a9uiZJ1H5ADI5UDQbT8mLxDgftt3I+ERj8+f+VUeMyBwIggF79I34jc9Cyl8v/rUvqV/9b839C1Xw0HjEajXqeSaMQsNglPXBwYHskCQW6hofcJkOfjiI/LmCRm7xsO+No67Bq5+8fp5pvo2hvYtlvwjssDtacw5ceHM8OQGb6NCT65aWFZufvacvctfTgy+ehIc8LhuviousQTdQUvS4u+1JQ8QiTvn37qjn/tjcv/frTt3Rw0jQhMI9U/mS8+PZMTMJUZSOx9NgIqnALnUrHl/OkW8Vy7dLFdutAuX+qUr/bI13qlaz0Kep+OAdSyIUomXMcZ0azj1lfbp/HJ+OEHnIVO/iKCNgOSMhc1QpFKJFRL13VygUrI0cp4WqVQrRJLRVQRdYxLmRCM9VH7E8mTRQx6j4o5ZJTNa3UynUkv5RI7Pl/5FGyZGmifFgRID3fIjHLMCLfNOeE5DWox/9qs/HetQ+lra7cv/nDm4IFABzdPC0v3XXt8dzjf83NquOiSctz5NMDylJ3d+0OAzodOxCLvjb4ANSxAiw4wYX0lAwGIhLCrgb4HnHwu+npe8fW86uN21dflaoDb/TD3J2FuMXZWrlv3uG11DN7peMze4XaAU+op96Z7PuPpwYL2/VrkGe3wRS3uihr/o2bkihx2EfE57qq/HWDLll3fbtr17VbLb7fv+OctO/55845/3uq1c9d+my0/h1txan1N+P2zmTGv/OxeR3tUPzh2d6+P55ZdrltsvHcD/G2dA2zdAqzc9+3xOeIScMDFJ9rVO8LRI8TWPdTK85anL+xBlLjqoKbnsBEcxSsLLTwZcMbZL8jaJ9Yz6NXlmyXxKTdOXzx75FR5QZlEvPF7RvUr/wX5q3TN8Ifo2q+7Bka9QauUM5d4C6iliU4svqod9LJ58DwQfgOOegwG3pgevLoCvDwHvLjUd3Wi4thERexE/X5C/VFky62+isvQ/APIgtjezOiSF34ZT1yLEnz6cwNG30QBHxwrSDhelnGxq/DlYEMRvL8A0voMWn4IlOfdlOvWXRzaU3gSWH9/uu/5SuvB2SyPhU+Oo689CFUXpxGZJFTB+ki9aKZVMt8qWWiWzDfLltplq71ScreKPbix2sUcLWZN1fIpQCYRJKSBaXPVQ733ervOcBZapJQRIXVSyiJJOQyFeF2r2lDJBHIhRyZmK+UirUZt1Gv0cv46b1lERDP708nwjxRimYDap2L3y9UzSi3fbDauk8fL75344GuR5LsnNdwhOQKQGemQFWZdeeMIdXpEb9CbfrWh+bXA7DcsS+9fvwnYvtvL0snTwsbdwjLA2inQ0tltk80RW5vSS07EPA9lv5cW5qGGBsiHQpUYPy3Ma6E04NVJ9wN2DrcDnHqfe5HKAuh1oezGqPXWEHFnGKX+YOvLfRd9XLy22hx0tCy86T9RFEtvPy4ZOqfFXNARLqpHzqkJl9W423L8bQ3hvnzodt/rqAdhgCOuTh67bQDbdlp8s3XHP23d/afvtvzTN46btjwKcf28377ppruiK1IFO6AdvrBcePpNhMv7k5Gl92NTzwZd9QOEWVh5bbX3tHTxs3EP3uMV6ep30DvooIfvIS//SFfvvfZu4bZuFz1ds8/4Q19Ew9/G5ZwMOQ3wCd0TEATwD7b3+vHgqcSnrwtSMqfHJ37DHP7Kf33+cl0zmUz6X47fo2tGk8loNJqMerNeqZYwuHPDRELn6EgdFFXW0f+pru9m1cClAdDpic4Ickv4aN8xeN/xkbYYfHksLO84uubsXO2R1ZIjk6UXutK+L/hyJjX5xpeXJ+uf7x9OPIHMvgwpez7ekYNuTu2pS4B35E8N1MwMNuF7c8EtTyAtd3vLr0DqrvZW3WgrfIRtSyBDEhabry7mRk7Fuw9nx0x3v5rri2diKqSzbbL5pvWJSsF0jXypQ7HUJ6F0k6cbF9BVUwNfRtq+UMYbJzC1y6O1i6N1YNAHGPALfXlQv0HTSfhqiUAhEckE6xoJXyMV6NUyjV6t1qg1SpVJbzCoNCIpd520wOyuZLQ/JWJekyitIiZCKQRpZCidjmM2mykzw0X3j3wJsU0Lsk8Os0+PcSiIdMwIscu/Ers6iTX/UjVqMhpN/84d6y8n7VNCsKPbm7s/HYvY525p7bZzt+sOgPsWhzdRDqJ6bxPcWYEMVsIDpP3+KvBeGcgHG+98N9DF4zu7B2Ees8VhRnSIFh6sQsQo4NHmsWgN5GD5w8BIZ1uf72wv+tp3fQyTI380zV7XTlzTjNzW4G9pCdfU+B9VuPtK3AP9zAMp7OHQp6NPIxxvhXgc8XR12bbVfvM3lt9utfjzFutvvtv57ZaD9jtTIhzhz/2m04OVwAOKoTjN2A8G1K3ckwGg5DNGwi1F/625krNZZ4JOOLj47nZys3D2tgDstXQ84hlwyMMv1sMnysNnv0tgpIuvr5VdsK3jac/A4+4hIVYeoXbuIQCPfZ7BoR5748Ii89OyxMKvHiv/sPy9dc1kMpjNBqNerVeub7CnV6dAo8ON8OGSTnBCVeudioZr5Q0/wstDBHluuCKf4oIIULXfbJHzSFZwV+bVuowfkAWHSFn7yKknx96dbXh6rvDDg+aij8imZER1PLI+C1mfM9dbSME0TYArCX3la7heKqFzDlo/1lO1DGmf7qwntBbhOvNQLXnY1vyZzsK59mRyx+OFyu8nGm5N9sVP9Hya7U+jIIs5I5WCqVrxXJOc2CVfHSBNVDeW/zwCzpcuN5IhGURQEhGWtYLMp88MTIzW05bBS3MgLnPepJUa1AqTRmPWao1qhVYq1qnkJoPeZDDodXqdXq8zaLUmo3JdKhpG8CC5s9CbY6PP1temZeQJKbNBJQeaTEqz2cyYR2WdCUj3t0kNBSRF2efGORVEOCb67+hPe63TqI3mX2tGjSaj4a9flq4Sl8/FHnpz597R8Ein7bv9bQEBDs7Ou6yuetiNfXBX9TnLQd4ymLMS6rzR4dRw3TXWas8Bqz0l1/aSGmNUiGAVOFQOjFLDIlWwCFJNRM5l30jrPV6bLB6EO+Mz41So8+rR80rsj2r8bRXuJyXhnnL0vnrkmX7qnX7yBaX9Wu3d8HcH3D4e9f9hr5vT1i27/vTtrn/ebPXdbrstm3b/aZvLd9sfRjoUnnZmVEXzWiIVwBDlULRq+PxM4eFXQW6JJ7wpTccMmGt6/C1W+8Whz/veHvQIsLAOdvc6HhIRYuccaucc5ewZ6+4f7R4c6b43yNE7wM4jxM4rGuD56Pj5n89fP+ATGusXcfvC9abaeolI/Btm71f+u/D31zW9yajRKQUbrGn63ODceDsCXjoATu/oe9PZ+3QMlD7ZlUIoOLP4MhCSubcyyRPy2X0kJwxWdb254mdg6XF8lvfYC7eZ+5H4a/sH7uyH5TwgoyqWEGVTA/nL8JolaC2uKX2yr4iMbV1CNVFwHav4GhK6ZnqgbGmoZgVWRQSXjffmzACzV1AlVHTF3GDBdE/KCjCROZzPIJRQMPkLoMwFUO4qvEA01yQjdnLGW2bRFcj+RCKukI4tpPU/Y7Y8IJWdW6s4Q6q4BC153VjwlDHeRp4cWJ7DcNkrSqnApFLopBt6+YZ6g6+RSXRanUFv1Gj1SrVWrdfpTHqNXC0nsuRTc4zJzDHCFSoZuUEkyciDCmGjVrOoNajNJj2iPDEpYk9isG1SFCAlElAS5VweYV/6fRhtbNhsNhvNv3gHGvS/yabvweWbTjusHbZbOWzddeXgsUfnL3js3B20w+aurx3ynbuiw0sN8WY1eySddIixtH0c6QxL9JIBA3XQcCUwUtoXpgSGibtj+uNDr/t7BGxyOOnqXHB173L9YR32ey36vGL4ggp7TT16W4a/IR25q557p59/yx140P7u+MNYl6QT3q23om8Euzts+m7Xt99ZbN61889brTftsv1mK+C7zU9jHQouuIynBigHjykGD8oHQzRDR8Yy92edcG19GPEh3Dc1zofRdFSDOaPBXdQjr9CrTsYfdI1z92opKqvLK/g+6kCArVOEg2ekm1ekm0+Yi0+ws1+Qo3+Ek8+js1eeX717/eTFsqyilaWV/9CE9Cv/SPzddU2v1iuFcs4SZbR7Hl4C6k5qbYpvb/00jMiYx5ZrltCi+X54xTNk8t351vdThRcI7/0HSs42dSSUlz1HFByZSA1AvI2Cf7mGSL6FL36wCk4VTNasjzZyR5rY+Go2oZ4Iq1yCVVKHG8jDjWR8KwXXtIZtWsM0keE1a8gaxnAtC1fOHC5k44t5E1V0XPlodzK25csCKJOFL+GOlvHGqtenmvhTjRsL7eK5LiKsoirrVk3eNdpE1SIofbr+/kLx+eXsEHaeBynPvyH1UkXezcmy68T+/HXSGHttfmUOq1hnGOVijZijka7rNAqD0aTTG2VyjUgoV8hUWp1Oq9VqxGoNR6WgLi5PZ00vllPmoaxZlIgyoJUjdQaO0WSSCblVr658CLVOC7dLjQBkRjjk7HPIDrftfvXTBp1sNJtNRrPJYDT8purRn364Ybtpl9NuG5ddVtFefufCov22W3nuArhtAtwPtJtJ9FQ0RZbf9fT41v5RlCO10cuI8VNDfOS9e+UD+1SQUGlvZN197wOOti7/7Hwc4Nb3PkYFO6sbOa3AX1Rg7qmxD9Sjt9VTd5Tjt7XzL83kLA74UfKZ4KjtFk8POAwkxGZf8fHYsnn3P31ns81iz3YrJ4vdnrZ77L+zvBS2B5keVXbJjdewTzVwStF/XDUUJ+qOqzrr0frQVYm+BH8fe83Ktu1RqAJzVI65rITdMYIvYN/HnHF2f3njXn1JyRgWn/QmPsLNL9TBIczBKcrZI8bdN8zFO8jB42hYTFVBKWlxWaNS/4YR+8p/O/7u/69p5Doxa4MyOQetGe9Lh/Ul9nWmQHqyFgiVgtlB7eKIhNhHRBRP9ZQswJqWe7JH0/dVZB7IrX5aVfQSlXN3OOtHVMvH0eHaRVwdBVPHwDeyRpu4hM71ke710RYGoZZKaGLgG6iY2hVU7QqugYytpRHq1rBVFEQ1A9NCR9Wv4xr5w3U8bC0LX70+XsXAFS9AcmcH0oXjleuj5ZyxKuFMy8Z8m3ihgzfZzpvqmgKm9tY9Jo7UDNZ+qUu+3v7x4HCGH6nYhZDvVVZ4tbLuAaXo6HLjxxXU4Mrk8Aiyh7k0bpKva8QMjWxdrZLItDq5WiuRqMQ8qYIv1Sh1Wr1Wq9OoJRolS8pdxqNG4yHwzwujg9KVCZ0YoZFPGA1ys9nMnEYWXAhJDrJJC7NPCbdPjAHkRwMSQlynB5pNZoPZbDbpjb/NLqQwNdvVEuBl7xzrH+JlaetpYeW2y8plh5W3pf0+W6sfvK3vRzj86GmXd8GTUhOkgfsroQEKcKgCHKKGBgq6oitu+0dYWnlts38Q54vNipJBTuuwF1TDl5TYWwr8fcXYA+XUS938W8PcR+Hw+4Gksw/2e94KAlScD+h/uv/pQXcfy517tlrZb7e122LpsGWH89atzru3Pf3x8nzXc3BCaOVVT3FnhKxjv6QrTouMXizy77nhw2wM0yGPCToOZJ32uuLs2P0yRgW7oCRc1EBPTKcfvxHg62cDCHT3ZLFYSoVyZmKqIC3ryrEzcT4hUW4BBwPDUz58mZmYVn9VtP8/8RvyPP46OTMajQaj0WA0mQw6g0qsFtGVLCJlAozuLwB3JYC6EmaHqzhTPbzxLukiSLLYvzFRsUGo4eA7VnCNo51VxMrrU188QEkHoQ3p+PaM0Y6sqYH8BWgxg1DFGalk4csYuDImro6Fq2fjG+i4Ohq+iU5oYuCaaNgGKqaOhqlnDjdRELVUVDVjuIqGqWDiKjn4Sg6hkjtSwR+rEE5WCSaq+eNVoqka4WQVb7SaN1rPG29iEhrYo3XCuVb6eN0wMJ1IaBhtTkV+Odf+OqIudX99Rkh98YWSqhettXdXas6u1N1d6sqmj8Doi1PkRbyUM6sTrOrlAoNGo1FrBWIVh6MQszakTIFCotDq9XqjXqXRyqUauUS5uNqPQb1iznUoiX2KuRINs8ukXjYYtWazYQXZmHnEPTHYNjnSPiPaITvaITfcrv35ZbmAbTabTUbDb3OwEq7zXzx4cigk8sap8xGe/g4Wlk6Wu1237biyL/ZSeKTnTkvXzdZJxxxknf4aaIASEiID+ymGvJVQ342e4PwfPCMsPY8BXHKvB1NbjquRh5WwYyrMDRX+lmz4poxwTz3/QrH4TIl/OV1y9+OFmGDA7vsxjtOJMatZR14f8HXYamG308Jxh4XNdlubzbsA3/3ZZdufPr1+JmKtMGDx98IsBp6HyXoPysCeMnCgHrkX9xHQfNOT23hQORirAkWu5Eecc7A+au8zlR1nHj+hHoyqvx0WZeeW/vJlyutXq8ukXwLUanWCdT4Bi+/r7pmZmlarVL9hlL7y35q/ua6ZTL+28TZq5WoRlUeZnMD0QLoKO+s/t9e9xg5m8Oe7lUsQ+RxQtjAgnuvemGwVjXSuILunwdXo6tSVnMNzmUGYop9QtVm4pswFYNn6aBMbW8kYLmYMFzCGC2noYsZwNRNby8bXMfH1DEIDg9DAxDcwcQ1MbD1zuI6Oqaci6xiYGga2goEtY+LL2IRyNqGMO/LrsT5WLpyqFk7VCKeqxVP1G9OtvJEmCqqaiavjTzbRx5pATe+GO5PG69+NZZwd+xg0muqLLAqtKf4pJS+1sSEPWP98pOYlsTl9GVhLGgGND/cwiEgNn2hQCLQyiUat4a8r6IvrUopAzBKJuFK1XKMzGLQGo1StYYqVNAmdQmumL9SK5+rEE5XylRatYEivoZrNJr1K3pv58tNe65wwh7QoQEa0Q0mcY9Yh58n2UpNOa/x3Sc5/HVqNFo8avnjkhM2mHUFObmdj9kd6eu5zcY10dvG3tPHY5nzXH0BM9dYMeW2gfEXIvQroXvlgSNtTr30W1ld8PVCph0TA77Xw4yroCSXihAp7Tom9qSTcU08+1k5/oPc/L7oTdcTZ9oirXfYPQfOp+xGf9j0+6u5lYem83T7A3tl+63bAlu22335nv23Lg1tX6WurZg05887hWOvv5gr2qQdiZANH5IOH1KBA0EO7x7422LcB6oFo+UCkrO1Q75OQH9xs38R5kUuOYT/HXfZx2efqPTkEwfb1Ls3P/7bR+Mo/Hn8PXTObdSa9wqBaV/NXSdPQno6CjpbU2pJnfbVveZPNWjJETgRK5wZEU93imVbhbMP6TPccunW0J3u48Nx4vDco93t02xd8U+pwbfzCYC4VVU5Dl9DRRXRUARNbysRVkuHlJGg5E1vLxNXS8HV0XB0DX8/C1bOwdTR0GX24goWvYxNqWfhyJq6UiS1h4UvZhFLOaCmbUMomlHJGytbHKvjjlYKJKvFUrXiqXjjRKJpqF052iKbbGZMtuIFkyngVGVmALr02kh67kuwxVxTYXHGpofoxrPnZUOsbUF0WsLoc191CmUbMjvTPjvTLeQtqEUUpYslkMhFXxp1hqsi8DaFSzN2Qc0QKmUqlMyh0Op5SSZVKGdw5Gh3BICMY40D5AlhK6tNsYA16ptmso5Mmiq8dTA+0TYsEZEQ75sc6FsU5FF8IW4R0GQy/1+YFg0DuD913bG9EyaeEy0ePOuzY7mdjcy06dr+bt99m+6xDrppOXzXcSw71NyA9h9Ncj9g6HbNzHM2M0iEPqmEhCvA+JfSUHH5Wir6sxN4zzT0wk54sNt1+diQ6dPf2i8Hu3W9Py0sP0pICH+x3crN3tNth67DNwmGHje3Wbf7WO1x3bQ0PDEYj0WazYRUYf9AZcNDWZrXUXwPaq+g/rwad4jYEdd52uQbYnRFnJ2iKVg3EKXsOaQeODz71OWTjeNPP+aIbIGiX1eHg4LTnL7+PioYCgb9rOL7yD8TfQddMRr3KoOUblXQla4EAbWxqSGpqTGitfD0DzJXNdiqJffJlIH+2RzTbtT5eySYUrM+0kic6loAZy6VhI9l7e8tfjPSmEYHZU31pJFj6GrJ4BZpHReQzUQVEYCZpqHgJUopvSZnuzV5DlTFwVUx8DQtfy8RW0VHla6hCBr6MO1bLwlcy8WUsfCl7uJiNK2HjSzkjJf8qbdyRMt5o+fpYhXCilD9aKBivkEy3CidbxVMd8onO2Z7kppQfJ9vTpts+z3Z+XMw8MZF2qC73GrjkPKX2OL3j9EzzG2R9KbKhaRWLwMM7oOAGMX9ZtbFmUHBNeq1CJF8nMpVUHpejYNNYGwyGbEOu1ui1BqNSbxTKDBsChVoi1FCnuUPlG5gW6fSAgjFoUE3qjTyTyTDVV5UcuSczHJAZ6VAY41Qe55wTZV9195SSz/r9u3pLc4vXTpwNd/YKdHLbs2lrgJ3D8wuXTwe5u291OOXsCHnuRivyl3QGr1S6PYrZcxDg2vvcVwWMVUMj5EOBMkiEdOigAnNajruoGb0uH3202Hb37dGQoN2WTw4HjOac41Yc4+furb/hHePqdiziYADAwWbTd1bbLOy2bfOx2HoiMgzY1282m418bNWTcK8dlnGWVvMZvmpwkHIwRgWKGfni333XLfWgwzWA1XhqqLovTjEQZ0AeZFVG3/Z19rBwPBsWcsLHOxjgtBfgFOHm2dnU9NWf+Cu/8LfQtX87wWQyGQ0Gg1Zm0HCM0lXJ2jhioLKy/E1Vyc/9Ne8Y6Hr9yiB7rImMq+fN9MgXgWxcJRNdsoSqGx2smKx/N5UahCq8DKrJJYKKeSMtFGwtGZVLQ5dQEQVr0Jw1WPZMVzK++ctsX95Mby6+JWmqN42Bq2TiqtmEGtZwBRVRQscUMrAldEzJKjR/DVXEwpawh4vZ2GIWtpCNL2YRSpn4Uia+lE0o5Y2UrY9VrI8V8kayhGOlosn69fE6/li9EN/MwFW2590f6c1fG22DtySM518dz79Tnngbk3+JWnxqpexHSvPr5f6CWUgTbR7T211RW5dDWZ3QKnk6GcegkKtlcgmHK2NzmEwJbZUkZ68pRBK5RKlUaTckSrVMpVfqNCotd212ujthqSdZMNUtIQ1qWWi9fMVs1ouYC2V3YlOCrLIjHXOiHPOjHYsPOBce9yIhuv5F14zm37aJYzabzeaOhlarb3Y5bLXx3AXw3G0f4RkQ4ODkZWXnvG3Pvj1ON/2c4o+43Apz9f7WLvuqlwTirQaHyAd8JIMeUtA+OThONnRAi78gHLpU+fDIOW+/A672pddCV4pPb1SHswqC6+4ERbnaO+0C7PcK8bDeY/Xnbxy37XDcuiXIyQE8MGA2m816MTjnRtYxm7PeDr47bTDxvnpUiBYevVK5t+miFzk3EvjcK3YLoPCct6QrVoY8IkUeUgIPNd/0jtzteuPQoUv7jntst7ty4GDRl8RhOPxrAsdXfuGv0DWTyWAy6f+TEsV/aV1tMv16iUGnMqgFBjnNKFjgE5HQnsKGmg+V5c9R7alMeAUZV40BlrbWfxmDlDDxbbPtySP1byYGiggdxbgaEkiKAAAgAElEQVTaN9Dca5DKT0O12XMDJVR0FQlRSEHmr6GKmZhiJrqQic5jIPOXQdnTXWkLA9mLwCwSNJeOLWdhy5mYEia6gIkq5GLLWJjCFUjGMiiDjihmY4o5uCI2No+ByeXgSzkjJdzRYu5IKQdXzCOU8kfL+GPF66MFgvEywWQVf6JaMFkjmGoVLbQJiN3T8Ap4V8FwVxYZVjwzUAys+DhZ9XCp4u5qcwaxPYOCqlnEd8xOgtGYvvFxJINK1MhEBqVMJ5UblHKdSqSQCnk8KZdCVXBZMuGGiC8ViBQ83oZSJDcoNXKNhsQi4RB1SGjW/EKDmI6Ur6D1bJzBSDUYVJiWrNRIu6xwQHaUY2aMQ3GcU+kBx/7EB3q10vxLSuAvZVVG02+QNyadeebI91v/x5/PhB+4euysB8DNycrFw3KPyw47+y1utt/aOm+2dfjWye0bQMZFF/6AhxrkIe92kXT7yIZCZdAI08R1zcizykdxe7fZ+G3dXvQoQNN+XlwZw8/zJ2XGng8PtNjt6GJpDdiy03bLDqcduz0trFy27Uh8/fqX6bI+VvnukA3ooWfyYQfHTTuL77ozGqJ64kOyLrhXXXA1IU6slYTdcne65+fKbg5VYI5I4GcN6LOjCeGnrfcEWtm5bne2//POH/YfuHfhMo1C+auD/8o/KH9bXTObDUa9XCdnatcXZGQsZaQT2p7aXBNf05oxPFRBHc4FdaS1dVfkN32ub3k7Dswfq/+p+Y0vqvAydShrHlo41JneWPB4qOEjEVZExxSswZOoyEwqupSGKqAj8+moHCo8mwbPpyNLmKhS5nAJC1/CxJawsEVURDYdkcVE53CxJZzhAhoyg4bI4uFK1/ElXGwOFZHCQGVwhvPXCbk8QjoXn80jFPNGy3hjZbzx0vWxUt5Y6fpkBX+qij9VLZhq4I3XSokd8pUBZEs6rC6BvzBIn4YQEXVrQ7nTre/JQxVLkMp1IkyxvkBA9RBn8SaDwqxX62VSg0Kp3pBoZRt6jdSgU4pFMqlAppWr9VqDWq2nc2VUtkQlUxvkWq1WL5YKlxdGB7CVvcMZlDXwBmVMuTKkkQybzBIxdanmp+NJgVaFMc6Z0Q4FsU5VBxwqfozgzI2YzeZfqqrMv6Va9FcmxyeuX/zhdPT+6yfP+QJcXS1tAdssg+w8rx48Fe3m67nbNsTVLcjO74y7E7kiSDvgJO8LUAzulyMiNKMnKZ0P8m8eO+IIuLjXrfZZFK/xe0H9AW5RBDEpsuCSf7CLp7Otq+ceG8C2bS67d/s7OgG277hx9od1NttsNpvli4Px+2tuAATVodknAB7fbjsEsHoV7BTrCDjpYtf/yleHP6weCK2/4XDOyXEsKUCLiNUgD2vgRwaeR+2ztnXeanU0OPT2ybOBexz3B+7lf2009JV/4Y/WNbPpX2zLTWazzmRUG9QC/QZFy52VLKNWcG2DfelllW+Kaj62NSf0dSbXtyfV9xRUtH4e6Pg4Byqc7nmNKTg+9C4YV7Cf0PEZ2ZHXW/sW2Z64ACmgIfK4yEwaPJM+XExD5tMReXRkDhWeSYakk4dy6IiCNVguBZ5JRWbS0Tk0RBYdmUmFpTNROezhbPZwJhOdzhrO4WCyGfDE5cG3K6APFMhnLiqBBX/HQMTzRvL5E6WcsRLmSAlnrJQ7Vsodr+BNVnInq4QT1aKpGtFMrWKpQzLfQ8fXTILymovfonqL2bPdI/3ZpJGm1fF2AqR6cRxMmkXLeBSjQmSQi40yqVGl1ikUeo3SpFfrdWqxWMqhcwR0lkogVIs3eNwNKlu8saEwqnV6rWGDL2KQllFjvT3Q5MmRev7ciHQWoaH16TWTZoNqDtxS8L1vZvierGjHvEin8mjHwoOOwMxncqnIaDQb9Uaz0WD8zfujZrOQL+hsao4NCLHfvNvd2s7XziXA1uOgf3iQnYuHtXXGl6T0D1nHvBwWC7yMsL0KcKwCHGsknGX2/fj8QKjfnx1eHAhcqD2rGjgjbzjBK4lZSIspuht7fG+Qy3Y71227nLfvcNtt5WNn77B158WjJ0hLJLPZbDZJJmueJsRZzaZ6yOqCf95n8yja+dV+n5DvbG2/sd9nDUB8CjESjuow4XOFPpfdHfPP+ih695mQsQtVEbeDXdw22zhuso6/d68+OzPIyfnDz8806q8Zal/5lb+drhlNBrVBI9FLaQY+Uc+akhPhq5gmSFdeaUlqWml8RenNltyTRSWXq2pfDNa+Wu5IJ/dVDffkzfblzBZdbHls35t0ithTievIR7dmIGsTx1pTGfBSFrqYgsgmw7KY6DzOcD4TmUmHp1OHMimQbDI0mwbPosKS16Apa9A0OjKLicnlDefysNlcXBobncxEpTARKSz4FzL4DQn0kgJ+y0F9ZMHesZBf+LhsLi6Xjc3hEAp4oyW80RLeaCl3vJw3USmYqBJNVUvn6rgj5SxcpZTYNQsrLkv7aXiweAHfggWXjiIqFgmtpPEePm1Cs0E3iJmGDZ5eKjDIxXqlzKjXmgw6s1Gv06pVKsUGl81ZnBEvjSuoC8p1lkQs4bFFSr5Up9JK+GLmPHkcBUdiKqdhxVIsVEOa06wOadcHzKZ1g04CyXuUHrOn8JBL5RH36kNu5QcARWf8JkCtZpNZr9ebjbrf2cXIbDZ/efPB1cLOz97x4Q/XAwEejtssXHZauOzc9cOR7y8fPn/I2b7+hrOg0U8LC9Sg9xMbzr89FnLayzb7XvRq0y09+IyiMUxcso+SEpV1OWyfh2ukV2CgnY/bdpt9rh4hzm6uljZPbt+jrvxiW6dfghQ9CbVtuOGi6woC/+yZeNxpuTpqpTr8pIeD5Xe2IZYAyEtvw3CIEnlQ0R/zJdbhp2DnufQI6PN994LtwvY4/XTu+tXD3x8LDDwVFfH51Qs2g/E7Y//KPxJ/uK6ZTb/6ShmMWplWxtGsL2oZY2oKVrkEY490LAzVj/TX15fcB+eGDH/0rIs/2V36cr4/lYsomesuhbenTwCzyH2ZQx8ODsb7z/ckLwyWYhoSB4peENqS5oFZJGj2AjBxtu/zCiSVhsihQdMYsBQmIpuByKPCchiILDo0hQJKpsIyqLBsBiqfhy7gorLYyBQ2KpmNTmEhkrmoJAb8ExX2jon8xEJ9ZqISOJh0Jjxltf8TeeATG50uGMnnE/L5IwXro4W8sRLuWJV4pk6yUM+fqGLjyleQZUuYaiKmmr84IFoZEpFhopUhGRmp5UwYxEsG8ZqOT9cLOTrJul4p1qtlBr1Gq1UbdHqDXmfQq9VyiZRD5y8RuAtYpYCpVquVQomcLVRKFDq1Vs3f4C2vjsxB8QNpwv4SBWlKTiHJVzDajRmzWb9CABWeC8qJtas44Vl50rv6pGvxQbv211flwnWt0WjSa8wGw+/sYSyVSMA9AycjY4KdPdws9jjvsr545Nibuw8D7dwAm7b57XAK225detVJ3HeE2HD2pwjP854uyPzjKvR5Rf8paX00vyxsOiWy5GLI48OR7hY2gY5u3hZ2ATaAMBc3mz9vvnHhCo/N+eVBItp4zjnPsrMASaM3q8I/+bDzSGagGR0u7gh8FuMK2Lw52nY38r2XfjhQOhiqh4Y3XncJs7S65G4XZ+PqutnigG9I0ouX1w4fdfxu29nDR8krpN8V9lf+4fgNflT/GSaTyWw26nVGBU8vImlYo6pVuJI0pFqB8af7iYhGfFfSaNa+2U8O/W9ju1IeQMs+0rFFdFTZcn/VVG/WaM9nZPULaPyJgbuuIzX3VtFVY8BUeMsHfGMyA1ZFBuasghPJkCQGMp0ylDrTGT/b9ZmOyFkbSqXDUxnw9FVgChWSSgEmroGT2IhUGjSZDImnwj6y0V+YiM+rwGcs2Jt1TBIb+YEK+0QeSmSikjnopLWhj0sDr1dA79nodDY6gzOcto7PpCOTuNhs0XjpxnS5dLZaMlunXGwXTDQuQwsWIcUMfCt7vFc4PyRZRmhYo1rOpJY/rRXMGTdoBjFPL5XolXKDXm4waFVypWpDZVDrdRq9iM3k0phCJlW8jJZzxjdk63K2kEmT0rkKsUCq3uALhbIVngyKbyS1pki6ahXj81I6W8HCmZWrKoWg5cnlpJBdBcddyk94lhx3Lz5s13wpnDyBMJnNZqPRbNT9IaYT2CHoXhePPZt2WH275c75C+3l1QeCDlj+85YjwaGnIqJOe+3JOBv8c0zQSUe37k8nVbBTWvBRWVvsRnkovSCq/k7Qx++PXw0JcN+x09nK3tNq935P1zAXj2P7ohemZn99gFGKrX6QfcJZVByu7/Huuu/4MdaF3uRuwviIOkPjDwW4bt1yxGEX4bOPFhEiA3npEF79P3sGWbkHW/t52Pg5WNkG2DmEuTv5WVrZ/XlLY3Xd7w/5K/9g/A10zWw2mc0mvcYgZerXF9R0rHoVrlqBashw8Tx4DlbfW/5kJMmf9NZ16PXhieoP6Mr3c8CkVXj2ZFfOIqRkrj+vNf1Wyf2YpuuuI3mxxIGMGXDGRH8KrOodDVVJQxeuglKpiHQqIoM8lEECpS8DU5eByXPdH0iD8XRYKhWaSoOm0qHJFFA8DRJPgyWuQD6QIW/JkDdU6Ps10AsW9D0XkcKEf2YikumIDCYqiY36wkJ8ocHjWehEBjqNikhjoFOYw8krQ18YqHTBaMHGdKlkqkw6WyuebuQQqhbB2ZM9GURIBRXbyp7s5U4PKqk4LWdCL5gxiBYMG1SdmKuXSwwqhUEn0+qkcqlYyFsXidbVug2NUihYF9JIC/SRLhUdpZYyuStU2iqfSmWJOXQtnyXlS4hsFXwOS4PlsOp/FqJbFUyagooxisfMZjW+Ij012j77IKDohHvBMdeKI461xz3HeivNZrPRaDYZ//Nf038Jer2+qqz8xsUrUd5BYY6ex0IiQ928bb7Z/OjKFSwIdDpyv5+V415L1/ijQeLO7xXdERtV3rKy0KXP4cVn3N58H5Xx4vmJkHAfS4C3tf3+AJ9jYYFZCZ+5LM6/3p9B6Co45oT94G7s8V/K9v8UB+h966QAe+ggXust7k+i7Vz+vOOyhzW5KEA5FCjr89b0u8PeesTYAUIcvbytHdx3Aw7tDX557Waku/elEycYNNrvD/kr/2D88bpmMpvNRr1Js6EVrqhZU8o1jHIFqlgGK5YhrJHOkd7yvorX4Nfhy0/DZ54fwLw7NJb/gARMZiASlwbSRnszx1rezjQ9RlW/g+feGy2/Bq56j29LHu9ImezLmQHljnUlrCHy1lA5q7CsVVguFZnHQOWRh9JXgImroEQaNIWJTKfDUtiIZPpQPHXo49rQFxLw3Sr49RrkFRn4igJ8xgS/YUE+M2Gf2MgkJiqdgfjCRMRz0QlcdAIXk8jDZXJxOQx0yhr8MxmWwESnr+OzBWP5HFzW+mgRf7SCDM+fB2YQIfnzoOKFocoFeC2F0C5ahMqoWDV3TM2d0glWdCKGQSYyqGQGjVKnVei0SoViY42xQGRiSYwJMoMi4q2KFsDS2U4dZ1RIxIuXZsSUWRl3WcVl81epDL50dJm4hk2T4B7w8cnSGax6dU7Lwxh0HCljoe7esZwY+5yjLnnHXWsPu5TutxtMvqOX8/VGs974mxI9/ve01TZs/x9/8rGxT3jy9PKhI762gLPRhyLcvV7cu5OflPI6znM5zU9TE6gp8Wekxb4Is9tnb9XeUK+USkuTM37cf+LDrQfpT5+1lJVtiEX/ek+dnNv6U2znUWdZs6++26/rtkfhBTfBQIBqaK+qz49d4/aj1+6AP296HGEh6HFVQNy0vcGmrr29T9z8dm122L3Ly9bBd4/H4/OXGrPyfjp3ETUE/QPj/co/DH+wrv3So9qsVxpkTA1nVkUbU1AwqlW4hgyTLoGIQzWI5iJQUwYk4Qz+dsjEfT/UbRfos6OrfWn0wVc8cDIRWtmbfW2q6JQIV7YIa+pqyMnOeNCa+QBZ/gHfmkNoz5noSBvv+rwESVtD5q4hC8iwXBoyi43J5aCzyeDk5f74FdCXFWD86uAnOuwzHfaJCU+iDn1YGfyZBn65BnqzOvhgbfA+FficBn3OQn9goZJYqAQu6jMP/ZmFiGchP3Mwyeu4dBoinoVOYGOSqPAvAkIGB5tKRXyhoVKlM9WKxSYqpmABlLUML1tGVk+BSknoBgq+nTLayVkAC0goLW9RJyTrpUy9UqxXq+QSpUQok2wo1phr2AUEYhIEIwxOTYDJEz10Qo1gqkE00SEYAyuoswopT6MzrrNpS6Rp4tQwBfRFiH8pnUiWE6Dq1XU5E6uRzZrNenDhx7w458w4h8ITrrXHXMsOABqvhtJHwUazWf/Xt8/9P7NMXDwaExfg5NqQm5/74bOHha3F/7PZdYdlbWkxj8r++P2h1h/2MNJClpNjcs/4XgrfV5VfptXpNRpNSWpW5tN32T+/zX/9cWlq7n++JxlSUvy901qml7zLZ7nKI/c0APrRQYlwU0D26mCeiwVOR223n96+LTXWSl7rISj3XU73Rz7zeBhh5bxj+7nDh55euuq1fU+Mp++XZy9gg18Lp77yH/PH65rBZDSqRDr+spo+oaSOKSgYNRmho8DlyxAKuhnVXtbTUoYqf4B/G0B44jr5yg38/uRod+Yq6DkL8pmEaAMVvUWX3FpBlvfXprx7eyf5+eHWR/sh73/A1yXiW1Im25LmexPnej6TIRl0RAF5KIsESqbA0siQlDVw2hoohQJJpoCTqOBEBiyRAfvChCUw4fFU8Cs65DUV+JoBecYeesEAvqOBXzFgH2lDCRTIezr0LQ/5iY/5wsMkrGOThYTktaHXFMgrMuglbej9xniWcDSdh0tmYlIlU+UbczWimVrpfIt0qXd9uouMa1jDttBHO5exzdTxHuEyUrs+pxUtajZIWjlHr5YrpTLR+gabKSLR6HjSJH4JPbUMm5gZnJruJc60EAllzMl+5vgIf5Uk2xCq1CqdVsUXMJdHe2l171ktN9ehlzaGi6U0tpCO1/IQJqNiEtKUfdQjK3xP0UHnwhPOZcedy+Lsh6vTTSaDyfRLTcgfhtFoJC0vp35OPLB3X6CTh4eVXZR3gLuFTXTg3oRX8UVvXvV+vPn5VPAJD+snly5Oj07/chWbxfr46Fn+6/fvb94dg6N02n9rfimgzNT9uHfstZOh3YFV7Bx/wD7vhKuqwcc86KLpcmNXOxdddnS3sI6zsP/BzSn1gPubfQ4/+DrcCg874OXvZmF7MizsUtT+WO+g0uxcs/FracFX/rf8Xl37JWXKZDSaTcZfMt6NBo1eRtdypzRrBNXKqGIFKV8aYuCb2YRW0ewAYaAG3FABK3i4mO07/sUFlRo3UveM0J26As9aHcpaRlZSkBWL0OLxwXJQTWp9zpumV6d7rwZCboaMF96dA2cQYflUWOHqUBYJnLbYn0yBZjLRWTRE2gowcQ2YtgZMY8LTWfAMOiSFBUumQeJpwA+UgRdU0FMm5AUL+pYD+8CCfqINxTNgXzioTBokhdT/emXwFQP6gY2M56ITVnpfYkuvjFReHq29vNz3kIP+KCBkCEczxRNZ4sm8jYliLqFQNFOjXG5XLHcrSP3ylUHBbD93tmd1pJU+3aNg4vSCKTVvRCOY1ojJOrlYr1boVUqpVLXKWZ+ik6bJCBoLu0YfX6JgFih988TW5RmslC/WqrQ6tUolFWlVCqPRyGctcEC1rLY3882RC0M3hOwFtYSrF8wbZUIBYyHvWnRaqG1OrGPBQZeSwy6FUdbdby/JBHSz2fQ7jZP/QzRqbXFO0b6AUGcL60+PH7+9fdtp21ab7zbdOX26PCn+8rHvXzx8vrpM/tfz18hrOV8SgfX1iP4+rfrf9QiCJN2B3nJVV7rRM91yTgGCvrN+EOjUdN299aZzyRn7xyF7Qq12OgEAIQAPX2t3+00O1pstbLbZno84diwkynHb9rMxUaW5ufhh7NdUta/8n/nduvbLp9FgNumNv1TyaGVayYqWO64m41REnHIJoVgeomAap/oKaLimeWg9oaMCmvdkPsUP+8UJUnx7vOPTQm8ieaiSBClaACYtgXOpyGoyvGZmoGSyr6A/5VHrnTjo4zhi1c8jA+mwtqQlUNESJHeqO4EMzWNji6jwtFXwFyEul9yfON/+noNMXwMlchDpbEQyF51A6Xu92v2EDn7CAD3lwd5zoZ/pQ5/IQ2+oiE88XC4LnkaHfOKiEznDiUz4JwbsI778as/HOFTO6ZHKixTQEw4uXjSaJRrNEI1nyGaKJJPFosly6XyjnNguI3YqVvpUayANDaFmIDcoUD4JLGOgdesjGh5Wy5/UCElauWhDsC7mMblc7iKDPUNbWlyDs1jjC/MjU1NDhKmWhRXQ2uKUaJ2rVasVCrlCItRKxQatRqdVismTTETtdM/VqeG7Yt6c2Wg26VU6kUCv4NV/uBYfYZOx36Ei1qMs1qUw1q7tThRnaeTf3scfjcFgmJ2a+fj89Yl9sZfiDl+OO3Tn9DmHrTsuHD6KBMFUyn+nMkqFkkFdU8vlpn//kwrUXPckcE/DJcfmy/Y/Be2OsLf12ePksWOX947dHlu2BVhYeu62ddxp4W5t6W8H8LYBuFo4uls6hLv77PcJAmzZefP8hZWFhb9JeF/5h+N3r0N/8c37JR3XaDQZdAYlT8Nf0NAJKhJavYxULUEVRNDGzMAytJoErWQgqwm9BX2NicCMQ9CMOEjpY1zzpzV4/jqmlgHNXwEnLUMLF0AFS9ByErxqsj8PVf8JmHkfVfQc15RYm/9zVfq94bp4RNXbiY7EZWDWQl/qXHfCymAiH5cz2/aqP+0iuuw2uvTOWO1jyuAHNvIzDfyBBnzNHHpDBT2ngV+tDbwm97+ggF9TYR84qDQeMp2HSuZhUrjDSevYJNLAK0zJpfHyS/MN12cbri913GcjP4nH0jfG08WTmZKZfNF4gWiyXDbfKF9sV630S5b6uFMdG0tADR2jZuGU9GElY1jDJmi5I5r1Ca1wSSvhySQCqZDBZtMXmfRp2uwMEblKIszMIiYm+yamBoRC8gZ3RcSlaxQyrUauVYm18g21WmU0GnRyMX8BPdV/fxR8nUnFG0wGvUGp2uAb1OKJruJPB51SY+wKY53z45wqYh0bTnmSEB3mv5Ws/YpMIn15/7HXHscjYZEXDh+7fPJ7HAL5F147joHu9/J0/ea7cJvtYTt3OXy7dX9A4NWTcV42262/3eJj5/js6o9XDh923WnhtMPCw9re3crOcZtVsKPn+3uPjoRHxgVHEGe/tlf7yl/K79c1o9Fg+MUR1GzQmTQb+g2SmjWppmDVJKh6Gahc7NuY7pTO9gone9mj7QxkKb7hS2NNQk3No/HupNH2rPGebOZwFQ9Ty0MWrMFSVpEVFHQ1GVW9NFS8CM5bgabRh4vnwQUdBU8aMu/0Fj2Flr9DVn3E1H4YKnmCKH8GK3lM6k9gwVNG6x4Csy5M1D/BlN4ZzLg00/KYCn5Lh7yngt+xYPEc5Ecq+DWx8wGx4wEV8o4O/8yAJTCGEljwRDY6hYdL3RjPWh54DS88O1F9idh8c77xxmr3Ey4yQUBIFo4kiybSRZNZgtF80USFdL5BttimJPXzpjqXYJWk4Ya10bb1uQHlGkbHGdOwRlWMYTlzWMtf0MvYWs2GSSvRqRVr6xzMFBI/2TezAF5YAS2v9S8tI6RCNp81z2etKqQCtVyokvJ0GoVWq9Xo9AazWbLBnQP/jKqLnsFVsRlLAh5ng89WywVyzkLB4xMJUXvSo+zTYh2qY50b9tuOl7036eR/xJT4PyHZ2FiaX8RhhtFIFJfF/guvWpqZfHjmuMduK9tt1oCdNn4Org5bd/juAUR5+bvutrXetNXbbs+ZqOhQR6doT+/PT56djIwOd/dy2Lr7woEjbRXlHY2NC3Nz//ljvvKVf+EP0TW90WAyGowGtUzFX9ZwJ1QUgnoFrST2y+dbFXPtspl26Uw3BVk/3lO6MFA+3VfQWZ9YmvYjru0LA9dGRtXTh+vZ2FYGuoI2XLw23MTEt7FHOqioWiqyjAZNp8HSV8HpE+3vR5teEZpe4Ro/DuY/682+P1T8AFf7dKz5GbH37VTzY0juD0O5V9b6PyILr2PL76z0vV4DvqSBX64BX9GAb1nQd/ShZ6sDDymgVwxkEhOdToUnLvW/W+p9twZL4OLSRGOZLFTCdOvD8bqbU/XXpup/pIOfiUeSBIQULjaRh0/l4bL4+GLRZNnGQpVssVGx1C1d7OPPdrOn2tdGmlZxjRRCM39+UDAPlqzCNFyChj+jE9O0MqFOzNVsSEQbUhaHsrgKmyD2j0x14seaSEScXChUKQUqlUKt0aoVcpVCotdrjEajwWDUmcxS1QZ9PHeq+woeWoDD9tLJC0IBTSETGA0KVHt+UqxjcrRdeqxDabRzVbRd77OTQtbyHzEl/mAMev2b+z+FWNsF7rHbs+k7tx2WbjstA+1sjocFu+60dthmHerpFeTk6rTNwuqfNvnaAU7GxET5B4Z6+Lx69DN1layQy4xftwi+8lfyF+ra/359YzSYTYZfOkqoJALuPEK+MiRbwaiWkarlbsVio2K2QT7bLp7q4o514pvzRpoKlyc6BtsSa6+F4QruMvCN0315mKYUIqJ1Fd+6gqmiYDooyPr5wbIVaDUJVkpDFJNB6eTBpMWeT1Nt70db30NKHnWm3+7JuAXKuznT8XwZ+JrY+5yPSl7pfoMsvL7Y/pwBjl/te0sZeLnc83ih7Ta59ykb/IEFfrM28JACfsJCJ7DQGSx8HhuXTYYmkMGfaYhEOjKRBvvMQScz4F+W+9+sgV6y4K+E+A/rhPfisQzJRLZstlg8XiogVPLHS0QzRbLFOvlSu5I8oGVApeQBKamfNdk6BS5cgFXOQWtWCa1SKkLNm9TwV7VCoV4s1Mpk4nWRmMNkMyaWyQQicYxIHGwe4ScAACAASURBVJeJBDqZ0qBXaNQKjUpj1OoNBpNWr9NrNSa9Wq9TqDVS7vzAMiKDONuLIvSQqeNyOUejlumMGj4Zl3PaPylyT0aUQ1Gsc3mcU/k5X9Io7N+/rr/pqvQvBQ4Chru42H2z03m3lYfVLofvdtj+aculwweeXvsBsHlzgJ3DDwcP7XPztdtkudfF7/2zFwggcGpkbHF6TiaR/d/+7l/578pfomsGs/lfPaj+Fxsqk9FsMhqNRrPRqJKKKfBGPjxdQUerVlBKUqdyqVY9Xa5YaBfNDTBH22eAGbODSRRwNbYxHffs+MLPJzBpN+bb41GNCf0VSWNtCajCWwutn+ebH0EKbyLrE4fbUhf6c1iYwtWhlMXBpJm+dELjF2TJE2DOxcHMc6DMq8DMq+MNPy91veUikvjIRMrAu8nGx+SB5yv99+bbbq72Plxqv7vQfJfa/4oLT6ZDktZACWtDSVRoKhORyUVncofTebhMHjadhUpmIr+w0MlrsLeLfY/osI9CbJoQmyzAfZBMJEr/X/beq7mtK1vU/Ru36uxUu20rUsGykiXLkmzLtuTYzjlbaklWtLJEMeccARAAkQESkcggcs45E0wgcs6BBAHcB7lr73vrnH272r6nax/xq/UEvKyquea3xlxzzDH0/SnDREQDSppQKTMyboIlzMiEbTbjouUWmdlFWmaBmnLO+XRYOx9qZk0vyTEpD2M9oiwGjDGrPuPzRJO+YCSQC8UKVlfO7Mr6osV0ej3tL/g0OQ896yZlXKLCiiWRCuU3Spv5XCFoTQTUlXIyvar2sG8tS3sFHLhrQZlNJcrFQqWaKiSdwL+8NXTq2aFT28be3A17e8/YueeUiL5quVSv12uVar1WrVUr/3C1BfyBS99+u/9f/mXb//WvR3Y9f+rAoYZ/evbjc+/cvXb9wtffXvn+p9GO3o4Hj369eKWnqVPCE2+U1/+xN7zF/xn8jV7b/F96rV6tblZq9Xq9vlkt5aKmOTfo85Swr7TGKzrZZT28oAPmLLiUmbKmxLj4o34VZJmHUhJGtQMXjd0/Sy6fo105p4D/Yhw/Z767f/6X3aBftuOaT7Gmv+Fjb+lQnSp0m4PZ6+H2WKjtVloff+ru/MQVPvDn+bFvJYBfeKN/0aNvL9GbgvzWIL85yG/28Zq88/fctMtO8iUb8ZKNcHmJesvHafJxOwP8Xh+/d03UH5SMBEUDPkHXmqBjTdjlE3aGZD1RZW9I3rPCf+wVPgqIWkOi9oS8MyxpjCiaoqruqHosqAAkjMi0FZux4jI2fMpGDhtJq2psyEiIWilxGy23MB+1MDwS3LICm/Ywi35JOWwshB3Z8FLM5w0teMIWc1KnShu1MZM2bpKmtISQeDgi7wzJWtcEXTHpWGhZuBxZSsTWkotqv52fiS4XkwurysElwbBVOmt3SZOpRDYVyhcWy/kFYuvPnSf+1P3qsyNnd0Lf3T35xjPkB99kQqu1ev23Vjm1v7Nh1R9FNpMZ7Rk4ue+Fc8eOt96+19/cfvfKTego8Mnp93KxvJWuscX/T/wtXqv+VWr/83+r1c0nZ6c2s9FqzBCiXbN2vZQxjmZWhUUjtWiEp03IlImQMhGjOlRcNxNR0zR0EH/ytp3Y5x8+L/h+H/3aTlfXLv+93Zybe29dbbh7/8iD4RNw/LuKmfsKdIuZ2ukVja4Khm3UTjH0LmPsF2Lvl4Suj5lDPyqmbyqnb9gJ92KSrrCgZY37aIX7MCB8HBQ1hkWPlzl33fQ7Pl5zUNi9xuv2C/r8osGgbCyqBETloxHZQFDSuyboXhV0+oRdQUl3SN4TVfZm9UMxZW9Y2h4Wt61yH6W13WndUFIPjGinUmZUzo7PWghRLTZmJKfsrDUN0TwPcQgRqyp8xMzIeUQ5jyDn4Zd9ksKaOL4oiIU0+aintLqWNlnzTnPGY0m7LVmTKiWnF1XTBVVv1jCSVA8klANZSXfATNY6lMtecz5ozfvt+Yh3oxjMhgQZy1zczrA5eN6gPxF257KmjaJbCG1ue+WZzjef6z2zbfyNHaAz2+BfHQ8v6Ov1+ma1Wv1tp/of6TWFUHzt0++bLt+cn6PXKlvfyLb438ff6LX/ogvyX4vrV8rl2Ep+VZd14kzDJ51jZ/3ygYAMktRCU0Z41jKTseD9iukFHiRpYvoNc3rahIowzG99S3WxwdXYsDS023BvL6PvwODo0ZaWgw/aDg70HnDOtZgofSZat5PVbyS0KBB3uIAr7IlfmCM/0Ae/pvZ+xRs7r0bcspMe+nktAV7jMuvOIvuul98UEHaExF0BSYdX2OYXdfpFvT5h/5qg3yceDsonQ/LJkGw0JO0PSvuCkoGQdDAg7vEJO/zirrCsL6oYDMu6Y8qusKQ9JO7I6voz+pGYZtIvm4hqIWkLLmslJIyzKSs1aWOuaYjLipkV5ax5HuYQoKJmenFZUFgRFr2SclAednMWHdwlNWuNS82pZesrtqzPmbDr02pJWk7NqABJTXvKMZh0DCWtXTHhdZd4Qm0UL6+Zo2vWailbW8+XirFKcaXklaccRP+yIJxI5BOL5byuXF7QMUCPX3u2/cwzvae3jby2HfzGDtB7Ozwqdr1er1arTyK2f+A6NJVITA+Pv3X45XuXr+Vz+X/UbWzxdPI3eu2/nB5PooJKuRR255ZMOZ81bZ1c7jrlaTzuYfzs4HdH1dN5Myahg/kV04a5cT11fE2FDVsYJi6a/egV4U87XP17gqBd1nsNiLYXQNAXMcOHxh/vb3+4b7D9Q+LIZQ2+nTt1m9jzw2zbF5Teb8h9X1F6v5gf/U4K/FkMvKiA3rDO3g/y20L8xlX2rUX2PQ/zsV8w5BcPhxSDAVn/mrh3Vdi3JhwKSUeDsnG/bDIkB4YVE35Jb0DaG5UPR2RDYdlAWN4fkvWF5MM+yWBA2hWUtPpFLSnVcE43lNSMhBUTa5LxqB6asWLSZmzGTsi76Sk7PWKmxq2MrGveqya6RZgV1WzUQUl5OFmPsOSVpJYFLgNnWUKI0CExHnZNNx808SJSRkbIzgrxKdWQX/cwbG5LLQymnY9CrI8XuL06g8yzbEong5X1ynqlvFkt1evl2LLcrx0t+LjZTH4j691IK7KFhWUds+Xc7s5T2wZf3j782vapc7smzv67ijz9Hz2ZKpW/vzT47yabyUyPTTy8ftNh2co72+J/N3+L1/6rufHbYqdW3SxmiwFbYVmVXlQWVkRxTrf6xguCq/uMwE/XBL1RJSyqgsbV0FXJtEkIXpVjzUKMjdax2H5M92CXbWrP8mCD7HpD88V9/Z0HRJNHmGMvI/qPPLi+o+nmi4SxH5A9XyI6P2EOn5cDL3H6PmF2f8Eb/I43+q186qKL0uicu7/MfrTGbV7jN61wH3l57RHJiF8w4GG3L/H61sTDq4IBn3g4ogCE5JN+BSAkB0WUwJBiLCIfiStGQ7KRkHwoohyIKvsiysGIajyqGgrLuoKSlqC42S94kFD1pfTAuB6SsCBTZmzKhMtaSTkXM7/ALXgEpWVx1s3zaclOIcomhBnnAR4JMmDCLZmmvDqUV0xcYoBidECCAV8REpMGRlIwnuI2pvk3E7LvY8YvgtqbWVNvxtYUFn22Jn5kNwuXl22lfHJzo7JeqWzWNuu1ai6xlFzjlMOK9VxsvRArRgy5vDO6qh7+6mTHS88OnNo+emYH+K1d4NefkYN6iqXik3Js1ervKQz+B5CIxYJ+/z/wBrZ4avkDzofW6vX65uZGJlrwGQsLgpyNHlARnbIpOfpHVuMJyTf7fZOf5Fz9McdkTI1KaIkxE31NT1OwoOK29xYe7QhAG9ywBndng6drN+bWnvb7zyNRx/DgY9SRV0XYsyNDhzqbjrbcPzzZcVwO/MQC+VoB+Gi+90PuwGcy0LfK6R8V0z9bSdfD0na/qM3DaXSzHngFXRHZiF844Ga0LnMH10SjAelIUDoakk4G5JNBJSCkAIXkgJB8NCQZCEsHwvLBsHIgouwLyTpC0s6ocjiuHkmoBmPKrjXhQwXsvBJ1ySfuTpmgSctM1jqTs2HyTkLOPZddYGUWOMUlcXFRFDHSnSK0hQNWU8csIviiDu5gt/vI/VHyeIDQEUTfzJHvFuQdRU1rRvRDTvBhVvBhXvVV2fFTaaU5a+pJObvyC/cSpkf+ZXLQLw95tcV8uFotVaubm+vVaj62mbaVg4bNjH8jm8muWfJpaybpQtz+5v7hf+155bnxszvB53ZBXntW0HUjm0nW6/X6fyxFt9jiqeOP8Vq1slFOBfNeXWFhvmAirYnhes6Antdi49x197wjfWfvYt/poqkpbsJ6pIRl1oyDj1TgWuevHze371iC77FB9to698SHd4SGdsMfvNA4fHgaehA//joPdppJeHmo74XHTQfG+g5Seg7OPT4qHntPNfUNb/Az/thni/Q75tmrhpnLPsHjkKTNJ2pb4bWt8rpXuf1eXn9AOBSWAQLisaB0NCAZDUomVgVDy4I+v3QsJB+Pqkajiv6IpCsi640q+6LK7qCkNShpDcl7wvLeqLw/oepN6wbX+EMS6FXd7C0nq31VMJ7SwTMmWMqCyTjI2QV2folfWJLEbeywkb4sxy9JMQEjMeHjp61zy5CmALA5jh3MMYaTuAsRyGtRxrtZxddJ0Z+jvPfC3C/zhnuVlY6N4GjaMRpbGCkHh/NL/QkvNhWcTwY1hax3Yz21Wa2sl9eLYUdhkVlcFK4nvOVEOuUxpEOafHaZPHD/zpF/aTv1zOCZ7cA3d4Hf2MZ49F0mHqnX/2NP9A94RrbY4r8bf0g9j9rmRrkYW82vyLMuZtZCjEunHbQuN7t/kTG4Kmz3oS46rh523T8Z4zR5VRA5pZ8P+Eb44Ii2Ze8K/rB66oCwb7+ib79zosHfu1t8de/Qvf19vQd7uw7j2g/woa/S4W/AwKd6Bw5hgcc4gHekE9+pIFfZA+dnWz4TTJ5XI68szT/2CTsCki6/pHdN2OsTD/uF417+iE846hdNBiTjQelYSDru5Y0ucQfXxKNB2WRYNhaSDfhFT7ZB+yPK4YhiMCzrDcvag7KWiKw7qhiIqwaT2pGoajqmBCc1IL+gd4XT5KK22CjdywJQ0kzLOPk5jyTt4LrEGDsP4dOQ4zZWyS/MuSlJ8mh4+NfV4Z/DoEcpXGdi5mIA88Ya/YOM8X55uSu/3B219iUXgYXQ9HoEW47MFOLkUppc9E1nPJjcGm8js1IpZTbW85XqeqVaSvklbmGrSTBoM3IjgUBxzV70S8uFFTkR3Hjy35pf/i07d/qN7dSr72bCq/8xMFte2+Kp5Pd7rVqvVzfXi7mIJ7MozC2ycm5qTgkJzPf5hYCsjugVQ53zwyuidnvb27wPD+kmPxxFnyVMHVhq2+Gb2JmUHrVN7xc17uV07xdOHLAN7Xc+3IO+tbez5QAc8CJh4Chx+A3i6BuQoZeaW56HAE4qKedd5Ed2YrsK2TQ/8ev85BUh5OqqoDeoGA6pJnySoYB4MCAZC0mnIjJwVAFZE06s8kf84jG/aMzLHw+IgTEVNKqAROVAn6DHxXi8zOsNKieiWlBYBYioAGFZl5d/OyxtT6iHkuqxuHZsTT6WMaLWrfi8fiIhu5FUtAREQw5md0CDSrgYuUV+zi3ILgiC+jnz/LSaBgipsEnOiB96LwC6EBw9Gxp4LwH9KUX4LsH6MKG4kV+EbKZIm1l62k8LLxBCC6jIIi7uRefSgs2KcSNGzzpQKReznFqubmQqldR6JbNZr25kzV5dh1wyyJHjXCvO9ZC9ssbeLC17FIyus8+1nPzT8GvbJ07vmH5tO/77l9I+V73+16Zg/+i83C22+Ifwx3itUs7ng46sR5BbZOXctKIBWTTDck5CxklN6gkO6qiD2RuQtpofvjH90c57LS8ghg+u9O2OTm+PsfesIPdY+veqR/dxRw5ZJw47uxuw7QcGug/Pjh0kAY6Rpt6Gdp8Y6znS1fHC0IM9rNE33IyHJkq7EHqLB7qhI7XZGT0+2cSadDyogsS00KgKEJYDIwpIRA6JyKZiaohfPLYmGllg9y9yBtcE4z4hICgCRKSTfmG/k9G6zO8PqqbCGkhEDQ4pp4LyHr/4fkTeGVMNJVTjcc24Vz6UMqIK5tmMdiyluJlQPswYR9NmYNICi9owGc9cxExdls84RTjTPMLKgoQ4wBixLYC+vzL1Q2Ty5djEsSj8nTjpo6Ls28pCV2kNtREjbWQ4xYS4HJWUwry4jxpZm0mmhJWKbTMrKCxisgu0SmGxuhmvVGKbm/lKvb5ZWgnbxmWSYZ4av+C1FwO2io9f3/QGrLLBD/c3Hf/3gdPbJk7tgL22A/vVweSKuV6v16q1avUfmeexxRb/QH6v16q1aq1eXc8l8l5zxsPPulhZGzlvmS3Z8Bk7Memk523kggm8yu8Xo4cJ8PP99xrGvmjAfLJX/UtDALMzyti1Qthjm9hnG9qr7dm32r/bCWrAgY5Q8G+SEScouKNcxKsEyCsjA8dAPQfUA3sdPUd1qKtuGWpNAPQwe53zwyHldFgFD6uQISUyrEZFdaiQGhZSQcMqcEQxFVAAfPLxkBKwKhhe5Q+u8keW5odW+QM+0ZBfOuYTj4eVwJgaHFZNxTUQv3Tcw231STrj6omkFpzSgaOq0bAGmLKg0hZUygROaYfSxpGUBZS2QtIWRFKPCCqmvAqQiz9p5mJMdJgd1R2c6UjOdQdANwMDfw7CDgfJLwUFH0R11zPmzpQTXlie2fDjSzF6ITVfKigr66b1kqJUEBVKqo2KqZLlFZYxxSX8Rk5bWvevr6crGxular1ezWRXZsyKPoUU6V/S5iJLxYipXvHGgk7AX956eOhfOo4/O3Fyx9SZHbCPG6IW0ZORqdc3a390ZfAttvhvwe/32matvrmeieWXDVkXN+ek52yUvI2Ys8xmrPisg5yzYwsuXESL46IHm5rfbux4ATZwdOKHA/DTu8039yZmDkTou5LE7e7R3daBBmf3TsH4fjTkRRLlLBh8orP/8OTg4ZHhF2CjB2VD+1yAfZahg8K+L0xMpE9KCMtQMd1M0oyPaLERLS6iwQZV6IgaHdHCAwqQTwYKyiBB5bRfPhVUQEIKcEIDj6lgfhkgKB/3S8f8krGAdGJNMh6UA6JqcFgJ9ElGF3hdK+L+sHoypoUkjfCQciKhA2Ws6Ix9JmlFJUxTWft01opJW7AZOyFlIqyIpnySMQd31COBxbgjEfivmdmePHnUP/5pYHxvkvJS0XGpsPxoIwzMrOB9q7pgQJMJsksxajlFLxXl5bJ1vags5vj5gry8rizHyQUPpOiGl2PcQtG+vh7YrBTKm/V6vVAOzTm0ozYjOeo15xNr5aStvhnIJ33Ye188OPTP7cefGT+5Y+qNHZA/71hT0J6MTL1W2fq+tsXTyR/htVqlnAzmFrQ5G7tgpxYd1IKLlrWRi3ZS0UHI21BxG3FVipfNtgz2v9rcfODhg+fvNh0AXt+n+Hyv5t09ugsNUeC2BehOOvQEHvkBYfLULOJlEuE0BHqmo+/D+51vNY+/OQF40wR41Qk+rgLsM4PPCRHNIuKocR5u4SJWVLiADh81kON6UlA9E1DiInpkUDMVVEECckRACffLYUElLKyCR9SIiAoeUIKDSmBIAQjLgWEFMCib9EvGA9LJiAoUVkz4FeMhLTBqAEV0oJgB7JWMe+YHAnJIwohLmVFZKyRlRiaM+JSZmLbNpew0nwodVEGCxtlVGdCHvxQBnIsAv/SOfrvUfyyC2JkVnfMrv0lYbxQXulJudDwZCGWT4Yg+G2JupBiVorRQ0JYLquqGYn1dvV4Wl8PonG0gq+sveWcqJd3mxmJlI7VRrdVquY0IfcEw6TRTw15zMReqFBfr1fB6LkJrP3//4P/oOvHM+KkdoNd3gt/ftizC/zYy1S2vbfGU8nu9tlmr1GrrpYQv51JmTcyCda7oohYWWHkns+wiF63onBkZMlDsdNj85JdjA4cfPnr++qW9/Tf2KW7t09zeY7j6vPzsXtmZBk73C0Da1xPMh8PAjyYAL1IYp3BzH6FIbd2TjzqnbvVN35SMf+aZOmuFveiFvmmGPdAzJnTzcJeMFLYwkk5W0saImebCOnJES4nq0UEtMKKFhRS4gAruV8D8ClhQBffLoUE1PKSF++QAn2wiqpiKq6AJLTSuhoRkgJACEJSN+aVjQflERDMe10/GdICwasormbIyh83UXg+7J6Puy5kQKSM1ZiQmbbSMh51w0Bak06s6YtKKSfF+icAOBkEHVseOrYzsTxCPpNWfWpnvB5U/r9sfZpzgeHKtUK3ni5FsVFII00tJdiEjLGRktbK8WJQUsuz14HTe3J2SNuVswI28cLNirVTi5c16vZ7bjLFcugmrjhheNZaK8cq6t1aNVQtx3sCN+4f/R9ep50Zf3g44sxP87rYVPq5erz85/bbltS2eTn53vFbfrNU2irG1jFORMdELVkreTsm76HkXrbRALtkwBSsuZWEvs5CsztPge3uQv+ybv7BPfW2P59Je/cW97p7nnc37WF/sGfl69+Cto5PQr0ZYdwbQ7w8jXhlHfzWB7xyBtY/DW6H4h+Kpc66RF6xDJ1bHfloAPtZDG3XYDgd32iXFrapJSScrbqfHTLSElRk1zQR04LAeEdDMBrXogBrhV8ADSkRQCQso4QEVNKAEBhXAiBIUUYyGlaMx7VRYCQnIniTrTgSk40HZUEgxGJANpwyIgGJaS+iUoxvVqHtW7FUnrcU5P+7kTTr4ULtw2sIHa5njNhHWpwKv0r/0zx7IcU9n2K8HMUfT7Lez+vNB9fmg9mrefDNhH3P6TMlSaXMjU8g58nFJPjJXTtILCVEpw81nOMXkXHFlMm1ozqqaMqaRTIhUKkorlbWNarVWK1TinGUr2K4n+72mYjm5WfZW1wPVYkIwfv/hoX/qPPHs0IltwDM7wG9tW+Qg6rXN+pMSxlte2+Kp5A/o21Krbxaiq2m3LG2h5W2UvJ2Sd1BydmLBRSw4CXkHPmViWylgfvNRwe0GxcV97gt7F2/usVzZa7y413l7j7l5z/yj/U2Nr3Q0nhr5du/UtddJ9KsQTcsIp2MM3AkFNaJRLTTM9y78cR/8sGXoLcPEPSe0wzp4QdH9ngJ2wcIeX5DiIzZmwsWIOZgROzNsJgf1uIiREDSSQ/qZkAYdUCODKnhIDQ+rUWE1PKSZCiqmQrKhgLQ5JOuIqCaCSmhAAQ2qpiJqYEQJTOhACe1kRDMZ00FDiqkF9qAC1Wgld/p5gw7qYxOl0TDXs6bExmzMqI0VthDtUoyW2GtHvR2hvVbU/pxU/RiTflUwXCqarmTNVxPG+znVX2L6bm/IWCjF13PRWGIxHtXFV2cKq9BynFwp0UsZfM47VXD2FExNZWNnwTha8s2s57iViq2ymatV1itZdchLDloZ8WVtOR3ZTPkqucjGek4Abm48+M9dx58dOLkN9OoO6NltTiakVtuoVbey17Z4evljvJYPL6ec4rSFlrfNFZ20onMu7yBnbaSsnZB1kVI2joUK5Tw4LvqlQX5tn+nuXmfjHsedPZaLe3UX9y437eI/fOHmyDfXQT+hmt8kfrMf9evLXMqVecUQhtCDwXXhCW1c5Cer0/timENr8LeXkXcdU48Whn9wTL5jhH/kZnYsqPBBAz3lYMZc7JhjPm5lREzkqHkuaJoL6WeCWlRIgwyp4GENPKxGBlWwgAoYUkLCsuGQuCkmbYspRsNKcEAJ8auAYRUgpgGlDOCQaiykBjjZfQusfq9g0kLudVC6beQO8+w9B/mRntiass4VlgWFFVHRz8usCL28aRf8lST1bFZ2ZZl7wc39Pqa/HNP84OV/sSK8GGJ/usq9t7IgzSa9G/loIrEcCetjXmrSA8r7xvORyfhqb9z6OGdoKihbivLugmpiY3VuIytcXzdXKvF6tVopuVZWWS4DNbxi2ijkarl4pZAqrufF0Jamg//U89Jzg69sB7y2A/rmNicDVKtt1Leycrd4ivkjvFar5EKLSYcoZaGlzeSsnZ53MYtuZs5JzbuoGTc1aiPaeEhu8zu8bxu45/eqH+9zNu+VXd4j/GmP8XKD68ZuXP+ZG7BrtwCXB2CXkciLtIGPuLdfFt8/zep+G4+5CZvrZtFbzJgvjbCzduhHQcyvXsyvCyMfuSbf0QLekcIv64WwRcGsV4pe1hPClvmomRm30GIWWuiJ13TogAYV0qLCOkREhwlrEQENOKJFRpSAiLg9Lm6LyYdCykm/CuDXTAbVgIQOGlYDfIrxpBnuV4Ic9D45slEGf2yn9Gkwj6SgSwb0LROhPaqfSbqZLincq5p18WaclBsLmD+FcYeWcOcW5j51sr5zc38Kqi6kTZeS9odp3U9+ZaPPq8rngpvldLkUyuc9+bQ6E6Dkl0byi31Zd3fe0pVR9uUVkJKeULCySyFdueiubHg3K9F6rVqp+DwLRBZ/wOBR5MrrlVK4Wg6ub6RE4MbHB/+59+Rzo6/vALyxA3J2m50GqFXX6/X61jp0i6eWP8prSymXJGmmJo3kjJOTd8/n3eysi5lzs4oeVsAIskoRivGfNH9pMN3cq+ve53q8h3d37+Av+/BXXiA1Hm4Dfvto6uqdwa9HgY84ZOA8Z4jBesiHf4H/7gj74vMSxHUOZ2hOPEaTjnPY42ImQDh7ywr88xL4fe7Ye3jIVQUbuixEx3S4kI0StLLjNmbcQomZKSEjJagjBnX4kH42rJuJ6LAx/WzEgA7rYVEdNq6BRuT9IXlPSDkY1I6HdcCwDhjRgJJGeFgNCmmnEmZE0oxJmnEe/qSFNuiXQRe5wxZykwp1d4k7kTSSHXwoF9FqIE4oMN085Otm+gEX8aAVtn9l9qW1uXecpI/ttM8C4u/Dxgdhw09+S2c4ad+oZMr5aC7nLRVXSyVPOibLPggRLwAAIABJREFULEBKS6CNRVDZCssbCGkjPeeSFH3mcs5bKkcqlcxmJVur1TYrq35r2wL5zahhciOTrmSjlUJ4YyMjnHrYcvifB05vGz6zHfDGDujZbU76Vry2xdPO7/darVbfzEeW0k5R0kBMmPBpBzvv4ucXuFk3M+9mF920kH5cJ5oSjV1Q/NLgbGlwDu+RP9wD7Hr1ev+f7wO/ahr66D7ocgfwcfforSnwI9psn5CLFAvR1NlOOvYuZ/h95u2TjPun50a/5BHvyKQDc1oISQSiEpqw4AuzlHszpE4Fc9ojQsS08IwNn1jgpt2siJkUNBL9RnJQTwnqKCEdOawjhrTEsBYf0qNDBlRYi41qpsOqMZ9qxKcaDWlBMT0kpoPEtOCYDhrWTMWN0ykLMmFGx0zYuHkmbsQmjJikCZ22oYI6SESHXRKjFLNDUuwAH9OEgb7N5L9ldfxqFn6hhx+0jzf4gQdTpDcDzHNe4vtr7B9Cou+i5qFkzLWxkVwvRddL4Y2yv1z2ZbL2jJ+W9yDyC5i8Y67kml9f4q8H5BtxSzllK6YtG+vBSiVZ2cyWi+q07qso5k9pVWMlH9ooRDYL3s1yVDh+q+3Qvw6d3DZ2Zgfw7M7pc9s9bGitVqlWa/WtrNwtnlb+gHNUtVolH/NkLZyMHpO2o2M2ctYuLrgFOfdc0UNbX6HmFogaHozV9Q3vlwZnd0O4eyeh5fnLY1/dRv3SiL5wH3qhCXRpHNMEne3Gk0aIs0NcBkg6Py1jQgnTnRRSu1HVqST/TLhykP/FLkvrGZ3oAddOnBbgxvAjYEIXAvtQxhqxCZBhLTppxkbttKSTETYzAgZGwMCMGmhh/VxYRwlqSU9it7AeF9ZjIzpkUAMJqaYiKnBYCYpqwTEdNKaFxPWQsGYqpAYlTYi0BZm0IBMmXNyATFjgSQs8roPFTbCME5Wy4k0MgAA5IMaOKqmN84yTUvNZo/OyS39DQniNPrRP0XPUPbIrit0Xph5N0o/npT8EDaBYwLJRClVKoXolWd+MVDYCyfxiIqxed8wVFkQFv3Z9mbWxwlz38SohQ2FNGltBp1Psyoa1smHLZDBp82d54SulFUihaFvPeGuF0GbBJ+q/0PbCv42d2A5/fRfo3M7pd7etzqP/2qZ6c8trWzyd/G6vVau1WqWQWM7Z+VnDbM6FS7vIKSs772IUPKTy4lzChE3aZq3SGfHYNe6FBtOjPeaeBlDr4St9n9yb/qGXeK0dfqVx7OcxxEMUvlcoQvHYUBKun4jumSeP80gTHFqXVgZ0aeE2Tus84DPC/RelHW8IoDdQ0EYormtkph9BHrUIpm3saadiJubh5dzClJMbMjFCZkbEzIwYaCH9XEhHDmhJAR05oCOE9DNhAzZqQId18IgOFtPBYzpoTAeN66cTBlhMBw6rQTE9NG6Cx43wlAWTtuKTJkzShEiY4AkjPKIDJy2I9UVaykrjI3uY4A4h8g4P/pKG0KBiH1fKP2XS30Sh3yCTb9AwP8pRn3so74c4H4SUF70LkFDKmEgu5tNr5XywmFurbkbLG75ERFFwkopLwtKaOucg5F24wgJ9fUWRX2b73YBAYLZUsm9seHKZ2bzjh5Lig8oaJpvVlJKOzVxoPeNjtXzTduDfhl/aDnltF+TcTtift6/xZ7a8tsVTzh9Rf61WLSa9OZsgYyBkHbisfTZtIWXt2LwTWXYTVqQTJka7mQsUQm4JbjQsNjcYmxumHhy8Pv7Fr9M/d8AvtQB+HoDeQODbIYhmFhNIJ4/jUT1M0gibPEbFDQjYE3IJTqtgqlVkqQJCZjZPAj6Dt7yC/uXk5PkzwJ7v+JwBv2nOb5gPGBlpOye/oMi4xDELJ2pjhs3UkJEWNFADekpATw7o5wJ6YtiAj5jwEeNs1ICLGTBxIzqmR8Z08L96DRLVTMUN03EjMmFCJ824lI2QsZFydmLagk5ZYEE1yDDXaaIPRPUEFxcmQvVQgH+ZHj1KxZ9gkI8JeWdY3FcRs+8jid0ExqRUgdIrYQZJv1M/GPLR8nFDJr2QyrnCUa3fpw2ETP6gOrbMT1qI+YX5wgI3ooH7FZC0nlayStJ2Qtw7nctxNiruStmVjyNytp8jws+zjulEmJlPGDdLiUJ0hXjzve4j/z54YvvUKzvhZ3eiPtwVlFPr9fqW17Z4mvlD9g2q5Yw/Y+MntbMpMypnxxUdpKwVmtBPZI3IuBGiJd82MDu5sJv8ew2B3l3ext3sW8/fBX98GXS+a/pqD+zKJPY+ZX4Yhe9AINuQ0DbUdBsB0yMXIdVSDJc5zWVANFK8VEBATo+NQYZ68Z0DjMstY6+0X9g5/tYzkgdnUqrWZIAcXRUmXZLCkiTt4ofNzIiZGbUywmZ60EgNGOcCxrmQaS5kIodMxIiJGDURo0ZixDgTMWAiBlRMD4/rp2M6aFgNiGimUiZk3IhOGNBJ82zcMpuxU4suRsaGT5inYvppJ2dUhHgsx3YaKKMybD95unEI8jVW2cwVPFDNfiCeP0SVnJsRPaQJetbcpHCYubwA963OhMLitQVhMCAMJVmRCCPml686BU4jMW6iFd3zRTcraZgJa5BhNT6j5JTU81E9MrSCyOe46+v6cl4UX2pNGb+LKS/lXaiEl5yLmqrrufSaG/nzq33Hnxk6vR362i7MW7twn+6N6Z90R67Wa1te2+Ip5ffHa/VavbaeD2ecwpSBkLZgcmZswTqTs06lDYCcAZ21zkY0AK8MJMK2c++/sNi32925R3F1T2fT0Wu97zeBzreALw6gbmFYvQhKx/DEzamxhxw6kEkd5zKBQi5EyIHIeXDZPIw7j4RjR4YhXX3w7hZMcxP5Tt/MlYGBz0A3D4puHXb3fODF/xo1QTMrnLiLvqYn+/W0qJkTMjGDRmrQOBc0zYXNcyEzJWgihUzEsJEUMZAjJmJQjw3pUHEDImmCx3SQgGI8ogWlLMi4EZ004BImfNwym7BQsg5mxk6MWYBJEzxnoaRMpDUJwsWdsjKBAlQXAXKPh23UQ3+19n1pGDohgpydpz0kM1s59H6jcnTFMr3mInuXOR4r1GsaSCx0J60DGS0uJSVFhNNpMb5sny8vsDJWfM4zV1jgZJSUBB8Qt4xEg/BQgBiPUUOByYD5m4z+85jues6OTHqo2ZCrXilHFrWAz1/sPfbM0Gs74Gd2487uwn/5fMIhq9frT7z2+5+PLbb478gfUqeotlGIx+2CtBZdME+nrfC8ZTZvhedtkJITnbNjCg5swslUkXsV7c+buxok9/dpf9nLutfQM/zRdeDFR8ir9wE/dWLvQbk9YMIDGOKxlI9SiwkcKojFmJDxEGoBTsbBMKlgNG5gFNrcCn7wEHC3HdnShm15BP+1e/w8HXpNMfoZ+/xBwVcvLo98npE9ii5ORVzshF4WMXHDFkrYOuM1zPgsrJCdGrTM+i3UoJkRM1ITRmJEh41o0QkjMmPGxXWIgBIY0YGTZkTagkmZZ+MWUsJGiJjxaQct4yDGzbCkCZI2QwtOTN4xmzIRYgZ8xIYLiyGu9p9sl94KA67bAD/PN75l6frEBPuSM9di0ZFcHubqKipmbw1JrgckdxKKG3H+z0lubxSPSeKGE7OTeR6yIEcVjNisCZGTE7PzUIf4p1X7rWIEHQsSYyGY1/BVVH4ir/9+RXo7pgFlnIxkyLGxWbZL8ENntg0cf27s5A7Ym7vQ53YSf3gxvWp9MjC12v+q5esWW/wfzh8Sr1U3S5m4SxqUQTK6qYyDULSzS3ZS3oZNW7B5MyRvAmYcxGV+v7b7gK5tj+TRPuWNvbJbe8BtRy72vXt98pNfes/dAX7fg384gX+Eo3Sw6BO02TEWZVwinuZQgVIOQsHHSLgIwuzANKpzDNnaCb7Xhm3spnU9hje2gBrboQ9GUDcZmFvmsUuGprdVN14y3n1lGXE5qB2KO7AxFylkI4eN5LiBHDOQw6a5oIkaNJHD5pmoCRs3YJNGXMKAjOvhUe10SA2J6qeTJnjKjEqaZ+IWUsJGiVrJGRc9bSMnjJiUGRY3gxMmaMaOyztpeQejtEwrrsx5IDcV3xw23j5l7XpnDXgpirrvRPwg5nfOSyZ4/LagvT3ruJux3U/Y+5PmgbDoaoRzL0GeihBBy2xUWoRLMkEpynia1h/HdYexTRbZx1bzlYQPHQ3jl1ydbsHrccHhguaLhLk955hJutiphLu0npPgBvtP/PvIy9smT+6YfnMX8q0d9Ctv5EJL9Xq9Vq1tpXls8dTyt/dFrv5PGyRXa/VavV6rlDKrhjUZMqQAp2zkgoOTt87mbTNZG6lgQuRNoKwdlzEhnJB3tU27tI37lPf2Ka/vI93fe7P7xavDJ26NHr8y8lo38UIP4toU5uEctRePap2nD/E5YzPwNhFzSswC8xgTQv4UjToKx3Sh6CNg3ujQfP9jRGMr4HELuKMJ2dkGfciVwZdXaEHdqHXoA8qHe0lnG3T3j4SpVzKO6ZCbGHAQgw6S30L0GYhBIzVgYgSNpLgRG9UhQiqwTzYRkAOiBmjCjEia4UkTImnGxS2kpI2ecrAzLk7CQkkZZ7I2fMKGjVrQaQc5u8DKOVk5BykVILkYjxS3DlsbGzz39wU6P12d7XBDfhLNfD3R9ylh4HRB92PJczNpvZq0XM+7HpYXbufEP8TmHrlZWIFmTq8lGgUQzzzAyxt1kYeWGEML1stmxx2HY8phm3TpbyX1X5bUHyflnybNLVkrPuzmxNML+XyU0net96U/jZ/aATy9c/rsLuRb2+cffJaLB+r1eq1a3dzcysvd4inl93utVq/XaxvlfMAZNdJ9SnhAi8jYiDk7Mu9EFZyUvJ2cXyDmlhjFJbZ//r78/l799T3mR3tFF/bCLu/9te3IpZYjt3qP3Bg92Yr+th16ZQT2K4PTJxePS7jDVHzbDKzJIEGYZCgutZ/HHhLxQSTiEGy2a4rRN0TraEbdbZ2+243pAghg4xzQHAtlE9LteqxFMSEDX+f8ehb/1mHe5/s83S+E2deX1VNrFnzUQQvZKQEzMWwhx8ykuBEXUiOCKrBPNhlQAGOG6aQFmTDBnngtZiElrIy/em0uaZzJ2IgZBzlpJSTspMwCI+tm5jzk9OKsGn6FeW2fvqvB9HC3p+31JOlxdOw9C3D//NAx1eTeguzVpPKrCPOXOOVqnH85Lf5qZfqYZforGQdldEsWVsQa46xEBZHrYFIp0aqlaXXXZPrrFsvksge6Zrmd1X1d0l5IKs+nLN05x1w2rM2W/Nn4KvzWBz0v/2n8lR2gV3bCz+1CvrVN0HEhl4rWn3itsuW1LZ5S/kavbf6n6/8xWZ70Ra5VKqW4P+2Wxc00nwoXUqNzdlTBNVtwsnIuVn6FkVthFhf5MQNa3vW27sp224O9mp/3EJufn4QfbRs8+qjr0JXOU4+nL9wbvdAPvTrHahHMt0t5PUJG7zylX0Ab1giABhlIIRoRskdopBEKbXia0DGGbRolN07Sm/oxzbdA9zuoAyPEkRFQ5yxhWM3FOeR0oxxtYQ1op66K7rwt+ctx2U/bjPdP+XBX08b+pAcetRJiOnLCQI7rZwMKmF8KDqtgSSMiYYYlzfC0BZ224mMWUsxMidtpCQc9YSGnDNismZi1zqVtxIyTnHXPZVyU3CIp5yZYie2SxtOKzt2ivr3yvgNLvW8v3j7kA+5ZJb5sguwJzu4PYs6sYpoyVPQy/Vcr8TXn6PMm1OcyPXHRyvcvCGIhRTimdqxweRq62sjSqq45V1q9q6h4ELZq/DgkeLGgupDW3E5bh/NORi5pX6+lox5N78fP9558ZvTUDuArO1Hv7Eace0458Sifyzw53LZZ3TofusVTyt/htepvVTx+u+rVaq1erW7k4ukldd4jTtk4PtlsSI3JOxmlBXHRzcq5cTknpuBmROx0CeQm48Ie9ZXdtlt7CH0vwLFHxiePtPcf+u720QeAL6/1fXK96xP03K/z7PsKbrdRMaEUTMg5EzoRQCce04pGWcROIrqNRuqdne2EoZqh2EYSo4dIHxlAtffie9rpg83cwUFaLwLZp6AhHTyshwVXzcN1ekJQM2ke/nbuk1Ool/+N+f2/L0LPFnVd+YWZ9OJczEpYlU0vCcEBJTJhxsZM8KQZkbFiMrbZmJUQN5HjNnrSzkhYiBHLbMJMyphnM1ZM3jWbd8/lXbSsjRAy4vIuWlnZ58Cd4eL28LHHONf2667ttgOOL1A/18Bf8YKfjwFeXaV2p+Q4t/B7C33/IugFO+MaR4az2uZX3LJYSB3xyXQqAoM+ZpJNujRX/b7eWHjW4ewxit9Mil7IaL6Ka25krCMZDycZtW5U00tKRsvJZwZOPztyavvEmR2o93ej3nzWiB0ub5SrtVq9tlmr1WpbfVu2eCr5O7z2/7p+a1S5XsikV41ZtzDjYmaszKAKFzPM5NyUomeuYAfnzaCSm5ZaFXs0RG7XJ8LzDZLHeyeGDyHBhxgzh8fHD333y74f7h15AHqnCfbjFP0aa/6WgNYuE/WoRINGCVQnHJey2hSsfiaumYq9z6N2Y2H3QBPX0OimGXw3XwBmi6FYIbiPMvAr4M6D6Uc9uDYIupOOHtSSIVo6XM9FR1y83Jo0YoAq+76jfX5W+PHzxlvPOyfe9c9dTiibk3ZA2A6L2lERKylkIibNsznLTNI0E7eQ4hZizMpKW1kp40zEjo/aCGkzPGsFZiyQrI1SdHPjFqKNB1pWTgdtaBHj8jTy0Cz5NLX3hZWxBif+jAr9jn72TdPIc0udr3tIfauzHTrk6zb4TtPkMaWoS6UkG9XMgMcYXVSsOJli6Yyc3rfMu2xWfL/ibg8F+4XmRoPsdl54Jqb6NKa8nNQNRpbYuYxno5ox0ODdh54ZPPHc2Ks7Jt/eCftgN/bsc04WulavbVafvGw261tbols8lfxur9VqtWqtVq9X14sZny3tEued3JKLWbDPhtWTAfV4wgxZ9yDKC6iii1pYFqZWxW7JuK7tjfmW3T0jRxDAQ2LiMRbh+DTipZbhg63QkwNz3/fizk+if5wY+5HH6zBrJmXsQQW3V85uFlAauaRmEbOLTW6jEVrYtC4Y5MHYwB0+ByzX4BhKBIo3NY4fbkW03gD+eg/5oHeuG4Pq5c8CpTigfHbCyIX5TdTcCje+SFgR9lgBP+ofvy76aTv/iwOmu+94gZ+F8d9n3d35ACrjmYuZ2TETI2mZiRuhMQs1ZWVlTLiUE552oTNWeMYKSFvBGRuh6GHmPVSfFmrg9Ktp/XrWIIf0wwzusAi8V9G0TzZyVDxx2AI6YB857EPeWKP0O8a+E44fVYw2yGhfz0tH3cs0r4OjkyHsGsqiW6yQw4yUW4ucz1TKd+T6bzmyb/jmbqfhcVH+asl8Na28uSrrCi7y1tfjm5uF+Ynm3sPPjpzYNvXGLuR7u+F/3jXz2Qt+La9er9eqtc3Nar1a3fLaFk8nv9tr1Wr9t+XoRj66knTJC05h3koq2pFZ23TcMBXUTGYsyKKbkHeR8m5W1CkwKli6yTsz1w7cvHdgsu8gB35MiD9tkL5LpZ3shh55DDt7bei9+8Mfj01dmMHfUgp61bwhDb9POf+Yg78ppLTrxTAhbZiG6+JRh7HgVsREq0KE0WkJIgWKKoCh6RAAYbgL3daMbnyIvNc5dQ+N6OFMj7CmerRs+JqRnnDyw3ZR3C3IrdATNrCTdEfW9Y3s6ivKv+xTX9xjvnPE0X1uEf19WNWed4IKNmhcPxa2zUSspLgRkTDDkzZ42jKVs4NzdkTOOVvwUItL1MISKWhCe9WzHglRwWrlMF6XIHZrOrcru7eLWneZmretDZyOzTxKzzxcnHpfAN6jBh+eY/2K5wOMHtyKnaKSjTCVAJkFb2YMLs/edHG+5av/zJb8IJD06lxss7Y1xj+6ob1UUN/x6ofjYW21trFeSGFufdF/9JmRl7ZBz+2aeb8B8v5uyu0PMl5nvf4ky6P2W7GVLbZ4+vi9XqttVn4rX1jbXM+Gkx5N0sJNWwh5O6boJhXdzKyDEtWTg1p8wjGTX5xLWhgWEU2P7eHdPtH5eD8UdIQOP8ZDvWLifsijvzk8fbgd9eoD6FetyKujkMvAye9p2FtSei8De4c58wt75hoZdptDHBDRR1n4HgKsiYLoZBPGNLIZuRTHYk0zOQgsZXJmbhIzN9oNvN0G+vXW+OUB8AMqdlRMACiooAUFJergBh20sH0ubmZF9YKEQxZxkrz6QQvjtpP5aA1xYaXrTc355+l/3s8+f8I19X5O9iDvGM67R/OWkbxuOm2GJyygrBWRs2GyDnzBQy0sUgtLrNwCO7fAS1q5i3KshtsiI/7oofyyOndbDfrBCvh0eeI72+gFD/iuE3/bQvvOgD9Pp3YQOOMyB1QkGOPN9/G4HXp2a5DSk+QMudUdNFkjmzmuE5Gcixq7dTzI3pcVvJmVXly1ADJZW71ez/g9gM+P9h/509DL2yHv7Jp5bzfog30yyMNKPlGv15+8b7Z2DbZ4avn9Xtt4MoXqtc3NfDK9bEhaeBk7qeAiFFzMqJ6RcbBzC7KwmRV3zaSXCCkjbk2JN811GptfhvY/D4YdZcy8JMCe4mFOU7CnB6eOdCFP3hz/5Pbkz11j36NgFzGgi8DuH+cJjSruY4ukS0xrRYNvsogtCs4QEX6bjHzMJgxpFDiJBIfHTZDwAAxuAE8cIdBGoeSeUVJbJ76xdeo2FNYmY0KXlZQ1Ay1o4UR083EjM2DFrpgQYTM1YeIElFQhstfABMQd9IxjLsx7ZO85Jf1yG/eV7eIvD3vGXk/LL+Stj+IOQMqNzDrheQc2ZyfknJSCh5p3UQoL3KyLn13glJcEYT3DxEPYFFiXmuJSMA0cjJE27JzpNUAerIkoAQ1/kTVppIyo2BACfQDNbqIyemlzvW5Sixf48wrmpp87vmhgM+VklWTGJptxOMU6zfgaY0+ScyivvLBgmUxlLfV6bdUgGzi7e+jYs5Ov7Zx6ZxfmnZ3wL496pIh6faNWr9drm7XNzc3K1vnQLZ5S/r+9Vqtt1mqV/+SySr2+Ua//9svmZrVaq//mtfVSIerNutVpKydvp5UW2EkbzafBpV3s4rIwv8SPOVhu/rRdAXWQOhz3T89M7GcwTvOIr7ARr8xNHZ8ePDgOOvoYePxa55mbQ1+2AH8AQb6HgL6DjX+uYN0yiBsd2n4Ftxs1cYOCfCRmDjHxHSxSP581ZdQSTYY5iQjHmIPMovoplGGGYBLDGBlD9/Zgu7qoHT20ZhixWzA7pZmD+XX0qGneJcS4FahVHTZqocQsjIiRsSTHO0Vo3Txcy4E7pFNJ80Ra3btCvGkb/rPuzov6K8c0146bul72wD4Ms37N6geLHnhhhZh04xOWmbSDmlvgh83MoImecPMzi6LMgiBkYXiN1AUVySLABQ30VR3eKqdGPPKgmRG3cZILPIEcgpzvnme1meDXgtjmMLE3Nt/vFEOsDq5EgeLw0Uodw2CnyoQ9HurzBea+tPCq34UrlHzV9Qxn7GHXyecGTj038caO6Xd3w9/bRr/9eXTV9p+HbStc2+Kp5e/zWuWvXvttsfPEa7Xq5noukfNaUjZhxkItLbBKS/Nx61xAS8gt8Mur8qRTuKjAW2QwK+C+5doxDPQFwfwpFe0MafpFBPQwAHhkCHC0C3SsaeTo9c43W6fOj0CuY7A3ROx7Gu5dk7hJNt9IQt2dn+0XMwfx8Efz5AkuHUqbA0oECIUEoVHMiLjgedoAi9E9x+kg8QdnOONdkKYHyDvdnFYYqVuEAhhIcDMXtaggBk00uwCunhtblmP9WkLczog7GRErNWJlxcycqJmbdgrjdnbSTVlzAEKm4ayuP82+t9L/tvbLvdI3G9Sf7FvsPpVQXM4ud2d91LSPUQjNbySkOb8gtypa98rLS+Kii5tzzwecjIiLXwxLs2F6fJWW8YrSi6K8V1YKaVZdbJMW46C0rI1fTNJGEwb8imR8fh5AkCCIog6SqpdhgdBUdwmEs0bs9jx+f471oBQ21usbMbe+99MTvcf/NPrqjtHXdiA+2AX9cJsZ3rVZLm5tE2yxRf33ea1ar1d/S2P7LTqoVkr5fGgxt6jI2Vk5Jz3nZmednCUp1q8mFjzilFuwZpxzK3DukVuua0fhQy+ASC9iyMcwmCMozOEx+IvdkGMt48eG8cc7UG82gy/0Q3+BIq7M4a+ruA8skg4pu4kx89ggAptVE3TCY+psL40EIpOBAj6cONs9h+8TciYF3FEKpYNA65hhDyAZg1OM4W56RxutaRLTwkeOKrATXHQ/G9HrEKGjNqZPR3AJEVrauFuM9MgwPi0h6WAlbOyknR+xCH1GftQmytnZMcts1IXKLMFSjom08Vp07s+WX18VvnNM/fGBpVsHgvhP4tI7MXVfyonJe6nFNUrZx9wISMsBYylsK0S0+aAu6xWmXISCnVFcEBS8suSyPOqRxex8n5ZsQTUv9l6KUUErHJSdMCxnAxnCUZLgR7z4DaLqI7L2/Vn6UQlqd4JwJieYLCZD9XpdQwQ/OrVt6MQzk6/tnHh9N+r9HbAv97iEs/V6fctrW2xR/3u99h8Juv/Za7V6vVbdLGfC+TV9zjmfs9MLLnbBzY3oKSsybMbJzi/yFjWzBs70Yv+lxP0Tqu7nUaMHgZNHeiEvjqCPoWFHZkcOjfQfapt88f70yQfgC4PYSxDMdTz2hph+X8lpEjNaJew+IaNLKerjMbuJ6DYuA6yW4vVqPJcDxM/0MJmTDM4kDNs5Bm8ew3X1Y9t7aB0DnO5R+v/N3n1/N3WlfcP/H965Z5JJMqlUY5seII10eg2EZiD03qupxhgwGGyqC7Zx793qvTdbLuq9Wl1HvVo65fnBMJOZd57nnpaZJHM+S4sley0kW0Jf9tl7X/u6V9NYgK29S2t8yO+pGMBUDhOq1Jwi6OCrAAAgAElEQVRGtwTrHMEqGQ06XrtpsEcv7DSI2t0KLKAi60X9uoF+h5zsVhH9clxE2ueTtLvVzX4j3qfHhyytIWXpGPmqvvm4pmiLomC16ubnupuLDHe/1pVutbYc8bLyQoayRLAbjAyPR5SJiCLqHR63m8PmIb+VZ1OITMPcMTFNTm0SN17hXV1qen44iH/qw9+3U49LWN/zBr/jsL/icZbypTuY4hUDmC8B4uW4ipFIJuNBoObklpsfv/v4y2mly7KqV89sWDWl/dhyk0KIIAi6DxeFQv6hXPuLqoMfFR/ACIIgYDIcdcgjakpEgY8qCDEVMarC+2V9ES0+osGqOPXDpFr9g32Oo/MsF7MdV2cM581seDC//NFCXMEc1e0sUUl2af6cw3c+O1m6/2Hnpaqmc2TiLT7lFhOTR+zKI3bf6m+5Se5/2Nf+ANv1TCbs1gz38hg1/f2PW9vuP2+4WVRx9mHDjfza6xerLl5vvPKoL7+8o6Cx4Q627i6hsoBcd3cQU6VhtYnxlYL+p04JLqxje1U0n5YVsQhDJp5Xw/Jq2G4lwy6huOQkr4IAyHt9sm7PUItruMWv7AroyYCCGFdiY1oCYGV73eIgIBh3kpPDZb7ek8p7mwTHl4lOLB659qHy2UJL81JX81FPX66XV+hXlMYsvU5Du0baoBjs1I5QDSqWTttL6tlALMswVM7y1y7ztG30EL+S8z4S648rpTe10htK9Y1B/gY1fmOA+iRpHYSQtH6A8WDNvJIv3n+ydEbpmjm1G7Prlk8h5R/1AS741TuCQv2X+1tz7ce3P1sP/eNIbWLUhiAQlEr4TGE9K6Iih2QEYKQ7pOyL6XAJMy2oJoipL8TYasOt7YZdGeZzmfpL2drL2ZrLWdq8LPG1mQNlM/XlmZwn8y42bj5Ueij3/u5n1cdxuJtMyh0O6S6TUITrvEvoftLTUkTDVzLJ9UP81hFBI6HvWemzy8+eXypvuXHp0bHcJ6cv1V0p7Lld2nGjtvxsz4s8TFU+ueY2u7FY2PV0GFc1jK8aJdcM4p9r2a1+NSNo4AE6NqBje/Usj44D6Pg+Lc+v5QAqhk9F9SuJgKLHKWlySxp9kjafrDOkwUa0pKCaEtExIgZmyCwImXlx12DCM5QAeAlHX0xZG+AVefvO2Kt2Gcq26R6t0dz+Qnn9Q8XVj5TXV0qubhrO3zpyZ7ek7Jih+xTx6TxRwyx7y9RYa7ajdRGveRGVtXhAtV/OOSan7ZWTtw2Xf6J+9o2TVJTwyhEEpNUUPfg64+m3U8tWznyx7sOazVkNG+cPNlWAYBqC0QIDFApB/vlc+8syeAQBYTgddkbNAzEdK6ZlOMRdXkl3TE+Mm2iAHD9IqR3oKtVd3mDYO11/MUtbmGUpmWG4njl2NVN+ZSanePbI0yzK009O1hw/Unu+qOzs0+eHMJhrQtb9QcYjNu5Rf0shpv1+T8stKuYpn1kv4jSyKJWd7SXPq/NvFx+6V3/mas2Z3CcnbpZfqmu5R20p5rTepzfeoTfdG8ZVmvk9NlEfICV6RvE2cZ+S0SSlNbqV9LBF6DNyPUa2y8By65h+AwfQMv16ll/LDOgYfg0NUOK8ik6vvDMox4TV+IiBGNTiASU+pKFGDOyoWRg1CwN6PqDjh8fEMYc4YRUlAWEqKQJjwmRCEPeR4poGHynPWnvEeme79sTXkr3zR7fMHlw3VbxyGvfzbN7SWcMrszU7Zon2zuzanN1zJJN/dp54exZvyxT+3iniPTOtj3cBiq7xdABOhhpzd97/9P2nS6Y/XzunccP8ug0ZnUdXWIa5CILAELoRF4VCkJ8i12AEhpKhuEsVMQpjeo5nBGMVtQaV2ISRFlQQVOyW4dYS46Xl1hPTdVey5CXZ9tZp5ooMfX6m+lK2NH+m4mk27em8kocrLj7bdrv0SEn57rb2U1zKnQHqE0pHMaapENtWSOgpwnYV4rqLOZSa/p5nfdjyVsyjR3Xnb7WczG08erfqbHvbI0pr+UBTKbf9saiv1MTvdI3ivFKiQ4xzj5IAGcWvovlVNI+KDug4gJ7rNXAAE9dj5HgNrICBCWiogJrs11CCeqrfQPVqiH4tKailRDT0qI4aMZD9GqJfQwnrmWEjJ2oRhs0CQMMBdPyofSTpkCZMwyHrUNArizqlEdtQ1DOciEpDHq7PgPdryFFjl1tQbmi5qX72sbloljFvnvbYDM2BGdJTWaTzs/qvz6fdWzJSvF7/ZO3Q0694TxaNNW+LDzXDCQBBEB2r/9F3Cx598UHp8hnl381qz5nb8X0W9eGpeNgFwggCQmiuoVDIvzzXXoLAZMgdNg8H1SxARjTwm12j3UkjLWlgWoQ9g9U3zFc+c96cZi2aoS7PtPXNsGNnWqszHI8ynMUZuuIsydOskdLM5oeLr5Wtu193oLH9PLY3j9p7j9hRjGu7T8aUkDDFvZ13yLinNHJNS/ujDkLZs7b8+025Rf3X8rsv1LbdERCaBsmtQ+QGGaVJQqpXs1pNgm7nKAaQkz1SikdK9qvogJLmVtIAPctrYAMGDmDkAkau38gM6CleNcElx3gVmIAGHzDS/TpmxMCN6NhhDS1ioEWMjLCBETVzYhZh2CyIWERh60DYKo7aR+JuecyhiOgH/TpBzDGUNAnHTdTkGCto4xikxBF2t0LMcXs1NvOoUdRvI34BdE2zNmQDtdO8PVNHqNlYxlw8bwWHf2aQd10iO8Ef3TpEWxsTH06YiQiERJOhliv77i1+t2xFZs36edWb5rTlZPfv/nSU1IxMrExDaK6hUAjyE+UajCDgeCJiV3nkjKCK5pVivTJMQIGNqCgWUd9Q9TXLtY8dRdPMjzPttTNsPdk22odOzExvYwZQOt1WMmP04SzNk2xCwewLj74qaj/b1J+PJRRSCcXYrqK2hoKettsU4mMapZxMKCeRq1803X7WnFfac/tu87VLDRfyO693dj+TEDo0vP4xFTmgYVkHsAPYakFfhZrV7FNQfAqaW0oKaVl+DcujpAE6ul/HCOiZAQMrZGQH9DS3CufVEAA1FlD2AypM0MAOGwRxoyikYgQUmKCGENTRglp6SD8xUhOGLQNR23DMLkm45FGnNGIbDOs5QRMv6Rketw5E7NyEZyDpHAyZBV49N6DmAMoBCZ8iwtWJWz61NE32lE31V0/Rd2X0EufixUuFQ4e4zCss0UWccAOJu1pPWp/kHkm5hQiCjBnFpTu/uP/l+xXr59Rt+rg5Z2HLthl9J9dZFIMTx0VBaRDdi4tCIf9crkF/Zb8UPLFXF4FhKA6MOWQ8v5KdNHKjWqprqMM13Gke7pC23jJe/WKscKrjxTR9Xaaxc7YJ96G+f6alI8PxNMOan0m/OXugZBa7IKv43pf5jWdq8few5JK+7tuY3qKerrt1zy+11FwjYh9TqVUdfY/LGgtuVZ+/23mjoPPqjcYrpc33qbgGDaPfwO01iXsdEopVjFdzO7XcNouwE5ARvXKKR072qRk+DTOgZ3u1TI+SGdDRfRoyoCJ7lUSXEutR44MGSshA86lIQTUzrGVH9eygmhRQ9VtErUpmg1nc61ZQwkZ22MgJGTkx62BsbDRul8Xso9ExYcwiiDoGYp7RiG0kZlfGHZLk2PC4Q5L2KdLAsEvB0Yg4egFF3ZljrpzmrJmmb55Bap3d2PclZ2j/kOicgHlRINjV27iAXT3fx96YMFek0yEEgQdbHzxaPu3xquznmxbVb/6oa+fCxh3zSI8uJcIeEJpoUP2XpxmjUP+d/uFc+798hGAYmaisQhAwHvKZ1R4FP2kSJQwsv7zHr+jWi5r4L24oz3yruTjD8jzDjplt7Z9rwywwEhYa+mfZq2YYrmTRT88avpMtvpHVePPzm42nH3Zcr2nPq6g+V1mXW9l49XH52cLCgw1tt7oZZYXlZ++UXSiov1zYW1BMKixrv0XrrhJT25TsbhWnyyTG2EaJLhnFKSebB3v1nFabGAMo6YBq4sbwGdiAQehR8D1qqkPR51YSwwZmxEgFtGTAwAiZeUEd26+mB9WUkI4c0hJDamJIRRwb6hkbxTnkpKCWFtHRo3pG3MiPW8SxscG4bSBmFUTGhFH7YNQujowNxeySqJMfdwsSblkK0IRtYuMQUcYmSOlYUecJdnU2pzGzrXx+TfP8LuoqLvfo8MAZhaJgdGjvYO+Hhp7PorLz41EJgiAOLb/m6LIH30wq3/Bhfc7ijh0ftW+f33JirXqAgSAg/HLBAM01FApB/vW5hiAIDEMwDMIQAqfA8VDQKI1oBeNGflJPS5vo3lHcSPVd7bGlhnMzrC8y/JQPjW2zxvoX2FmfujkLXfhsY8UMdUG28mqW+Gwm7vqHJe3nHvbklbVfftJ84W7t6dzHB66Vn7j14tyjnoIS7J1rL05dfHLwat2F4t67T9pv4/qfatmtanaLhNo4QmtSCXtNoh6PnAhoqF4VxTWKd0gIbhUd0LC8SppHSfNoaH4d36fme9UUu6zbo8QFtDSfhurTM31GTsDIDeo4fh0noKX5taSQhhRWUxJGZkhLDxm4ITM/ZhFETbyogRM38eJWXtTKiloZUScv5hyIjg1ELENRy0jcLog5mQmPMOFSxN3SlFsVccjHVDwtn0IiPCjr2fS8e8mDqk+etC7qYH9OZq2i0w9xh4+P8lbbaYuj0pxxLxZCUj67vvfmgeKVWRVrZ1Vv+LBl+2eYA1+1HVkm6XqeHk9CMAJBMAxBCJJGcw2FQn6KXPtTxSgCwsh4zGvxqgRxoyhtFoBmrl9OGKnOM5z8wpM33VY73Y1fqG2arW6dbWMudrIXBVgZCdwHjpKMkfxs3s05HdfnFtYcKWg+e7v2WFHTmZt1J48WbDl0ffPFJ4fvNF2503r1csOZk9WHL7w487z3QXtbCafrqYpZaxG1j4m6dPx2t5oaUBL9KoJXQ3arqB4lzSEjA3oOoOe45BSbFG+X4T0qplfBDmipXlW/T4X3q+mAjuU3cn1mnt/ADRj4QbPAp2MAalJAQ4poqREdNailh0z8sFUYNvGDBk5Uz4wZOXErJ25jRW2MhGcw5hwEtOywcTBqEcdtzLiDPu4dHvfqk35t0qlK+nRBu0w3zCQNdDfJGroGbjTSP63Ef1xD+qyD8imDvX9EeUDGXORkLE05iiHICyEIr7vqzrdTy1fPqtu6qG7Lwvbtn/Tu/7L35tGU14kgyMvTcREIgVNoJRUKhfzLcw2GYQgCERiGQQiGIRhOjccAwDgS0AnGLSLQMhA0MGTNt4ynP3fnTTeWZ6haZ2tb5xs7F2r7Fxoxc3z9UyMN7w8/nFNbsbqk6oe84q2XSvfk1xzNq9h35fGe3JK9tx8eKX14oa7hFon+gsKuK28peNCYV1qbT8JWikh1rM6HrJ4So6DVM9zjGGx3DrX7R3t88n6fluTR0D0allPJdOk4Xh3HraG7FCS3nOhVMlwyhldBcMjaPfK+kJ4dNAl9Jh5g5vlN/IBB4DcLAP1ErhEjGmpYQwnr6SELN2jlBU2skIkeNdCiBnbMLIiNCaJjwrhr1KXhmEeIgIaVsAmTY/S4nZZwS8Y9tlRobDyiibqkfsOIYphBHiZ0jfZ3DTyqp69qYGxqZeRgOatonLUs4jd66jdB6clUiIkgUDwIdOQdLVk2rXLTwhc5n7bsWty95+O2vZ9wGh6B8Mvt0BCURhBookf1T/CPBIX6hfmXj9cmBg4wDL1aPgBTyYgn7FBGTcKUmZewCQFRr+f+Ps+NLMeLDGP7Ak3zR7rOz7SEz9U98wzPM1x3MtWFS7EV+wuazp19fjCv5vC9zguFneeulO+//fgIruO+nFRrGekPGJlhC1cr7h2gNrI6y/ld5UP4KhmjYYhcaxR0mPht9oH2oKI/IOv3SLGAkuxUEM2j3S4Vxavh+lTMgJrmV2B9CpxPSQXkVEBOcksxgJzgU7Pcaq5Lw/XoeYCB69dzfCY+YGCH9IywjhpUUwAlJqDDhS3ssIUbNrHDBnpYT4oYGBEjO2Rkx6wiQCcwjVIso4Sgnpqys1OegYR7MO5SJtzmlM88HtbFXEqbbpg+gKOOEGlDxAZeQz33eZfofi97B577OYfwibj6SzflRMqOgaFwPBESddc8+35x2Yb5z7YsrPvhi46DX/bt/7Ln7Fa7bhSceMUhCIZAGEZTDYV66SeYX/vLv44gMJSKAhHLYNLIBO2icdOgv/aaq2CWv3W6s3OurX2hsnWRgfaVifCppmSGLW9e8EmOr3xvXeUP11p332g7WYy79oR280r5/mcPT4yQK03CZo8cEzJQAnpKSEcLKGladvsgtorV/ljLadPzOlTMZpu4z6ciBTVknxoHKMl+Fd0hwRiG6h0qPKAThrS8kIrul2N8cqxPQfQpKX4VI6DhBjVcn17gMQjcGr5LxXGp6G4NzWdgBw3sqJ4V0dEADcmr6g3qsREzO2LkxYycqJ4W0BCiJmrUTAub6WETyziA1w9gbHJ8ws4atzETnpGkVxl3qZIuddKtSQOWpNei0Ao7eR3kITybj+ngdnbKuH1Dz1rpS9tIM5WYNYHu86GBaihqRxBkzCgtO7rh8Zp5VVs/f7JxQevuL/qPfduxb9lgbVkylUBn01Cov+qnzzUEQRAITsfG/bqYSRAx8KN6gbftjrnwQ1fTJDc2K0BcZOyYq+qYZ2idp78/w5Q33/lst7PuGLtoU3nlzludZx+2nX9af7K99Tq39YGa9MIy2AEo8GE9LaSn+TTUsJbuV1E8MqKK1axgNmg5zSZhu0vSF9QQAmqcT9XrV+F8SrJR1KXjt5olOKuCBuiYHgXNq2ACajagYfk0bK+WD+iEgE4E6EU+oxDQiwCdwKtluzVUj4YY0JLDakpARQ6qaWE9LWKghw2csIER0eFjBkzEiI0YSXEzc9wxGNRx9UKsUYx1a2lxOzdspEVtA0mnNOlSj7s0Sbcm5dD7zfJBKR0/iOGOkgd5BMYgAzNCaSCcr2xZ1Nsyz0k4nRzuG3crQARKjyeZtU/ubVhQtunDii2LX+R8gT3wFf7IUnzJxYBVh0AgDIP/5NuPQv0q/eS5hiAwDIMIAsKpYMKjBXQCn5YT5LTaK9YFejLDzLkh4hxXW6ahPsNcN81QPM1wbYHrwSZVxW7r3U2Cp3sa2q/RsCWEprwR8jMbr0lHrTEIW7wKbEhLDWqpPjUxpCEF1ESfkuiR4VySPpek1yvv9ysxPmXf2FCrV9bpV/b51QQNt30AVy+l1smoT9X0ciO33jVKDOj4PiPfZ+B7DQNevdirF3sNAz6T0G8c9BsHAD3Xp6cHjcSghhhSEYMqakDDDGpZQQ0roGWHdGS/vDWiaY4aMBEjKWZixUx8l4SiF2AcUkp4TDjuGYo7hAnnUNIhTXl0Cac64VTFbAqdlCMcIQ+p2ZJR2jCfyBpkkFntpKZDtJLZytIvw+TyuNuaglIQglgkvNJtS5+sm1W5fVHN9m+696+knlhGubjDqZcnEQQG0XZTKNRf92+4DoUgCIJgCIbSYDIYtktdKrJ3lOZruRJo+yhMnOmpzQAqMlzl0yylGdb7Gfabk231G/W9d7RPzwqqz44yX7jEXVZBo1HcEFD1+RW9AU1/SIsLqHEBNT6owQdUeLe03yLucEn7fAp8QEHwybFeab9H2ueRdANSvHu01ynpsg11GwV99oEuK7diTFDqEL+wD3X7lFS/ju7XMX16jl/H8+t4gEHgM4kAw4BPLwL0HL+eGTKyAlpGSMsIG9g+EztgYgV1zKCGEdQQPMP1QVljWEOI6shhLcU+0msT93qVtKCBH7MPJdyj4x5p0i1JuGUpQBd2KN16sWSIRGV1CsUEjYStlXFkSqaQ0SLDVZlrz2ofrLO35o6rRCAIpeFxg5BafXbnw/ULq3Yurv3hy/5964gn1nSfXjvaU5saHwcRBEqDMIjmGgr1V/wbxmsQjCAQjEAwBMMpMGoLWXlOGd/b9izYsCpAXGyunQnUfDL2YqWlaberY4/92RxF7WYNt0M3RNFwOmX0Gg2nziZpNw03RLW4pIkUt+CjBqxP3e1VdLpl3fbRTresxyPv86txPgU2IMMBkn6fDANI+wIKbFBGBSQE52inR97rkmB8SkpYTQhqOgF1l0OBdytIfiUhoCIG1ZSQhh7S0HxatkfH92h4gJbn03P8Bo5fJwwZRUEjz2dgeswMv5kW0FGDOnpITbDyauzCWs8ILqyiRg00j7IPUOBiZkHIJAyaB0JWcXRsKDomTHgkUZfSa5VIxSQMtQ7HaZUNEc1imkrCEgxjjf0VzqZ7QM05Q0eBQ8+FxmMIgtjNqtI9W4uWf1S5Z8mLQyu7Dq9jHt1MOLWS/Og84LTCCAKDIAilEQidX0Oh/op/LNf+dA743/dsMIykksmwO2SR+sjdvhcHw90r/K1Z3vZPnfRC12CnR9SnJVaP9JbKSbUmYXdQy7SPdMgYFSp2jW20M2aiRPWEhJEYN+CjOlxEi/HKulySTo+sE5B1eCTt7tEmr7QekNUD0gbPcE1A1uhX9XsVOEBBCusYAS3Vo6bYVSSbguDW0DxalkdJ80rJgIwEyIl+BTmoIgEqiktO86vIYTU5rGGEdUKvju/V0b1aQthIDhpoIQMroGcGDcyQkeZVExwyjJHfZxORggpm3MKNjnGjY+KYYzRkEUXMwoiWEVH2hI0cq5wyzMU2EWv6RA1Do1TdAE4hI/KH6JLu2lBfubN+n6Jxm1naF42nQAQBUyFq3b1b6xdUbP68bu/K5iPfEY6tYRxfij2z0SoVIy/3BiI/voNCoX7sH861/0t96P/2YAgEwVA6FXXHZQMBzJ0Qfkmo71Mv5rhtoMMsI/oUDJ+E6B7CuoYxloEe00D3mLjHpyIEtISQHh814yIGbNRACOswYU1/WIsJqvv8ij63pNMjbbMPNlqFte7RJkDW6hA3jAle+EZbABXWqyL51EyPiu7VMAAdy6VmuNRMQMcDdDxAw/Op+V4V16tmeVVMQM3y6diAluVTUYMqUlhNC2rZfiMX0JFcim6/Dhs2UsJGdsTEi5jYUQsnamYH9fSwhh3TM8IaUthAjY3xYmMDkTFRwMyLWgQRAytm4QWNw6rBZjrtSQ+vnTKAY4uZ5FEWZoAkwje6Ks4on+ewX3w/IrgdihoQGIkGAV5/08N9a6r2LH2xZ0n1vqUdx9ZQT6/rO7WS23Q/FvT/6H2ZqDFAoVB/6d9wHfpnD/ayOBtOgn5XcKQ3SNuTYG6M8vPccqxFhXfL8T45KaSmRg2MoI7m11DHBnHWwT6LuBNQ9gR0XSF9b9SAC+swIW1/UNMXUPf5lf2AvNev6AYkHe7hNrek0yPtAiTdAVlPRIVxKbFuJdmrYVpHSQ4lzafn+fR8n0Ho14t8WhGgHfRqh9zqQZda6NIIXBqhR8d165iAmhnWMiJauk9FDpjYYSPFLet0SjoCWmLEyArrWH4VNWrkpBwDCaswaeJHDQSfqsOnwUYtnLhNGDKx/SZ2xMoPm7njHnVUL9bQLgr6N/Gp+YPEh0J6KXWwgcYqlzfuHb4+ve/+ZyOs+/6wJgmDCAJRO6qubV/xZPuSxgOrmo6sbjuygnxiNenEWsq9Ux6L4h94g1Go/0L/cK79I2AEhuCJfqNpOJWIu3Uh0fMI+0iQecQz0uxV4wF5v1dGDOvoMSM7qmdEdPSojhvSML1yvE+N8ap6Apr+sJ4Q0RPCOnxAjfEp+/1KjF/Z75P3+qRdflmXT9kDKLq80g6/rCuo7HUrMB4VGdAw7TKqW00PGHg+A99nFHg1fK9G4DOI/cYRn37Iox3w6Abc2gG3nufRswE1O6hhhjU0n5rg19EjerJb2mkbavMriRE9PaSjeeXEsaE+t5wY0rNjRmZIiwmqe4I6QszCSYwJw2ZuyMKL2gRBIy9kkQSHO4zda43dn5v6txu6dhgxu7WUw0bcZk3TQlbV/AHa7aRPN7FjwzDMfnZqW+HWryv3rGjcv6Lj6Br8iXX0U+tZhae9owIknXx16DoKhfp/+QdyDfwnihBhBAShFASB4wgCwmA66lK5RS+CjPKIgurXMdwysk9OjOoYMQMrrmfFdKywlhbVM2IGVkTPCGupYS0toCaH1OSAigQoCH4V3qfAAPK+oAITUvT7FZ0+TRugbgtru2LaLo+4ziPr8shxgILqV9ODOrpfzwT0XK+W41AwnCo2oBf5jIM+owgwCACDANDzPUae2yzwGUQBNdsnJ3oUPR45ySfD+aS93tF+1zDeKcE4Zd32kS6jsM060O1Xk6IGYsxAixvoIT0lbKQnx4TxsYGoTRwZE/sNIrd+xMF55MCsDLMP2hln7cQcd/9GP21dgJjBr55O5xYGgmMwgkAIopWwKk9uKPluQcXuJc/3L289soZw4jvG2Y2U/F0mMT2FIGnoVRXHy/cFzTgU6q/733MNQaD/XyeqfwIMwyAMQxOljQiMjMe85pBCGFVzI3peQM0NqRlRDS2up8f0jLiJFdHTwjpKWEuNaOkRLSukovpVGJ+S7JXjABXGr6QGleSQihDV0cMGqt9AiOgpMS3eKm/hs54199yRsJu9KqxXifermD4t3aumAlqmR8N0qRgeHSdgFgYtIsAosCuYVinNJmd6tYKAeShkHgoaBAEtzafGBbTMgJYVMbAjOpZNjBH2PaG13JKSq60DPVETO2Fhx03McQsvbmKFjJSIhR4fEyXsI3HHYMDEBdRi2wjJQLnsouyz0/JkuGNm4iY3cY2r93N73SwN5oQrZEMQBEFAg0pYcXHH/XVzK7Z+XPnDlw0HVmDPbGDkbiHf2CvB1qbGI+MQkgb/7LgONNdQqP+bfyDX/pWfpZdVVhFH2CTyq1lxi2jcLEzqmWkLc9zKDOspYT01oqcF1eSQihJS0wAZ3iXr8Cgwbll/QIP3aZgWWccoJZ/XdHyg+fAw8fgg9dyYsFgpel5ekS/hOFQAACAASURBVHuvqbCj/ZFluCemwoRUeKeG7tIwAA3Fo6Z4NDRAzwT0HJ+R69Fx7QqmTcpwqjh+gzBiEQdMg3Yly6GkBw2cqEUYsg6GrOLY2KBfw1Iw6qXkKucoHlCQo1ZuzMKJmrhxMztuZsaszISDE3PwYw5R0CL0qrmuYbKO9MhMvmKinpH3Hrb0bvORV3ibF9jufwF0Faa9VgRBUsmAgt5beWrXgy1fl+1b/nzP1827vyIdXUu7uBV3fddIX814LIQgCPLyJCI0yFCo/91/PNdgGIQRKAVGnWHnaNgqihg4ETU5riWOm6hRPSmqp0Z01LCaHFSRfXKSV0YMqDGAqs8y1B1WUw2sp9SG9cSSBZiL2fTcLNHD7N7bsxhFH5PufvPwxJLexjtSaROgZcTUtJgR7zMyvTomoCa4VHiPhgzoaR4N3atlAlqmT8cOGHghk9Bn4HoNbLeea5bQxmSMsEkUsohCY2KvQeg3CKNWYdTMiltY487BhGMwbOGETKy4lR23sBJj7LidE3NyIy5O0MkOWkejOgkw1GiknrcyruqoJyy4jcHmFfYXcy3Fn4a6ykGPE0YQBAaV/L4nBzeVbPi24eCmqqMbXhxY0n9gCf/s97iLOyjP8vxmFYIgKRCCYQSB0miBAQr1t/jP5xoEwiAEwnAKSvvjfl1kbDioY/vkhJCaGFKTolpyRE2KqElBNcmrwLtlxKCS5JH2jdLrqXVXqYVfsG/NYN7OpufNYl6ZScnLbrkym5yfJbg6nXYpW3Dn06HWbQZuqVfP8pjpXh05oKMCGiKgIQX0tICREdAzAnpmUM8I6Bh+HSOoZwNaplfL8OrZXi0nYOBHTNyIRRi2DQJGQcDIj48J4lZ2zMKOGLkRizBi4cbs/ISNl7Ty4lZ+zC6MOARhpyDoFsVc8pia6uNeD4kOuZknHdjd7rrP3fcXuB5/76OUJYNAGkESibCM2VVzZvP9bV9U7V/ZfnRT9/FNxHObGBc20a7tETY+dmmGIXA8DcFpCEJgEAZTMJprKNTf4D+caxCYgOEUCMMgDCNwGh6PpMOuFKAfd0mjep5bQgkr8CE5JqImhdQkQIn3KEl+Kc0xiDGPYoiV+9l5meLrWe2XZtddX9B7e0HnnbnVjxY33F7UsD+r5/xM/t0s/pVMasHC0b6TASPeb2MBBnJISw3p6UEDw69nBnW0oI4S1tOCWmpQSwvpGGE9O6znBvRsv44R0lMDamzIwAqZeUEzL2rlx0ysmIkRNTDDWlbcMpCwDSZsgqiFlxgbjFuHomNDUbs45pDG3IaITWjnFli7Njl7Dvh6zjnL99pLvvd2XYvJB8FEAkSQZDIm6Hj+YMcnVdu/rNu35MXer7tPrWdc2Mq9sAl3YTO3sTgRciMIPFGCBkFpBAZhEETn01Cov8XfmGvQT5RrCJSA4SQEQ2lo4kBKEErHUiEn6Dcm7bKIXhRRUgMyXEhJDKiJXhXOrcT7ZTTPKNWrpvNaT/Dys0WXMyuOZxcdndV6eR7z7nzSs0+7b3zW9MPchtzZnbdniy5mSwqmMwrma3E3wnYWYKRGNLSQnunX0n1ahl9D9WtIfjURUBIABdGnJIa1jKieF9Kz/FpKUIsLafuCGmrQwPLrGEEdPW6gx03MmJEdMwliJmHELIhY+CETPz4mjlmHY2MjCcdI0qlOuhxBPVtPPOXs2OlvzwMab/iqroZ6nqXs2hSCpBEkAjjFhPqyw6trfljRsn8V5uR3PUdX9Z5YRTu/kZW7hVVyxqkRwQiUhmAYnMj89ES7KQgtnEKh/gZ/S65N+GO6/aQfLRiG0lA6kU6EU2F7yq9LjkkjOp5fRQVUWI+yB1D0+RU4t5IcVDHtggbuo2XMyxld12bV35qPyf+Qf3w24+Bs/M5Z3E2zGVdn4/Pn9F6ZQ86dxT2VQb30sYR632egBBQkv5IaUFLCakpASfApcYACByhwPgXeryQGlES/Ah9SE8MaUkCFD2uIES0rrGVG9cyIgRHWUoMqsl9FC+vZYQMvZOSHTYKIRRS2iUJjg1HraMIpjzgVYbMsLCH56M8DuHJXd4kXVxoZxqb8VgRB0ulxnYjemX/02favqnYtbTyyoffsdkLuNsbVHE7uNsa1fcOdz/0WJZgeT0MwBEPoSUQo1D/g55VrMAxDE6t+MASno2Dckwb04y7ZuE2c0DPCcmxIig0qMC5lj09FjRlYOuJ96pXPGJczWgtmt96fQ7s+G7Mlu29jNmPNTN72WU3H59zLnf38aDbjyMyeI1Pqitfa1b0BBdEjxQNyol+OB2T9HmmPe7TbLGw18JoMvBbHUC8gx4dUpKiWGtGQwhpSUEUJaagRHSOso/pVxICSFFJTwxp6VM8KaRiAghzUs8PWgYhdEnerE35ryGPyy1hRRmWc9Nje9dTK74zb5SAYRxAkEg0OYBpeHN9cuf2rtt1LWvcs7zz6HTZ3q+DK1qEbO8lX9gy2VYxHvQiCpEEoBcHjYApCJ9RQqL/fzzHXYASBERgG01AqDsa8qaA17dWMjw0l9dy4ihlSYAF1j1dJ8qsYNilJgX8gfPhtX+7UuivZ1Yeya7+ZUZuT1XZiVs/B2bf2zLi4bXr1jkzx4VnEg5Mrz32mZT7zy/rdo/1uCcYrxbqGux3iDttAu5HbrGM3alkNBm6rWdhlE/d6JDivFBdQkMIaWlhDC2voYQ3NryQFVZSYjh7R0HxSvHO43z2K9aroYctw0qsd92kTZkVSyAi0P3WUnXY35PvYPcmQG0YQEEKcWiWpuvDZweWVe75uP7Si/eDyjqOrsec2ca7sEF7NYd7YK+oo9bmMCILAEAKlQTANgWiuoVD/kJ9XriEIhCDpiQ2nMAwjCARDIJSKQ4lAKjSW8GrjNmlUzwxriUEF1TmMtQ11eEexRka5uH4vMf/zuu8mty2d0rJz+vODmZ37sxt3ZrXvyWzfMYO0bxr+1IekR8dHMQ+dA02AtN8x1GMTd9mHu12j/c7hfsdQn3MY4x7FOYcx1oFuu7jfOYx3DuO9EpJfQfUpKAElPahmBdXsoIrlU1DcowQFrVFKfDEm6vEbeEm3Ju3WRvRcO6PRUJevr77gIFWGjIpxcBxBkBjg4HfVN13YW79raeOBZR2nv2s9tr716Dr8pRze7X28/H2MB+cVpLZY2AsjCJiGIBCEwDScTiMQhKCV7SjU3+9vzzUYQeB/T64hr9r8vtpQDyMIDEHJ1Hh4POpKemRxqyim4/kUJKcEYxP2OcR442DHaNc19p11o4+2Dtxbjzm7mHB2PuXwPMqpBYS8L0gP1kq6bljFOB271c6vcQ42j4nbzIMd1qFu21CvWdSjZrfK6Y0qdqtNjPGM4j1SIiCjeCRUQELzSileCTWgYAeVXM8o0yLCq9kdcnqLoOf5KKHeIyUnnOJx2xAwSjIzG4ysZpOEBjikMBxBEMRj1ozi63DFZ6sPLq/d/U37oQ2Y09vJF3cRL+6kXNnNzd/HLTzMb3xgV4pSyTiCIDAIQ2kQBNMglIZhEH71OqBQqL/L355rE/4NH7P/11PAUAocD6ViThBQpl2ygGnELuOYRWSjEKdi1EtwRSpKiYZcrMLdVGIuq/ouKftu6WglRl6lVdBi5raZ2S1mVp2JVWXhNej57QZBt0XYYxX26LkdMlqjitkyJupzifGOEbxbRvZIaJ5hlnOI7hpheKVc2yB9lNDO6qqkdZaJ8A0GXh8gZSb0wpCCbBP2OEbIQaskGXJCCIggCOA28jpfdFw9XH94We3+ZZ0nN/ec2tpzbBPpwnb+jX3iWwd4Bftp945LMZUhn33iV0uDEAS9/G8DLZBCof4Zf2+u/YfBCAzCCAiNG4eo9gFMzDocdSl9JollhKPmE+T0ZhW5Qk+vtrAqrfTSMdpjE7NCx3huYFebWFVjzCobq85Ir9XTqozMeg29VUVr1zM7jOxuI7tbz+o0srstgl4Tv88k6rOK8bZBkkNMt43yrcNs6yDDJCCp6F0SUpuU0moRYQJKGjCKs/K7bDyCXzs6Hg4gCAIjSMLv0PDJXQ+vlR/eUL1nVd3R79rPbMfm7sNf+IF0djP18iberV28ggOse6dlxJbxuBeZ2KU2UdKOlkmhUP8Kv7Rcg0AYQexW7ZMzW6oOfoUr2Ed4esXM7QoaRD7riFMlcI5QrAM4A7tNR6/Tkis1+KcK/GM58YmK9EyFe6zCP1KRHqsopSpSqZpQriXVaMgNanKDmtygpTZpyI0qSr2S1qxitatY3VpOj4nfbxbgx0QEmxBj4/U6BT12VusYrcnCbjcP9HvVrNDYSCrsSydjAbdNP8zm9VR33D1bfXxL/f61bQdWtx1e1XJiQ+eJjdTcHNaVHH5+Du/mDl7x8aGeUodSkIyGYRiBofTEWsnE+U3/6RcYhfo1+IXl2sRpIiPMvkfbF3XsnHfvi6k7J73+bPdXlKenh3tLvKOkqE6cNI8kraMBNd82RLawO42sVi2zSUmtleGrpNhSCfGpjFwx3P9guCNf2X1P2fdE3vtY2fdE2f9E2f9UgStVUmv07HYdu0vLbNXQavWUOhOjWUdtkuHrpPhaObPHNMoLu80IlITAdDwRsVlk5I7nNdcOVB9Z3XR0VePhlU0HVmKPru87tKrj4FLiqbW0s2sHbuSwb+yg3tnLK8tzCEnpRABEYBD+U0+pVxOJ6CoBCvUv8AvLtYnxDLW17Mnm+R0/LLq08L09WW+U7fqsO/e7zgvfY24dpJdfUfY884oxPjnVK6V4h6juEZp9iGTk9+nYXQZml57do+f1qmkNiq4iVVu+vO3maPONoca8wbqrQw3XRjrvygllamqjitKqpDVqGDUaZouS2alk92sHGS6dNOpzxENAGLABFpWMjSc2lFZf3Pds76q6AyvaD69uPbCy/fCq/hPr8CfX9R1ZjTu5lnF2PevC95z8PewnlwZ7Xrh1MgRMwTACQQgMQyA4Dr/c14JMfI1WgKJQ/7xfXq4lUuHm4nM12xbWb1m4fdpvT382pevUGs7NnbRrOzAXt2Iub+m/tLk79/uevO2YwgP44nOUZ9foFTe4tXeEjfcHWx4NtpcJ20q5tfcwd4/1XN9GLNzFeHySX5U/0HhvuO2+ilChYzYZBH0mEcksJhtGySYp2yrjWqV8nYgxROoTdtXSq+913jxRd2pr1eHVlfuWN+5d3XlwXe/R9b3Hv+s6ur7/xDrKue/o59czLm5gXN1GzzvAe3hRhqlzqUfARAx+ubgLIxAMw9DEoucfcw29DkWh/iV+YbmGIEgsFqy/dfrmZ1POzn5rz/wpD/eu6bm4jXhpM/naFkbBLu69w5zbe7EX1vec+67r3IbWo2uaDq58sWdpzb5llbuWlu1fWrJ/ycMfljzY/s3lVfPPrph1dcvnJUc2N9080/84H1d2m9f8cLinQoytEXVU8eufEirutt8523Bp//NjW57tX/tox5Knu5ZX7V9Tf2BN04HVLYdWtxxZ23nie8ypzYRTG0lnNlDObGCeW8/J3cC+toV37+BA5bURbLNDIYTSYQRBYAhCkwuF+jf4heXaxDyUgkUqyFl9Yd03jPYGo2RglNhBr7zZf+dQz/Uc8p1d1IKd5KubaVe2US7nUC5vo1zJIV3KwZ3f1HF0TdvJVQ1HlzbsWfpk4+LjH03Nmfnedxnvr5/87ubJb++c/s7ujPdOzJl67au5RVu/fbJjeVnOktKcryp2fVW555u6g8ubjq5sPLKs9cSa3lPf95/c2Ht8ffex9d3H1+NOf0e7uIl3PUeYv51zPYdxYx+3+Jyk/Zl1iBF2mdJgAkIgEIZBCIKhf/q0YRQK9Tf4heUaBCMpCEbAce+YymFW/fH7YZ/TMMSh1Nzuvbu/8/o2zJXN1GvbWDd2EvJyaIV7OUUHqQU/4K5sIV/bTM7dgDuzoXLL54cz39r9zm+PTXrz2DtvnvnDG1fff/vau29fffMPRXOnNu1c2nZkXevBlY37l7QdWtl+aBXm9PeEC9t6TqzvP7mOdnET9fwm/OkNhPNbqVe2825s4+RvZxX8wLyzh/Xo9HB3tX1UNB70TXQtSIEwCCMwBCMghPz5Qd4oFOon8gvLNRiC0ykQAl+ecgFCEAiBr4ZAcMg9ZlUOKjj9/NYS6rMLxKJjxBs7aTd/4BTuY93eTbuRwyvYxbu5m5S3o3bvV1fnfHB92nuPF057OHfqo+xplXMyyjOn337ng0cfTe87trLr1PqOw2u6jq7tPrMOc24D7VIO++pO1sXtjNyNvLzNohs7uNe3s/J/4Bbu4xQf51VeH+mp1PHxLu1IMuSdGFWmQRAEUzCUgmEIgSAIBNNgGl0WQKH+DX5huYbAL+fXX023v/zjx9NWMAwmokG/y2o3KnVcgqDtOf7xFcyto/039pAK9rDv7GXf2t9+aOmtuZPzp7xXPH9K0azJj7OmVc6eXpE17d7bk0oWTu3NXUW5vo1x9nvG1e95NzcJC3IEt3bwCnYKbu/m3N1LKdxHLDpGfZ433Fel42JcRnXY60jGIhCU/vGPOXEqCYJAyB+LXRF05y0K9e/wS8u1vweEICCYjgcDgEGhZ2NFnZX0F3fwxecJ9841nt507cOpV6e8UzR/clH25CfZ0ypnTy/Pmvb4nSkVC2dgcjfy7h0fvH6IfWc/894hZtERatFxyoOT9KcXeLWFI5hqyyDRb1XGI/5UKvHHoIIhtEEUCvWz8CvMtR+Hyx/vwmAqFYvFQ76g2+6xmaTMvpvLFuROffPR55n35059PGNqZdb055nTH06eVLFkPrOmQEbtURN7VCysboBhlghsqhGvWR322GJB33g8ikCpP3u+iXbPaOM7FOrn4VeYa38GhhDk5cbXH988VvXdNZ9ez367bvNXDxdmlEyZUj5tWsX0aZWzJhGOrvIbh9MQlE6DiVQagtITl7nQj/qnwn+a/4cgCAJBcOJLNNdQqJ+DX1uu/agdOjQxYY9AIAKlEQic2Ac7seZgV47c+nZh3tz32/dtePTxzPvvTiqbNO15xvT2+VMFB1aE9ZKJh0BetuyEYAiEoTQEpSAYhOGJLyce8OUwbeJ50R1qKNTPwa8t1/4C/OoyEX7Z8QSCwDSMIOZh0c0vPrw+d1LL/q3FC2cVvTPp+ZTptTNnYL7I4O39witnpREERiAEfHUY3MTcPzTRRQWCIRACIQhG0D4qKNTP0K881/4CDEMQBMIIohKSCj6ZVTB3Sv3+Hx4snF3y3qSajIzWRZnUVdNoG7McjFYQgSAIgkG0bQoK9cvz35VrCAKDIIQgiBjbeHXOtIKF0+oO7Cz+aHbx+5MrM6Z1fTlr+OQy9qGVxv46MB2D4RQMjf+nf2AUCvV3++/KtT9OhDFrSnKnv3fr44znu74v+jCr6N1JDz+Y3PX1bGdroRnbZqbhkvEwgsBwOvW/PiYKhfq5+S/LtZfLmKnem6cvvPPm7U8zH29ZXTRnevG7k+//4YOmj6ZZyPVRt9ct5CRCAIwgUBotD0Chfnn+y3INhhEESUa91fs3XnjjtcLPM4vXL7mbMfXRO1OefDDlxbz3VL3VaZfXje2Iu9QpeDydRufXUKhfnl9brr1c/fyTlztmoYllAAiCESQZctfs3XDtrd/fWzDt/pfZhZmTH0+aWjl9et28aazDS4cubh/JPxM1q9IInAahid4DMAwjMARBaejV9g7kjzcUCvUz8+vKtYmTMybuwjAMwyA0cYbjn23KdVlUZT+svvyHN+7M+ODBh1NKMqeWTp/2PHN61fzp/csyGStnio7l+AeZEBhBkPGXu0QQBJw4C/LPMhOC0P6eKNTPz68r116BX+41g8EfVW+mkolwwC0f5nZWPspdtmD/O787M/UPV7Pez5v2/u2pH9zOmHRv9uTSxdNal8+kH9842vLYIMQFTdJkJAimEhN5+XI33ERHAgQBQQi9UEWhfoZ+dbkG/zF6QBhOIzA0Hg0DNqNKyKD1NHSUFZacPnh587p9n2asev83q975/75/5392vPu7w1PeODr9rZNZf7jyyfsPVmfWHPi6+/ouQvF5QW2xlNhuHqD5dJKI05qOhJB0EoHTyETJAVo2hUL9LP0Kc+1V6SacAhNBp1XGJPZXPqy4erzw8Ka8fWsubV5x6tvFO+Z+sOqD337z1m+WvfWbdW//Jue93+6a9PqeKb8/O/Ptgk8n31898/nur9vObSMUnuY8uSyovjPY+kxOaB0bYARtulQijMAgAkEwWm2AQv0s/dxz7S+HRK9aOf3pG9DEpP6Pv5NOxUM+h1k2yCbUVzQUXi+7cOT+oa0FO9Zc2vrNsTWf7Ptsds7c9zfPePO7919f/fZv1731m5x3frt70uv7Jv/+/Mx3b30ypWj5zKdbPq7au7T1fA751hHWwwusipu8uuLh7hcKJsahFScD9nQiCKbjMPynM9cgBIH+9OO+PHztx9WjKBTq3+OXlmuvastfTdzD0Mt2ThACJmN+j89stEiGRkj9xKonZeeP3T204/beTbd2rMr7/ttzKz479MXsnQs/yPnwvS1z3v5++usbJ/92w7v/s+md3+z64LV9U36/b+rvT8x6O3fh+/lfTS9aPefh9wsqd3/VfGYTJv8A9cE5Zul1Yd39kY4yDanJLiR6ZDy/URa1G+J+VzoRRsDUxPrExOopBMETK6lorqFQ/34/91z7o1e7NuCJFpuvJtFgMJ0O+9wuo9Is4Y9QepgtNb2lD+pu5j45uSd/+7rcDd+eXLrwyGczDi6asnPWO1sz38iZ8XpO1uubp/5206TfbJn0P1sm/Xbn5NcOTnvj6PS3jmS8dXLmHy7MfffaJ5PuLMl4sGpm6eZFDQeXd1/YRis8xi+9PFxXKGl8IG16JOuoUGEaDLRuCxtvFTMArTg8pkkCVjAegEAQepVuIDRxysefzvj9T7+KKNR/hV9erkETozM4jaTicb9LNzrAx3cR6kp7ywrbH1yrzDtZcm5v4bGcm/vWX92x8tJ3Xx79PGtn9ps5Ga9tm/677dNf+2H66z9kvr4n8/UDWW8cyn7z6Ky3Ts56+9ycd3Lnv3dpwXt5n04qWDz1ztfTH6zIfrhqdtnGBfV7vm49vhp3dSf93jH+01x+xXVe5U1ezW1BU/FgR+lQ93Mltt5A67RwMbZBslc1kPDa4FgIHo8hcAqG0i8vk1/9Cv/Z1xCF+i/xy8k15OUhkQiUGo8FIm4rYFAqOWRC3bP2x7frCy9XXj9dduHwoxM77xzYlLdzzdVtyy9tXpK7/vOjX2TtnPlGzrTf5kz73c7pr+3JfGPfrDcPzXnrxNy3T89/5+JH711a+N7Vjz648dnkG59PvrMk496yrPvLskpWzipZOfvxmnllmz+q3vVV8/G1PZd2Em8dpj04y3xyiV2ex64q4NUVCRuLR9qeynur1YRGLaVdz+zzSLkxkzzm0KXDTmg8DIFpCAJhZGKICaL9qFCof4OfX6692sQPT+zxh5GJGTRwfDwVC4c9NptmVCNiDpN6OJ11vWVFdbfOV1w5/iz38KOz+4sObbu3e8OtnLV5G5ddWffl2eUfH/kic/f8d7dO/93Wqf+TM+23O6b9bkfGazszX9+Z+fre7DcOzXrr6Ny3T817++z8dy8ufC/3ow+uL55yffHUq59MvvbJlBufTy1cmvnouw/Lty2u3vdtw7G1HZd2YPMPUe6eYpXksp9eFVQWiGvvDtXfH2oqGWl7Ju2uVODqzSyMW8xwDbM8Mn7QKIv7HMmQBxoPIdD4RK7BMAJNFEEgCBpzKNRP4eeWazAMgwgMIggEgumJeXcEgsZjYY9BaRjmStl4fl8jubGsu7SwvvBS6aWjD0/vfnB8R/Hx7fcObb65a23+jtU3tqy4uu6rc0sXHfwkc/f8d3KyXt+S8bvtGa/tnP76jozXdsx4bceM13Zmvv5D1ut7s984MOuto7P/cObD9y589MHFjyZd+XTKtc+mXvl0yuVPJl9fPOXWkulFK2c/3rigbPunlXu/rj+xvv3iduyNA9SiU4ySc4zHuezSK7yyG6Kq20ONxdL2Z+r+Wh2pXU/rNjH7x3gEm4jiknABBT9sGkn4xuD0ODKxoReamHqD0TIsFOqn8LPLNQhKg+A4DKcgKIUgIJxKRgCHRTkyysBy+xspzRX9lSWtD2++KDj/9OLhomM77uzffGfvxjt7N9z6Ye2N7Suub1t++bsvzy9dcHxx9u5572+f+UbOjNdzZry+O/uNvdlv7M5644es3++e+caemW/smfnG/plvHJj55pGZb52e/+7Fhe9fXPT+5UWTrn08+donk699NjnvsykFX069uyTr4bq5z7Z99HzX5zUHVzSf2dR1aSfu5iHSvVO0h+cZj3M5T28MVt8bbXqk6CxT91bJe6tlfS+UuAYtpUND69AxukzcXvsg0S3nJjwWOJ142SUZflkU8Z9+wVGoX6H/eK5BP77BCAjB4xCUhMEkDCag8YhbLxcRuuntNYSaR73P7rQ+uF5360Ll9ZPPLhx8dHLX/YObC3d9d3P76htblt/Yuuz6pm8vbVh8dum8I4sm7Zv7h5wZr2/PeG37jNd3Zv5+d9bvd2f/fs/MNw7MeuvgnLcOznlr/+w3D85688ist47Nfuvk7LfPzHnn7Nx3Ls5/N/fD9y4vev/KR+9fXfTB9Y8nFXw5tWhF5pMNs8u3ffzih69rDixvOrGh9+oeStEZXlmesLJAXH1P0lAyUl882lA8Un9/uKFopPnhaPvT0Z5KGbZGhX+hJTaYqe0WVrd9ABty/p/2zvu9jetM1H/HvRu5xjWbuCdxS2LHcc86xYmTjTfF2Tg3ttWLrS6RIsWC3nvvnQTRAYIkKgGwV7B3EiRBggUsAGbm/jAiDLEAI1mWFGreB48eAZzBHAAz75zyne/0AUAG+jpBOVpfQ0G59dxdXoOgNAhuQsA6mFoB1hbW50YaTSotrVJFhmAEKQAAIABJREFULJVcPcu7dIx59iD11D9Jxz7BH/wz/rM/Yf7xUdnff1v8P7+89Me3L/7h7fO/e/3Mb1858dbTh1984IvnD3z61P/55/f/7z9/8B//fAp+/N/Pnv7OwecOHHz2wBfPHvji2QMHnzlw+Nn7jj5337Hn7j/+/P0nX7j/9I8ePPfiQxdeefjSKw9ffvW7xT/9btkbT2DeeZL06+8zf/8C908/4f7158rDHzpKPvMQzwTYJUFuWYhdEmAWeWnnvdQzAfrZMOtiM6+kWVTZrKB0GDjd1ZwuHa/XII5Wi/tN7KlOT2pjDV7/D/h61QUUFJRbyd3gtQwEpeEHAGwAmXUwtQIkF9ILU/PRlioGWXjlDO/CMerxT0lHPyUc+gT/xceY//eHiv/9Xfknvy3966+K//JfRR+/d/EPb174/RvnfvPqmfefP/7aE0d+dP+xH91/5IVrwjrx/AMnfnj/lz9+4KsfP3D6Rw/CjzM/fvDcSw9dePHhCy8+XPyTR0p/9sjV1x4pf/3Rijcew771OOHdJ8nvfY/2wfdpv36G/tvnWB/9kPunl4R//bn40/dUR35XdeavNZf+abl62Fl53Is77sEec2OONpBOBGhnGukXArSiRk5lq5jcISG2ykpbJOVdMlKrnNqhp012hVIbm9fi2dB0ICgo3w53kddAKAUA65l0EthYSi/PpubHp9obhZWl1FMHmSc/JR76uOKzP5V9+gfMp78v++TDK3/5VfGfPyj+n18Wffxu0X+/demjn1/88LVzH/z41C++d+Tlhw4/d9+h5w589sx3Dj1z4Mhz9x17/v7jL9z/5YsPnHvxwcs/frjope8Wv/zdK68+cuXVR0pefaTs1UcrX3sM9/PH8T9/nPDW44S3Hye/+wTlvScp78Nee4r6m2dpH75A++gl5v+8xv3fd3j//CX/n/8lPfhb/Zcfmy5+4rl6yFt5rBZzrI74lYdyxk8966MX+5jlIVZ5M/NymH2qmXOukVnUKCL0uDTx6dF0BoQgKBtcfKe/fxSUfcjd4LVragOhNJBZB1IrwMZiejmWnh+d7QkLMMUX/vHfxf/43dV//v7K//72yie/Kfnbb0r++uviP//q8sf/VfTf7xb98e3LH/388oc/O//BK1++9czRnz5y+MUHDz9336FnDnz29H98/oPvHHrqwKGnDxx86sCRZ+879sx9J565/+Rz93/5/AOnf/jg2R8/dP7HD1988eGil79b8uojpT95pOxnj5a9/mj5649dff3R8p8/hnnrSfy738O99wPc+09hf/ks/oMf0j56lfPnn/M/+YX4n++pj/xaf+qP5ktfOEuPOsuOujHH6/HHvISjfupXDbQLtdQLbsrFekpFmM/oNxvHQ6GpaN9KYik7uQqC54ShoKDcau4Sr8F5GzNAZgNIr4Gby5mVufTi5PJoj5VHP/eXj479+q3Tv3nr4m9/UfzHd658/H7Jx+8X/+m9Sx+9ffF3v7j0u9cu/ebVC7/88dm3njr+k0eOvPTAkR/ed+S5+w8/e98Xz37nyNMHjj5z35Gn7zv0gwNHn7nvyDMHDj994Ogz9x1/7v5TLzzw1Q8fPP2jB8/86MHzLz106eWHL738cNGr373y6qNlrz1W9sbjZW88WfnWf+LffQr/3lP4957Gvfs07r1nSB88R//wh5w/vSz65HX1Z2/rDv6X/vgfrWf/5rz0v67if7hKP3OWH3dWfmksP2MhljWr5bOB0Fxz63hr28TQyPLKeiYDbK1DCtfa0PoaCsqt5457DWZrMDSzCWY2ofQasL6cScY34uPRWqug6Pz5j//4+c9fOfLT58+998rF3/y06MOfF//+jaLf//zSh69f+s1PL/7yxbNv/uDUTx899uIDR1+8/9gL9x975r7Dz953+Pn7jj5z7XHk6QPHnr3vxHP3n3ju/pPPP/DVDx8886MHz7z40NkXHzr34kMXXnro0isPX37lu0UvP1z8yiNlP3sU84vHMW8+UfnWk7h3f4B/7weE957Cv/cD4vtPEd5/ivj+0/TfvsD975elf3td+elbuoMfVJ34vfHsn02X/td05bDx6kUboTwkYI84HImO3sXe3t6AvyngnY/PbmXt/XpZLNRrKCjfBneJ10AIAkAwAwDpa3G5mRSwuQZsLK9OD/dFAnalFHvs8+O/euP4Oz8++tp/nnrj6fPvvVD0wYuXf/Xy5Q9eufDuC6d++sixH91/9PkDR144cOTZA4d/8B+HnvrO4WcOHHr6O4ef/s7hpw8cfubAsefuP/XCg6dfePDMCw+e/dFD51966PzLD1146eGLLz98+eWHi176btHL3y195ZHynz6Kee0xzBuPYd54DPPm45VvPYF55wnsu9/Dvvsk4b3v4d79Pvad7+Pee4r4q+dYf3iJ/5fXJQd/Z7j0mYNS7BXR2gzKQZdl2GWOmjTtRl27w9nb2DTeN7CysgyCAJgBwAw8bR+C0EYoCsq3xl3itV0BIQgAMusbycXEzER/JFSvU0sqyi/+4fcn3n717DvPXXrn+5fe+t6lt58qeufpS29+/9zrT5z92eNnXnv81MuPnHzh4ZPPPnjyqfuPPf2dw0//x8Ef/J8jT//fE88dOPXC/V+9cN/pHz5w5kcPnH3p4fMvP3zhpYcvwjW1Vx8p/skjpa88UvbKIxU/ewz7+mOY1x/DvvEY9q0nsO88gXvnScK7T9I++D79N08xPnyW+YcXuX99U3XkTzXnP/fxcCMNNdN+95TTNlKtbZKyHGyiUy7oao4klpfTqTRaKUNBuc3c9V4D0xCQBtOpTHJ1Mx5PjE8ONLf5qg0aMoZ97jjhi79W/PmDog9fv/LrVzEf/ZT8t7ep//oV/bNf8b74Lf+zX3M//SXnb28yP36d+uFLxF8+T3jr2cq3nyp563slv/heyeuPX/3ZY2U/e7TytUcrX3u04mePVr72KOa1RwmvPUZ5/XHqLx5nvPME490n2e9/T/zr/5T//mnVxy/oP3nF8vnb7qPve07+su7M7+qK/tJIONLCvBARM8MGRaBGFTKpW2tNva2R6YnRZDKZRoWGgnKHuNu99rUZAADOPruZSqVTGWgzvT6/OBUd6PR4LAIer+gs9vA/iv7860sfvVX8x7fxf/+18OhfdOc/ry47Ybh6VH/hM/2Xf6869jfN0d+LDv2C/+lP2H96jvHhE6z3H+G9+V3umw+zf/Ew+82H2W8+xH3rEd67T/Dff5L3wRP8D54UfvA9/n89Lvztfwo/ek748cvSv78p//wj2eFPpCf/n7r0tJ2F86v4fZHmxbnFFHAtBi8DQRkIThIOguj0TxSUO8Fd7zUQBGC5Xcu+loGgDAQCEJCBgAyQBjJpCNgA1heXZwYH2zwNHp3OyOUKyssZl4sYFy/xLp/hXTjFO3tCcPqY6KsT0tMH5ac/kRz/H+EXvxN8+kvu399j/u0dxifvMv/xHvPT9xn/fI/+2W+ZBz/mHP0L7+TfBV99Kjn3hfjiUXnpaTW2WEvBGTlUu0blc9f1dPbGZhfX0mB2eicAXMuPe224E0iDYBrIyRKOgoJy27jrvQYAYDoDgiAAZIBMBsjACbYzmUwmc22h4jQA7jJ7PLWZWkok4tPTsYnx8eHBgd6ens6Orta2rkhLV6ilo7GpPRDpCEY6gpGOxqbOSEtnS1tnS3t3R2e0u2ugt3d0cGhiZGxmaiYeX1xeTq5vpNLX170AEAAyqUwmBYJpCMhAGQAEgEwmDQAZAMiAQAYCMmAGndaOgnIHuJu9BsGr5kFbIazgVlZteKljAISj9jMQnLURgkAI3GoIXnvxlhYGXrtva32FbCHggoLQ1trJWxM/c/6KgoJyO7nLvYaCgoJyw6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlvoF5DQUHZb6BeQ0FB2W+gXkNBQdlv3DGvJZPJuT2Yn59fXEzE4/Fd/zo7O5tIJAAAWFtbS6VSd6r8t4FMJpNMJkEAvJ0HTSaTm5ubt/OINwEAAGvJ5F3466fT6WQyCYI39pOBILi6uppOp7+lUt2D3DGvBQNBHBaPxeBwWMK2R2UF5sL5S2VXy3f+CYclVJRXajXaZDIplchbmlruVPlvA1OTU0wGaymxdKM7giC4srKyvLx8EzsyGeyAz3+jO95m5mbnRDxBJBS+0wXZTm9PlMfhr6+t3dBey8vLZCK1t6v7WyrVPcgd8xoIgsAezExPs+jM7q7uvTYAAACCIDaLGwlF7lT5bwMT4xNkIiWxmLjRHdPptMVkrtIZbnRHEATJJKq33nOjO95mZmOzHAarMRC80wXZTldnN4PGvFGvLS0tYSpwXe0d31Kp7kHuxv61udlZLosT7Y3m34zL4TeFm25Pke4IkxOTVDLt5rxmrjEZtPob3REEQSqF7mvw3uiOt5nZ2CyPxQkFG+90QbbT3dXDYrBv1GuJRKKk+GpHS9u3VKp7kLvRa7OxGJfF6e3pzb8Z6rW9+Cb1NdRr34Sb89r6+rrLWTs9OfUtleoeBPXa3Qvqtb3YZ15DueWgXrt7uWmvZTIZ1Gt3BNRrdwn7ymvRnl6LscZutrhd7pXllYIHWk4s1TpcQr6IQWcyGCwala6QK9pbWr/VAIKuji6ryWK32OwWm6XGFG4M7bXlTq9trK/7PT5LjclmtjQ3Ne+1IwiCNovVqK+60bLl8drK8orf4+NyeHQag8FgMehMiUjS2twCj+HsRSqVao402S1WkVBMpTJkUrnNbG1vbS9YktXVVW+Dx2aGvyir3WKLx+PZv+b32tDAoE6to22Vk83imI2m+djszi0HBwYmxsazTweifXaLTSySSETSifGvX58cn3A7a/VaPfxuBq3eYbVP7dZs3Om1leWVBnedpcZsM1u6OjsLfnAIgsbHxqM90Uwmk30l3Bi2mswioZhOY6gUqjqXeyG+gOSt7ln2g9fW19ftFrtcIg96/aMjI2Ojo82RiNlYo5Irx0ZG99o96AtgKrB4DF6r0nR2dnV1doVDEblEVnqllEahj+ec1jBtrW12qz3/ZQxT66p1u2p3yrG3q5vL5jGojEgoPD46Nj46Fu3pEfGFXBa3MXDtErVabN56D5DJQFteg+M8RkdHNSqNVqXu7e4ZHRkdHR5pcNfr1Fqr2ZpMJrPfm1goxmLwRALp8qWiSxcuk4hkEpGMxeDVKk1icbFgyffyWsAfKC+rJOIIxqqajvaOrs6ucDjCYXEqyipoZNrw0PCu79bS1EKj0GkkaigYivZGOzo6+6J9LpuDSWWIBeLpqeld99rc3HTYHQwqw2w0jY2Ojo+OjY2OmYwmAZevVqhnpmcgCJqbndvVa/H5uIAnuFpSJuIJ/f5AV2dXZ2dXdVU1EUeouFphqTFviywz6KpcDhcEQRMTExKhhIQnVuuro9FoNNq3urIKQdBacq3aUE3EERQS2UD/QGdnV3dXd0dbu1apIuCIEpFkceE6v8Be21jfgCCorzeqUqiqtPqBvv7RkdGhgcE6Z61KrqyrrUttXndurK6uKmTK4cEh+Km7tk7EF8FybG1pZdCZVBLVUmOK9kY7O7s62jr0Gh2ZSNZr9cnV1T1/y3ubf2+vtbW0rSyvyCSyulr3zPT0+vo6/CcQBBfiCwP9A2KBqLV5e70GAACLyVJeWu5y1C7EF9I5AtpY35iamhILxWWlFT3dPbl71bnrBTwhkHMX3QuZRCaXyDY2NnJf9Hl8BAw+FGicm5vPfT2RSHS0dVBJVIvJCgCgUCDWqjSZdBqCoMmJSRqFvp5c62jvFPGFnR2dc7NfVzo2NjZiMzGvxysTS2dnYhAEbW5uTk1NjYyMDg0NK+QKiVA8Ojo2Ojo2MjI6MzODJOxzp9dAALBZbBfPXXTYHfPz87laX0uujY9NSEXSspKynYPXdbX12EpsY6Bxfn4+1yapVGp+bk6n0bEYrMTC9iZ2MplUSGRyiXxqcmp9bX3bh3U7XUwasy/aNz8/z2Nxt3ltYmwcjyWQiZSRkZG1LddDEAQAwOLiYsAXqCyrVClUYM5HUKs0DptjfHScTKRoVOqZ6RlYSdcOur4uFUs5LM7I8AisuZzPnpyampKIJCwacyGnItnd1cNmcjKZTGOwUSKSwEXN/cZmpmccdodaocq9zSQSibKSis6taqzd5mQz2Otra5FQGIfBuxy18fl4brD0WnJtaGCQy+YKuPzlpRuOUrwX+Df2Gp8n9Hv9aoXK5/Fm9rhoR0ZGOUx2blsDBEGn3VlSVNLZsWejIJVKGauMV0vKxsfGsi96GrxSsQyJ19RKtUapznoNBMGW5hY8Bt+zd+Dl5Pg4g8rwef1Sibymypj1GpvJaQpFJELJ0MDgrjtmMhmXw6VRqjev16jdaqupMhYs6ja2eQ0EwVBjuLS4tL11zxCEVCpVXVVNxBGnJiezLw4Pj+Aw+O69m12JxQSfy7db7bkvptNpnVqr12iz96dtAADQ0tTCZfPCwZCIJ8j12sbGBo1Cl4kkyRyjbWNkeARXibVbbFm16bT6an01j8OvqTZuuw9BEBQKNtJJ1MmJyR3vlHtQmtlYkz39urt6BDxhoz+okMgmJyZ23SuVSlUZqszGmmxLc2lpCYchdG+dkE6HSywQ19W6KURKV2fXXrMX1tfXhXyhQiq/++eH3H7+jb3G4wqoJKrNbM1TEwFB0G616dTa7CvDw8NlpWXeQl3jIAgKeUIuk51tTt6016anphlUerBQEGm0t5fLZF+6UGQzW+HrJBaLXS0pEwtEebQCQdDc3LyQL2jJ6W67VeOhU5NTlWWVtS53/r1SmykWg6WQymG3bqyvq+RKtVKdf69QY4hJZ+bquLW5lUKi5hETTDAQJOKIQi4/12uWGjMOg18t1C5ra20ruVI60NcHP60yGK9cuqJRqnf2xoIgKJfK9VpD/klRQV+AQqRke7v6+wZKikvlYmlfNF/05cTEOI/N7e/rh59u85q7to5CpOAqcX5vgYkfs7HZynJMJxrQu4N/Y69x2bzTp87Mzc3l32x8bJxKoi0lEhAEAUBGrVTzeYKCFw8EQbGZWFlpeXSrGDfnNQAA6mrdXDY3ky68o0Fn+OJfB61mC+y1ubn5U8e/FPCFBXc0myw6jS57/78lXgMAwG6zU0iUFQQtnZ7uHjwGPzE+AUHQQnwBU47NMx4C09nRSaPQZqav9bJtbm6yGGyfp/BQ7PLSMofBKSkqaQ5fm22yuLCArSx8RAiCNjY2ZBKZZus+Z6w2Hfr8cG/vLmcakAGYdKbX68v/hqPDI2WlFdNbn2JocOjg50f0usIR0UqFyulwwjXHbV5rqPd8/q+DYqF4ZaXw2Fedyy3g8tG5pdv49/YahUjZq82SZSG+QCFS4FZnbHqajCe2trQiKQYIAAqpPFvXuzmvJRYTPDbP7XIjOWJXe8eZr84aq6phQ8VisYvnLjntzoI7ej0+LpOd7cO+JV5LLC4yaQy4W70gqVSKTKL4vD4QBJeXl80m62K8wDBFtDdKwpOGh651lnd1dtEp9JXVwlcyBEGees/xI8dbItdGwz0NDRQieWkJ0UTaSChCxJPgG1uVobqkqGQ2Ftt1S5VSrdPo8r9bcnVVq9bG5691sfX3DZz96jySABSLySITS+GO/21e8zR4//XPz5v2Hu/OJTYzg63Ajo3uOT52b/Lv7TWdWrdXz1qWhYUFKokaDoUhCGpraeUy2cgDu1uamokEEnwzvDmvTU5OUknU/mgfksMlFhcryisNOj3stenp6YqrlUhaGQF/gE6lx2Zm4Ke3xGujo6MELGFoYAjhvnqtTi1X7uyl2ovGYKistGx0a8DaarZWaXUIu4oGBgYvnbvYtFVfk0vleo0+nUJUZ5kYH6cSyb3dPRAE6XUGLou7uke1qKu9s/xqRWMhSa2urGZrytHevoqrFcODu3eG5uK0O/kcXmJxCdrhtTp3fdGForHRsbxvcI3NVErA4Xvq6pFsfO/w7+01R04f8F7AXouEIxAENdR7BDxhwV6YLLHZ2fKrFbHpGHSzXhseHqaSqMuIc3KwmBy95pqsp6amcZX4EQQXScAfYNAY2XrHLfFae3sHiUhBvq/P45WLpUiaTv29UU+dp+jylStFJeNbV69YJK1zuRFm+JmYmKQQyHDDE4QgCpnaFEFUu4EgaGkpIeYLYSfqtAalVL6Xi4FMxuWsxVZgVUpNuDG0iUDZvT29BCxhZqrwjdNhcwi4fDiIZ5vXXC43CU+av37cfC/S6bRBozPd+BjR/ubf2Wscvt/rhwpdCbles1psIoEYSQwazOLiIrYSB3ex3ZzXBgYGcBh8cgWpSUVCSZXOcG08dHKKRCDDMRz5ubVe83t8EAQ1BhtLrpQGfH5fg6fgw+/xigUiHoub7YBPpVJNkYi3vqHKUC0QCAV8IY/L53H5LCb7/NkL5SXlJUWlFCIlW1+jkGnZIL6CxGZiXCYbbu5trK/jcQSVXOn3+pCU02a2knDERn8AgiCtRm80VGfy/KYgFO2JmowmOpnKY3NFIonVbO3p3nNcu6e7h0ahw525+cnjNafDxWFyVpClmcpkMjXVRpVciWTje4d/b681I8i/lus1U41ZJBAjL8niwiIOg+/u7IK+gdcqK3HI4ycFfNHXXpuYpFHoSPKvfRteCzeGD35x5MTRE8cRPE4cO3no4BEqkZJcTUIQNNA3wKQzL124TCWQcRWYS+cvGvSGSLgpEm6KRJo6OjrHx8abwhEahToyPAwfmkggIc+nNhub5bOvxa8lV1bxOMIXnx06cewkknIeOXT0y5NfBmGvqXXbYk32YmpyqqOjszHYqJIrOQwWj8OXiCTdHZ1A5rp7JBy/tlGozxcq5DUem7dX63gbAACYa0xioQTJxvcO/95eQzI/NNdrDrtTIVUgT2e6uLiIxxLhPqabbYeOEPFkhG0KCIJoVLp+a2QT+fzQb8NrXo8XjyMMD48gfIyMjMzGZkEAHBkaLikqYdCYw8PDc7NzC/H4Qjy+8zvv6+sjE8lZr9GodOTZ9GamZ1g0RnjLa1gMrr6+AXlRx8fH4b4IrVpns9hu6CtKJpMz0zMD/YN1LjeFQGHRWbk/LvL5ofm9lqfXbxvpdLpKZ9AWiqq517i3vOZp8Ip4AoRnDARBc7NzmEosHNLtafBKJfIb9drM9AyFSEU4Ajs5PnGluKRaX3VnvQb3r3V2dNKojBt9h43NDSaNyefw1wpd2z3dPbleE/KFtQ4Xwi6C0dExTFklXL8DAZBCoXV1dd1oUaG8XgMAIP/9DwTB+HxcJpHRqYzsb3RLvFbrcpMI5Pg8onthKpXSKFRmownJxvcO95bXoj29PBYH4UgTBEEtTS1cFhc+vz0NXrFQUnD4FYIgqViqkivhob2V5RUBl2+qMSM5XKQxdOLYyZpq493gtaHBIQqJtjAfL7gXTHJ1dXVlZWJi8kpR6WB/4bGOrs4ubAV2dGQEfqpVaRVSBcLx0M7Orq9OfNm8FechFIjdLjeErBaeyWSWEkvwgfJ4raO9IxIKF6zaJ5NJIp7odtXCW94Sr7lr665cujKxY4byrqxvrDPpzKbIfk4cfRPcW15bXl7msrkBH9L80Rqlpq62Dv6/3xdg0VkFu4Qz6TSNQpdJpNlLtL6uHlOBKdgNnE6leRz+p//4l9VsuRu8NjU5xWawEUaoQBAkFkpsFmtTuImAIyIJE20MNhZfvpINvAo3hilEyjKCqjSQAQw6w4mjJ7Lxa0aDsUpnSCGOESHjSdNTU1Ber7mctRwmexlBTFy13qBWqOB5KbfEa556z+f/OtjehmgWwdjYWEU5JoFgpOKe4t7yGgRBta5aAVewtla4Z3dmeppKos5u5bfpaO/gs7lwPok89Ef7Ll24rJQrshOwYrEYtgKr0+jyryxlNVsrrlZcKSqxW2zZcYM76LXV1VWZSGK3IepWT66u4jCE7q7uzrZ2Comab4QRgiAIWl9fZ9KYpVeuZuvOm5ubJAKpo71wCqOZ6ZmrV0pLi0qy8Wutza0MCn0RScISAKyrq2fQmfDTPF5rijSRCWR4BkV+jIYqjUJ9K73W4P38Xwez3RH5Mej0MrEM+RD/PcI957X5+Tk2g1XvLhDHmNpMCbhCl92ZbYnMz8+LeML8cVIgCNlMlksXLht0+twmVVtrW9HFompD9a6Z3TY2Nixm6+mvzjQGG2XS6+a9fxOvffP8a54GD4VEXUMw58zn8VFJ1MRiYm52joinFLxttDQ1F18sppCoozmJpMKNjSw6s2AEnEFrwGFwEr4wG9a/vrZOxBHDCIZTk8k1BoXudtbCT/N4bTYWo5KpjcHCc7N4HH69uw42y63qX6MQKTQSpbW5QLfs9NQUrhLX34e0Tn3vcM95DYKgwYEhFp2ZZzWjjfV1U1WNQqZMJq87QYP+oEqhynPWhoIhS42Zz+HrdfrcaE8QBH0e75kvz3DYvHAoHO3uWV9bTyws9nZ3R0JhFpN95quzdqsNyGTkMkW1vuobei2TyZiNJpXihmOatnktHo/TqfSCI4bx+XkSnlznrgNBcDO1yePw80dstLa0ysRSu9XOoDJye5FSqZRSrtSotLnJgrZRV1vPY/Nam1uE1+fz8NR7SHhSwWyL9e56Ep6czSyUfzxrq5skAAAgAElEQVTU5XSS8OTxsXz9XN4GH7YSNzd3rVJ/q8ZD4e+HTCAP9g/s9Q5zs7NUEsVqsd7ocqX3Avei1yAIglOzVRuqd0Zg9Pb08jn8Kp1hZ9/Kxvp6Xa1bo1TvjCkDASDg9WuU6lgsptfqlTLF9ih2EIr2Rpl05oUz57888SWZSK4sqzx96vSVy1doFHpPVzccYCwSSr+51yAQbI40VVytQB5fsrXf9vxrvd09uEqc3WbPALu3icZGx6gkqkGrh9OlgSA4ODDAZ/OaIrv8NKl02l3rVsmVgwODkxOTFaXlAV8gd4PEYkKr1klF0mySxSwjI6NajY7NYM9MzyQWE2z6devspVIppUzBoDFG98gkCoKg3WYnYAhDOfM38nttdXVVp9HiKvFuV+3O0cnhwSG5VI7H4FtbWrOTXm6V13hs3srSkstZS8aT3S73zjdsb20nEUg6rb7g/Oh7k7vRa7GZGQaV3l1omVgGnRUOFm56xONxApawc5bfzPSM0+5UyZVKucpld7idrip9lVatrdYbGuob9jpd1pJroWCjqbrGarK47A6X3eGyO21ma7W+ymlzwMlFrGar27lLvlwIgtbX1nq6e0KhsNfr8/n84XCkv68/N2pXLJJm43InxicIOOLiQuFuI6/HSyaSs/NDIQhaW1/XqXU0MrVKX2U1WQI+P5LYYBAECXhSw/WN9PbWdiKexOfwPfUNuQMCQwNDGpUGjyVYaszbvq6hgSGnzWG3WLe+IofL7jAbzZYaUzAQhHN4rK+v17vr+Gyu3WLN9e/62prP49Uo1TqN3miodjtdVrNVo9IIuHynwwn3by4uLBo02rbW65ppK8vLKqWagCVW6QzZYVYIgpaXl/0eH4POZNGZg9ensVPKVWZjvqHqtbW1luYWiVAi5As5HB6bxeGwuSwWR8gXcZnsKr1haOg6/3Z2dFHJNCRes5qtbAYLvmklEomy0srOtmt9i3D82vraGgiCnR2dXDaPRWcrFSqX3QmfpUK+iE6h1Tpr0cxre3E3em1zc3NyYhKOXM/D5OQUkmShqVRqfGx8ry3HRke7u7qHh4ZGhoejvdHenl4kcUMT4xOD/QPDQ0PDQ0PDQ8ODA4NDg4PZCtrS0tLqyurNtQ7EIqnVbIU7azY2NsbHx5GMLSYSiYnxiW1n+draWm9vb180Otg/MDE+gXDRhvHxiZ0Zw2djszXVNWw6UyQQUSk0MpkmEohlIkm1oaov2rfrJ4Vzum59RUPDQ0MD/QO5uoEgCACAyYmJocGhncFuM9MzvT29fdG+keHhwYHBnu6e3JQVmUwmkUisrW0/Q1KbqfbWdj6HJ+DwOWwuiUhmMthyiVwmlDQGQzt/2VhsNo4gkGVpaWlwcLClpbWluaWlpbW5uaWjo3N0ZBTaEVqyuro6MTGJpBc/Ho9PTU7BP246nR4dHcum5N0Wl7uwsNDV1d3d1T08NDwyPNwX7evs6EQyoHEvczd6bZ8Rm4kFfYGCcaowLCanYAbKO0Imk1mIL4yPjQ8MDA4MDI6Ojs3NziJMoXGbWV1Zic3MDA8N9/cPDA0OTU1NIZmwefdwQ/MNUHYF9dq3zvDQMIVA3rZawq4sxON0Cn1g765ilHsB1GvfHNRr3zrx+TibwXLYHQW3dLvcXCYbXULtHgf12jcH9drtoDEQJOKJE2P5+kSGBoewlTh/ocTTKPse1GvfHNRrt4ONtXWtWkPEE5vCTTtjRObn5gNePx6DM+j0CLvhUPYxFrOVSqIizL+Gsiuo124TydVVm9VGJVGVUoXD4bTbHQ6H025z2G0OqVBMIVG9DR4kyUJQ9j3d3T3eBi/yjOooO0G9dluJz88HfAG93qBSqdVqjUqprq4yNoUjCwtonxoKyi0D9RoKCsp+A/UaCgrKfgP1GgoKyn4D9dqeeBu8ZqMJSQ6sb0h3V49UJNs5e+lGMZusdqv9ds4BaG/rkEvlSJIv3rOoVdqgz4+m3LjNoF7bE7PRJBGIkEzP/IZEwk24Svz83Nw3fB+JWKaUKVObiOaB3hICviARR8ym/UHZCY3CtKOphG47qNf2xGa2KiSy2+C15qYWMoGCcJ2OPCjkKq1Kezu91hgM0ci0RXQwd2+oZLrNbEG9dptBvbYnqNcKgnqtIDXVpqZwBPXabQb12p6gXisI6jWUuxPUa3uCeq0gqNdQ7k7uLq9NjE+EAkGL2SqXK43VRr/HG90jG/jk+ETu5TQ5Ph5uDNmtdoO+ytvgaWtpRZLbb2x0NODz+z0+v9fnbfDkZi6EvrHXoj298DvDbz4+tueipXm8tpxY8nv9VYZqlVKtUmlUKo3X452d2X1NrJ1eS22mIqGI3+P1e3zhxtDGBqKc0YnFRHOkye1yKxUqnVZfV1vX2tyya2rWb+K1manpWqdLqVCrVBqVUl2lrwqHwpvfbPJQKpUavj5L5fzcfCQUdtgcapXGoDcE/QGE63KOjY5ZLTalQgUXz1hlbG9tAzK7nFQgCI4Oj+QedLB/wFPfoNPq6+sa8rRAM5lMd0dXlaFKqVSpVBq1SmOz2EaGhnduubGxMTI8kj0V0+lUV2dnwOsz6KtsFlvQHxgdHtm5104G+wf8Xp+xukYuV1rMlnAwhCTL/EJ8wdPgUamu/VJ6rd7n9d3l01fvFq/NxmIalYZKpBj1VX5/wG5zeBo8FqOJTWcqFcqZqalt22vVOnjZjuWl5Sp9FYVA0qm1wUCwrq7eW+8R84RsJtvv8+91uMnJSZ3WIODy/V5fe2tbe2ub2+kScPk6jX6grx/e5qa91tPVpZQr2XRWYOvNa50uLouj1+inJqcgCAJB0OVyZ5fk2MtrAa+PiCdVXq2QimVOh8vpdGnUWgqBXH613Gax7SwY7LV0OgVB0NTklMlocljtDe669pbW9pa2gC9Q63DazNY8Cz6lNjaddieDyhDxhU3hiMPudNfWuV21Qi6fy+Z2tG1fBO/mvLa6uqrT6ivLK+kUWpWh2ul0OR0uDpNTXlJGo9Bz16zoi/bptXokiZtcztqgPzg3N8dmsOG1EZLJpM1qo5KpXCa7rtbtctbW1dYZDdVMGkOn0cX2uDdAEDQ3NysRSzHllSw6s6bGDBePSqaWl5azmeydN9pMJiPgCcdGRiEIGhoYkoqlFALZbDS5a+uam5odNmdPV9dOu/V299CpDFwFVsgXOuwOp9NlrK7BVWAryyoVMsW2k2Fubp7P4cM5n3u6unlsLo1E9dY31NfVB/wBi9HEpDEUcuXkxJ4JY3q7exQyBZ1CM9eYPA1eu93h9/mlIgmLzrRb7XstlJNOp2wWG7YSRyWStWod/FWIBKLy0jISgeSpb8j3k9xR7gqvDQ0MUYgUtVLd29Obm/57c2NzdGRUo9IwacxtS5CIBGJPvXdmOsZmskVCUU93z3LODSQ2EwsEgiQ80eVw7Tyluju76BSa2+UeylkcBATBocFhT52HRWf5PX4AAJw2x014zdPgIeNJDXUNuTmvAQAcGBioqaqhEKlwgklsJd5bd20ZgV29Vm2origtt1nsY2NjuWWYmZ7x+fxXr1yVimXbDKWQq3RqHQBk2lrbBFxBOBQeGRrOhrOBIDQ2OhbwBRRSRV80urPkS0tLUrGURWe2trRmV02Fic3M1LvrCVhC59baIjA34bXZmRidQq8oq2huas7Nwb2+tjY8NKzT6EqLSrKrIM7OznKYHJlYlj8pfMAfIGKJA/398/PxynLM0MDgyvKKRCShkKjNTS25S76ura31RfukIgmVSNm1jjM8NFxZgSURyJ2dnUs5cXnLy8v9ff0SkaTsytXmpuvWWkyn0xQybbB/sLcniqvEGXSG/r7+bNZ1ColmNZm3nYTBQOPFc5cUMsVA/8DmxtcV4bnZuZbmFgqRQsaT4FsgzMxMjEykxOfmg/5GPAbntDtHcgq/sb4x0N+v1ehoJOrI0Pb1biAQ9Hl8JDzJYbUPDgzmHm4hHm9va2czWWKBeGfFbXlpWSyUFF8q9vv8ubeBdCo1NjpmNVtLi0uN1cad3+HdwJ332sbGOoPGrKmu2SuBQTKZFAqE1Ybq3BdlUrnT7hLyRWqlaq8KyMDAAA6D77r+UuyP9nEYrNCOZVyyDA4MMmmsxkDIZrEqZYob8lrQHyThSV2dnbv+NZPJ+Dw+CpE6MDDApLOC/mtLMe30msloKisp6+3dxT4w46NjBAxeKpbmFk8pVxm0hvbWNolIMjCwZ9LdjvYOJp01NrK9XVxlMHJZ3K8XtdqBw2ZnM9nZNPzQjXstlUpxWRw2nbVXsF4mk2kMhspLylqaWuBX4vNxIo5YV1u313v29vRiyjHwdx6Px0kEcnO4SSFViEXi+B6BdWtrayajiU6mbau1JRIJEp4oE8t25pKC2djYcNgclWWV/VuVerjMLAbb7/FTSbRap3PbCcNmcl12R67Xuju7S4tKa121e51aS4klAU/IYbKzS/bMzs4y6Wyfx0fEEZvCu69VlE6nqwzVPDZv6fow6XAwRMCROtrb92oRz83N8bl8tUqzbQOVQkXEEcdH92y293T3VFwt99TdjbW2O+81b4OHTqXnz8oyODhIxBNzm/RymZKAJcjF0qW8we6mGpOQJ8z2tSWTSQFX4N77Irl2uP5BFp0lFog0SjVyrw0PDVNJ1G038504rDYei1NWWh5pvLbm7javdXV0lhSXtLYUWBN3fHTs6pWr9W539hWVUi3gCdgM9l5rzWVpqGvgcfi5XZCDAwNEPDH3ct1JOp0m4om9OQnNb9RrTruzsgxTcLUBp91ZWY6JbdWzOtra8RhCX3SX1X8TiwkahW4xXVtTKh6PE/FkEV9EoxRYnzCVSnFYHIPOkL2Y0+m0Rqmhkmn5F3kCAECtVFPJ1Kz7AACgkKh0Cr1aX7WzV3eb1+bn54k4YlVVgWrO8tISAUesNlTBp188Hi+/WsFhsBvq8q3nPRuL0Sm0xsDX9+yJsXE8Bpd/MW8IgsZGRok4Um5lPNQYKi2+mqdTGKY53FRypXRo75voneIOew0AAA6LY7y+LraTWCxGJpCGchZJU8iVRw8fy38dQhA0NTWFx+LjWx00wUCQSWPOzc7m3wuCILPRVF5SJpfIEM6jAgBArzOo5ModSxRtZ2Njg0ggnTx+qmlr8eBcrwGZDIvJ1mm0SI7rqffgMPiV5WvVVY1a+9XJ09WGqoL7rq6uCji83P4Rq9nKpDEKGofL5uZeWjfktUQiga3ABrx7dnp+veXiIovOdDqc2VfqXG4Glb6tLyKTyWhUWhFfmL3hJRKJi+cvXykqaWkucCVDEBTtjTIotOGhYfjp2NhYWUlZT6HVHSEImpyYJONJ2RVpQRDEVOCKL1/ZdSZcrtdAEGyob8Bj8EgWwYqEwiQ8KTYTgyBocXHx9JdnGTRGwbussdqoVqqzGtUo1RqFquD5kE6n1QqVTCyDn25ublLIVLPRVLCQGxsbUpFEq9YW3PI2c+e9ppSrdr0V5zI/P08hUtpyqjByqeLqlasFR3OSySSVRIV3XEuuiQRit8uNpGBTk1MXL1wWcvlIxlUhCJqanGTQGNnWU37sFutXp06HttadyvXaQF9/ZXllbt9KHmZjs1QSJdx4zY8atfb4keOTk5NI9g36g2wmJzvA53S43C53wQ8rFopNxprsZjfkNW+Dh0wg5zZj8+C0O5kMVu5lLJfIRQJRtjIFgmBDvYdBoU9OfP15lxJLp788SyZTkcTBZjIZHofn3JKOyVjDZrKRlA2CIJVCpVSo4DygAADgsQQOi7vrQXO9llhMcJgsq9mK5BDryTU8ltAUjkAQtLCwcPH8ZWOhWh4EQQF/gMNkw4ZdWFjAVmLzrBifS3d3j0ws21hbgyCorbUNV4mb2jFYtystTS04LGEteXfleb7z7VAkTE5MlpdW5HpNJpULecKC32YyucagMjwNHgiCRoZG+GxufyGHZiHiSUIuf9eh/Z20t7XTybTcaywP0Z6eSxcuB7eGa3O95nI4ZUIxwos/tbmp02hVChX8VKVUk3DEvfqGtjEzPUOn0EaQxQdkoVHoxqrqm/OaVCw1aA1pZPXfaG+UQiDljr3AfWfZPoS21jYqibqtwr64sFh0sdiEoKIBY7faJQJRcnUVBEEWneV21SLcMRgIsmiM+dk5CIIAACARKFbT7pOlcr02OjJKxBKje3ebbkMlV+rVWhAEFxYWy0rLI6HCq4BHQhE6hQavPB1uDDEoNITnEgiCy0tLq6urEAQZq2skQnEyWWABX5jYTIxMIHV1dCHZ+LZxt3ttIR7v7+vn84SnT59tb2/Lvi6VyKp0hnShtX5hr3k9XgiCWlvbeCxufA5p+KtKrpQKxQjboUF/UMgX5g425WFjY6OivCKwtURLrtdUSnVNdQ3yTr1gsJFKocPbKxVqPoeP8HRcXFgUcvhBXwDJxuvr6yNDwzaL7dTJr4xV1dkLGLnXABAkEkgd7R1IDgdB0NzsLJ/N7Wy/bgSmt7sHh8EPDQ7PTE+TcCTfjiZtPL5QXlqR28GUn+ZIk4DLn5+f39zcxFRgEVaTIQgaHBjksTgjI6MQBGUyGQqJ2ujf/ZvM9Vp7eweJQAYApHOqGurqFBJZKpWKxxdwGPwAgltyrteMBqNarryJfOJcLr/Ona8jL5e1tTWJQBRAdiLdNu4Wr02Mj3d3dkZCYbvdYbXYjEaT0WgyVtdUlFeWXL5y7sz5stKy3PgpqURms9gKLgiQ6zWfz89isFN5e4VzsdSYkMd51NfVc9lcEFmjFQAAEpEc2K2+xuPyaxHXGiAI6mjvJOJJcH+NQq7Sa/TpTUQFXllZUUoVbqcr98XFhYWeru621jaXs9Zms9fAv4LRRKfSiy8WXb5w+fy5i7ac7BTIvZZcXa2swLiczmhPb293T/5HtKfX7/PTybS2HYMwjf4gCU8ScAVa1S5dkPPz89hKHJI+Mpiuji4mjTE9NbUQXyi5cjXcGIr2FCgbXDy3s5ZOpg0ODEIQlMlkqGRa+x7jPLDXIBCEICjgD1SUV/ZHowUP0dvdE+3p0am1Qp5gc2NzYWGBiCdNjBWOKM71mkQksdSYEVaQs2QyGSqVrtfq+3oLlzPa09McaWLRWJ66AmNxt5k777WlxJLNartSVIKrwJSXXD12+BiJQKqurqmurqmuMlottkg40trSSiPTctuhErHM6ym8JF2u1+rrG5h0FkL1QBBkt9iQe6221s1msiFk05thr+3aDqXTGHXuGzhFOju6SHgiHK9wQ/OoksmkXCrPRs9k0pmmSBMWgyu7chVfif3y+KmiS0V6nQH+IUwms9fj7e/rF3AFFpP5JtqhicVEeVnloS8Onzx+8sTRE/kfJ4+fPHTwyMljJ5t2tLxAEKwsq/jq1Fdju435zs/P4zB45F0NfdEohUQdHxufn5s7f/bC0UNHTx5DVrzPD507fXagvx+CoHQ6TaMycge1crnmNQiCICgYCB764jCSQ5w4euLksZNffHaQiCOkNjfj8TiFRF9YKJyhb8trMxAE8Ti8WocT+QkPs7G+yaAxv/jXF6eOn0JSyCOHjh49dNRlK7w87u3kDnttbTXJ5wouX7jsrq2L9kaHBgcHBwZ2TtFYTCS2jRtIxDJPvafg++d6zePxclhchP1lEASZjTXIvQa/OcLKYJ52KJ8rgEuLkM6OLiqJCmdAg+NykXtNpVDatvqwnQ7n2S/PqlXqrs6uwYGBoYFB+J6/DYlQcnPjBomFxfKrlSaTORAIInn4A8Hmpuady9l0dnQwqHQ2k2Uy1uwcer5Rr3V2dNIptKnJqdj0zJXi0rq6eoTFC/iDba1tcOAk7LWBPYbmc73mqW8ou1qB9BCBYDDQ2NcbBQFgdnaOQqIhG0X9ur7G5/JvwmubGxtkEkWhUCH9pfyBSDgCj9vePdxhr5mN5rKSsoFCQzazs7Pf3GvhcITNZMOTUZCgkCqQ96+1tbbRSIjHDXp7L13cfdxALpXbLTbkSXpbmlsYNGYmnYEgSKlQiYXidWQrkC4tLcmEYjiosquj68rlK+5aBOOhgpscD02nUjgsYQLZ97MXw4PDRDypu7NreGgYV4GNhCLbNojH45XlmNYWRKPSEAQ1R5q4TPbc7FwyuVZZgV1fRzR/dhtIvAa33JsiTQwG6yYOEYvN3oTXZGKZqdp4oxNmAABgMlitrW2FN72LuZNe29zcrKzA1joLdyfFYjE8Bv8NvdbV2UUhkLPxSgUhYIlCDg9h/W5sdIxCILe2IDobHFbbXnEetQ6nUiqHh6UKAgCAw+pQK9XwU5VSTcaTEGblnp+bY9IY8FeqUqrZDDYsx/zw2LyaauPNjYcyGazGQAjJljBAJpM7wri8vMygMc015q1DN5IJ5NyZcBAELSwslBSX1rncCA/htDtlIklydTUDAEQCObrb9LJdAUEws1U85F7ri/aRiVTkd1YQBOEe5JvzmqXGrJDIEI4bzMZmfQ1eeDBdJpVbLTbkOeMAAEAYDnXbuJNem5qYrChDFKs1MTFRdKm4LecechNem5qcpJKoYQSD5RAEjY+Nnz93EXn8WiadEYskcqm84JabGxt4HOHIoWO7zjcYHhykEinTu7UBd5JIJKQiaVPk2kRxjUp7/OhJhHXG7u4eIp64vLS0ubHBYrDcte6Cu4AgSMATq/RV4E15TaVQOSw2hN9nX1+/gMvPTuoCAECt1MjE0mxtFAAAc42ZRqblTvxKLCbOnbkgEUmQHAIEQS6X77Q7IRBMp9NCnjC4d6KEbYRCIblEBt9CkHttdHSURWfuMoVzD3RancvhhCBobm7+JrzW3tqGw+AXka2b0dLcSiaQYedaTBadWruBrPYam4lx2VyECUVuG3fSa4P9A7hK3ByCvP4Wk/n82Qvtbd/IayAI6nV6pUKF5NKq0hvOfHVWKpIg749raW4pvlzcviPpRS4gAJiqa4ovXbl8sTiy23wDEAR5HB7C4OGerh4mnZncClDSqHVHDx9HEvaZTqdVcqVGpYYgaHV5mUljBvxBBIfrvnDu4s3FeUAQ5Kn3CDi8NQRXCwiCLqeLQWdm2+NOh4uEJ23rbkunUlKxVCaRZ7MbLSWWTn91FlOBRZJ+Z3hoiEQgwTHhAABYasxKmQLJBwFBQKlUZU8k5F5bXFgU8QSevHOhsmxubmIxuObmZgiCZm+wvgbfFzOZDI1Cb0AwDAWAoE6jl0lkcDlbm1tZNAaSCxOCoLaWVmwl7m5bnf5Oem0pkSARKAXra7GZGUwZpry0PFcZN+E1CIJGR0ZYNEZ3oRjCibFxbAWOTWdqb2R+KJAB9Fp9WUlZ9x5xBuvr6zaL7dzZ835vgEamN+7WDoUgqLOjg0KkFJw2sLiwyGPz/N6vB4VVSg2XxSHhSSPDw/n3HR0dxVXi4ahXAADkUkXBeKWN9Q2ZWHb+7EWr2Xpz7dCF+TimAguPIeZneXmFRWdlOyj6evuIe2QTmI3FqGRqrcsNP43HFyrLsSwaw1Rdk78ZBQCAVqOTS+XZWsnw4FBlOQbJHLvp6WkSgZSdCIzcaxAEOR1ONouN5KSKhCNkAnl2dha68XZotr4fbgzhKnHzhVKWDg8N08m03q0UTGvJNRKBFELQsklnMlKRRK/VF9zyNnOHxw3EQkl+Pc3PzimkcqOhikqi5mbmuDmvQRBU567nsnh5hm8W4gs8NremusZUZVTJbyyfx8rSskggOvvVuYZ6z9joKHyRrK6sTE1O9ff383mCM1+dtdvsm5sbdBpz13EDmFqHS8AV5EmtsbqyWqWr1qg0GeDrTjGlQlWlM9hMViaNOb33JJj4fJzL4jpyBubr3PVyiTxP/9rm5mZNldFoqGLSGLk73ui8d4PWwOfwC47YBnwBAo4If/yZ6RkijpSnOtnXGyVg8HAEbzwep5Jptc5aEp4U3CNQFqahrp6EJ+UmCNjY2BQLxOqtyRt5MBlNLDor2495Q16bnJwk4YgFo1iTySSDxrDUWODI85v2GgAACpmCw2TN7x2OPjU1xaIzDfrr5mjXOl00MjVRKLKkt7u3sgxztzVCoTvutaHBQTFf2LxHvoFob1Sj0tTX1S8sLBCxhNwRhpv2WiqVsllsQr5wWyw7BEEAALS1tvHYPLPRnEql7FabTCS50eGkleVlu81x+WLx5fOXSopKVAoVmUAqvlhUfLGIgCe1Nl8bqqOQaXm8BkGQw+aQCMXtre3gjvD0aG9UJpZWG6rXrp9aIJXI1QrN+tqa3ebgMNmtza07VdXd1S0WiMwmSypnqkZ8Pq5VaSxG866tiZnpGXONSafRLiwuqmRKkUCYnaR5o15LLCYYNKZGrV1a2rOdGPAFiFhCR1sHBEFra2tCnlCtUOcfqWyoq8dX4qanppaWlglY4kBfX0tzCxFHstscizuuzJWVFbvVhsfgd/YYTI5PEHFEq8W6d57FtM1ipRDIg4ODuS8i9xoEQaFAIw6Dz5NjIx6Pi/giiVCcnRJ3016DICiZTGqUGiaV0dzUvG1OVXx+PtQYolNoKoVq25821jfEApFYII7tfXPtaO8kYglBBD0Yt587H5cb7YlWG6ob/YFQsBF+hBtDAa/fU99gs9rgdD3pdLrO5WZSGQ3uerhPlMvhIxlIXV1NEjCEnZ3iocaQTCRxu2prXbXwQevc9XqtXsATeuo9qVQagqD62jq9RntzecDHx8ZrXbV6fZVapdFotBaztSkcSW6NcmYyAIVMy8avhRrDFVcr53e0gJrCEZVcWVNVU+uqjTSGwo0hl6PW7apVyZROu3NnLIixusa+NYzl8/okQkm1vsphc0RC4XBjqN5d57DalTLlrveD2dk5s9FU764Lbv0Q4cZQ0B/01HucNoe33gMrr7e7h0llWIwmOG2sz+vHVmBvaP3QyfEJGoXOYbL9Pn+udDbWNzra2mUyBYVIhgeIEomETCzlMDkFZ7xmMmmdVseg0tvbOghY4mB/PwRB3eYk9lkAAAQESURBVF09XDaPy+aZjCa/1xcJhYP+oNViEwtEDCq9d4/88tHeKAFLEAtE4cbQ+trXMl1ZXgmHwgK+kEFlbAtLSqfTWAxhr4T1ZCLVWmPK9RoIAHXuusryyip91bbkgLGZmLvWTafSpSJpIie3yvT0TGU5dn628BTAoD+Ir8Ru68QAQbDWVctmsKUiicFQZdBXwf+K+EISnlRf15DZ7SRfiMf5XAGVRPXUe3JzcwIZINrTq9PqSHiSz1s4Nv6OcOe9BkHQ+tp6S1NzUzjSHGmCH6FgKNwYys0ZD4JgtKc3EgrDTcienl4kA3/pdLq9rX3Xvqq5ublQsLGhvqE5EmkKR3xen6/Bm1tpWojHpyanvo0V0jIZgEqhR7bycMzGZltb2natkqwsLwf8gYb6hpam5pam5vq6hqA/OBfbvQ9oNja7EI9nC5xYTAT9AXetG97X5/E1BoL5c2r39vREQuHsrxAJhQO+wLYm7cTYeHO4CZ5wPjMz09badqN9xonFRbvVRsITpSKJSqkWiyQqpVqv0fHZXFONOTtbaCmR8Hn9k8jmbK6vrTcGQ12dXXgMoW9rYvn62lowELTbHKFgY0tTcyQUdjlrA9f7dCex6RmDzkDCEZQyhVKuFIulGrVWq9Tw2VyH3bmzQQcAQFtb+65JiiAI6uzo3LZuBkxftE/IF1BJFJ1GJ5XIJBKZXmeQi6UivtDn9aWun/icTK61te5+hmwv/Eysva1t1znC83PzQX/AbLKYTGb436ZI067R11nWkklPvYdCJAt5fK1aKxZJFHKlQWcQcPh6rb6/D2n88+3nrvDa/mBifGKgrx/JYCsAAHgccXCPmTf3CNNTU91dXbC1/b5AV2fXFLIMS3lIJBI4DL4PccKMPEyMj3e0tfu8/oYGTzAQ7O3u2et2ctOsra0NDw01NzV7GrwNDd5IONLf15c/4/kdYW52trenNxgINtQ3+Lz+jvaOsdEC+SbvOKjXbhnhxhCPzUU0oDY5TSFSEAYWoSAHnkd1S7yG8m8N6rVbRl+0D4/B79Vxk4vZaJIKJXdbyM8+APUaCgzqtVtGJpNRyBUKmXJjPd/s9+HB4cpyTFuh5QtQbgLUaygwqNduJVMTE2QiWaPUxGZiO8crV5aXW5qa8Vi8QW/IvzgIys0xNzd3taQ8d2UZlHsT1Gu3mOGhIT6XTyGSax21nZ2dHR2dnR2d7e0dkXBEJpLisYR6dz2SGeYoN0EikVDKleN3fa82yrcN6rVvha6OzmpDNYvJZtBZTAaLRqXLZYp6dx2SpctRUFC+IajXUFBQ9huo11BQUPYbqNdQUFD2G6jXUFBQ9huo11BQUPYbqNdQUFD2G6jXUFBQ9huo11BQUPYb/x+gr/SXWn7d9AAAAABJRU5ErkJggg==" style="cursor: move;" title="Oliver Wight - Changing the Face of Business - Thought leadership and global experience" width="320" /></a><a href="http://draft.blogger.com/blogger.g?blogID=5712625071995004883" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a 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" 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Engaging Oliver Wight gives you a program specifically engineered to
suit the very core of your business, focusing on working with you to
achieve substantial results as quickly as possible - typically a return
on your investment ranging from 300 to 3,000 percent. Clients know from
the outset what costs to expect and the benefits to anticipate with our
customized programs.</span></span><br />
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-2819106889829821232013-06-14T15:31:00.003+01:002013-06-14T15:42:01.467+01:00SAPICS 2013 Annual Conference & Exhibition<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>02 June 2013
- 04 June 2013 </b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">For the third year running
Oliver Wight was the Gold Sponsor of the Annual SAPICS Conference and
Exhibition which took place on Sunday 2nd - Tuesday 4th June 2013 in Sun
City, Johannesburg.</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Knowing and Controlling your Demand in an Integrated Supply Chain<br /></b></span></span><br />
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<tr><td style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/lloyd-snowden.jpg?s=125" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Lloyd-Snowden" border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/lloyd-snowden.jpg?s=125" title="Lloyd Snowden" /></a></span></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Lloyd Snowden</span></span></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Monte Maritz</span></span></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Managing
Partner, Lloyd Snowden, hosted an interactive workshop on
Sunday afternoon, along with his colleague, Monte Martiz. Delegates heared leading edge thinking about
Demand Management and understood the difference between Demand Planning
and Demand Control. The 3 hour interactive session provided the
opportunity to listen to other company challenges and successes.</span></span><br />
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<b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">SAPICS 2013 - Event Images</span></span></b><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="http://1.bp.blogspot.com/-lfaIJ8lfutg/UbsqTCE1_LI/AAAAAAAAAf0/_jkwcSmF8rk/s1600/IMG_0104_resize.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://1.bp.blogspot.com/-lfaIJ8lfutg/UbsqTCE1_LI/AAAAAAAAAf0/_jkwcSmF8rk/s320/IMG_0104_resize.JPG" width="320" /></a></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-20174156989712094392013-06-12T09:00:00.000+01:002013-06-14T10:04:29.209+01:00Filming with supply chain optimisation experts Oliver Wight and ITN Productions<iframe allowfullscreen="" frameborder="0" height="225" src="http://www.youtube.com/embed/oi8xtHnQNlE" width="400"></iframe>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Want to see a behind the scenes video of our filming for <a class="twitter-atreply pretty-link" dir="ltr" href="https://twitter.com/itn"><s>@</s><b>itn</b></a> & <a class="twitter-atreply pretty-link" dir="ltr" href="https://twitter.com/ciltuk"><s>@</s><b>ciltuk</b></a> new global <a class="twitter-hashtag pretty-link js-nav" data-query-source="hashtag_click" dir="ltr" href="https://twitter.com/search?q=%23logistics&src=hash"><s>#</s><b>logistics</b></a> & <a class="twitter-hashtag pretty-link js-nav" data-query-source="hashtag_click" dir="ltr" href="https://twitter.com/search?q=%23transport&src=hash"><s>#</s><b>transport</b></a> channel?<br /><br /><span class="js-display-url">"Business improvement specialists, Oliver Wight, have teamed up with ITN,
to film an exciting documentary uncovering the secrets of Supply Chain
success. This 'behind the scenes' footage was shot on location at Oliver
Wight customer, Quality Furniture Company (QFC)</span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="js-display-url">The new ITN film
is being produced for the Global Logistics and Transport news channel, a
collaboration between ITN Productions and the Chartered Institute of
Logistics and Transport (CILT). The film aims to capture the current
state of global supply chains and how to manage them."</span></span></span><br />
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<tr><td style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/liam-harrington" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/liam-harrington.jpg?s=125" /></a></span></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Liam Harrington</span></span></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="js-display-url">Features </span><span class="js-display-url">Quality Furniture Company and Oliver Wight associate, Liam Harrington.</span></span></span><br />
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-75365824934836183372013-06-05T11:40:00.001+01:002013-06-07T09:58:06.622+01:00Oliver Wight Event with Oracle Tomorrow 6th June 2013, UK<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="headerUnderline bigText h2events bigTextBold">Get more value from your value chain with Integrated Business Planning</span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i>Find the path to unlocking your company’s financial potential</i><i>Thursday 6th June 2013 at Oracle, Blythe Valley Park, Solihull, United Kingdom</i></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Workshop Overview and Agenda</b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Oracle and Oliver Wight invite you to join us to learn more about
Integrated Business Planning and how this highly effective process can
be used to unlock your company's full financial potential. Companies
successfully implementing Integrated Business Planning have
realized the following improvements by having an effective, integrated
business management process in place for aligning and realigning their
strategic, business and operational objectives and core processes across
all functions in their organizations:</span></span><br />
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<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Reducing working capital by 25% </span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Increased forecast accuracy by 25% </span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Increased on-time delivery by 10-50% </span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Reducing obsolete inventory by 50% </span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Increased sales revenue by 15% </span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Increased productivity by 30% </span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Understanding the financial impacts of business scenarios that Integrated Business Planning delivers</span></span><br />
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Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-58771010320092596672013-05-31T10:01:00.000+01:002013-06-13T11:40:49.465+01:00Welcome to the Team Dawn Dent!<h2>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">New Associate - Dawn Dent</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span></h2>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Oliver W<span style="font-size: small;">ight EAME welcom<span style="font-size: small;">es</span></span></span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Dawn Dent</span> to the a<span style="font-size: small;">ssociate team.</span></span></span></h3>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Dawn Dent</span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Dawn Dent</span></span></h4>
Dawn Dent has almost thirty years’ experience in supply chain,
process and project management roles. She believes that customer focus
and the effective management of people, products and processes are all
key to the delivery of market leading results.<br />
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Dawn joined Oliver Wight from Caterpillar where she led the Class A
and Integrated Business Planning (IBP) programs in the Industrial Power
Systems Division and worked on a number of global ERP implementations.</div>
Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-54378426962590711532013-05-01T10:00:00.000+01:002013-05-02T10:02:17.277+01:00Welcome to the team!<h2>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">New Associate - Birgit Breitschuh</span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span></h2>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Oliver W<span style="font-size: small;">ight EAME welcom<span style="font-size: small;">es</span></span></span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span>Birgit Breitschuh to the a<span style="font-size: small;">ssociate team.</span></span></span></h3>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Birgit Breitschuh</span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Birgit Breitschuh</span></span></h4>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Birgit has broad business
experience resulting from 10 years in Innovation and 8 years of Supply
Chain management in major FMCG companies, namely Unilever, Kraft and
Wrigley (Mars). Key to success for her is personal engagement at all
levels of an organization. This requires for each employee to understand
the company’s long-term ambition and the individual role in achieving
it.</span></span></div>
Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com0tag:blogger.com,1999:blog-5712625071995004883.post-13328497434896880122013-04-23T11:49:00.002+01:002013-04-26T10:13:46.803+01:00This week's event! Integrated Business Planning Innovation Summit<div class="separator" style="clear: both; text-align: center;">
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<a href="http://operations.theiegroup.com/ibp-london" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"><img border="0" height="96" src="http://www.oliverwight-eame.com/library/img/www/Event%20Logos/IE%20Group%202013.jpg" width="200" /></a><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Integrated Business Planning Innovation Summit</span></span></h2>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">25 April 2013 - 26 April 2013 </span></span></h3>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Oliver Wight is delighted to be returning as Gold Sponsor to the Integrated Business Planning Innovation Summit. </span></span></h3>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Managing Uncertainty with Integrated Business Planning</span></span></h4>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Oliver Wight workshop presented by Andrew Purton, Managing Partner - Oliver Wight EAME LLP<span style="font-size: small;">.</span></span></span></h4>
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<tr><td style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/m/profile/view/14" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img alt="Andrew Purton" border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/andrew-purton.jpg" title="Andrew Purton" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Andrew Purton</span></span></td></tr>
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<tr><td style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/m/profile/view/3" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img alt="Debbie Bowen-Heaton" border="0" src="http://www.oliverwight-eame.com/library/img/www/Associate%20Images/debbie-bowen-heaton.jpg" title="Debbie Bowen-Heaton" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Debbie Bowen-Heaton</span></span></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">The last five years have seen businesses having to deal with unparalleled levels of uncertainty. The debate continues - when will we come out of recession, and how quickly? The view of many organisations still seems to be that S&OP only "works" in a stable environment and so devote a large amount of time to working around the process. In this session, Andrew will demonstrate how Integrated Business Planning is the key to helping organisations deal effectively with uncertainty and make timely decisions in order to secure a profitable future. </span><span style="font-size: small;"></span><br />
<span style="font-size: small;"><br /><span style="font-family: Arial,Helvetica,sans-serif;">Andrew will also be chairing day two of the summit. He will be joined across the two days by his colleague, Debbie Bowen-Heaton, Partner of Oliver Wight. Delegates will have opportunity to meet with Andrew and Debbie both at the stand and through scheduled 1-2-1 meetings. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Event Photos</b></span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxySHCpv-Ol6Q1nkddvVgu4uBDg8bVXz4PvqqgDjezd0d9C807byoEYt0f906DDTQZZ6QpC6onalPOUQeUptfHKXJVMzBmjUYmDH2JiSexXNSlKqXRM30w40EnnS-Mopv4WPqz5l6fRVk/s1600/Andrew+Purton+with+attendee+-+IBP+Summit+Mar13.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxySHCpv-Ol6Q1nkddvVgu4uBDg8bVXz4PvqqgDjezd0d9C807byoEYt0f906DDTQZZ6QpC6onalPOUQeUptfHKXJVMzBmjUYmDH2JiSexXNSlKqXRM30w40EnnS-Mopv4WPqz5l6fRVk/s320/Andrew+Purton+with+attendee+-+IBP+Summit+Mar13.JPG" width="320" /></a></td></tr>
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<span style="font-size: xx-small; font-weight: normal;"><span style="font-family: Arial,Helvetica,sans-serif;">Andrew Purton talking to an attendee</span></span><u><br /></u></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG1J-XJ6iNVbqVbOilfc_UcIwyTEEoAC761GUm52nTrQUy0hRhk8sMzIWwpBRhLL3lylUBtTJ2f_Lr7TW3pcncXnkD2sYkqwMfIDwDqFYmExHy_8rXku4H8dZVX9xz7BXsQm5iCNHjqAg/s1600/Andrew+and+Debbie+-+IBP+Summit+Mar13.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG1J-XJ6iNVbqVbOilfc_UcIwyTEEoAC761GUm52nTrQUy0hRhk8sMzIWwpBRhLL3lylUBtTJ2f_Lr7TW3pcncXnkD2sYkqwMfIDwDqFYmExHy_8rXku4H8dZVX9xz7BXsQm5iCNHjqAg/s320/Andrew+and+Debbie+-+IBP+Summit+Mar13.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-weight: normal;">Andrew Purton and Debbie Bowen-Heaton</span> </span></span></b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">at the Oliver Wight stand</span></span><u><br /></u></td></tr>
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<a href="http://1.bp.blogspot.com/-4JyglFIetF8/UXpEcqaiLgI/AAAAAAAAAeY/f5todXjTxy8/s1600/OW+Stand+-+IBP+Summit+Mar13.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="http://1.bp.blogspot.com/-4JyglFIetF8/UXpEcqaiLgI/AAAAAAAAAeY/f5todXjTxy8/s320/OW+Stand+-+IBP+Summit+Mar13.JPG" width="320" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"> </span><br /> </span></span>Oliver Wight EAMEhttp://www.blogger.com/profile/07044837723051188644noreply@blogger.com1tag:blogger.com,1999:blog-5712625071995004883.post-3983864648507478542013-04-11T09:07:00.001+01:002013-10-04T10:01:21.401+01:00TODAY! Supply Chain Design and Optimization Webinar - Today at 14:15 <h2>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Have you signed up to listen in on the Supply Chain D<span style="font-size: small;">esign <span style="font-size: small;">and Optimization Webinar? </span></span></span></span></b></span></span><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Attending this webinar is free, all you need to do is <a href="http://www.wtgwebinar.com/webinar/design-for-success-how-supply-chain-segmentation,-collaboration-and-optimization-can-transform-performance-and-value/338" target="_blank">register</a>. </span></span></span></span></span></span></span></span><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;"> </span></span></span></span> </b><br />
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<span style="font-size: small;"><a href="http://www.oliverwight-eame.com/library/img/www/Event%20Logos/SCDO%20webinar%20banner%20April%202013.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="225" src="http://www.oliverwight-eame.com/library/img/www/Event%20Logos/SCDO%20webinar%20banner%20April%202013.jpg" width="640" /></a></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Presented by Oliver Wight <span style="font-size: small;">P</span>artners, Kirsty Braines and Dawn Kynaston</b></span></span><br />
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<tr><td style="text-align: center;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/m/profile/view/19" imageanchor="1" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="Kirsty Braines, Oliver Wight Partner" border="0" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEi3rwdcz2y-cm1jeKILp1Uup8IWiFD-XiPIznjrd51hm9HMci8DQZZRL8sn9u2dnuLEP8YvoOhpGO1uM5kCLgqbMn4SzrIrq2kZFa21A5j7O0yg-VKrKnXESB0UioE71g3HgX8hdSm_JT9aBOa4xpo6GcATc8okoydYACatef7en5DriQ-H2xEqKkdwHKfcx5vOX0X4NSFlyX1ruA=" title="Kirsty Braines, Oliver Wight Partner" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Kirsty Braines, <span style="font-size: xx-small;"><br />Oliver Wight <span style="font-size: xx-small;">Partner</span></span></span></span></td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.oliverwight-eame.com/en-GB/about-us/meet-the-team/m/profile/view/23" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img alt="Dawn Kynaston, Oliver Wight Partner" border="0" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEhW5PF2If4oPIxSZtdhB_i1lNVe0YAXOQ9ohM2_5JquUjhk2Zo8mJjycjcH0Ka1us_eBiM0GY8Q_h9Eb8DurJ0SWJjJoX7V6wkni6DBI-j2rzOCEpQwQ_t43pezQkvNhYN52ZSCGwl2gsyZIM-JSYe06t_8ZRqASV99rQFkX8lX2Ke2Uwv1t1M-q4RWv8bXmbBO0WnrXSsoZGgN=" title="Dawn Kynaston, Oliver Wight Partner" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;">Dawn Kynaston,<br />Oliver Wight Partne</span><span style="font-size: xx-small;">r</span></span></td></tr>
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<div class="eventMoreInformation">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i>Location: </i><b>Global</b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i>Telephone: </i><b>+44 (0) 1452 397209</b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i>Website: </i><a href="http://www.wtgwebinar.com/webinar/design-for-success-how-supply-chain-segmentation,-collaboration-and-optimization-can-transform-performance-and-value/338" target="_blank">
http://www.wtgwebinar.com/webinar/design-for-success-how-supply-chain-segmentation,-collaboration-and-optimization-can-transform-performance-and-value/338 </a></span></span><br />
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