<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-12758131</id><updated>2025-05-26T06:02:10.537+05:30</updated><category term="adroitlogic"/><category term="diy"/><category term="entrepreneurship"/><category term="sri lanka"/><category term="2.2.1"/><category term="Dump Analysis"/><category term="EMI"/><category term="Exception"/><category term="Executor"/><category term="Heap Analysis"/><category term="IBM"/><category term="Java"/><category term="Java G1 garbage collector"/><category term="Memory Leak"/><category term="Oracle"/><category term="Out of Memory"/><category term="Runtime"/><category term="Sun"/><category term="Thread"/><category term="WebSphere"/><category term="calculation"/><category term="carpentry"/><category term="construction"/><category term="corner sofa"/><category term="decision"/><category term="do it yourself"/><category term="does not ring"/><category term="esb"/><category term="fabric sofa"/><category term="family"/><category term="firmware upgrade"/><category term="housing loan"/><category term="iphone"/><category term="loan"/><category term="no wifi"/><category term="no wireless"/><category term="pantry cupboards"/><category term="reuse"/><category term="savings"/><category term="synapse"/><category term="tax"/><category term="ultraesb"/><category term="upholstery"/><category term="wso2"/><title type='text'>Asankha Perera</title><subtitle type='html'>Personal thoughts and a journey of a Technoprenuer from Sri Lanka!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>18</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-12758131.post-5788068496632280213</id><published>2023-02-19T15:48:00.002+05:30</published><updated>2023-02-20T12:17:33.420+05:30</updated><title type='text'>10KW off-grid setup with parallel Growatt SPF 5000ES and GSO 48V 100AH LiFePO4 Batteries and REC 370 TP4 Solar panels</title><content type='html'>&lt;h3 style=&quot;text-align: justify;&quot;&gt;Acknowledgments&lt;/h3&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;This article is written to fulfill a promise I made to Samith Abeywickrama from the DIY Off Grid Sri Lanka group, and to Ryan Zhang of the GSO battery company of China. I would also like to thank Sofia Wang and Growatt China for the help provided on my DIY implementation of a 10KW parallel off-grid setup. I believe this will help any others from Sri Lanka, looking at the importation of Inverters and LiFePO4 batteries, or planning a setup of parallel inverter / battery off-grid systems.&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;Overview&lt;/h3&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Although I had joined the &lt;a href=&quot;https://www.facebook.com/groups/diyoffgrid&quot; target=&quot;_blank&quot;&gt;DIY Off Grid Sri Lanka group&lt;/a&gt; on Facebook for quite a few months, it was &lt;a href=&quot;https://www.facebook.com/groups/diyoffgrid/posts/1145982505977786&quot; target=&quot;_blank&quot;&gt;this post&lt;/a&gt; from Samith that really encouraged me to finally go ahead and start it. Of course, I cannot forget the 75 years of political leadership of Sri Lanka, and those who did it at its best (හොඳටම කෙරුවේ) in 2022, that really pushed many of us to finally go off-grid ;) !&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;My situation was slightly different from the average Sri Lankan DIY home user, since I setup two 5KW inverters in parallel with two 5KW batteries, and I also directly imported the inverters and batteries from China. Although I might not be able to reply to any questions promptly, I will still try my best to help anyone else who might find this information useful.&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;Importing from China&lt;/h3&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I operate a software company in Sri Lanka, which is only catering exclusively to the export market. Since the power interruptions in Sri Lanka started to adversely affect our operations in 2022 on top of the Covid-19 lockdowns, I decided to import off-grid backup power systems for the most critical members of our team, and to power our office premises, as we are under contract to provide 24x7x365 support to our customers outside Sri Lanka.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I imported 6 inverters and 6 batteries of 5KW directly from the manufacturers in China, by placing the orders under the name of my company and making payment through the USD income we receive through the export of our software. So, the first step was to register with the Sri Lanka Customs, which was a fairly straightforward process, and where both the GN and DS offices assisted us with the required forms without delays or inconveniences.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I registered at the &lt;span style=&quot;color: #0000ee;&quot;&gt;&lt;u&gt;Customs website&lt;/u&gt;&lt;/span&gt;&amp;nbsp;and got the GS Forms 1 and 2 completed by the Grama Niladhari and the Divisional Secretariat offices. Since my company was already registered with a TIN and VAT number and we conducted a legitimate software export business for around a decade by 2022, we had no issues with this step, although it was our very first time registering with the customs and importing anything into Sri Lanka!&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I then contacted Ryan Zhang over WeChat (+86 18715678909, sales05@gsopower.com) and he has been an absolute pleasure to work with! I am also very happy to say that the GSO batteries have worked very well for us, and that Ryan has promised to offer the best pricing for anyone else from Sri Lanka, who is interested to import from them directly. His contact details can be found at the end of this article.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Ryan was in touch with me proactively from the ordering to delivery and installation, configuration and even post installation support! I was also very lucky to be able to contact Sofia Wang from Growatt, since I had some trouble connecting with an English-speaking sales contact from Growatt initially. Sofia helped through everything very professionally, and also arranged contact with the engineers to provide the necessary technical support at all times. Also, she was very helpful during the importation process, since we had a few hiccups due to delays caused by the shipping lines and the economic situation of Sri Lanka during the time.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;For importation, make sure you get a Proforma Invoice and make sure the name, address etc. matches exactly with those of your company, and lists the freight and insurance costs separately from those of the product, and that the country of origin is listed along with the HS code and any warranty etc. you want included. Here is the proforma invoice for the batteries, where I got a special price of USD 6,290 including shipping, for 6 Nos of 5KW LiFePO4 batteries. These are the exact same that Samith ordered, and his research and help saved me many hours of research, and I believe this information will help others in future too.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhso3rMjjIL0pGs5X8Wfh7IP7D25wwmWgRdvyM6Pq2-pyT1Cexz6cpreGwQcBaVKtULi5UYcvfLDQ_yDlRcmHCDZy-cF1g4oylwEyGuew_4RMMMiI5gLaktxEFs-2F2Fq8MJqZuM8Pk7kVgCYHTFbH81K0unBoSmykDAdsJXGyQjrxBZqB77XE&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;767&quot; data-original-width=&quot;638&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhso3rMjjIL0pGs5X8Wfh7IP7D25wwmWgRdvyM6Pq2-pyT1Cexz6cpreGwQcBaVKtULi5UYcvfLDQ_yDlRcmHCDZy-cF1g4oylwEyGuew_4RMMMiI5gLaktxEFs-2F2Fq8MJqZuM8Pk7kVgCYHTFbH81K0unBoSmykDAdsJXGyQjrxBZqB77XE=w533-h640&quot; width=&quot;533&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;For 6 Nos of the Growatt SPF5000ES with the Shine wifi directly from the manufacturer, I paid USD 4,040 as per the following invoice.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgbix9MPquRsLmDm7SDgsEkQ5o74ZEtkw-c7E0bkB_lrq-oc73AaOghtw4RZrE3LuuA4N1oGRO_8B_ojc4hfashUKlEARiuc_kWYIRV8L4Y6lsx2DzERpqK6VBEbTObmUE8oarH-WNW3HRKKKNAKRHc53aeHnPA8zC3EsfP-IF8sqpkkBJu7To&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;552&quot; data-original-width=&quot;647&quot; height=&quot;547&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgbix9MPquRsLmDm7SDgsEkQ5o74ZEtkw-c7E0bkB_lrq-oc73AaOghtw4RZrE3LuuA4N1oGRO_8B_ojc4hfashUKlEARiuc_kWYIRV8L4Y6lsx2DzERpqK6VBEbTObmUE8oarH-WNW3HRKKKNAKRHc53aeHnPA8zC3EsfP-IF8sqpkkBJu7To=w640-h547&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;When the shipment leaves China, and before it arrives in Colombo, you should receive the Bill of Lading. Make sure to ask for a &#39;Telex Release&#39; so that you can clear it at the port through your agent. You will also receive a packing list and details of the vessel and its arrival details.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgeZS38qVgdFh8AzaouoKFNlNgJ7Iy_im618wEMbYkc2h7P4Iu3C51SYtSyT9ohcF1-ofDtlBgYwqOA8A6YudRVRL-aEQfFTVbgB95yjoiFWAMwSlAMV4s2uf27SFAWJm-W8tJzxwgnEnkq5rXq87N5zWChTN3kuHyjewHs1IUB3ILQjmxzEJc&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;497&quot; data-original-width=&quot;627&quot; height=&quot;507&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgeZS38qVgdFh8AzaouoKFNlNgJ7Iy_im618wEMbYkc2h7P4Iu3C51SYtSyT9ohcF1-ofDtlBgYwqOA8A6YudRVRL-aEQfFTVbgB95yjoiFWAMwSlAMV4s2uf27SFAWJm-W8tJzxwgnEnkq5rXq87N5zWChTN3kuHyjewHs1IUB3ILQjmxzEJc=w640-h507&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;My batteries were handled by Magical Shipping Lines in Sri Lanka, who was the party assigned by the seller.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiGrcsYkAIU4GK75m42FIxDl-Kr82gTBKYBwDLHWF8InW8Zqm4NTTm_36xw0YRhDzmg3ibKEsmrkRUq3kcbLztv_CbpfMArNUq6RrNOSkw1ouFuzNdKygIWEVrtdyldcWYsjJLXkMLWCjIBEx4GH9p0Lfc0Ssk3qezVXw7uqkIY7fOkRN2Kv2c&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;848&quot; data-original-width=&quot;652&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiGrcsYkAIU4GK75m42FIxDl-Kr82gTBKYBwDLHWF8InW8Zqm4NTTm_36xw0YRhDzmg3ibKEsmrkRUq3kcbLztv_CbpfMArNUq6RrNOSkw1ouFuzNdKygIWEVrtdyldcWYsjJLXkMLWCjIBEx4GH9p0Lfc0Ssk3qezVXw7uqkIY7fOkRN2Kv2c=w493-h640&quot; width=&quot;493&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;I had to pay the agents fees as shown below, and this is different from Customs duty or other clearing charges.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjWhAuNg6ehqX3Urwo4GtpW8_Dq7Xua6RHm21xa9IxwShoL5T5r9A66jUW2cxYTNtVcyV9T0B1WHyE8lc0aQIONmVtLzbfUe7zS20BT2LwVqM9nSyZURQmF6iZ_r_5dyHA9m6iS1E2fi_K9dOoqmWaCNOHUmXJ6Uutnj7wCl5mZoYMD98I_yng&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;645&quot; data-original-width=&quot;734&quot; height=&quot;563&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjWhAuNg6ehqX3Urwo4GtpW8_Dq7Xua6RHm21xa9IxwShoL5T5r9A66jUW2cxYTNtVcyV9T0B1WHyE8lc0aQIONmVtLzbfUe7zS20BT2LwVqM9nSyZURQmF6iZ_r_5dyHA9m6iS1E2fi_K9dOoqmWaCNOHUmXJ6Uutnj7wCl5mZoYMD98I_yng=w640-h563&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;An amount of LKR 28,490 was charged by Seacare Forwarders, which did the processing of the inverters. A similar document set for those were processed, which I have omitted in this article.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;In addition, we paid approximately $116 as bank charges for two outward remittances, and 10% customs duty and 5% PAL for the batteries, and 5% PAL for the inverters. After all costs such as local transport, clearing, warehouse etc. was added we had a net cost of USD 2,000.43 per 5KW Inverter (Growatt SPF 5000ES) and LiFePO4 battery (GSO GBP48-100W) pair, when ordering 6 Nos each. Four of these pairs were installed as 5KW units, and I combined two to build up a 10KW unit as described below.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3 style=&quot;clear: both; text-align: justify;&quot;&gt;Purchase of Solar Panels and Aluminum Structure&lt;/h3&gt;&lt;div&gt;I purchased 14 solar panels from REC (REC 370 TP4) as it was recommended by one of my best friends, and since I had once visited their factory in Singapore many years ago, and knew it was a good product. For the solar structure, initially I got a quotation to lay them on a roof like structure on our rooftop, but later changed my mind to implement a ground level layout to avoid risks with wind, and also to be able to remove the structure if required and be able to adjust the angle of the panels during different months.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjKRT3KF1f0RHbLuNlZgi_J7Y1-yl9SH2j0SCN5Mq-sl2I7QXmU7DB6ODqkwrvt_o7T8ADxalWICEWqwEs79y5oqPe3f_g7L6WGRgMMAoeM4KPmKNZ3KyWr-iavxH59XyGgc-suxVJnptxxFUQI843RYHAiw_mH5RCQssLBA4OwDcNtu7st4Zw&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;879&quot; data-original-width=&quot;660&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjKRT3KF1f0RHbLuNlZgi_J7Y1-yl9SH2j0SCN5Mq-sl2I7QXmU7DB6ODqkwrvt_o7T8ADxalWICEWqwEs79y5oqPe3f_g7L6WGRgMMAoeM4KPmKNZ3KyWr-iavxH59XyGgc-suxVJnptxxFUQI843RYHAiw_mH5RCQssLBA4OwDcNtu7st4Zw=w480-h640&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Swisstek Aluminum had all the parts I required as their &lt;a href=&quot;https://swisstekaluminium.com/swisstek-products/solar-railing-and-connectors/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;ground mounted solar range&lt;/a&gt; was complete and came with an engineering drawing and first-class support from the engineer Yohan who advised me and helped me many times with my questions. Be sure to check the &lt;a href=&quot;https://swisstekaluminium.com/wp-content/uploads/2022/11/Swisstek-Solar-Ground-Mounting.pdf&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;PDF&lt;/a&gt; of all the parts and how they are connected together. The only issue I faced was that the 40mm T clamp nut they provided was not exactly the length it was supposed to be, since my panels were 30mm high. So, Yohan found a place where I could get the necessary replacements from outside Swisstek since the direct replacements would have taken quite a long time. The final list of items I purchased are as follows, and Swisstek offered a generous discount which was very welcome.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgcd5pqvoefxI1ZrdghKJjaTCVIt1_KelZ0RS9ZZ5dUiSLfzjDtftZ4517-AWw5heEf_9Eyyb_x9I4Mw-dA3tBgifsrABl3yiKiooeQgz7fouZOeR4BL9k9hrsge9WdWgX0kR7bVxVsn1BDIOBZGjfFn8GjvbDxe9mmXvTZIGX-v4OB-miwod4&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;334&quot; data-original-width=&quot;675&quot; height=&quot;316&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgcd5pqvoefxI1ZrdghKJjaTCVIt1_KelZ0RS9ZZ5dUiSLfzjDtftZ4517-AWw5heEf_9Eyyb_x9I4Mw-dA3tBgifsrABl3yiKiooeQgz7fouZOeR4BL9k9hrsge9WdWgX0kR7bVxVsn1BDIOBZGjfFn8GjvbDxe9mmXvTZIGX-v4OB-miwod4=w640-h316&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3 style=&quot;clear: both; text-align: justify;&quot;&gt;Installation and Configuration&lt;/h3&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;The installation and configuration, including the Solar panel structure and wiring was 100% DIY by me, with most of the wires, MC4 connectors etc. purchased from Sarath Enterprises&amp;nbsp;Kirulapone. I purchased Schneider AC isolators and PV surge protectors from Bianco. I already had a good surge protection for the CEB connections, so I did not need new ones. I bought a 125A&amp;nbsp;&lt;a href=&quot;https://www.amazon.com/gp/product/B0983WW2G1/ref=ppx_yo_dt_b_asin_title_o00_s02?ie=UTF8&amp;amp;psc=1&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;DC MCB&lt;/a&gt;, and good quality &lt;a href=&quot;https://www.amazon.com/gp/product/B0B2JNR3Y7/ref=ppx_yo_dt_b_asin_title_o07_s02?ie=UTF8&amp;amp;psc=1&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;lugs&lt;/a&gt; and a wire &lt;a href=&quot;https://www.amazon.com/gp/product/B00MVE48Z6/ref=ppx_od_dt_b_asin_title_s03?ie=UTF8&amp;amp;psc=1&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;cutter and crimp tool&lt;/a&gt; from Amazon which was really helpful since I had a complex wiring for the batteries in parallel.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmfY8DmVmYQXo-frfqDGnEuTiiV3UmWE4m5InXKFrGcJiTVfRehC2HsEbdi6bvgcRkam2JUG2FXeAWXabXXbgfj2OSaKgpKaUyc_sjAjcKD-lHMtS3cpanVgpuzkInpx1eTfoLVJ3NkWALsaLrHtfgCuW-bFdV77QfBQsIuhJyJBfkJNK1PdY/s4000/20230212_110043.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3000&quot; data-original-width=&quot;4000&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmfY8DmVmYQXo-frfqDGnEuTiiV3UmWE4m5InXKFrGcJiTVfRehC2HsEbdi6bvgcRkam2JUG2FXeAWXabXXbgfj2OSaKgpKaUyc_sjAjcKD-lHMtS3cpanVgpuzkInpx1eTfoLVJ3NkWALsaLrHtfgCuW-bFdV77QfBQsIuhJyJBfkJNK1PdY/w640-h480/20230212_110043.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLnZZ05QJ3QX0mofbK2eD8tB_JJTrh4E9N_m17ZzjabNiJBQCHt2r7Bawe4KfWE_SxG8x_VXaE20YXvIISNbzaio3yFE-zc5weFT3CtWFu2rxvh-w59cJsRy9JpQUSabMQD8sc459KZTiluB0E_sINJP16cU05RkfingDYtyPn8d_37-Fx7IY/s1680/20230212_110053.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1260&quot; data-original-width=&quot;1680&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLnZZ05QJ3QX0mofbK2eD8tB_JJTrh4E9N_m17ZzjabNiJBQCHt2r7Bawe4KfWE_SxG8x_VXaE20YXvIISNbzaio3yFE-zc5weFT3CtWFu2rxvh-w59cJsRy9JpQUSabMQD8sc459KZTiluB0E_sINJP16cU05RkfingDYtyPn8d_37-Fx7IY/w640-h480/20230212_110053.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;The final wiring looks quite complex and includes a combiner box where the two LiFePO4 batteries are combined.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrozDrfCe-t73qhOKy-QACTLaAtqjH4RqW1-rIVMV5hshQtpLMPHachQuw-yIlmEfwZ7IKZCeDM3lRiVCnjkSM1H41ZcGrWSSwLORjO4bvu58o8bTIBCAj2ajBVIuNSk23u-QqA5UN_dWvucu003W8dU3ecFSLXwaq7NmUuo22PhZrCIG7mXE/s4000/20230212_110019.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4000&quot; data-original-width=&quot;3000&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrozDrfCe-t73qhOKy-QACTLaAtqjH4RqW1-rIVMV5hshQtpLMPHachQuw-yIlmEfwZ7IKZCeDM3lRiVCnjkSM1H41ZcGrWSSwLORjO4bvu58o8bTIBCAj2ajBVIuNSk23u-QqA5UN_dWvucu003W8dU3ecFSLXwaq7NmUuo22PhZrCIG7mXE/w480-h640/20230212_110019.jpg&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The objective is to make everything balanced - i.e. the length of wires to the busbar (combiner) box, and then the output from the busbar to the inverters, where again I used wires of exact same length. Note that there are two wires coming from the potive and negative terminals of each battery to the busbar (i.e. 4 wires incoming). Then from the busbar to each inverter another two wires each (i.e. 4 wires outgoing).&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgtG_w9qFk8jabAJ4_9aI5kSBgS34nJWmWeltS86r4EhX8Rfv8Syb8OCxVHkzKM_APMW19A5nJAnKBGo40sSrcdScfNs2eqnTLBtOjFtn_a-keBFP87lm_0a4DfbTYuNxRaueMMQs6AA89_qZpFYGOn7yOC5S5AaEzcv7Sx496gEQsSdKarHQg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;404&quot; data-original-width=&quot;722&quot; height=&quot;358&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgtG_w9qFk8jabAJ4_9aI5kSBgS34nJWmWeltS86r4EhX8Rfv8Syb8OCxVHkzKM_APMW19A5nJAnKBGo40sSrcdScfNs2eqnTLBtOjFtn_a-keBFP87lm_0a4DfbTYuNxRaueMMQs6AA89_qZpFYGOn7yOC5S5AaEzcv7Sx496gEQsSdKarHQg=w640-h358&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Since this was a 10KW system in parallel, I used 2 AWG / 35mm2 wires for all DC battery connections. All PV (Solar) connections were 12 AWG / 4mm2 as per specifications, and all outgoing AC wires were 8 AWG / 10mm2 from ACL.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQGXXxdA-R56QjYA0BRF8_gcamgvB-1JslRn9Js1CRpXOw-3iQFYf_jdx3YNLlTuF7kltT68raL5Fal6SAr_3Q8Tl_kiFoPiTfRMW9M5O2JaSi2t6hxMv8tJgvP0kZ5eprG96lUvcG4j0L3Ogw9GtvmlnShNnszeE8NQVnEAajq1qu-tfrHaA/s4000/20221029_193518.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4000&quot; data-original-width=&quot;3000&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQGXXxdA-R56QjYA0BRF8_gcamgvB-1JslRn9Js1CRpXOw-3iQFYf_jdx3YNLlTuF7kltT68raL5Fal6SAr_3Q8Tl_kiFoPiTfRMW9M5O2JaSi2t6hxMv8tJgvP0kZ5eprG96lUvcG4j0L3Ogw9GtvmlnShNnszeE8NQVnEAajq1qu-tfrHaA/w480-h640/20221029_193518.jpg&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Above is the wiring of the combiner box / busbar box. Note each battery is connected from the top and the bottom sides, and the inverters take the power through the wires connected to the sides. So, on average no more than 100A should flow across any location of the busbar.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ_Uo5M_e3DkmrhW_RsCRKh67ftnATuPHQ2Sycv2a7y4094CJaCnbaJwbIHr4MZnffLFoZFSiFNqfU5lEb3Ln7AIavqowvlTcRqRLBsL58I11mI7ID_2XuMykkGw95acORBcytocaktxnRPD2Aqa_50YRX9D7JksTH9uNxoPE_tvEk0v-_pGY/s4000/20221029_193527.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4000&quot; data-original-width=&quot;3000&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ_Uo5M_e3DkmrhW_RsCRKh67ftnATuPHQ2Sycv2a7y4094CJaCnbaJwbIHr4MZnffLFoZFSiFNqfU5lEb3Ln7AIavqowvlTcRqRLBsL58I11mI7ID_2XuMykkGw95acORBcytocaktxnRPD2Aqa_50YRX9D7JksTH9uNxoPE_tvEk0v-_pGY/s320/20221029_193527.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;The batteries can be disconnected through the DC MCB. The power is supplied from the busbar to the top (connection #1 and #3) while the switch output to each inverter is taken from the bottom (connection #2 and #4). I had to take the thick wires in quite a large loop to make sure the switch was fixed in the standard manner (i.e. off when down and on when up) and to align it correctly with the wiring symbol on the MCB, where the higher potential voltage should be at the top - for this MCB and as per its diagram below printed on the front. ** UPDATE: See comment at the end **&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiC4SN9hc2QNFgjijtT4SDybv6aBPVuD3yGru0gvq-p_ADSbm6UJ_XnTVIq50zoPINDkfp_nAJ_Jv9ed1bSumJpvVdosr7Mnzlv625Rjg84J28C4O-qUlraEcBxGnv7QbfZZtfXQ2vibxWgPEjoLvII7fXUuKIW_54rAhqHsBFNtGnJhJMQZkU&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;791&quot; data-original-width=&quot;537&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiC4SN9hc2QNFgjijtT4SDybv6aBPVuD3yGru0gvq-p_ADSbm6UJ_XnTVIq50zoPINDkfp_nAJ_Jv9ed1bSumJpvVdosr7Mnzlv625Rjg84J28C4O-qUlraEcBxGnv7QbfZZtfXQ2vibxWgPEjoLvII7fXUuKIW_54rAhqHsBFNtGnJhJMQZkU=w272-h400&quot; width=&quot;272&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;The only problem I encountered after connecting the two batteries in parallel with a CAN connection to the inverters as per the GSO manual was an issue with the DIP switch configuration. I got a code 04 (low battery) and code 20 (BMS communication error). I contacted Ryan on a Sunday night, and he immediately told me what needed to be tweaked! I had to connect the master CAN to the Growatt inverter and the RS4581 to the slave battery RS4581. Then the DIP 00001000 for the Master and 00000000 for the Slave battery. The GSO manual needs to be updated to make this setting clear, but the support of Ryan on a Sunday night and within minutes was extremely commendable and shows how helpful he really was.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Below is the visiting card for Ryan Zhang / GSO, and I believe he will be happy to help anyone else with the purchase and installation of batteries in Sri Lanka.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil22AxJ0A-QrWUH51YPaNznC9sbOf9XVu_IZ_SD0n4LESLyWBsqPBKOVUCBP2FdicinJDD3WE9n8rcvpVYZboThyXV07a4t3xbYQWsk4KqDa3twxMh9jbp_Z3UE90rzYOwn-bxsVH4WtZJbJjLzHStlS7k1ITDQFxobTVjHjRm-EhG8grJHXc/s1774/mmexport1676698091040.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1774&quot; height=&quot;244&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil22AxJ0A-QrWUH51YPaNznC9sbOf9XVu_IZ_SD0n4LESLyWBsqPBKOVUCBP2FdicinJDD3WE9n8rcvpVYZboThyXV07a4t3xbYQWsk4KqDa3twxMh9jbp_Z3UE90rzYOwn-bxsVH4WtZJbJjLzHStlS7k1ITDQFxobTVjHjRm-EhG8grJHXc/w400-h244/mmexport1676698091040.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Please also reach out to Sofia Wang (sofia.wang@growatt.com) from Growatt for any sales inquiries directly from Growatt. I am sure that importing directly from the manufacturers in China would ensure the best quality, service, warranty and price for any installation.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3&gt;Operation&lt;/h3&gt;&lt;div&gt;Although I configured the Growatt Shine dataloggers, I do not like the mobile app since its difficult for me to read the data. So, I use the website at&amp;nbsp;&lt;a href=&quot;https://server.growatt.com/login&quot;&gt;https://server.growatt.com/login&lt;/a&gt; instead. For anyone looking for the &#39;key&#39; requested for any changes through this website, its &#39;growattyyyymmdd&#39;- where yyyymmdd should be replaced with the current date.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh0xD68xKuUsec1zZXAMqk-h4HUEQD8-Bxu377pjuIs39K6oSqhs-UjVA05A8-Y4je9Zuyle9xe18jqc7FmMdQD8fpV5GjTHhI7IsCOL_DpDcJOZ02SGL129s1kY_9j0TF3nN6GxKkN0fxBozNyJ4wU9MsJL-LSIxlQwP9f-XjimC4zymOIpi4&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;574&quot; data-original-width=&quot;1805&quot; height=&quot;204&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh0xD68xKuUsec1zZXAMqk-h4HUEQD8-Bxu377pjuIs39K6oSqhs-UjVA05A8-Y4je9Zuyle9xe18jqc7FmMdQD8fpV5GjTHhI7IsCOL_DpDcJOZ02SGL129s1kY_9j0TF3nN6GxKkN0fxBozNyJ4wU9MsJL-LSIxlQwP9f-XjimC4zymOIpi4=w640-h204&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The above graph shows the energy trend for one of the inverters. As you can see, section A is during the morning sunlight when the Solar production (in blue) starts up and reaches its peak. The consumption (in red) is much lower, and the extra production charges the batteries. Section B is after the batteries are fully charged. Notice that the inverter does not generate more power than needed, so actually most of the power I generate during this time is wasted - unless it&#39;s used. Since each REC TP4 panel is 370W peak and the 14 panels generate about 5.2KW peak, even the use of three 24,000 BTU and two 13,000 BTU Panasonic Inverter ACs operating together does not require 5KW of power. So, although I designed the solar panels to allow an angle alteration as per the following solar angle each month, I might not need to change it, since I generate too much power than I already need.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;span style=&quot;font-family: courier;&quot;&gt;&lt;span style=&quot;white-space: pre;&quot;&gt;		&lt;/span&gt;Solar Angle to Mt Lavinia&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: courier;&quot;&gt;Jan &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Feb &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Mar &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Apr &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;May &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Jun&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: courier;&quot;&gt;67°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;75°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;83°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;91°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;99°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;106°&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: courier;&quot;&gt;Jul &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Aug &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Sep &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Oct &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Nov &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;Dec&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: courier;&quot;&gt;99°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;91°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;83°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;75°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;67°&amp;nbsp; &lt;span style=&quot;white-space: pre;&quot;&gt;	&lt;/span&gt;60°&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I have configured the ourput source priority of the Growatt SPF 500ES to SBU in program #1 - i.e. Solar is used first, then Battery and finally Utility. The charger source priority in program #14 is set to OSO&amp;nbsp; - Only Solar. So the batteries are charged only using Solar power.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3&gt;Closing Remarks&lt;/h3&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;I posted this on my blog since I couldn&#39;t find a good way to search through the DIY Off Grid Solar group Facebook page in Sri Lanka - but that maybe because I am not aware of how FB pages work. Anyway, I believe Google indexing this article will make it available to anyone out there.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;I am still analyzing the output and performing optimizations as I learn, and I am thankful to everyone who has helped me in this journey!&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3 style=&quot;clear: both; text-align: justify;&quot;&gt;** UPDATE: Use of my polarized DC MCB is not correct **&lt;/h3&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Thanks to&amp;nbsp;Jaanaka Wimaladharma of the DIY group for the following &lt;a href=&quot;https://www.facebook.com/groups/diyoffgrid/posts/1316870488888986/?comment_id=1317423682167000&amp;amp;notif_id=1676872192887306&amp;amp;notif_t=group_comment&amp;amp;ref=notif&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;comment&lt;/a&gt; which I paste below. I fully agree that I have made a mistake here, and hopefully this comment will help someone else avoid it.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;i&gt;To tell you the truth these kind of polarized breakers are not suitable for this purpose as polarized breakers expect the current to be flowing only in one direction (following the markings). However in case of Hybrid Off Grid inverters the current flow will be in both directions charging vs discharging.&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;i&gt;There is a risk of the DC Arc not getting extinguished if the switch was operated when the current is flowing in the opposite direction.&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;i&gt;That is to say if somebody switches the breaker off when inverter is drawing a heavy current from the battery there is a likelihood&amp;nbsp;for the breaker to catch fire. Controlled testing has proven this point. So that is something to keep in mind if you decide to use polarized breakers in this configuration.&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;i&gt;In that context even if you wire the breaker assuming that the current flow would be from the battery to the inverter, it makes no difference. So you could shorten the wires. However the risk which was explained above will remain.&lt;/i&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/5788068496632280213/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/5788068496632280213' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/5788068496632280213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/5788068496632280213'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2023/02/10kw-off-grid-setup-with-parallel.html' title='10KW off-grid setup with parallel Growatt SPF 5000ES and GSO 48V 100AH LiFePO4 Batteries and REC 370 TP4 Solar panels'/><author><name>Asankha Perera</name><uri>http://www.blogger.com/profile/17313699161300739449</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqi0bxJ1AmdToXYDjNRQM_td32HGy5WVD0t06u065JZkQpZBHyP2zeFK-U_MhSsIOCWTtTdahjF8iExo-GYdk28LNoNg7GQhot0-_epwv-J7k1b0sw49QxJBT0OFVmo98/s113/team-asankha-perera.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhso3rMjjIL0pGs5X8Wfh7IP7D25wwmWgRdvyM6Pq2-pyT1Cexz6cpreGwQcBaVKtULi5UYcvfLDQ_yDlRcmHCDZy-cF1g4oylwEyGuew_4RMMMiI5gLaktxEFs-2F2Fq8MJqZuM8Pk7kVgCYHTFbH81K0unBoSmykDAdsJXGyQjrxBZqB77XE=s72-w533-h640-c" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-1507741232002515743</id><published>2020-03-14T18:14:00.000+05:30</published><updated>2020-03-14T18:48:44.724+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="carpentry"/><category scheme="http://www.blogger.com/atom/ns#" term="diy"/><category scheme="http://www.blogger.com/atom/ns#" term="do it yourself"/><category scheme="http://www.blogger.com/atom/ns#" term="pantry cupboards"/><category scheme="http://www.blogger.com/atom/ns#" term="sri lanka"/><title type='text'>A Project for Christmas 2019</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
So this story is quite close to the &lt;a href=&quot;http://asankha.blogspot.com/2009/01/project-for-christmas-2008.html&quot;&gt;Project for Chritmas 2008&lt;/a&gt; .. and I just wanted to share what I did recently, now that I have more woodworking tools with me, and more space to work with! This is the final result - the new pantry cupboards in our house by Christmas!&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP74r6J23uFyTDllFYYYjaGsrjZQ5pq4dO0fgm2JxFGv8IFmlOiQgi1Hy87TpLmBo9MasDjexBx7JCoDg7xwSsLnTpxLKPtbKy5kathYndsQa24JgNLdWyKrtKncZ6uKVXq3rhmQ/s1600/20191224_230217.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;778&quot; data-original-width=&quot;1600&quot; height=&quot;308&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP74r6J23uFyTDllFYYYjaGsrjZQ5pq4dO0fgm2JxFGv8IFmlOiQgi1Hy87TpLmBo9MasDjexBx7JCoDg7xwSsLnTpxLKPtbKy5kathYndsQa24JgNLdWyKrtKncZ6uKVXq3rhmQ/s640/20191224_230217.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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We started by getting a pantry cupboard designed by Hafele Sri Lanka - and they did this for free, as we decided to buy the components and the electrical and other units from them, as they had reasonable pricing.&lt;br /&gt;
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However, as usual Shyaminie wanted the cupboard to be built by a &quot;professional&quot;. After we finalized the design with Hafele and confirmed the order for the hinges, drawers, oven and the sink etc they pointed us to about three &quot;leading&quot; pantry cupboard manufacturers they would usually recommend to customers for the actual construction. This part didn&#39;t go well at all - since I had just finished dealing with building contractors and finally ended up managing my own construction workers in building the AdroitLogic 4-storey building, as that way I could get exactly what I wanted!&lt;br /&gt;
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Here are the &quot;full&quot; quotations sent by the three:&lt;br /&gt;
First&lt;br /&gt;
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Second&lt;br /&gt;
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&quot; 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Third&lt;br /&gt;
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&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
Forget about the English and spelling! But there is no detailed pricing for a customer to determine what items costs what, and how they come up with the pricing. So that was the end of the &quot;professionals&quot; :)&lt;br /&gt;
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&lt;h3 style=&quot;text-align: left;&quot;&gt;
A carpenter myself!&lt;/h3&gt;
Yes, my great grandfather had been a carpenter. So naturally I have some of it in my blood! I purchased a new circular saw which was quite a basic one - but it was a Makita &lt;a href=&quot;http://makita.ae/tools/saws/circular_saw/5806B.html&quot;&gt;5806B&lt;/a&gt;. I also purchased a Miter saw - another Makita. I already had a small router, cordless and corded drills and other small tools. The Miter saw was a bit expensive but the main item was the standard circular saw. I also bought 2&quot; x 1&quot; aluminum bars to allow me to cut straight pieces from 8&#39; x 4&#39; &quot;eco&quot; boards - which are also called WPC - a wood composite. The WPC boards were made in India and sold my W.M.J Fernando and Co in Katubedda. They were a joy to work with! They would cut really smoothly, easily and without dust! I cut just one piece of melamine coated boards for the drawer bottoms and the dust from that was terrible! So I was happy that most of the cutting was on the WPC boards.&lt;br /&gt;
&lt;br /&gt;
Actually cutting the large boards was the most difficult part - since I didn&#39;t have a table saw. I thought of buying one - but still a basic table saw didn&#39;t help cut 8&#39; x 4&#39; boards which were much larger. So I am currently thinking of making a sliding table saw when I have some free time, in preparation for my next projects.&lt;br /&gt;
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&lt;h3 style=&quot;text-align: left;&quot;&gt;
The cost&lt;/h3&gt;
I ended up spending less than a third or a quarter of the quoted prices by the &quot;professionals&quot; and only got the table top done by &lt;a href=&quot;https://qjquartzstone.com/&quot;&gt;QJ Quartz&lt;/a&gt; in Mount Lavinia - which is proudly a Sri Lankan compay manufacturing Quartz sheets from local raw materials. They did a superb job for the counter top and I can recommend them for any project as they have a great management and a team that really is customer friendly. They do not have a showroom - as they do mega projects mainly for apartments, but when you visit the office, they are small enough to be a great partner to you. My main costs were the WPC boards, spray paint, thinner and 2K coating, nails and gum, as I had already purchased everything else from Hafele along with the design. The team at Hafele Sri Lanka in Moratuwa was wonderful, especially Kamalanathan Devapriyan (&quot;Deva&quot;) who helped me immensely, along with his technical and sales team, and the designer Lakmini Nuwarapaksha. Deva was always the one-stop-shop for anything Hafele, and was a great person without whom my project could not have been possible. At first I didn&#39;t tell him I was going to do the construction myself, but afterwards, he showed me how things were done, and I could go to the showroom in Moratuwa, study the existing units, and take photographs for reference later, all because of him :)&lt;br /&gt;
&lt;br /&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;
Actual Construction&lt;/h3&gt;
The construction was awesome! 90% of the parts sold by Hafele in Sri Lanka were from Blum - the global leader in the space. They have a great planning software called &lt;a href=&quot;https://www.blum.com/aa/en/services/planning-construction-product-selection/dynaplan/&quot;&gt;Dynalog &lt;/a&gt;which would show you the detailed cutting and assembly instructions once you enter the dimensions of the design.&lt;br /&gt;
&lt;br /&gt;
In addition, for all the technical components such Blum &lt;a href=&quot;https://www.blum.com/us/en/products/liftsystems/aventos-hf/programme/&quot;&gt;Aventos HF&lt;/a&gt;, HK, &lt;a href=&quot;https://www.blum.com/us/en/products/boxsystems/tandembox/overview/&quot;&gt;TandemBox&lt;/a&gt;, Bluemotion and all of the lift, hinge and drawer systems, Blum had very detailed instructions, documentation and videos on YouTube, so it was really a great experience. The best thing is that if you followed the instructions to the point, the result would always be perfect!&lt;br /&gt;
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&amp;nbsp;This is a must-have tool, the &lt;a href=&quot;https://www.kregtool.com/store/c60/hardware-jigs/p408/concealed-hinge-jig/&quot;&gt;Kreg concealed hinge jig&lt;/a&gt; - I got it from Amazon sometime back&lt;br /&gt;
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One of these days during the construction, Minindi was asked by her school teacher to visit a වඩු මඩුව (a carpentry workshop), and I took her to mine. She ended up writing &quot;මගේ තාත්තා වඩුවෙකි&quot; (&quot;my father is a carpenter&quot;) or something very similar which was nice :)&lt;br /&gt;
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So the spray painting, plumbing of the sink and the installation of the Oven, Microwave and glass shelves were all done by me with advice and support from my wife Shyaminie, who wanted the design, the color white and decided almost everything else except the construction :)&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/1507741232002515743/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/1507741232002515743' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/1507741232002515743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/1507741232002515743'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2020/03/a-project-for-christmas-2019.html' title='A Project for Christmas 2019'/><author><name>Asankha Perera</name><uri>http://www.blogger.com/profile/17313699161300739449</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqi0bxJ1AmdToXYDjNRQM_td32HGy5WVD0t06u065JZkQpZBHyP2zeFK-U_MhSsIOCWTtTdahjF8iExo-GYdk28LNoNg7GQhot0-_epwv-J7k1b0sw49QxJBT0OFVmo98/s113/team-asankha-perera.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP74r6J23uFyTDllFYYYjaGsrjZQ5pq4dO0fgm2JxFGv8IFmlOiQgi1Hy87TpLmBo9MasDjexBx7JCoDg7xwSsLnTpxLKPtbKy5kathYndsQa24JgNLdWyKrtKncZ6uKVXq3rhmQ/s72-c/20191224_230217.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-7971994461279110768</id><published>2015-01-19T07:23:00.009+05:30</published><updated>2023-01-05T18:03:27.075+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="adroitlogic"/><category scheme="http://www.blogger.com/atom/ns#" term="entrepreneurship"/><category scheme="http://www.blogger.com/atom/ns#" term="family"/><category scheme="http://www.blogger.com/atom/ns#" term="ultraesb"/><title type='text'>How the UltraESB and AdroitLogic was born..</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
It was the 19th of January 2010 when I first &lt;a href=&quot;http://www.prweb.com/releases/2010/01/prweb3462154.htm&quot;&gt;announced&lt;/a&gt; the UltraESB publicly! AdroitLogic itself was incorporated 5 days earlier in Singapore, and I was preparing the source code for submission to obtain copyright registration in the US. It was the first time that I had submitted a press release myself, paying a hundred and fifty dollars. It was also the first time that I wrote an EULA myself, with suggestions from Mr. Jayantha Fernando who was a board member of the &lt;a href=&quot;http://icta.lk/&quot;&gt;ICTA&lt;/a&gt; Sri Lanka, and Lawrence Rosen who first pointed me to the AGPL license, which I would later use to license the source code. At this time, everything was done just by myself, with assistance from my wife - an attorney, and my brother who resided in Singapore; as I did not have money to spend lavishly on anything, including hiring any employees or office space. AdroitLogic was bootstrapped with all of my life savings, with a mortgage to pay for 16 years more, and two kids aged 8 and 6 at the time, who were schooling. The previous Christmas I made a &lt;a href=&quot;http://asankha.blogspot.com/2009/01/project-for-christmas-2008.html&quot;&gt;couch&lt;/a&gt;, which I still use in my living room to date. But the UltraESB was not just a Christmas project. It was the work over about 5 months of intense work just to start it - a period in my life that I will always cherish.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhe5YQiGiNPW7p_-mM5kzRO5iFh0xIL4ZPox1UdiFLRwuRVc8UAQaZcsu4uosxo7cGXaL1AJ7cmsavZTiueJExhucedXtUkoi9Hh5NZXNBxNZo7xmIwxUCo3lOH7FqMSfzO_JwGw/s1600/Selection_001.png&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhe5YQiGiNPW7p_-mM5kzRO5iFh0xIL4ZPox1UdiFLRwuRVc8UAQaZcsu4uosxo7cGXaL1AJ7cmsavZTiueJExhucedXtUkoi9Hh5NZXNBxNZo7xmIwxUCo3lOH7FqMSfzO_JwGw/s1600/Selection_001.png&quot; width=&quot;121&quot; /&gt;&lt;/a&gt;The first backup of the source code I still have with me does not start any working ESB implementation, and was named &#39;LightBus&#39;. This was written in August 2009. Writing an ESB was not the original intention I had when I decided that I should start my own company. I was inspired by a line of text from an &lt;a href=&quot;https://drive.google.com/file/d/0B22jWVMBEyqRNmE2cWRQbkVYMWs/view?usp=share_link&amp;amp;resourcekey=0-fspVAMXrPnJTTfmd2uIFOg&quot;&gt;article&lt;/a&gt; about my grandfathers life story, where he introduced me to the classic &#39;Think and Grow Rich&#39; by Napolean Hill. As I was never a reader of books, I got the audiobook version instead, and just as a reference bought a copy of the low priced Indian edition as well.&lt;br /&gt;
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&lt;h4 style=&quot;text-align: left;&quot;&gt;
Where I came from..&lt;/h4&gt;
My grandfather started his life with difficulty, and as I&#39;ve heard - he once didn&#39;t have money to travel to Colombo by train from his hometown Negombo, but nevertheless he got onto a train and promised to pay later. At the peak of his career as a life insurance salesman, he sold &lt;a href=&quot;https://drive.google.com/file/d/0B22jWVMBEyqRRllkTmVOQ0Qya1U/view?usp=share_link&amp;amp;resourcekey=0-tYJfB5kIUZiiKPvBKF-EcA&quot;&gt;life insurance&lt;/a&gt; for over Rs 300,000 a month in 1954, starting with sales of about Rs 30,000 per month in 1942, becoming (as I am aware) the first Sri Lankan to become a member of the &lt;a href=&quot;http://www.mdrt.org/&quot;&gt;Million Dollar Round Table&lt;/a&gt;! I do not know how these numbers compare to the present day, but I guess its worth several hundreds of millions at the least. With the money he earned, he started a company called the Universal Metal Cork Company Ltd (UMC), which produced all of the crown corks (bottle caps) meeting the needs of Sri Lanka for a few decades. My father was employed at this company partly owned by my grandfather, as a daily paid labourer as his first job and earned Rs 3 per day from Oct 1962 till April 1963. My first job too was as an ordinary sales assistant in a store after a month since I ended my schooling, and I earned a gross salary of &lt;a href=&quot;https://drive.google.com/file/d/0B22jWVMBEyqRa0o1Ml9PXzJRaFE/view?usp=share_link&amp;amp;resourcekey=0-VZG4xTo2ynlzTt5p_raYDA&quot;&gt;Rs 2,000&lt;/a&gt; a month - about $15 today.&lt;br /&gt;
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After the UMC was forced into financial difficulty by a large shareholder for a hostile takeover, it had to be wound up in 1983, resulting in my father loosing value of about 1/4 of the stock of the company, his job and the future of 4 children. My mother had to start a job as a teacher to feed and educate us. Being aware only about the manufacture of crown corks, my father had a tough time finding income to support our family, and had given up starting anything of his own, although I was waiting for that day many years of my childhood. Somehow this period of tough times affected me a lot, from when I was 8 years old, till the time I finished schooling. However, with all the hardships, I realized that without getting a proper education I would be nothing. After my schooling, I wanted to join the air force to become a pilot - but the war against separatist guerillas in the north and east of the country prevented my parents from allowing me to pursue it. It was then that I decided that I would follow my brothers footsteps to learn about computers to go abroad and earn enough to obtain a commercial pilots license privately - as my parents did not have that kind of money.&lt;br /&gt;
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Due to these many reasons, I had lived all of my life with an aversion to risk - without being aware of it! It was &lt;a href=&quot;http://wso2.com/about/leadership/sanjiva_weerawarana/&quot;&gt;Sanjiva&lt;/a&gt; at WSO2 who first pointed this to me, and this lead to an &#39;Aha moment&#39; that would allow me to start taking risks in my life, and believing in myself more. I also learn&#39;t so much about technology, product management, pre-sales and running a company from WSO2 and Sanjiva in particular, and I am forever grateful for these lessons in life that finally connected many of the dots till then.&lt;br /&gt;
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&lt;h4 style=&quot;text-align: left;&quot;&gt;
Selecting an idea..&lt;/h4&gt;
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0HNWHcGf/keSMotLS4pfp8rQ0L0EyFgbaGp1q6wQEqccPv/CaM6O3mQymViKxYmykdRBNmDbkV3fuZRYX52Tk86jQhbX6ndZFmgEafVlfx3zjcRYsY4E8j+HHhTVlaZjOBcHE64s1M/fs2v/dV5U4mTlkxeaFPbuOHWEZs3PvgKiZgX/GxSyaKYQBlrGNz0ByZcqZ7TuSi0GTwsxlxIwZtplHwmu/fuFuZcsKnbZ3d9Kqs+CE37iD38r1szsL1C75wl3voqImU/QdEWhrBCTsZ6llFflR85KVNSd6r9y7xoeuhYHeLWiy16afVi7YZ8QaH75hqtdMzX7XtU4Ni4r6dUzCzetX+g4YLJNKa6UJtcqjGlDPffBnzpx5I52L/rdfGMwWnUQEEAFEQE7gjcdZde4jVXKFd6Hrr3NBs7VHrYEIIAKIQH0IvLHNqk+iEOeDDz6ADRAlHkfqo3Oh77FjPfNC0RABRKDtEGgqmwUEwRIhY9R27iRUU0Tg3RBoyHPDd1MylAsigAggAtoEkM3SZoJCEAFEoPkSqJ0bgjp08y0mKhkigAggAgoCaJyFbgREABFoSQSQzWpJrYXKigggAk313PDs2bNcrur7RRhs7PL19UUzUHTPIQKIwNsQaCqbxefztTUsYHO8toYFvAlk+KXFt6keuhYRQARaGYGmslnamN5Gw0I7NRSCCCAC752AtPBc6LLz3hu3fsZqxhoWb4SpPhoWaVHX4FVHjxBwyooORAARaF4EcFHezQO7Dl58VCik2fl8uujrIG/z2kVwornHMH+xE2hYFJ0LWXhtTELUSMsm96HZtOMspGHRvG5AVBpE4A0JyMrTHpZ3nbZ+vguWcmRT3JbDPonzPVQ0LFw/DHaFJEHDQix7w6QbGr2+Ngt8Zi1evFgoBB8wmge8Dh0bGwvCFponMKxhGha4IOv/YjYfvJULshQeUzdtHC86/kP0mUeveDjZJXh79OQOspxriTH7L6eWyejuQRs3TdXpGUy7NCgEEUAE3pAAyWb44hXKa2w/GXT4TgZbiNXaLKzy9sqZh33jYsbB2EuYun3auO0Y1n767tgAB0nmhfjYX26kl5IdB37+zZKxLsYEQUrS6sjLaWy5hgVr8Jie0r+vJmdUkGx8pnwTMqmzXMNCveMHsXSKy9TXZoFJCg4OPnnypJOTk2qtc3NzJ06cqNNgQbQGaVjglX8lHXzWbUVilKdclsKaIn7wX4p01LqkgA5YFcmKLHiW+P2O/3otjl7hZSqoINppOjN9w0ZB0REBRKAeBET5D/7hth8NulV6Dqr7ovgI0DdUaFg8SQhPyhi6audq28yj66Ijf/WOm8oSc9IzyX4/7JlgV3ozLjTx5rCQ9UldiE8PronZfX3olo+ZPI2OryefN9ifBQ/4GAwGuFSuSQo+QwiE60kcwxqiYUEg0YyJvLxstohm6ehso3BATTCytrVuZ2Vrb0ERPj/3O7/v3JnD3e0Y9iwX23o5qNZbQHQCEUAE6iYgK/8raeP/jAIWf+Sgd5ijqmGRfv62oPfMwN4O1u37B05kFd9/XFqtYWFjZcn0GOHf2Yhi6dyeacPq59eLzn5eLNew0O74ukoGBdDpK1VHXNiRAJqGy5YtA5Uw8FYKflbBZoWFhRnYqdAgDQuM7rMwNDA+IXzGSbuhUxfOH6s26cRFZUVCM09rnaNGHaVGQYgAIvB2BPDKR/tDIx92D4kMdK3XEAE6aXElL+X7oLHVGdv34oOf4NpikE3MKBK+WKlhYUaTFctdNmt2fA+6zvV8vUZTZy1hDgjC9zBDdHR0LCoqgs/6ZoXKyxukYQEvFFl4B6zcMa7g3r61mzcd7hrdVaUwBKq5FaUyjyPCWGhSqLORUCAi0JgEpEVXt2z6vf3CrfP6tNM7LQMNC6KKhgXVwtrUYmRo0lJP1ZeYK1X7MaHGHhFqUtXo+Alz3HQNTfQWQl+tlTPE7OzsOmaFiusbpmEhKUl9llcOshSOLnYgSyFQHwjS3Pz6ke/+uP96WiGHnZeeWa4Yc6IDEUAEmoKAIOWXg+ndv5zta25Qw4JuyyTn3Ux+UVT0Mj2PR3Xz8yXcTDx0K72QwynKTqtfL9Xs+HoeRL7ZOAuYKGeIK1asgHmigVmhkl6DNCxk5U9ORW27VQSyFOZuo2bP86BlqLYFgd593rq5u2OTVsyuwMm2w7/btqyPmc4xZFO0IEoTEWhTBCTFT1NKy/M2zrilrDaxR9jh9X10aFh4BQd3X7f361k/GrkERERN7z537ayEHbuXny6HOaGzf1jklxZ1alhodnw9jmZAw+Jy3wFDQMPCyFjvAwHtRgI1VhhnaYfXhBw/fvyNNCyGP8gzkBo6hQggAoiAksAbj7OUlxk2WBAH3oWuv4aFkZ2OvV2ohRABRAAR0CbQQJulnZBGyNixY0vg8Pauj4aFtbV1nQmiCIgAIoAIAIGmslmQNFgiZIzQTYYIIAKNS+CNnxs2bvYoNUQAEUAE3ogAsllvhAtFRgQQgfdMoHZuKBAI3nNZUPaIACKACNRFAI2z6iKEziMCiEBzIoBsVnNqDVQWRAARqItAEz43rCtr7MqVKzweTzUak8ns1asXOOSq81oUARFABNomgfdps6qqqrR1Li5duqStc+Hn51fne0Jts/1QrRGBtkbgfdosbdZI50KbCQpBBFoKAWnRxfBvL3uujQh0bkJJi/dvs+qjc/Ey7ho4d2At3tpSGg+VExFoxQRw/vP/bdxwtdP326Z1VPUWQzTrNNhP4giSFsUXQ5f/8WHsBnBb2ugc3r/NQjoXjd6oKEFEoKkI4IK85GNJ+88/K5W066SZCcG44+igjhAKkhYSPZ5kNK958+/k+noprUfSr169Ah814L9UOy74NY2Ojra3t9c+1TCdC3CvKsi9vj/u0LWMSjLDa8zshZN9wFV8+tHImPOPC0DtghW0eePE9rK8Gwd2Hrr6vEyGUS1dhs4PndPLvPENv3alUAgi0EoJSCvzxZ5zNnx4dd0B7Rpy74bNP9YnOtIf9iMIn++cEwgKgE5TY6LG20uyLifFH7+dUUZ26Be0bIE/CyQtUvev23Y9vUQuaeE8wM9b+u/v9zMrSYyek5YtmdBJt49SeZaNOc4CkwSeS0+fPq3hvBQ0e8BToE6DBSVokM4FhgnSfv4h8anPwsgVrsIHByO3Rrfbsm6MKftJqnTY6p0T2oPahSVZkLZvffxDr/kbl3Y3L726cd29YhGYaGSztO81FIII1I8Agd45YFZnjP/wel3xqa7zt4cPtlBKWqTsjTiQNWj51m+Z2Sc3xWz7zTN6srOkNCObPDJs1zjbstu7w/ffGbw0bKcH4dnh9buSbgyK+IhJ0pNDI+/PGjNmDLwXraFzASEQrqcADdO5wAQvLt4S9JoxdSDLxs7jgy8mO2VfuQteAhVqF0wrC0umnTlF+OLiTX7PmdOHujItGbYMY2Ss9LYBOoEINDYBVUmLjEvJwp7Bn/ayt3Lq++knHdgPnpZVS1owLNvZuA/z62REadfe0Ybh3GdUD5OSF2yx/uI05jhLbjEIhCVLlnz77bc1OhdlZWWrVq0ysFOhQToXuLi8WGTa1VrpEp5It7OhcAsq1b0s4+KyIpFZNyYN2Sr97Y/OIAJNTgB6K5vLS90wY1J1VnY91CUtSMamZEmVXMcCIxqZ0mRsxUc9RyPbLMgF5oCBgYEwQ4QP4M4UPuubFSqL1CCdCwLFgkHl5paIMWcwWzJeQbGY7mpGwmp1zMB+ks3akXmF5WCxkdqFnuZHwYhAUxAASQuCiqQFxdyKbj7sm51fdVV1l8xVyVllUFMraaGnZI08N1Tmopwhvnz5so5ZoSJ2w3QujFz8Bhr9feDwnazigtRL+47mth/dj6lhgI06DvXC7v104s9cDjv7ybMS+dQRHYgAItDkBIgmTBvyqzv3MouLczLyeVTXUX0Id/YfSc4oKi0tfpmeVfE2wjNNYrOUM0QikQjzRAOzQiW5Gp0LGU8o44rkfzz5f6n8T6j4L//DZeqjRWOP4O9mezxPClmwaO1p/rClIX72mmNGgpnP3OUTLP/csWzel2t/flSJU2gkNE9s8vsVZYAIYPRuQZO9Cn9auWDBd/HXCyUmXjNDp3VISVr11dy5C1bHX8kVvgUjwo3rl30VGhawFvUW6ei4FFwrG/ZTeubMmTfSueh/+4WObAwE4ULOq1Lc1NyIwH15IyHqoktY9FSWLsU0A2mgU4gAItCsCGiOTRqxcIYNFmQE70LXX+eCZqtjb1cdpRXnX9qx/vTzSglGNGcNCFg6wRkZrDqQodOIQHMn0ITjrPpUncPhwHCsPjoXVlZW9UkQxUEEEIHWTaAJx1n1AQeWCBmj+oBCcRABREBJoEnW4BFcRAARQASaiACyWU0EFiWLCCACTUKgdm4Iys9NkgNKFBFABBCBxiOAxlmNxxKlhAggAk1PANmspmeMckAEEIHGI/CenxvWWZGzZ89yuaovJmF2dna+vr5oJlsnOhQBEWiVBJq7zeLz+do6F7CBXlvnAlx0ab4nJOMXZBaQ23dkUA1v8ZfyORypOcOMbCCaTFBeJqFbmhqK0yrvEFQpRKB5EWh5c0PQuYA3fsCQqR46d6Xi5cnR3267UyqTFp5b+dmiw1l6fPJU3l03d+2VYs3XNnGJqNYjRmXy2llrLmvFaV6NiUqDCLxbAqo9S62/NGUxmvs4S1n3+uhcpEVdg1cmPULAm6vmQTT3GOYvdrJ+g8pKi86FLLw2JiFqpKWBwZdmRug7ItDKCOCivJsHdh28+KhQSLPz+XTR10He5rUDnZqe9S77yxt04/fYGG+pc0Ewdv0w2PXNyg/ef5rMCf+blQTFRgTeHwFZedrD8q7T1s93wVKObIrbctgncb5HzWu7NT0LRCveWX951zYLfMMvXrxYKNThiwJemY6NjdXwJa9srIbqXFQ3deXtlTMP+8bFTLAnCXOvJ23ffym1FFQtrNxGLFq7oDf8bIheHl0+eW+liMrsOXFpyBQvM/mVwtTt08Ztx7D203fH+mGYJP/sui8O5JbKLDw+nL189jB7UuFvS7+6MT5RPhaTyj/fCtizeQgt+/9iNh+8lSvA6B5TN20MQo4k3l+HQzm/NQGSzfDFK5Sp2H4y6PCdDLYQq7VZWHXPGgedSLW/BDhIMi/Ex/5yI72U7Djw82+WjHUB0YqUpNWRl9PYctEK1uAxPaV/X03OqCDZ+Ez5JmRSZzoBF2TVp++8a5sFJik4OPjkyZNOTk6qPHNzcydOnKjTYEG0BupcaDeY4Nn+NbF/d18UHdLTgnNp7erkIlC1gL20FMbQJesmuWIvTm2I2Hq0b8LsjnAt1X1RfAQItBHJFDIvCyPQ2n+wbPUAu6q/D0bEbGC4bp+oy0tE5V9JB591W5EY5UkrZ0teO3/WLggKQQRaGAFR/oN/uO1Hs4z1lVulv5D4TxLCkzKGrtq52jbz6LroyF+946ayxJz0TLLfD3sm2JXejAtNvDksZH1SF+LTg2tidl8fuuVjJq9+fec9rMHDAz4Gg6GhcwEhEK6PBiaW4WKJTCCU8atkPK60slxSxpaUFSv+l8AHMadAzM4XFuTrTUFxQvD83B88n7mzRrjbWtnY2ZjULFURTOw62DMY7X3G+DlVPH1RoZgWqjjhl38lWXv382LZ2nfxmxnknH/tziudfk9JNGMiLy+bLaJZOjrbGKHFMMMtgs62DAKy8r+SNv7PKGDxRw56hzmqohXp528Les8M7O1g3b5/4ERW8f3HpdWiFTZWlkyPEf6djSiWzu2ZNqx+fr3o7OfFYoxQz76jtwBNhxJ2JISEhCxbtqxG5wLsV1hYmOZOBZUSNEjnQkcNRKWFQnMvW/2WhGRiaYwJ+TA1N2DMiWZ2DAqviAtuEuV5qPtPpfssDA2MTwifcdJu6NSF88d66Ndp01FAFIQIND8CeOWj/aGRD7uHRAa66u87KuXGRWXFlbyU74PGVgfa91IXrSCbmFEkfLFStMKMJiuWP6KvZ995DzYLqgFzQMm+/bsAACAASURBVFBChBmio6NjUVERfNY3K1TWuUE6FzranmJuSeYVlBlStXhtOcEJP7HWCb96UtKynEKRWWdzCsWEhvNLq+AHRAUj0cI7YOWOcQX39q3dvOlw14Q5brqmkDoKh4IQgeZIQFp0dcum39sv3DqvTzu9v+Tq/YVAtbA2tRgZmrTUU/Ul5kqV6ukUrahf39FbiKamp5whZmdn1zErVJSjYToXGNmIKitNzyqrmcQZuYzogd/Ze+ReTklx5n9P2Tpnd4ociXRbJjnvZvKLoqKX6Xk8+e8BeGouLOGwcx4c3/FznutHA20pZi7drfPPn7qbxS4rLSmX673CSn1J6rO8coGM7uhiRxNzBejho4InOloqAUHKLwfTu38529dcBhLxIrFuFS+N/kJ18/Ml3Ew8dCu9kMMpyk7LLNfc/agLRz37DlljaqMrqSYJU84QV6xYAfNEA7NCZd41OheK2ZhiRqa6UFTtyV5D54JA95ww2jJqe/zQ7cOV6RDM+yxYNWnbzq0L/senM5ki3FKvqgXdKzi4+7q9X8/60cglICJqsqUbS3xuzexTGGZk33v86uX+cskM1oRln2Vs2broAozcaFbuH1iR8fJ/T0VtuwXysARzt1Gz53kgZxlNcvugRN8RAUnx05TS8ryNM24pMyT2CDu8vg9dK3eN/jK9+9y1sxJ27F5+ulwGyvb+YZFfWphoXaQeICt/Uq++Q7hx7bLvQLmGhZGx3gcCdeT1FqdBABHGWQYSOH78+BvpXAx/kGcgNRgrleRzQNXCmMDNur5j4zm39XHTXdDczRAydA4RaF4E3s96Vg0DwwYLosG70PXXuTCyc6iDrjj3/Lawk6kVoGph4TI4KGRSR2Sw6kCGTiMCzYvAex5n1QcGiFzUU+eiTqWf+mSH4iACiEBzJvCex1n1QQOWCBmj+oBCcRCBtkDgvT03bAtwUR0RAUSg0Qkgm9XoSFGCiAAi0IQEaueGAoGgCfNBSSMCiAAi0BgE0DirMSiiNBABROBdEUA2612RRvkgAohAYxBoAc8N66zmlStXeDyeajQmk9mrVy9wyFXntSgCIoAItCwCrcFmVVVVaetcXLp0SVvnws/Pr873hFpW+6HSIgJtjUBrsFnabQY6F3BohJ84cUI7JgpBBBCBBhOQFl0M//ay59qIQGcKaFhISdR3oEvVemxWfXQuXsZdA+cLrMVbG9xI6EJEoE0RwPkvzsTHn7qfXSmj2nj5z14c1KsdqYYA0azTYD+JozVZWnwxdPkfH8ZuAL++Tc2n9dist9S5aGrQKH1EoCUSINBsugyb4f25g2lV+pktW3481T92Rq1XAYJxx9FBHaFeoGEheVdul5qjzXr16hX4qAFfPdptTKVSo6Oj7e3ttU81VOcCF+b+sX/XoWvPy2V014C16yazKILc6/vjDl3LqCQzvMbMXjjZx4osSD8aGXP+cQEPJ7OCNm+c2F6adTkp/vjtjDKyQ7+gZQv8WcZN/vuiXWcUggg0NQGSubuPJygyVBVTSCQTpj1dbasB927Y/GN9oiP9IVT4fOecQJDqc5oaEzXeXqLdQQSp+9dtu55eItewcB7g5y399/f7mZUkRs9Jy5ZM6CTXsMg+v2vbL8l5oP/iPjl8bYCzTg8GzdFmgUkCz6WnT5/WcF4Kmj3gKVCnwYKGa6DOhSDt8IaEJz2+3LikG11QSbSlYIK0n39IfOqzMHKFq/DBwcit0e22rBtjyn6SKh22eueE9lgVyZLMT9kXcSBr0PKt3zKzT26K2fabZ/RkZ0pT3z4ofUTgfRAQ5xz7+uvjBRil8+cRw5h6TQbVdf728MEWcs0XEj9lr3YHkZRmZJNHhu0aZ1t2e3f4/juDl4bt9CA8O7x+V9KNQREf2fD/OfBLWpfFOzZ0k+u/WOnrT810f9aYMWPgvWgNnQsIgXC9jdYgnQvBi4s3qnxmfj7E1dbazpnFNCJAyC1BrxlTB7Js7Dw++GKyU/aVu+DCD7wMGlkzrSwsmXbmFGHGpWRhz+BPe9lbOfX99JMO7AdPy+rjiFFv2dEJRKD5EqC0D9z+U2LUspHcIxv3P4VRku5DVcNCXwchUC0Zlu1s3If5dTKitGvvaMNw7jOqh0nJC7Zcw4JqROTn55SIqO0cOjD0ep7XazR1F+tdhcKOhCVLlnz77bc1OhdlZWWrVq0ysFOhQToXuLi8WGTaVcWkvw55LfJFpNvZULgFleoGCeKwubzUDTMmVfOw6wEu+rHatcl3xQnlgwi8EwIko3asAVNmJN+MuZY1vVvXOrzv6ukgKk5FScamZEmVwk8z0ciUJmPLP5r0nB/yaeLeiHmnbQcFzpvt714rjKVayWZqs6CIMAcMDAyEGSJ8AHem8FnfrFBZnwbpXBAoZpYUbn6pCKue2REoFgwqN7dErAiR8QqKxXRXMxJWqkKNQDG3opsP+2bnV3U13ju5n1AmiMA7IkDQ54odNCwItZovejoIV7UPVTtEl2vyVYcTzT3HL9/iX/jXoY1btxzrorrar3JpM50bKkuonCG+fPmyjlmhInbDdC5orqP6kP7c9/ON9KLSkvyMrAqpkYvfQKO/Dxy+k1VckHpp39Hc9qP7ac7h5VcR7uw/kpxRVFpa/DIdLntHNw3KBhF4pwSkpY9v3E3JLWYXpN8++tOfBK8BHXS9XUI0YdqQX925l1lcnJORz6M2qINIOM/T8itA/8WeZWtA/6X5jrOgZZQzxNDQUJgnGpgVKtuwgToXJl5frJm5Z9f+776qxMnMISs2L/TxCP5u9t6dSSEL4Lmhp//SED+Qq1D9iYCCmXjNDJ22d3fSqrMg32rcwW/l+tld63LR/05vNZQZItAoBKSVGbd/PhlXwMeI5qwBn4fO6WWq8wE5vVvQZK9NP61csM+INT58w9QGdBBZRcqZ7TuSi0H/xcxlxIwv3PXMQGt9K4OFaJRKNnoi4FjZsJ/SM2fOvJHORf/bLxq9kChBRAAReDcEmvU4S4nAsMGCOPAudP11Lmi2OvZ2vRvWKBdEABF4ewItwGbVWckPPviAw+GUeByRSPSLrILWM5kM5s/KyqrOBFEERAARaLYEWoPNArhgiZAxarY3GSoYItCIBOC5ob4tYo2YC0oKEUAEEIHGIdCs9zo0ThVRKogAItCKCNTODUGxuRXVC1UFEUAEWicBNM5qne2KaoUItFYCyGa11pZF9UIEWieBVvLcsM7GOXv2LJertpndzs7O19cXzYjrRIciIALNikBbsVl8Pl9b5wI20GvrXICLrjrfE2pWTYgKgwi0KQJtxWZpNyrSudBmgkIQgbchIC08F7rsvPfGrZ+xmlDSom3ZrProXKRFXYNXLz1CwEksOhABREAHAZyXejz8+0udN+z6wlXV/THR3GOYv9gJJC2KzoUsvDYmIWqkZeO/xdy2bBbSudBxA6IgRKD+BHBB7q3D8UlnnnIklp01LyMYu34Y7AqhIGkhbjJJi5Zqs8A3/OLFi4VCoSY2xSvTsbGxGr7kldEaqHMhSElaHXk5jS33vc8aPKan9O+ryRkVJBufKd+ETOpMh18SXJB5IT72lxvppWTHgZ9/s2SsizEmyPq/mM0Hb+WCQ36PqZs2jscuqn4NNLsTsTzmbokEo7OGz1q5cLQjFdQ0ridt338ptVSGUa3cRixau6C3BaadcuP/cmlDRCGIgG4C0oo8kfeCqDEXV+/RjlB5e+XMw75xMePkkhap26eN245h7afvjg1wkGh1EELd3Uo7A3lIS7VZYJKCg4NPnjzp5OSkWrPc3NyJEyfqNFgQrYE6F2JOeibZ74c9E+xKb8aFJt4cFrI+qQvx6cE1MbuvD93ysS2R/2RPeFLG0FU7V9tmHl0XHfmrd9xnVn8lHXzWbUVilKfcIb911V8/qH6lEMk9gsMTFlqRCq5Er/4xaUC/sB65+9fE/t19UXRITwvOpbWrk4tEOM5/qpXyVJY+5/66mxiFIgKNR4BA7xo0vyvG//tyXWlS3RfFR4DcoULS4kmCZgeZyqqrW+lzVd6C92fBAz4Gg6GhcwEhEK4XZ4N0LuSpge99GytLpscI/85GFEvn9kwbVj+/XnT282Ix/KKkn78t6D0zsLeDdfv+gRNZxfcfl8pINGMiLy+bLaJZOjrbGJHVvxIwcjtnZ6aFmbXHqLHuWMHLcu7zc3/wfObOGuFua2VjZ6N0ha0rZeQSVW/zohPNiICqpIWODqK4jQ12K311aanjLHl9CYSQkJBly5bV6FyA/QoLCzOwU6FBOhdq6MgmZhQJX6z0vW9GkxWD731cXFZcyUv5PmhsdVT7XnwZ3WdhaGB8QviMk3ZDpy6cP1b968fO7Eu7Y4/cfl4iIFExiY03Li4tFJp72aqpjeAiXSkjsQx9dzMKb5YE9NzGKpIWurqV3qq0YJsFdYI5ICghwgzR0dGxqKgIPuubFSoBNEjnQp2dikWs9r1PoFpYm1qMDE1a6qn2yqaFd8DKHeMK7u1bu3nT4a4Jc1S+HrINSE985LZyV0RvhjA5bNZBDKOYW5J5BWUwbKud+ulLWW9zohOIQHMgAJIWRBVJC90dpFKlpDq6ld56tOC5obJOyhlidnZ2HbNCReyG6VzohVd9gubm50u4mXjoVnohh1OUnZZZDgNfSUnqs7xycMjv6GIHDvm5xWpfBVKZDJfJJEKhGPwUylfVaS4jeuB39h65l1NSnPnfU7bCfaHOlOssD4qACLxfAkS6LZOcdzP5RVHRy/Q8HlVXB2lwCVv2OAuqrZwhrlixAuaJBmaFSkAN07moEy6B3n3u2lkJO3YvP10OkhbO/mGRX5pVPTkVte0WqLkSzN1GzZ5j9+JQaO3Xef37lhc93Bo19zN48Ek0ZvYZQiOZ91mwatK2nVsX/I9PZzJFuCWNRNCVsgUSy6izRVCE90yA7hUc3H3d3q9n/WjkEhARNV27gzT8NgYNi0u+A4fKpFIjY5X55Xuu8RtnDwKIMM4ycNnx48ffSOdi+IM8A6k1ySlcWJLPwU3NjQncrOs7Np5zWx833UV1x16T5IoSRQRaGIEWP85S8jZssCAOvAtdf50LIzuH99CM4tzz28JOplZIMKKFy+CgkEkdkcF6D82AsmzuBFrJOKs+mEFzDI766FzUqfRTn+xQHEQAEWgKAq1knFUfNGCJkDGqDygUBxFozgRa/HPD5gwXlQ0RQAQanQCyWY2OFCWICCACTUiAXKMUJhAImjAflDQigAggAo1BAI2zGoMiSgMRQATeFYE2tAZfH6QFBQUikYhCUfOcQCQSYbdqeXk5+JAwbsm72OpDAMVBBJo5AWSz1BoIdkLAG4sa++lxHC8rK4dnjpmZmUwms869YM28yVHxEIEWTQDNDdWaD8wTqFqA5ao5pFIpeBbk8bgw+LK1tYWBWGFhYYtuclR4ROB9EpDxc589KxDULKS/cVmQzdJhs8BsqR4QQywWg2fUiooKKpUKG1NhnvjGpN/TBdKii2EzVxzLBn8R6EAEmgEB/qMff/jxz7KGu4FDc0O1VlSOs1SDIIREIpmZmYHB4vH48JVONykrK7OwsFBv/6pH0XM3lkyJWe9vWw1VUnA2dOlx+9W7NZzUvMsbh2jWabCfxNEaNfS7pN7K88JF+XcOJx6+8rhISLPtOW7+ogBPs9rRj+Dxtrnhd6pqGTh+FhM9wUH/HShITQpZe7FA4cnE2Maj39gZ0z90k7ss133oT0h3/FYeqmGzYIYIS/LgYB7cCsJKvEQqJZPIZmamMObSBAF+zTgCafqJE8+GLvBU8Aa/yMdPZEj5xjxFY7yng2DccXRQx/eUOcq2dRKQVaT/V975szWzWFjqiS27Y4/13DHLvebtWKMuC+IPzMXkkz/Ry/+ti3g0xIdh0M7gAk6FyZBVkTPdZJzsB7/u3LNhj+OORd76rJbBtFoncEO1ApulPHJycmAwBW9WwyALRljgNwJWtYYPH25qSocIOpzeSLnsKqpNF6M/j9/ldB1pTcSk7FvHHtC7MET8kiopZkoCnYusy0nxx29nlJEd+gUtW+DPAp2L7PO7tv2SnAc6F+6Tw9d+jF1R/fqp2b3oVbv+5IDOhfOQaV/PG+EAOhd5Nw7sPHT1eRnoXFi6DJ0fOqeXOchlaKZc+yPFvRs2/1if6MixzIqbaqn1ydm8YI99WNxsdxqGl99eu/CYV0TUiMztGjkawoXOtU0CJMaQ+UuUVWd+PODYvcwSEVZrszASjW5Cg9NS9t2jlyUffO/fQefb/sKsU+Frr7p8HTEFXEoRaaampuY0U69RQR9fvnc1o1zqTddjnNB6ltpdpxxncTgc+PAq59lf136+fz7+afKvvNJcIxoNdKdh2AUHnNW8WWVVZQKTLmOCuuaevvRSJP+FuXDmlfeUMR4mVaU8mLvj/JSDEQeyPL/cmrDtK8/MQ9t+eynGuf8c+CWty+Id+w8kbpw/zFag/pVCNPcOCo3dsy9h40T6/X0H/uXigrSf18c/dJy6ceePu36YQM99XizXudBOWbN08u+aqeGu/Rx5Tx6D8g+GVWXfy6F378GkauWoKyUUhgi8JiB69c+/PMfeHdQc9Fafy7l4Kss1wJ8lt1+ah6TsfuLm30ymrJrubapihKSVL27dKjDt5N5Oj8GCdJDNUoMJS+/woBBW3KUSMZ3At6BJrMyNzSgirKqIU8oBUZ+DBw/CgAuiabaBlM8RUCyYvT4dLLl25hmP++TUH9iwCd0ZFhQBhw+xhRmXkoU9gz/tZW/l1PfTTzqwHzwtk5GoRkR+fk6JiNrOoQPDiKz+FXQuLDp0sDE3tXIf7u+KFeaU815cvMnvOXP6UFemJcOWYawYTelKWecCp0ZqlaZeg+yL7/5XKsUEOXeekbv3c6Jq5agzIc26o+9tk4Cs4u8D0Weo4xeMtte2MPBTeuqaoO/EvlbaNgbOHd2wK6P/iq8/cFBuhZSUXQ6dHhQ4KeiL1UdzO40f42bAmZ92Xm0T/+taK8dZsIAFK1b9/aaCbaqs5MKRlZWdlpYGe0phtgiBusZZAq6E6kI1Yn3ob7nq18tOskeMjzZ1MBKZUsSvBDJQKStnc3mpG2ZMquZr14MvM+k5P+TTxL0R807bDgqcN9tf/etH7dlX98SfuPuCo9C5YHiCWEaRyKwbk6a6PImLdaWsrXOBC15eUU+NzPAZYnv0xqOyIR1u/4t1X+RipB2nTd8NqPIGCODcx4fCtz/yWvLDpx3VhFeU1+BVzy4/JPVZ5arL+EhKHt7DjPsHMKnVdzLJbFDID8EuFBG3MPX6wcSwGOuYkH4Wupfhkc1SaxYwRjDOgs3usIZVWlpGJpNhJlhVVSUUCiorK2BDadeuXWExS9tmyQQVVTKqMZVAZgwe735022HMZ/kKJolQaAIyPXwJTqCaW9HNh32z86uuasNoiuf45Vv8C/86tHHrlmNdYmeofD3CHP9i/2PXr7eF97IW3f9hwWFQtzBrR+YVlqvrXFB0p6xxu8lK7yRopIaRmb4j7E9evfuw419Yn6UuRrLSa1pxDNy16FTbJSAt/j12y03HeZu+8LHQHkcBF2FWcgqx6zKdk0aM0j7g2/Ev43Zu+IXxQ7AHHaITSMbtrK0ZNIxhYxcw/uqlff8VifpZ6JpUormhxl2nHGdBoJub28OH//J4PHh1nMvlFRUVS6Uyd3d3GGrpHGfJRDwRRjahEDGCRc8A/569Pp7Yw5yAEalGZFxYIZRhNNdRfQh39h9JzigqLS1+mZ5VIde54DxPy68AnQt7lq1c54Kt9lX4WudCVKNzQe041Au799OJP3M57OwnzxRLUXpSLr6xe9PuP8AdffUh3y0rV82oTQ3GYjb9/Npn/5zwO2nAaBbYUl1xNAihr4gAhglSjx9+4TVnRm8zmXx9VwyKeZhE9ZaTsFPSBA49nXStc8kBUmwGLAgNoFzYcuBhpXxtGJcJuRUV5SUF2f9dOXQ0jdSxq43OdXuIKkDjLLVbUGmzwCrB3lEYZF25chW2v8MDRAjv16+fcmKo02bhQrBZVGOKfDRr3GnKd6uUyRKodComqKySYQQTr5mh0/buTlp1tgJ0Ljr4rVw/u7Mg5cz2HcnFoHNh5jJixgzbzCPhtV+/6Nu7ovi/uJhFMxU6FzY+A2kkM5+5yyfs+HHHsjN8uo2NCG8n17nQkXJXMi8n9UkKnSvDjaQyjEjESFb9Zwb+qZYalJVo1Wes177o4lEjYS0Lw3TGUQOEviACYJ7Yz1LLKvKj5iUraRC9V+5d41V9y2FM2ITNflFm7GSnXHHVjYzqPG5p0P2QXT8N2jTC0px7KWLBDYhIMrX36DNt9ef92+meGGIyEeGPa5f6KTQsQMFGd9ptKTQlJUWp8KqsNCy3w2IW7MyCFS6YMCq3OMDvCoy/unTp8h7A4ELOq1LQuTAicF/eSIi66BIWPZWl7wcJxGJ5lYUPflyTJPkqfmVv+RAcHYhAiyeAxllqTahcz6p5LAiDLEtLS2UMOKVcxoIFL+WH99D44vxLO9affl4JOhfmrAEBSyc46zVY8u0x19Z/lZRt03faSi9ksN5Da6Esm4QAGmepYX327Bm8Ag37SA3ABpsFL0t37tzZQBx0ChFABJqIABpnqYEFS4SMURPdaihZRKBRCOh8TtkoKaNEEAFEABFofALIZjU+U5QiIoAINB2B2rkhPMhvumxQyogAIoAINAoBNM5qFIwoEUQAEXhHBJDNekegUTaIACLQKATaynPDs2fPwu5QVWR2dna+vr5oRtwotxFKBBF4ZwTICneCrf/g8/mTJ09WrSdseQd/WBpeZWC/+yeffKLDpZ8aIfA7w5GaM8zIjfvmAC6q5FTRrCxqXnZv/c2CaogIvDGBtjLO0gYDL99ov39z4sQJ7ZgQgktEUhL1tY2qvLtu7mHfuJgJOrwG6by6foGCx7FfRhuv/vGrzrpfZ69fKigWIvDeCEgLz4UuO++9cetnLIpal2nUErUtm5VxIETh3QDHwGkfOOKTv6oDvq3grXIIkf91k0jToq7Bq5ceITtrOEuLzoUsvDYmIWqkZeMOrBq1JVFiiMC7IoDzUo+Hf3+p84ZdX7iqvjxGNPcY5i92siY3aZdpWzZLJhY7DB5R27KvTZCmJco6ckqt9XGJWMsv6bu6PVA+iEBzIoALcm8djk8685QjsdR6e41g7PphsCsUV8pvwi7TUm0W+BFdvHgx+F3Qbk9Yk4qNjQU5aO1TuESGi8Siwv/AyZj8rKbNgqEWvP8skVRoyRcKU7dPG7cdw9pP3x3rJ/f2fnT55L2VIiqz58SlIVO8zAjgqf2H6DOPXvFwskvw9ujJHaSZF+Jjf7mRXkp2HPj5N0vGuhgTZCW/RyyPuQtur+is4bNWLhztSMW5z07FxRy+kyswYjpSKvCBMPgTZP1fzOaDt3JB2MJj6qaNQfodN2jXEIUgAk1LQFqRJ/JeEDXm4uo92hlV3l45U75sMg72I6h2mQAHiXZ3EKQkrY68nMbm45gxa/CYntK/ryZnVJBsfKZ8EzKpsz7VHQxrqTYLTFJwcPDJkyfBCZ8qOnDZPnHiRJ0GC6LBTBCGWtIqUbW1ArNFkNspmYQgk4DHO+VncZmWzaK6L4qPGNaOQCRTyLwsjMIYumTdJFfsxakNEVuP9k2Y7SYu/i9FOmpdUkAHrIpkReY/+TE8KWPoqp2rbTOProuO/NU7biqLYtEjODxhoRWp4Er06h+TBvQL83yesP6n/BEr4tayRM8vxG75HcpY+VfSwWfdViRGedLK2RJrpb9s7dsDhSAC74EAgd41aH5XjP/35boyV+kyJP6TBO3uIOakZ5L9ftgzwa70Zlxo4s1hIeuTuhCfHlwTs/v60C0f2+pzVNCC92fBAz4Gg1FaWloDDz5DCITrxSmW4WKJTCCU8atkPK60slxSxpaUFSv+l8AHMadAzM4XFuRrpkAgkijgB5BKJioHaCZ2HewZjPY+Y/ycKp6+AC9+cBCMrG2t21nZ2ltQhOnnbwt6zwzs7WDdvn/gRFbx/ccgFYGR2zk7My3MrD1GjXXHCl6Wc19c/lPWb9aUASxbh069+7Dkvy0EEs2YyMvLZotolo7ONjpcbWuWDX1HBJohAZUuo6c7wM1OtbSxsmR6jPDvbESxdG7PtGH18+tFZz8vNqB73lLHWXITQSCEhIQsW7ZM6aUPXPGBzQoLCzOwUwEGWTJBlaSCg0klMLbC4b+ILxMLcKmIAKMtKTgMlW/9EFeq7eQycD+QTCyNMSEflrvUnvWBQGtxJS/l+6Cx1dfa9+LLYCng4u7YI7eflyg0KWy8QX6iRGzq1U59KEX3WRgaGJ8QPuOk3dCpC+eP9dA/SjZQMnQKEWguBHR3B0xF3YJsYga6CWJ55yMamdFkxXJnzfqOFmyzoEowB5wyZQrMEB0dHYuKiuCzvlmhsv7iUhhPcUS5mbhYiEuEYLbg0WGtg9bqtXhY9lLlRSCQibAMLwWMmqv1CsupzZZAtbA2tRgZmqQqei8rubwj8ZHbyl0RvRnC5LBZB8ErtiWTVpFdLMRZCqfMrw+ihXfAyh3jCu7tW7t50+GuCXPcDDj2084chSAC75uAepfR2R0wrFKllCrdiFDX3K+u8++78nXmr5whZmdn1zErVCTEe5EqZheKXuWL2RxJOU9aKZRyRVKuUCb/E9X84SI1m0Wk2zLJeTeTXxQVvUzP4xn4BagpLc3Nz5dwM/HQrfRCDqcoOy2zXC7L+lpFQlijSWHsNmaIyZ/xP15KecXhFBdzFYoTkpLUZ3nlIGzh6GIHwhYgNIYORKBlEdDoMlRd3aHBNWrZ4yyotnKGuGLFCpgn6hzzqKLBYT1LIAHbpBgwKVemVM5XD5nk27VUD7pXcHD3dXu/nvWjkUtARNSnddMm0LvPXTsrYcfu5afLQbHC2T8s8ktP64FzPru7NWruZwpNCmaf4dHsRQAAIABJREFUITSCsdPMdYulsQdXzd0BDvnp9n18zLDyJ6eitt0CxRyCuduo2fM8kLuNunmjGM2MgEaXma7dHSxMGlpkwh9XL/UbJNewMDLWpZ7Y0HTf8XVsNhvGWQYyPX78+KRJk26Pc3ceOrr85qlqe0VQeYD4+mqcQCjKxIc/yDOQGjqFCCAC74tAix9nKcEZNlgQB96FPnniBAOjpl84j8mosOkBh/UphRiFfCs8fK4eW4EZM7LTsbfrfbUQyhcRQARUCbQSm1Vno44dO7YEDm9viaRWplT7KtA0tFYc2qdQCCKACDQHAm3FZgFrZIyaww2HyoAIvCWBFv/c8C3rjy5HBBCBlkUA2ayW1V6otIhAWydQOzcUCARtHQaqPyKACDR7Amic1eybCBUQEUAEVAi0oTX4+rR7QUEBvLdIoai9AUgkEmG3anl5OfiQMG7Ju9jqQwDFQQSaOQFks9QaCHZCwBuLGvvpYRNXWVk5PHbMzMxkMpl17gVr5k2OiocItGgCaG6o1nxgnkDVAixXzSGVSsGzII/HhcGXra0tDMQKCwubqsll/NxnzwoE9XmjsfGKIOMXZmaViN5tpo1XfJRSCyPw1jc5slk6bBaYLdUDYojFYvCMWlFRAS60YGsqzBOb5EbhP/rxhx//LIP3qd/dgVfcj1mz425Z7avY0qKLYTNXHMs24MLo3RUP5dTaCLz1TQ5zQ/QDW3tXKMdZqncJhJBIJDMzMzBYPB4fvtLpJmVlZRYWFirRBM92LVhXNCfh+/5mWq5p+P9Ezo+lfRu/pFsTve0seLpr8ffXFa4PCSY27j4fBE0b69VOn5fHursA0azTYD+JozVaN6ibVduMgfNfnImPP3U/u1JGtfHyn704qJfK/SZ4vG1u+J2qWjSOn8VET3DQfzsJUpNC1l4sULygYmzj0W/sjOkfuun3Gqc/oTbZGho2C2aIsCQPDubBrSCsxEukUjKJbGZmCmMudTw0pgcTf5RWLO5vBr6ueI/ivo7hf7HtG19zAibhZOZJmB/bNZ0PLFzMFZoOXBk9253IY6dd27tj42bqtvX+dg1tW4Jxx9FBHdtk+6NK14sAgWbTZdgM788dTKvSz2zZ8uOp/rEzXGpucKMuC+IPzFWMhUQv/7cu4tEQH4bBexEXcCpMhqyKnOkm42Q/+HXnng17HHcs8tZntQymVa/yt6pIYLOUR05ODgym4M1qGGTBCAv8RsCq1vDhw01N6RBBy+kNgd7BzbT8eW4V7kIlVGX+8YBTIb6eyuvbx5QgKkzlmLqxTIngpvT6/rhD1zIqyQyvMbMXTvaxIgvSj0bGnH9cAMoXrKDNG0EdQ3kIs06Fr73q8nXELC9y9uWk+OO3M8rIDv2Cli3wZxkTNK7yh2uIVDrd1NzI1Nx3fOCNc5sf5os+aleglR3oY2iVQcd4jHs3bP6xPtGRY5kVN6NX7fqTA6IbzkOmfT2vT87mBXvsw+Jmu9MwvPz22oXHvCKiRmRuV40zwqHprHOrutdacmVI5u4+nuBdoKqYQiKZMO3pamtMJBrdRO63V8q+e/Sy5IPv/TvovCVqbvIpMEEg0kxNTc1ppl6jgj6+fO9qRrnUm67HOKH1LLVbRznO4nA48OFVzrO/rv18/3z80+RfeaW5RjQa6E7DsAsOOKtxx1HtujkRC1IKRBgmeHn7qUmffpbPf0+D8bG4OC0fc/S0o8qFeRKfus2K3BX3/SdG17ZGywfDEvaTVOmw1TuTfoxZPrpa4lVSdj9x828mU1ZN96ZXpRyMOJDl+eXWhG1feWYe2vbbS1hl0nmVvEC4qPT57xeeCKxdrWW6stNZBgN9h2juHRQau2dfwsaJ9Pv7DvyLu/Zz5D15DMJBGFaVfS+H3r0Hk6oRh6uJxkD66FTLJSDOObY4aNpXGy+YTpg1jKnLvIhyLp7Kcg3wZ+nSGFa5yU1VjJC08sWtWwWmndzb6UpRSQvZLLW7Bpbe4UEhrLhLJWI6gW9Bk1iZG5tRRFhVEaeUA6I+Bw8ehAEXRNO42QjGHbwYvPQX5VJR7u1HpL6fjBtIf/b7cx7Oz0kps/bqYCx8cfGWoNeMqQNZNnYeH3wx2Sn7yl3w6we/MEbWTCsLS6aducK/Ms5PObphV0b/FV9/4EDBhBmXkoU9gz/tZW/l1PfTTzqwHzxVrtBrXCWpuL7m80mTAqfO/e5osc+cr8cxs3Vkx9NXBr09h2zRoYONuamV+3B/V6wwp9LUa5B98d3/QI9DkHPnGbl7PycqphFH7pEVHa2fAKV94PafEqOWjeQe2bj/Keh9aRxwI5+6Jug7sa+Vto1Rv8nlF0rKLodODwqcFPTF6qO5ncaPcTPgzE+/NdMsQ5v4rhxnwQIWrFj195sKtqmykgtHVlZ2Wloa7CmF2SIEao+zMDKjWxf6qUc55W7//EXovaKjM7GvyforaZyP/s037jyVQRJnF4tMu75W/iLS7Wwo3IJKHd1bUvLwHmbcP4BJBQsGIhdsLi91w4xJ1fTtevDB76lWW5DofZes/dzdzMTC0twI7hG88o52dhVVTO1AXWWoTh4XvLyyJ/7E3RcchegGwxMnM3yG2B698ahsSIfb/2LdF7kYacfRKhwKaKUESEbtWAOmzEi+GXMta3q3rmqPmPCqZ5cfkvqsctW+WeXuw1VucgUcktmgkB+CXSgibmHq9YOJYTHWMSH9LLSeZyniatvAVsq3ftUCYwTjLNjsDmtYpaVl8KAQZoJVVVVCoaCyssLExMTT0xMWs3TYLIzq5ONGyEi+feEvku8wJyrVcfAA+uPzN+6mSlg+jlQCxYJB5eaWKPcPyHgFxWK6rZmOtSRK+4A1i7xSdm74JZWHEyjmVnTzYeE/gZtV5RE3xVmX4CGBRGfY2dlaKwwWHDqzMzfSVQb9d4Cs9E7C/seuc7cdOnYscbG34uYjM31H2Odevfvw97+wPqNdjHTFqR9qFKu1ECDo2nogzEpOIXYd0EHns3K1m1x5w5KM21lbM2zsWZ5DA8a7CJ//VwTLLLoP/Xes7vitPFQ5zoJKurm5PXz4L4/Hg1fHuVxeUVGxVCpzd3eHoZbucRZsM3Dr16Hij0N3aIPBZIGmjuOQ4VaPfjlf5NRf/tzWyMVvoNHfBw7fySouSL2072hu+9H9dK4CYBSbAQtCAygXthx4WEl1HdWHcGf/keSMotLS4pfpWRU6hma62kRndqa6ykAhG1FlpRnZ5YLiG7s37f5DMWFVHtWiG6Ia0Q34QbTp59c+++eE30kDRrPghtQVR1eBUFgrIiAtfXzjbkpuMbsg/fbRn/4keA3oQMMkqvePhJ2SJnDo6aTTZAEJ1ZtcPq3EZUJuRUV5SUH2f1cOHU0jdexqo3PdHqIK0NxQ7VZS2iywSnL5VTL5ypWrsP0dHiBCeL9+/ZQTQz02CyQnug1yxp5JRg5SLqaT7QaM7HB4Hz7QE3Y8wMYTj+DvZu/dmRSyAJ4bevovDfGDaHp0FKnO45YG3Q/Z9dOg7V/ODJ22d3fSqrOg+2rcwW/l+tld6+X8X2d2mI4yEGRdx46wjNmZ5BvimPokhc6V4UbgbZpIxEhW/WcG/hkXs2imQnTDxmcgDSpCtOoz1mtfdPGokXLLjOmM04q6J6qKDgLSyozbP5+MK+BjRHPWgM9D5/QyJWAiXo7y/sGY8OiJ/aLM2MnOWPfsTpFk7U2+aYSlOfdSxIIbEEoytffoM2315/3b6blUJgINi4v9Bg2DledamT8dhWwrQSkpKUqFV2WFYbkdFrNgZxascMGEUbnFAWaLMP7q0qVLa4SCi3mVhQ9+XJMk+Sp+ZW96a6wiqlMLJ4DGWWoNqFzPqnksCIMsS0tLZQw4pVzGggUv5YcW3vS6ii9lX1v/VVK2Td9pK72QwdJFCIW9dwLIZqk1AQypXr58CftIDTQM2Cx4WdpAhBZ8imTjt+lYzc7WFlwRVPTWSwDZLLW27aw4Wm9zo5ohAi2eAHpu2OKbEFUAEWhTBJDNalPNjSqLCLR4ArVzQ3iQ3+JrgyqACCACrZ0AGme19hZG9UMEWhcBZLNaV3ui2iACrZ1AW3luePbsWdgdqtqadnZ2vr6+aEbc2u9wVL/WRqCt2Cw+nz958mTV1oMt7+APS8OrDOx3/+STT7Rc+r1Jq8v4BZkF5PYdGXLHDOhABBCBRibQVmyWNjZ4+Ub7/ZsTJ05ox9QXgktEUhKVrDBN0sJzocvOe2/cOsUiOfrbU0N2bh9na2hjqr40UTgi0HIJ1PSCz1gU1d7RuDVqWzYr40AIaIHhMhwDp33gtk/+qo4MPGkoQuR/3STStKhr8OqlR8hOw6ClRedCFl4bkxA10lJutIjmHsP8xU6g+1DrFsFwAugsItBSCeC81OPh31/qvGHXF66q7hdqeoFG72jcerYtmyUTix0Gj6gl+Hr2pjmJyzpyqm7KuESs4qyUYOz6YbArXIUr9G/QgQi0TgKgKHDrcHzSmacciaXWCyM1vUDKV+sdjYuipdos8CO6ePFi8LugjQPWpGJjY0EOWvsULpHhIrGo8D/wiic/q2mzYKgF7z9LJBVq8oXSwt+WfnVjfKJ8SKX4fCtgz+ZBcLkwdfu0cdsxrP303bF+WatnHvaNixmPdrlpc0chrYeAtCJP5L0gaszF1Xu0K1V5e6WiF4yD/QiqvSPAQZJ5IT72lxvppWTHgZ9/s2SsC0ixpCStjrycxga/zMaswWN6Sv++mpxRQbLxmfJNyKTO+lR3wO+kdr4tIgRMUnBw8MmTJ8EJn2qBwWX7xIkTdRosiAYzQRhqSatE1dYKzBZBbqdkEoJMAu7rlJ/FZfWTXKW6L4qPGNaOQCRTyLysFsENFRIReCsCBHrXoPldMf7fl+tKRqV3kPhPEsKTMoau2rnaNvPouujIX73jprLEnPRMst8PeybYld6MC028OSxkfVIX4tODa2J2Xx+65WO968EteH8WPOBjMBilpbWTMfgMIRCuF6dYhoslMoFQxq+S8bjSynJJGVtSVqz4XwIfxJwCMTtfWJCvNwXVEwQiiQLOAalkoubssl6Xo0iIQCsmoNI7hOnnbwt6zwzs7WDdvn/gRFbx/ccggwIHgWppY2XJ9Bjh39mIYuncnmnD6ufXi85+XmxAxLyljrPk9SUQQkJCli1bpvTSB674wGaFhYUZ2KkAgyyZoEpSwcGkEhhb4fBfxJeJBbhURIDRllSCEeSOXsWVGv5DFSZJS1mkFd9vqGqIQOMRwEVlxZW8lO+Dxlanad9LXYqFbGJGkfDF8i5GNDKjyYolBnpbC7ZZUD+YA06ZMgVmiI6OjkVFRfBZ36xQCUtcCuMpjig3ExcLcYkQzBY8Oqx10Fo9WoJlL9UGI1JMaDi/tAp+GWpxEQhkIizDS4EtGmQ13u2NUmoVBNR7B4FqYW1qMTI0aamn6mpvpUpVVQYahLrmfkQD9qxF0FPOELOzs+uYFSoqw3uRKmYXil7li9kcSTlPWimUckVSrlAm/xPV/OEiNZtFMHPpbp1//tTdLHZZaUm5SIGMSLdlkvNuJr8oKnqZnserxaiQhEjPKkN7HlrE/YMK2RQENHoH1c3Pl3Az8dCt9EIOpyg7LfOtRDDrsmlNUaFGTVM5Q6z5bzhtHNazBBK5beJVGyme3FQpLZfiv/xPvl1L9aCwJiz7rMM/WxfN/Hzmt6cFzm5WsJGU7hUc3L1g79ezZi2Pu/KqZvpNoHtOGG15d3v8vzzDZUFnEYHWS0C9d0jo3eeuncV6snv57OnTZ4XEXsjR8by/3jAIv1+92F+hYWFkrEs9sd4Jvd+IbDYbxlkGygDqgJMmTbo9zt156Ojym6eqtzoQVB4gvr4aJxCKMvHhD/IMpIZOIQKIwPsi0LLXs2qoGTZYEA3ehT554gQDo6ZfOI/JqLDpAYelKIUYhXwrPHyuHluBGTOy07G36321EMoXEUAEVAm0EptVZ6OOHTu2BA5vb4nE0EITaBpaK446E0QREAFE4L0QaCs2C+AiY/Re7jCUKSLQuARa/Bp84+JAqSECiEAzJ4BsVjNvIFQ8RAARUCNQOzcUCASIDSKACCACzZwAGmc18wZCxUMEEAE1Am1oDb4+LV9QUADvLVIoFNXIRCIR9qyWl5eDDwnjlryLrT4EUBxEoJkTQDZLrYFgJwS8sajxljVs4iorK4fHjpmZmUwms869YM28yVHxEIEWTQDNDdWaD8wTqFqA5ao5pFIpeBbk8bgw+LK1tYWBWGFhYYtuclR4RKBRCcgEFaU8Q44YGjU3eNW3kdNr4ckpbRaYLdUD6iQWi8EzakVFBXjLgq2pME9s4RWto/ggQNCAm1BadDFs5opj2QZ8H9WRLzrd8ghw729csP4aW+EPy+DRsJtKO0k0N1RjorRZqkEQQiKRzMzMwGDxeHz4SqeblJWVWVhYqF3JvRs292CnjduDWQqn/tLCs98u+31EzKYhL8J1hg/P3zI/1nTVzgWsjF2Lv7+ucFxIMnXo3GfE+Mn+PaxrFtRERX/+78CxSw+yKqSYEcO9f8CiuSPtm7bVpMUXQ5f/8WHsBnDBqn3HGAghmnUa7CdxBCEPdLQAAqL8G/vjDlxJryDbeI+duziwhwVJ8Hjb3PA7VbWFd/wsJnqCg0w75pvWr8E3lXZG6PZSY6Jhs2CGCEvy4GAe3ArCSrxEKiWTyGZmpjDm0kbZwBBczBWYDvgmcpYbVl6Qduf0gY3Ln86LDBnJhKaRltzY/k1caqeAL77/ytlYVPwyNb+dSdMPjcEjvpoznvrWjGDccXRQx/rGRvHeKwFJ3rmtCQ87LY5d0032z4F1MfHO274d0K7LgvgDcxXuLUUv/7cu4tEQHwZZkndKR8w3+zkDl5kNvKm0ISGbpcYEbJbyyMnJgcEUvFkNgywYYYHfCFjVGj58uKkpHSIYcIWqjbjuEAKRZmZmbmlkbmkz2d3VLGzZTwf/9V3uYypIPXbgL6spW1Z82l4xeHNideqpSA0XZF1Oij9+O6OM7NAvaNkCfxYoAqTuX7ftenoJKAJQbbp/8tXSSd1MCbpjph+NjDn/uICHk1lBmzdOML0bvWrXnxwJRnceMu3reSNsIQfh851zAkEuzWlqTNR4e0nu9f1xh65lVJIZXmNmL5zsY0UWqCcysYN8ZAiDzfnH+kRHjmVW3FRLs0/O5gV77MPiZrvTMLz89tqFx7wiokZkblfL10FVdqpuaijG2xDABS//ftVu8KJediYUzHfcyGOhV1N5/X1NaXQTGqQrZd89elnywff+Hag4V3dMFaMleXVh05c/55XJzN1Hz1g8fZDpPxFf7mGsiZvbiYZJC85+G3L7o62LtW4qrXsYE2Sf37Xtl+Q8AUZ3nxy+NsBZ5x2BbJZawyvHWeCjGT68ynlWkvOEIOHJiMZ0houppRPoTgcGBsptBriDaKKDbDvwI7ef9ia/FPq4vbr/kMsaP1izL+P8lIMRB7IGLd/6LTP75KaYbb95Rk92lpRmZJNGrI772F6Y/n9btsWd6B07o6NEZ0z2k1TpsNU7J7THqkiW4MzeOyg0dr4VqfB6zLp9B/r1DXHGMKrr/O3hgy0U8hyCtAM/JD71WRi5wlX44GDk1uh2W9aNMVVPRIMG0Vw9zd5z+jnyzj0ukbg7kKuy7+XQu3/OpJqbqee7sg8YWXS8GwIEKsPZtPTvu8/97TsZ8bgSXFxWxJVipkqDIMq5eCrLNWAxS26/DMZUlJZAcxq58BtfW8HDw9G7oqw7RgwfyOKfeFAg7uRM5mX8VWzj29WC+LfqTUXip+zVvIcDrf458Etal8U7NnSjlbMlVmobjlSoNP1E4900QSPlAkvv8KAQVtylEvH/s3cdcE1dXTyLMJKwAmHKEsTBcOHCvXBrHYCKCuLeVakoVgVFLCIyFGWoaIWq1farbUURtU5wVUVlyUb2Jglk57tJGBkvgAoV8N5ff5Z33x3n/u/Jeefed9/5E9D1aoocTVVlkgIL1VBWVV0FSH0uXLgAHC5QrIM6lG0GraiuocCoqueiuLSKegyJotLER82n5yYmPP3IYGTHJzIHucwfrKdpOGz+XKOKlyk1IkYARU2KFlnbeMj0KfrU1Gwqjym3pBKZoqmmQdFVVUCjcGpGRtqqRE2LCTN6o0oLhDEkxQgIGFm3HjEGuy61N9HWtZy60skwLyGpTBAcAy3eiNRApNqkEq1H65UnvQXMBYyCJ2k42xGGeMR+ZfGAOZ2DAN7caet8zYe+q5YuXrH9+I1iDlZRodEagIfi/+4yhi0YpinMaKVko2hYTSu7AcYUXcvJyxb2Kr7/tIxgM8msJul5KQfFyH9eoDrYlixQYnFWCwTN5GHxSpj6ooJKFl5d30hLSd4DDPpZEhoh8rPABhbYsRrpsBTYJiqVBlJubl5GRgY4UwpWiyATwc8SLBd5IBJXYxIcmQCb6gKiDeR8uYrIZ1ZXs5UElgqjrK7EK6ti8FAEoe5w695cOft4+sC+hAoaPd3XdVFTG7oDJRkBsCrqyih2A5vHrm2jJGgBLBISzpy6mpRVxcDiURwtKykXks+uLWcR+ze+FcAQdLUVaCXU1t8SybaJ0xoyVufyg+SasUaP36BsN5spyZaRCwm80RkIoIn9F+4+sRA0zau8vWd9jL6BSM1Q/Ia026+xdrt7NwUBlVtSRiwMUUdLgV5O56sPcrCMvvSwcLrds3TsgK26eFSdeGGgVAiaqTJoncf8yLN+a//QGe24dtUMCxVEswVtlgTuwBgBPwscdgd7WNXVNSCcFtiDb2hoYDIZVGodOFDav39/YIUQbBZWlaJEyy9l8M3wAqCZpZlVWE0yASMvX2a6GzM4pY/iMvH95xgpovD6gy2VEoBTM2Gmrtg8oXGqmgTV8T+c3NhfnBFAgiqoccNNoe2SvOon4dHvem8/7j2YzHp2aEOsgNAIh26h50ArqGnhaR8r2Shj4Kzz6CXlbEJvEhbVCl82QpsoHGX4RL1rd5Jem75A2W0zU+JV35XuVx4kML9TEeAzsuKuZxEGLzYVLARBYuYmpmL6f28kwy4sU1JGLm5tYRmL1IeERasOnDM4+tSNh7T3XNsNxkooNFVSqRA1E6VgNW/HsRmlLy4eDjx2pV+IqxnShhZcG0rgLvKzQJa5ufnr12/odDr4dJxGo5eVlXO5PAsLC+BqIftZSqaTRxOTI8P+9yIzN/NV3JmIRPSQqX2VUfLyxbvlg1N5gB2jNC/l4eWAfdFFVi7LBoGtHTTB2nmhWf55n9A/X2QVlZUVf6xgCJwgpd6T7dBPoi8lZpdVV5fnZwqOQSAnxXaUFJyiBf9xWEw2WPAJ7C1GhaKNK37yNKe8vCC7iK5o5mCv9O/52Ce55SXp8ecuf+w1ZYTgpWZz4pQ/OH3k9H3helGUZNsEPqf2CIdeeTHh/2BHTTEBPwekMmKNwj87HQE+u76mMOXe+UM+f9SPXOVi1ejVcCpSMxj6gwzFTJacki3zzawCeyeVH1/9Hn65yFSoHmhC3zkT8ffOxDOHTDQDTUkpFR5JMzlVHzKK6hg8gp6JjiJ4nY68AcPAQdo+cd0Q2SxglQRMqzhcQsIdcPwdvEAE+SNGjBAtDJFtFkqpz9IfN3FPxR7bHcvBqJqNXvmj+2DBnrKc/OYzMGi8qhLtztHNicBgEHQth0zfHTBrsLbIJigYzvI6rBwT/Xuw5wUQdQOvqtdnjK4iRsXazWv52dNRu/+u46GUjRw8D67qr4Kk4ui2S2I0R7o5Pg8N3uwGaAUwytpD7BXRhAHOTtZHfvbccE7JZJ6371JLlz2rzp6M8tgA3htazdjm4QAOiIm5dTx6Qfr7VAKNx1cCi2MMBoVFaBM0rmk32/pcQPnkSWAvC4VCLIM0CJjXOQiwsmN2esUz9foNX+ztMbW/WtO2Kbsiq0bZUFe5ZV0mr6RILpy6mRE7/uDGv4Cu6w6e9cMWB9GqAG80ZZbZn79bTRWYLBRKWqlkdbgvI/XPoBOJ5YBllGQ20XWlhYyjJ2iHx0L/k3Br5BgBh0ULzV/nQNQtWk1NTRUxvIqkBdvtYDMLnMwCO1xgwShacYHVIvC/+vXr1y1G9F8JyWfTqaUvI36M4mw85TmU8F91C/vpighwGHQ2tz7td/9TebP8do8jd+xqDu5nScy5aD+r+bUgcLI0NDREJcAt0TYW2PAS/dEVteVrycStuHtwY1Se9rDlntbQYH2tWegi/bLyf/Xcdb1Etc/MDR5jOthggSFCP0tintPS0sAn0OAcaSuzD2wW+Fi6b9++rZSBtyACEIFOQgD6WRLAAksEjVEnqRpsFiLQIQh07EqzQ0SCjUAEIAIQAbkIQJslFxp4AyIAEeiCCLSsDcGL/C4oHxQJIgARgAiIIwD9LKgPEAGIQHdCANqs7jRbUFaIAESgJ7w3/Pvvv8HJT/G51NXVHT58OFztQv2GCPQ8BHqCzaqvr3dychKfG3CcHcS6kooYA86yz507t4PD9fU8jYAjggh0bQR6gs2SRRh8WCP7bc3Vq1dlS4IcEFqfi8XjEMNeIFbozMwuJUxnDhS23QMR4Jbe8Po+zuZw4BIThc7T5J5js7LPewgjFPBRIHIV+CJc8BkOD3wBLswR/DeAw804ehd8VmnpAYIGNyZu2Q2PTXdnhh+dpPH1jVaXEqYH/qTgkDoIAT49/Vfv/fF9fcNW9haPFoNRtRw/g21IxnWqJvccm8Vjs/XHTGyZlEYTJG2Jci/9T2LiQKAo5JAXHTS9n9RMlxLmkySHhb8RBPiMj49iT0X9mVLF0ZD5eg2t3HuaS2+ABLe+E39WXdFmgRihW7ZsATEVZNUA7EmFhIQAqmfZW3wOj89is0rfioJACSNBgdRss4CrBb5t5nDqZKgJmelBy+cEoVC9VpwOmUW/fCjgz+RiwO9g5hIUsIj42G9HcFIl4HcwmeDuuWmKAS81aq//7Yx3wThDAAAgAElEQVQKAVUEZdCCbR6LrUkoRu5fwT9dePQRxN63XHrk8LyGiz/630yvaOCjVAyHzV2zyWmQBhYEBC1IiDgenfABcDPZzl3//VI7Mgi1HiPW3U/jQcA1MWEWGnTF6ZGFHuZ8Qwhw6wpZNhuOzry194zsqKmPPd1ih4cGzwHnESQ0WZ+Tc/NUyC8PMqtxBvbLftg62wywrrT8lJRNxswcxP33TmJ2HVZ7yOIfPBb1JUh7G829dcUfBTBJLi4u165dAwH2xGEB4dgXLFiAaLBAMbASBK4Wt4HVYqaEYY35PA6axwER5kR/s2tkbBbeYvMpP8DlJ+BroD95m8qd7BO10AjwO2gCfoeBLt7hmzSxJQkBeyOiRo3YN6AqMwc71Sdirj4z439+/oGXh4W7U15EXUgbsDPyqJUg9j5Zgf0yIxs71TsclMlOCA846Es6eWS2xofofWHv7b4P8rRgPj/re8RP48SROcRyie4Yb1DiwsjqBMyBCHxdBNCE/s7r+qPq/73dlhximoytfx/uHZU9bvfJvTo5l30C/H+zCV1qwgY/JZzDoTPf6VY/DPWKfDje42BUP0zKhR+DT98bd2yWjrxABV30fBZ4waelpQX4b5qBAX+DHJAvFyo2j8/m8BhMXn0Dj07jUms5NRWcmnLhv5XgD3ZVCbuiiFkiQ00oFlpf0DigZtAhq2vq6KkJ+B3UjY0paiSy5eTZFqiSfBG/g6KmjrYWxWTY7GkGdSlZdXysojKGXphXwVLUMDDWFsbeRyuSdSnaOqbDnbcuNciKe1xK+3DjQYPd6hVjzSh6/aavWWqUc/MxCPEv1R24xGAVQMBBPDCXckcKb0AEuj4C4owVmXGPGUPdHIfqk3uNdFxgUv7sHWAzESg/XkNbU4NiOXFGXyUFDeNeFG2TEQ6DCRUfylvhIu+KfpZgLGi0h4fH999/L4rAB8LsAZu1b9++Vk4qACeLx2jg1FWhuBzgW/HBv6x6HpvB57LQwNviguiHgsDEbKrESa7Wp57PyLt1OuTS4w+VQn4HbRsJfgesioYKilnP5hGGbPJyPBXu7XpNd9zSTetmi69csepGOnhqcW2DThmTZKUl2rHEEPUoeFqx3JjIrUsF70IEuhUCfFZNOZWeut95dpPYeoMlWVdwKiQFTj1b8PPCKJEUeeWcVsj4uqjNArKDNeDixYvBCtHAwKCsrAz8LW9VKAKCXQ38qSrWxxw+m8nnMIHZAq8OW4KvNnktYNtLfL4BXwOmha9BShN4VQ9PRCabe4b5DdViJu5zvyCtKU0mFKNms9DzxJySp+cO/HQktn9A/5aCPFpJBZtgQVJS11akFlSwUCYCJghacRmLYK6KRVW1WxjpvuE1RKDLIiD5s0Lj1chEtUleUdusxL9ppoqJL+aMoNta+4H7rVi0r4yJaIWYl5fXxqpQKCY9K51dUcoqLmJXVHFq6Vwqk0tjcWlMnuA/VvN/fJaEzcIQdCi4woeJWWVl+ZmFdGmerEZ+B2YzvwMiIpzK9LTCWhB738BMVxB7H7TCrUxOeptbWpwef/ZSnt6EUXok8xljlJ9HXXiYU1acGhcZk288zV5H6onRujCIXcNMiEAXREBKk/HmDsPRDyMvPsosraoqy8vIEe6xfG7qun4WGJFohbhz506wTmxlVSgaOx/sZzE4wDYJ9+CFbpX4jhDYjxcmwXEt8USwdnGx9Tm73T1CyWyh39H54vcwZPvVS5ICj65ZIuR3oNiNVUTaZOLVvv/f0eOPAO8MWtV88qq1lorZKD4z/9bxbWeruSTzqZv3fNcL4NzP7cD68KDTW9zBe0ObOT/smamPQ4k/akDPUsKsMEeiSpIQH15ABLoiAtKabLvmgHv4idM7/qgFrCvGM/b5r1dDZF1pz1hAbOWbI8dMABwWSspNFIztqfcflqmoqAB+Visd/vrrr4sWLXo8x8J43JTah/9rsleAbKupUvPCEI0uy+FPeFnYSmsdcKvpje93gJ8GJogARKBDEegGP6rWDRZAA3wLfe3qVS0UPvNmHIqHB4ce+Fw+Skg0ITgKD/5u8q2AGVPSRTjb1aGQwsYgAhCBTkSgG/hZ7Rl9pTBxOC20oLK1AF8hWZhkb8EciABEoLsg0A38rPZACY1Re1CCZSACPQCBtt4r9oAhwiFABCACPQgBaLN60GTCoUAEvgEEWtaGDAbjGxgvHCJEACLQvRGAflb3nj8oPUTgW0MA2qxvbcbheCEC3RuBHvLesM1JSEhIoNPp4sUoFMrgwYNBQK4268ICEAGIQNdB4FuxWQ0NDbI8F/Hx8bI8Fw4ODm1+JyScP259dTWPRCZ2kUjyXUenoCQQgc5E4FuxWbIYfhLPhWx1FO35kc1X7AL8Z+tKYCgVur/zIvkjiASzIAL/LQLcslveu25bHfBzNO5E0gqpMX1bNqs9PBf5oXfBV9QmWwI/Y/a55be8dtyfFuILop6C6lKXn9EgrAIR+I8R4Nd/+P2w750++48vNxV9os8quhsReP5+XoOq5Yx1O5bZgTjhTQlD6jPGgWMASCskNb9TZf62bNZn8ly0fwZAvHnxUDdSl+1vB5aECPz3CPAZhYlXoqLj0qo56n2aumcXXD8alWK58egO7dTzh0NOmAZ7jdNsenWHVjad4mwKigLSCsnAdJ0ofXe1WcXFxSBGDYhfKosNCEwcEBCgp6cne+szeS4Y6dE+x+9lVgp4KwD9xMZtiwYQBX4Uq+Da7hUXaKzmTEGPzA8nVzsCMjLDpcE/jZK4PDqNGnvweMKHSgG3hcHQmW5rF9iqywt6LSs8zIEIdDICXGoR22q177Q7PuebemIXPrhXZua4b5SJBtpgyfQbu2+9qh4zidxktGhJ+9YJdkhmgAwxzT86T4+Tezvq1K+Ps2tw+iOcv98wwwSQVrT8jpSNRznYcN/88yyHitUatOj7rd/1IaBBWOC4sOO/JBYCLhgLJ+8DC40RYzF1V5sFTBKIXPrHH39IBS8FnD0gUiCiwQKz8Jk8F5zq7DzsxL2hs/SYmX8dOx56dWiIqxloToE8esPe78xQ2X8ePSbMNAaZ+N7rgrzHqAkYMdAVr8QvcfX5mbnYiV4hoJ2ce2dDfvInBvrMkNwO62SlhM1DBOQjgCb0XejeF1X/+l5LGVZZZg3B1EDIgqNANtdB3c6sYE8iI71tF9N8bH3qWb/zuaN3BO6i5F07Enz8ulWAk7Hgd4SbtC9sjk7N49Pe0U/GbNt30hKdFnswLOrBaL/p2vWvzv+S0W/LCd8BAi4YTRDQFzF14/NZM2fOBJ9GS/FcgByQjzhUQebn81woalK0yNrGQ6ZP0aemZlOFK0C0ik4vXTLZcNC0yQYtmZIkFNIEGYpkIf+F3cINTvo5t5NAoECYIAJdFgE+u57JV1DBiyLQYfEqChw6S05kY3HSiuz4ROYgl/mD9TQNh82fa1TxMqWmibRCS0Nd22K8Qx8lBfVeBtpaxnaTB6pUZlWwUWgsXglTX1RQycKr6xtpCblgkFJ39bPAWMCJhK1bt+7atauZ56Kmpmb37t2tnFT4cp4LrIq6MordAHhcxZ40IFNJlNn+RwBWzZCCp5ZQwUx24zlAUimY14MQQCuoKKLZ9Y1misuqZ+O0Gw1YK6Pks2sraPR0X9dFTYV0B0qSVmCViThOg5CpAqNEVORVCP5UGbTOY37kWb+1f+iMdly7aoaFCqLZ6t6/F7AGdHR0BCtE8AcIZwr+lrcqFGH3eTwXkpODaBIbM0HofrQYI4bUpUQ7PHop4LboTYD7Wa3oPrz11RFQoJir01MBU4IFHs2uzCxFUUZqISzaJFUdraCqSVAd/8PJjf3FSSvEGa8QSSswqlbzdhybUfri4uHAY1f6gR0YpA2t9jsGXx09ZAFEK8T8/Pw2VoXC2p/Hc4HcMVIuRoWijSt+8jSnvLwgu4iOlrwUPFS4Ve+ev88rK/lw58LVAt2xw+FuFhKOMK/LIIA3GD1OO+vKr0l5JR/uxt6s6TNloAaC0ZDSfHzvyXboJ9GXErPLqqvLwTZuu2jxOFUfMorqABeMnomOgAtGgm2mBZHu7WeBcYhWiF5eXmCdiOgCic/+Z/JctF+BCAOcnayP/Oy54ZySyTxv36WSl4BPls8sSDix60INl2g2ad3O2YbdHv/2YwNLdksEFIzn7nQvPX5q5+YG1T4zt+wY0/zOUGI40ppv7ea1/OzpqN1/1wHSCiMHz4Or+rdFWsGrS/0z6ERiOeCCIZlNdF1pIe6jiXXWElu5hQqwG0ILAiu3HjT5zz///CSei5GPszoehqYXw1JH5zu+I9giRKDnItBDnvOtGywwfeBb6PbzXCjqIJzt6rk6AEcGEehOCPQQP6s9kFdVVbWT50JTU7M9DcIyEAGIwH+PQA/xs9oDHLBE0Bi1ByhYBiLQlRFAeAXQlcWFskEEIALfOALQZn3jCgCHDxHoZgi0rA0BG3M3kx2KCxGACHx7CEA/69ubczhiiEB3RuAb2oNvzzQVFBQAzjQFBYmvEzAYDDitWltba2pqCr5tbE87sAxEACLQSQhAmyUBLIfDAV8sSp2n5/P5NTW14J1jeno6CH2jq6vbSZMBm4UIQATaRAAjJ65EmxV7ZgFgngCrBbBczYnL5TKZTDqdBpwvHR2djx8/FhYWfsLgefUlWdkV8sJ3fEJDHV6Uz6JW1gLBuq6EHT5k2GAXQIBHL0hJKWZ8vuGB+1kSsyiyWcBsiSdQgs1mg2iCdXV1IAhqaWmpeNCu1rWAX5sYsOv4k2oet/SG55LNsbns1stL3QUUGMJ4HZ2QGO9C1m+/mM1qlrD9fXzeWNrfPizZkxGgvz6572RStTCc1mcluDaUgE1ks8SzQA4WiyWRSMBg0en14JJAUAHn6TU0NGQAZ5UmXYmKiXuWW8dDEwwGzVy3faltUyGMquX4GWxD8icAzi274bHp7szwo5M0hHGEGl75uh4j7o/a2hjgo/7fQ66Bqt5RW/r9x298P2MsMljBjO6BAJ9V+PB82IVbyaVMRd0h8zdvd7ZRxQh4LkJCriUCRcdTbOes3+EyVIzYArFKa6NlpJ7asudGsTD8pTKln/13q9xn9hFGL0dMn/ATQqzfwzKlbBZYIYKQ8+BbRbD1DnbiOVwuDosjkYjA1ZIZOLfinv+2wDRL57W+202JrJKMlBp1JQyqvrEgWrn3NJfeMrVazQChuOSE42i1Wqff/JyxdLpQsINOQYBXm/G6tv/yg+vMUKmXjoQeix0Suc4Sr0gZMGn1IDcDYkPG735HTl61D19t3hzqCrlKK9LxGVW1hAn7g1Zb8Kpyn18JOn0g3DBy+0BhPGeEBG2WBCjAZokSeIEIop6CM2vAyQIeFggoCHa1JkyYQCQSQAGEoDcNKRejnpGXnfByNBK+dOxlYin4H7/JZqGojz3dYoeHBn+nh2Xk3DwV8suDzGqcgf2yH7bONgPh/VOj9vrfzqgQ0GRQBi3Y5rHYmiSoz0wPWj4nCDS34nSI/JDRKF7lP347gpMqOSiCyQR3z01TDHgIDaJRfFra/0KDY598ZChRDBTq+PaSo0cSLCPmUMCfycV0Ps7MJQgE9RaMrnksOrWS/Q7PO+gern8oYr2lIopf82DP6ljbwJApWUclZUMK5CYhCLzoMghgtSds2SmSRmfu6Ngn2RVMlCUeq2ZpZwPoFRrK8DgsQceAKL7HhFxFdkTMnKteu+N7ex5bDkJKYRSJJJKaIsnWwWVu3JP4zBruQIIc4wT3syR/tcI9ePA1NTBMxQVpL+7GPIs7lZL4G736o5KiIghoA9wukMBdqSlgfUx8TTOdPt4AIYajZFF+/fsz3lHZNltORodts8k65/9bHtjjYldl5mCn+kScOxO6Y3jplcDLWSJGIbzF5jNXr127FjJfX84MClvHqA108Q6/GBsd4ERMjIj6l8pHapBPexV+8Oeiod+HRoX7ug3TlIyRKkew8rep3Mk+UT+fP+05TUYG6X75Fva9aG+TKwRufkNuYj5x0GAdvIxssuoLc7o+Aqyil69ovYaZKItEZefHrp3nuOrAX6SF6ybpICunVBXxMXKqE8MO/q6yfP+qgSQxI8St+3D/QTGpr6UGcouCJuTf6fogdoKEwGCBF4Vgx53LYRPQ9RxFDk5Fmclk8RrKqlAq4KXhhQsXnJycQDGpzrn0SjpGldKOUMnMzLjHjKE7HYfqE1C6jgtM7sS9q3YWKAJaUVNAb4FTnz3N4NbDrDqeKeijkRegyUvm1CbsWpQg1rfqFNEFTt3YWPCX2uTZFrE/59dyByA0aFh4+zlvhOfiUSYg/JqanQnhvvgo5AumRNYhq2vi1BEAl+qXShozVj/q/puq+QaqeQ9TcIM8jPAoHF5KthEkqHYIWHblLF7ti6jDvystPDy96bmlYLTk1K/T859fPnr8QKRF2EZr6eDtslWaB8ivT4nZf7lg9F7/6YKHPHjCcapvejjdRnO5wBlQtFm1tU+jZUTCBCqPBCqi/SywgQXeEo50WApsE5VKAyk3Ny8jI8PQ0BCsFkGmrJ+FUVZX5pVWNvBQhDZcV1ZNOZWeut95dlPHeoOlwvuraKigmPVgK0u2JSxx5M7DKxq3DhgpYbvOC1sBxHC3TodcevyhkoHFozjaNhJuILapQVZtJZtorY7sCvLbFExWf2T7xWkPm6Abc+919QTjB69Qg7abK8mWkW0H5nRpBPjU5Ggv/9e2Hv6OvcXZcLBKGqZjlq9+/E/A7exV1lbib4LkVRGNk1Px8glKZbSzjmLTwxirOm6Pv6u5AotWknr7TNiuAK3Te+yFZOyyCdosCUyAMQJ+lrKyMtjDqq6uweFwYCXY0NDAZDKo1DoKhdK/f3+wmSVrs/AGdv2UbsU/KZ08R691TPFqZKLaJK+obRJzTBUXo4URAyPGiCEogcYStPUMDETaUV+qLLJqvKqHJyKTzT3D/IZqMRP3uV+QnufGBvEaFMW6vHIm30RBVhvQ7RBMql2kfnE6o6YaXI5/8tLsGWq4h7kSr+p267JJywqvuxgC3LI7x47802tT4Fo7ddmnqEAp0dI7JW1VUTBy/nFhXmDQ/p+1j7r2E3xZgsYqa2hpaSuitCl6zgvj4yLflLLs1ZFYFMFGSBcD6CuLI/KzgBDm5uavX7+h0+ngUx4ajV5WVs7l8iwsLICrhehnoYm2Ls7mOZF7j/32ND2/8GPO+8RbdzPBjjpOCc+rzsytaeYxVDR3GI5+GHnxUWZpVVVZXkZOrbyTKhiCDgVX+DAxq6wsPxMwn8jHRrALB/7jMJls0I+sPWqsqWQ+c6zK81MR8anFVVXl5TSRTE0SYtsSjFN2L9Qn5G5pCyUjUr9YyqgZxjnRJ+5gx0wzA8YVqYz8kcA7XQ0BRuovFzJt168arsoTbOWyBecFuVXJ9x6/LygrL854cPFsEtp2jLEiqkU9kKpIDUuBMmartzP+ryNR/9YJFJvPY9Jqa2sqinPf3IqOScOaWVHkvalhtO4TdDX8Ol0ekc0CVgmcHQVOVkLCHXD8HbxABPkjRowQLQwRbRYg2e01zztAJTrq14Cd5xgCutZ+41YMHmtOtvpuisbRoFPjgiaIpEcTbNcccA8/cXrHH7UgvL/xjH3+69WQw/sTrF1cbH3ObnePUDJb6HfUUd7wMWT71UuSAo+uWcIETyFlit3YZp9bsopyXzefLdyQC7vXnOCi0AQ9uyEkDJrQJGGUV+uC8Wj5qW9TiFQeX4kLFq4YFBaxXwx5+DzbCL8yh6lgLwuFQiwjbyQwv6shwClPSa2uLTzs+kgkGWbgvtiDttTMB+cvBxbXg5c/ZmNWHlg/lIRGsZrUg8NCqGIn850u3mS+h0vSluBz4wKnaKhR47zd74EusCT9fsNX+riNFp1JlIWDx0TfS7g5aswEsPOspNzKtpds1Z6Zk5ycDAwTMFii4YHzDWAzC5zMAjtcYMEoWmKBhw1wvmxsbHomBG2Mis+m15U8C9t1ir3t7L5hxDZKw9sQgQ5HAPpZEpCK9rOaXwsCJ6v5vDu4JdrGAhteoj86fDK6QYPc8ts/rjqVQxnpvs8WGqxuMGE9UERosyQmFbhU4DQpOEfaylQDm9U6W3Urdbv9LSxlRuD1Gd1+GHAA3RgBaLMkJs9amLrxfELRIQI9HQH43rCnzzAcH0SgZyEAbVbPmk84GohAT0egZW0I3oX19MHC8UEEIALdHgHoZ3X7KYQDgAh8UwjAPXiJ6S4pKQHHr+RxWIBD8OCU1jelH3CwEIGuhgAO1conIV1N2M6XBwT5AywViBwWZDI5JycHfHKopaXV+YLAHiACEAFkBODaUAIX0bc7rXBYAEcMKUgpMriCXF59aU5uZdfhsODVf0xLK/kCBgH5Q4V3vk0EeIy6anpn0RYgQAptFoLNAufgxRMoIc5hAYLBA65DBCyRsvh1z4J/PJFUw+OW3drntvOKIL7fJ6SO57CoT444FPG8Rt532a3J9nlDaK1FeK8HIEB7dnjDwbsVbWtURykztFkSWiPys0Sf6Yj+BcZLxGEBjsgDDgsQ/w98kAi+mkZSNlbZ80v+O1c6LVq0yNF1q+8vyXUtoQExpD5jHCZYfRKHRfmt3SsPPKoVrd4ZaWErlxxIpCKt5etf+S93C37fyS9+P2MISCjBvC6EAGCj+G2v68YLOaKwuGBdUHl7F9DfxuT1UBh1QZA41e/+Pu291W3xMp+ntE8fAVdCmT+9vlgNuAcvAZ/IZjVnyeOwABEBZVDnVj4I+iE0vc9C9/2bjAns0sy0WjVFDKqhsSBa2XSKs6lMrVYz+BxOi9FTpFhS+MkZ5eyRJPAFNz05dHtw/crjPwxXRaM4VTmFHMosXXnRO1rtpP03P2cI7W8dlvyPEeAzChOvREXHpVVz1Ps0981j0rkao38MXN9XoE0YBbwwshGn4v5xr5h6+yVrDm420VaTidHQDtEllLkd5eUXgTZLAptmD+vTOSzSLkW/IC8+5jG/lzAOqKGxheB//CabhaIl7Vt3xS7Af7YulpF7O+rUr4+za3D6I5y/3zDDBHBYpEf7HL+XWSngsNC2nbtx26IBwk+QmR9OrnY8CZpbGnxogDmx9sPHBr4ZHt2Qc/9lVR37Xjp9mB0RzSpNryKamxAxfMbHe9GhF+9mU3Fa1jNXbXIaooljZF72D457VwJIKEycfzrs0DReZu7/vA/cMdvu526Ny5OVR7LWAiExR/MQKHUPA3aHPa8ClBnGY5dvX2tX8NOGM3r7QldZAOqK2scHNl2x9js6MSdIvMxE/U42qU0Dg/9vJwJcahHbarXvtDs+omi3wmo8Vh1bWUsVhDZpmS5+3cuzF8um7vVdYIw8h5zim0fWxxTW8FQtprhuWTGa+Mpv/RmtH0PX9FFEcUv+3uXxeHrgFgllPjpPjyPzK0Ax8uLCjv+SWMhAESycvA8sRO4O2iyJCRb5WYByFfwBOCwqC96jOXQeRpmgZUbUMAQcFo6OgihW4K6UXrCKniXTTb4bo48cuFisNL8+9YLf+dzROwJ3UfKuHQk+ft0KsNlwqrPzsBP3hs7SY2b+dex46NWhIa7GoBa+97og7zFqaAxOAUsfYIhJSi1hjVXj5z9OUbEbgUn/J6PBbrBCeUYRymC8Lp6RcfZQZMqQTf47ezNfXvAPDFA/5jOTWPE+nTt+78nveqEasIAZQOghcmqeRf50XWXxoRU2hIaUSAR5pGpJDhejauPsFbJOE1t6L9jn3PkRQ1ePMKDfeFfJsdDHNeQ9LSDYLqPgVUkSZYZ5AusqhRq8/IoIoAl9F7r3RdW/FoStak48WlVdTelfl65a9B1qP8SECKIF8Klv417VVGTuX3aJjtboP3311qV2mhKGA61oOGnTD8N1GK9jA8KOkk39Jtib1F99WcLuY4yjZ78o1x7eXw3zr4Qy16eeldY6R81X53/J6LflhO8AxdoKjqa8nxLcz5LQGrB7Jc5hoabI0VRVJimwUIDDorpKxGEBgmo1B6tprgw4LOoxJG2V1gJCiAozs+MTmYNc5g/W0zQcNn+uUcXLFNGOOOCwoGiRtY2HTJ+iT03NpgqXhY0cFngcBo1WNrLWomdm1XJZHx8nY4fNnWNPSPvnA51fX5BaQ7Y2UmZm3XrEGOy61N5EW9dy6konw7yEpDJBUFG0EpmiqaZB0VUVxlQGVvOyb1j2yJ3bpwITK18eyVoSOOHUjIy0VYmaFhNm9EaVFlCJ1qP1ypPeAnJgRsGTNJztCENAXSFZRm44VomG4cVXRgCnN2HF4pHarOyEkx4bD98qAfrDrvhQgjabuyMwOib6yHz8vdDwF827XCJpsZpWdgOMKbqWk5ct7FV8/2kZwWaSWU3ScxDSlpH/vEB1sC1Z8MMQU2YkreNh8UqY+qKCShZeXd9ISzzyvKTyfWWIulj3Ij/r8zgslHhlVYy2OSzYtRU0erqv66KmoesOlOawUFdGsRtkOSxwWgP6Ef6XXFBr/uoFeuhOU2PMMJWDCRlV098UKfddqoVl55WziP3JoscThqCrrUAroSK8zuFUvn6KUh65kCLYq+C3KY/sFPEZ+QlnTl1NyqoSUmZoWfFxWkPG6lx+kFwz1ujxG5TtZjNAXSFdRrYdmNP1EMCRbcdPA+zncxbOjd+39dfr2ePXGHNYHDTR0FBTGY8yGTfL6lLoqyLmCFUk8nIMUUdLgV5O56sPcrCMvvSwcLrds3TsgK1gq7VOfKzIWqcyaJ3H/Mizfmv/0BntuHbVDAtpKh9RE3BtKKE2wGZ9JoeF/mBLpQTg10yYqds6pgqqmgTV8T+c3NjIYC/qX+JNTAuHBVqCwwJvOMQcHZn4+OY77HBPQzwePWYU4UDcA40SjskyAzwap6aFp32sZKMEvKk8ekk5m9CbhEVVS/8wFHot3DUvP/Sk7y9ah1ws2yGPVAO86ifh0e96bz/uPYS7EWoAACAASURBVJjMenZoQyy4j6MMn6h37U7Sa9MXKLttZkq86rsyZaTlgNddGQGsqrGRCqOCxgXhjnVJvNTCWs5QwJIKgsJzsWScnPUZt7awjEXqQ8KiVQfOGRx96sZD2nuu7QZjJRSaihNTZjSy1qEUrObtODaj9MXFw4HHrvQLcTVD2j+T03dXBrMzZWt+b/jJHBYEa+eFZvnRPiHXn38oKCrMTX2WcD+7icMiO6+2hcOi92Q79JPoS4nZZdXV5fmZuXUIrpBwjBgVijau+MnTnPLyguwiwGGBVjEfYVR3/+ITxTHjweILpWAwdoJm8i9xZYYjzQFRuJKZg73Sv+djn+SWl6THn7v8sdeUERREA6qgPWqD10KFm8fOv6bi25KHU/7g9JHT94WrTFFqoqVgiVFmYLVHOPTKiwn/BztqiokYdYV4mc6cOdh2hyDALHzxPKWgrKI09+Vfl5/UGw/tpYjCaQ8eo1fy92/PS+i16XFX3ysPHSnQPrHEZ1aBvZPKj69+D79cZCrUOrBbNmci/t6ZeOaQiQIqEyllRtQ6TtWHjKI6Bo+gZ6KjyKaBRQtSghwWkqiIbBbYrvoMDgvDWV6HlWOifw/Z87OAw4JiOXrpQHszzf6zJ2oEn4wa7T9W1BVaxdrNa/nZ01G7/wbHt5SNHDwPruovh8NigLOT9ZGfPTecUzKZ5+271AyvOmC0MSqNM2m0iJAMpztqklHsOb69FTjxgEIpW7rsWXX2ZJTHBvDe0GrGNg8HUEzOWRq88Zxtzs88wn4eHbS+dXl49IL096kEWgt1heZIN8fnocGb3YSUGdpD7AWUGRhNu9nW5wLKJ08SKjRiGSQVhHldCAEuLf/Zlcj7uWAzlaA/eNqOTRO1BRtRhrN2rCkJCt/sSsfr2i3etdRSfF2IUzczYscf3PgXCqWkO3jWD1scRCsNvNGUWWZ//m41VWCyUCiClDLL/gr6MlL/DDqRWM5BoUlmE11XWiCtPoGjh753++aosQIOC0BT1oXA+0qipKamEgiENjksAIdYv379vpKMX6VbQF1BLX0Z8WMUZ+Mpz6Gfcz7nq4gNO/0qCHAYdDa3Pu13/1N5s/x2jyN37GoOcenwVcbZJToV7Wc1vxaEHBaNs8KtuHtwY1Se9rDlntbQYHUJVe3CQrDyf/Xcdb1Etc/MDR5jOthggWFDP0ti7tPS0sAn0G1yWOjo6PTt27cLaw0UDSLQYxGAfpbE1AJLBI1Rj1V2OLAegUDHrjR7BCRwEBABiEAXRgDarC48OVA0iABEQAYBsDZs/HQOhFiRuQszIAIQAYhA10IA+lldaz6gNBABiEDrCMA9eAl8QAgawJkmj8PC1NQUnN5qHVB4FyIAEehUBKDNkoAXBPnT09ND5LDQ1NRMT08HDBe6urqdOiWwcYgARKAVBODaUAIc0bc7rXBYgHA0hYWFrQD6jd7i1ZdkZVd0HaqOb3QausOwwbdgKSnFX8CiAm0Wgs2SpLAQfKkpzmEBDp2CoIBdTTvECQK4pTc8l2yOzf00vowvGRG/NjFg1/En1S1ftf73MnyJ/LDuf4cA/fXJfSeTQKi1z01wbSiBXHNch+ZckCPisKirqwMcFuCSQFAB1DsaGhoymLNKk65ExcQ9y63joQkGg2au2750oNp/8VTglt3w2HR3ZvjRSRqCj0YxqpbjZ7ANP4UvA8V4F7x2d0KVYEyC77uHTXdZ+Z2tRtshDGVAaMz4HBnktQXzuyoCzNyru7dewGy7cHSCutjnyry6d1eDQ648K2Yq9xq1eOuWeZYg7Ij8xEg9tWXPjWJh4BBlSj/771a5z+wjP6gttFkSUErZLHkcFkgUh9yKe/7bAtMsndf6bjclskoyUmrUlf4LgyUYAAizJRa4A63ce5pLb/k6gnSHD2J/kMbuC1nXB0MvT7sdcfzAIcWwn2aL4kcgVWgj73NkaKNJeLtrIcCnvzt/5EoRH20oJRc9OeLI/3hL/GPHq2b96u3z0y/Wp1eZI0XCaqzHZ1TVEibsD1ptwavKfX4l6PSBcMPI7QPl2TlosyTwBjZLlD6dwyLlYtQz8rITXo5CugdULxNLUct8RkFCxPHohA91OEBOsf77pXZkHCM1aq//7YwKAWMFZdCCbR6LrUloxEwUn5Fz81TILw8yq3EG9st+2DrbTBmN4jML7kYGR99Or+ERLJwPH3EGLzOZ6UHL5wSBjlecDnHI3esWOzw0+Ds9bHt7FwiLwROIJDUlktqohUv+uX7wZSFrlkaxjPBAJJkRIfhj1MeeIhl0av/x2xGcVAkIL0wmuHtuGp530D1c/1DEektAeFHzYM/qWNvAkClZR8XLTDFoRcWlfiHw8qsgwKenxJx8NWjTYpXQh5ICcKn5eQz9eSNNSSro/mOGav6dUw12KWQnlJlz1Wt3fG/PY8sFYZcViSSSmiLJ1sFlbtyT+Mwa7kAQYRAx/VeOAGLnXS9T5GdVVVWBPwCHxYu7Mc/iTqUk/kav/qikqAg4LFjCBO5Kyc76mPiaZjp9vIF04H1GWvS+sPfma4PORPguUL59xE/gA7OrMnOwU30izp0J3TG89Erg5SxAL4eUya9/f8Y7Kttmy8nosG02Wef8fxOQujLSzu8/8dZkZUDkuYgjmyaLeDPwFpvPXL127VrIfP2WuW5/7y3j4bOq0u/89ZahZaHFRRIesc1WphKjNtDFO/xibHSAEzExIupfvoV9L9rb5ArBUqAhNzGfOGiwDl6qDCKLYyt9wFv/NQLMrKthL202Lhkg6w1hNa2HaefEnv8nr67sxR/3OSNm9ZWND8epTgw7+LvK8v2rBpLEjBC37sP9B8WkvpaAbUVegjZLApkv4bCgY1QpBGmHg/HhxoMGu9UrxppR9PpNX7PUKOfmYxDZHzxYFDV1tLUoJsNmTzOoS8kSsbfKZDIz4x4zhro5DtUn9xrpuMCk/Nm7ai5o85/6YWvcJljoaumZmOmIgv2LEQQ0D+nTeufUJuxaNHv2nAUrdsaU223wnK+TiyA8Td6I5KkYCqdubExRI5EtJ8+2QJXkU0m2Y/XLnrypAoQXeQ9TcIPsjQDhhWQZSHghF80ucYNbdvfMA/1liwcg7jrhTeastGfeObFrhbvfPeKUmf2lS/HrU2L2B2eO3r1reuNDnlN908Np3pzZ85b+EJPfd8HcPsryxynfmsmv04PviPysz+OwUOaVVjZIcVjwWTVlTJKVlsgxxhD1KHhasUQwZayKhgqKWQ+2oxRbcG3OZNWUU+mp+51nN93TG1zPFbVJlnW2ZSbmE3oHdbHEkTsPu1mSVNQ11QQ7cfy6h7LC1zboyGbKDQ8NWuUz8m6dDrn0+EOlkPBC24aP0x42QTfm3uvqCcYPXqEGbTcHhBfSZWSGAjO6EAKMjGu/1Y7fMwzsuwvf2kgmfm3SqdC0cX4XVvVlvb3ie/Dgqb6ntw8Rt1ucipdPUCqjnXUEAW6FCas6bo+/q7kCi1aSevtM2K4ArdN77MW39cW6gH6WBN7AZolzWIAXhWAl2NDQwGQyqNQ6FRUVKysrcOJUdm2IN7Drp5Qb/0ToQ7UkNF5dW5FaUCFiFufRistYBF1VSWdM6gSrqHJjJl6NTFSb5PcrWJWKUsQyEzxeVVOBWljVxFYOKqDROEwj24VE95/WOxpL0NbT09USGixBq0jV1ZSQRiRfjXhVD09EJptvDLt6/fqFHQOFj0+czqipBvnxT17eeYYaPs1cCamMxDjgRZdCgFWU9Lyk4MqWBcApXxGcwUgPXOZxr6Z5u6Qh8/a/2KHj+xDQOA2beYttOe/+LZE8dqNg5Hxwu+37oP0/pwKaA6GuYZU1tLS0KfqmNhOdF5oz09+Uium35OjlK1uXQum/EkbkZ4HePpnDgmjr4myeE7n32G9P0/MLP+a8T7x1N7Oer2Q+Y4zy86gLD3PKilPjImPyjafZ67TfuVU0dxiOfhh58VFmaVVVWV5GjmDRBDJH4JIiou9llFZVFGaCPAxBh4IrfJiYVVaWn1nYqAZgFF/YO2J1EtKIFHBKeF51Zm4No+xeqE/IXTHT3UR4wRQnvKCMmmGcE33iDnbMNEG0cKQy/9WUw34+GQG8mdvZxmfo9fNb+yhZbv8ZnHXgNk29grYFueZZ/ItCOqM2635cCkffXJLCFXSoQBmz1dsZ/9eRqH+FXIl8HpNWW1tTUZz75lZ0TBrWzIoibx0BOSwkJ0xksz6Pw6LXPO8AleioXwN2nhNwWOj0G7di8Fhz7X5uB9aHB53e4g7eG9rM+WHPTLBFTm2vmqAJtmsOuIefOL3jj1pAeGE8Y5//ejUVgu1anzWnQ6J2rqrj43Qm7Dn+vZ21i4utz9nt7hFKZgv9js5val/5i3pHIVZHIbSJ5ll9N0XjaNCpkXt6pb5NIVJbCC/I9quXJAUeXbNESHhBsRsrJLwgD59nG+FX5jAV7GWhUIhl2osRLNc1EODR8kVTP7H3d7vWFh8/sc6ZilLQtp6x/fsxmgi+Ed5kvodL0pbgc+MCp2ioUeO83QWE1liSfr/hK33cRgtPGiIkHhPEVo4bNXYi4LBQUm5l2wuhbo/MSk5OBjF52uSwAN9R29jY9EgEOmJQgPCiruRZ2K5T7G1n9w0jdkSTsA2IQBMC7V+mfBOYifazIIfFF002t/z2j6tO5VBGuu+zhQbri6CElREQgDZLAhQMBgNOk7bJYQFiPyBgCbNECGApMwKvz4BoQAQ6BwFosyRwtRamzoEatgoRgAh0AAIIe2Md0CpsAiIAEYAIdA4C0GZ1Dq6wVYgARKBzEBD7NI3B6JwuYKsQAYgARKDDEIB+VodBCRuCCEAE/gME4B68BMglJSXgYx15HBaGhobK8BTbf6CVsAuIgHwEoM2SwAYE+QMsFYgcFmQyOScnh0KhaGlpyccT3oEIQAQ6FwG4NpTAV/TtTiscFsARQwpS2rmTBFuHCPQcBHj1H9PSSiCHRUfNaPP3huI0FqBxcQ4LEAy+trb2k3oUJ5gAFaUuP6mprlOYW3Zrn9vOK4IghNKpswfYStfSosDrroZAfXLEoYjnNZ/PYQH9LIkpFdks8G9zAsZLxGEBjsiD0DRMJgt8kFhTUyOtCQ1v/Fe4h6U1v3utf+2/3P10Orjmlt/avfLAo9rGWB1Sl9LttFyzyp5f8t+50mnRokWOrlt9f0kWxQWUX6G1O0C85cu844qaDQz9pe+yDRdyQcAPccn5zOKk2MZOl67zOvl3SnOn0gNEYUh9xjhMsJJhymj3AFuTt/V78rpuvRa827EIcKrf/X3ae6vb4mU+T2liTfPrs64fEynu0g0+Mf+2aZ4Y6VGbFwM1F6TlG/aGxWW2hCZBEBnuZ0mAIrJZzVnyOCyKiooQsJSXxedwxAgmgJclcYlci1v5IOiH0PQ+C933bzImsEsz02rVFL/sAcNlvDvrF2N8ZEV/2XC4IiE45XeP7TqdZ7V4jc9mQ3xNakJM9H6vcu+fVvRXQfjIHq1sOsXZFEH8dg0QoV77s+R23f4mYMkvQ4BTcf+4V0y9/ZI1BzebaKuJs6ujFbX7jXe1WaZPbMj889ixiP+NDHE1kxdZRiAF4LCoUxm729/NnFeV9/K3k2d8zxic2GwjT02hzZKYumb36pM5LFrXAOaHk6sdT6JQhkuDfxoF+CZaLo9Oo8YePJ7wobKBj1IxGDrTbe0CW3VsQ9ql6Bfkxcc85vcSBpg3NLYQdcBnfLwXHXrxbjYVp2U9c9UmpyGaOEbmZf/guHcldD7OxPmnwwt6cXNvR5369XF2DU5/hPP3G2aYANoLEGmPaDWC9E/QOauAjUNVEWwQqiHtckyy7orA7bOEEeWNDVeZadK3+J+7N81vpi6CotCS9q27YhfgP0u9MC7s+C+JhQwUwcLJe99YyQHO0+PIysNIj/Y5fi+zUsDiAag9Nm5bJAjTy2cglJQanZAipKnr2ZS6hwG7w55XAYIM47HLt6+1K/hpwxm9faGrLABBRu3jA5uuWPsdnZgTJF5mon5rP6DWJxLeFSLAr3t59mLZ1L2+C4wRsMSqWgyxQvG5DeUKWKwKRY+A/LBl5v7P+8Ads+1+i0UcFkSiqiLRerLzrNtP72TXcm3kcVggqOK3PC0iPwtQroI/AIdFZcF7NIfOwygTtMyIGoYgzpmjo6NgymQ4LNoADd97XZD3GDU0BqeArniFErvE1edn5mIneoXM0mPm3Dsb8pM/MdBnMv1ZMt3kuzEidgqxthkZMYciU4Zs8t/Zm/nygn9ggPoxn5nEivfp3PF7T37XC9WA1cDVp57zO587ekfgLkretSPBx69bBTgZgzbQOL3Jm6cwvE6GJwbuGCWraqyi52/rjReNbDFPaNKAqYOVDyZ9oM/QVZM/Qtqr879k9NtywneAYm0FRxPHeyc+QGx96llZeTjV2XnYiXtDwagz/zp2PPTq0BBXU07qBYSSkqOTEgOjauPsFbJOE1t6L9jn3PkRQ1ePMKDfeFfJsdDHNeQ9LSDYLqPgVUkSZYZ52kkHKJc/OHgHAQE+9W3cq5qKzP3LLtHRGv2nr9661E4yrB+74Mr27b+WoBT6LvMbT0GwMpyaZ5E/XVdZfGiFDZHzprkPLjXr0aMSYh8LdYQ6jaWQLSCCmN9G1mdzWAjg4dTd+3FZ47J80Qrf58BzakpSBBPSl4pkIZ+F3cINTvo5t5PKWPTKegxJW0WGESPr1iPGYNel9ibaupZTVzoZ5iUklQkZMZTIFE01DYquqgIzOz6ROchl/mA9TcNh8+caVbxMad5QwGqOXLveNj0yMrFamjgI7LuBTrHqZGVxlcASKCQ+vaah1Q1TLF4JU19UUMnCq+sbaQkZNcQGKFceQNhB0SJrGw+ZPkWfmppN5ckv2TI6Gf8Qp2ZkpK1K1LSYMKM3qrSASrQerVee9BbQFDMKnqThbEcYAoIMyTKQIONLf8zsig8laLO5OwKjY6KPzMffCw1/IYw22pIUejkG/Rx59PtJtEuHo1OANy2R+PWpl33Dskfu3D618bHMqbnttcLZcZHzyr2XP/aZN9O8lWB+8q3Zl46rW9YX+VmfwWEhGC2WMGzrgaWNK3dmauSPsZ+KAVbNkIKnllD5A9SVeGVVDGlGDHZtOYvYnyziI8MQdLUVaCVUSXvCZ9dW0Ojpvq6LmjrXHVjPQzXFsUKrDl25buD2sKikJdJ2CEsgq3DTqgANh0qz2eLSy6goFXVlYDwRXg829qAyaJ3H/Mizfmv/0BntuHaVg4RLJkceMZXEgvZR7AY2D1nyVpRXsBOSn3Dm1NWkrCohQYaWFR+nNWSszuUHyTVjjR6/QdluNgMEGdJlPnVaYHkpBATvhdFEQ0NNZTzKZNwsq0uhr4qYI1RBlGyxhFVSNxm12DXxYfDd3BUD+ovf5FS+fopSHrmQgm96BmFJoz0OuZgBDovS9HsXIvcFk4M9RqjJPKGEzUObJYEzsFniHBY4HE6cwwIcKO3fvz8ih4WgFcABoaWrry+anPqyJocFEEygGwkmhC6I5KVE9zx6aQWb0JugpD/YUikB+FATJDaS0ApqWnjax0o2yhiYLR69pBwUJmFR1WKNoBVUNQmq4384uVFCSxqai6BVB7uu7r/9xBUWA2ci3jtez85K+VZ8Uum4mY3s0Xxayu1/G4wWWsjbDW2sjlG1mrfj2IzSFxcPBx670udHPbHxypFH/D0TgESonMiSS5SUQAtAUP0kPPpd7+3HvQeTWc8ObRA8JHCU4RP1rt1Jem36AmW3zUyJV31XpoxUM/DyExHAknRJvNTCWs5QsOfEY7G4WDJO3ooN7FLKtK7Qa+GuefmhJ31/0TrkYinYvwccFupkspYiSktbd+G8O/Hn3paxRqiJUVGJtSGvJ5luvo2M5veGn8ph0Qo8GBWKNq74ydOc8vKC7CI6WvJSMKHcqnfP3+eVlXy4c+Fqge7Y4boKBGvnhWb50T4h159/KCgqzE19lnA/GzBimDnYK/17PvZJbnlJevy5yx97TRkhvVmg2HuyHfpJ9KXE7LLq6nKwWSZD5IVRG+q2rA+dIa1MKn2dXKyLz3sH/e/Zh4KPuW/vnDt07BFhmuuEJtINPo9RWwWOpwlTLXDIRIlT9SGjqI7BI+iZ6CiyaWzJAeLblKcJuzYl55Q/OH3k9H3haliUmsgvWOIEGdojHHrlxYT/gx01xUSMIEO8THMD8I/PQQCnPXiMXsnfvz0vodemx119rzx0pCG+eXa41e8eJKV+LK8oyXx8+efnaOtRRjLGR0F71AavhQo3j51/LeTfFXBY1NXVVpbkvU24eDkDa9pfW3bHVSQq5LCQnDKRzfosDgv5c08Y4OxkfeRnzw3nlEzmefsulbycCyaMWZBwYteFGi7RbNK6nbMNBc6v4Syvw8ox0b+H7PlZwIhBsRy9dKC9mZaly55VZ09GeWwA7w2tZmzzcAAukaQnglaxdvNafvZ01O6/wdkqZSMHz4Or+kvx+GLJo92dbnjclJIZR5m48yeVK9FXwrxiwEtIDfNRzt4rZrQcdODSEgO2JjZW0nM6KHgdAZydutQ/g04klnNQaJLZRNeVFhqakuNtWx5Rk21KzqMXpL9PJdBaCDI0R7o5Pg8N3uwmJMjQHmIvJMjQtJttfS6gfPIksJeFQiGWkRo5vPw0BHCGs3asKQkK3+xKx+vaLd611FIJxS5pnB0uLvtxzLXQknoURtVk1DKv1YMRX3ngjedsc37mEfbz6CMTNVRp8X4bHgAhsEQ9S7vle5eNlENuCNy6Fg4L4KF/mtw9sXRqaiqBQGiTw4JOp/fr169jAGh+bY90nKBjuuhRrQCCDGrpy4gfozgbT3kOFT8X1KOGCQcjFwG4nyUBjWg/C3JYyNWXr36DW3H34MaoPO1hyz2tocH66tPxNQRA370dZy/kCoN+FsA/LS0NfALdJoeFjo5O3759v8Z8wT4hAt86AtDPktAAYImgMfrWfxNw/F0bAfjesGvPD5QOIgARkEQA2iyoERABiEB3QqBlbQhCrHQnwaGsEAGIwDeJAPSzvslph4OGCHRbBOAevMTUgRA0DAZDHoeFqakpOL3VbecaCg4R6AkIQJslMYsgyJ+enh4ih4WmpmZ6ejpguNDV1e0JMw/HABHongjAtaHEvIm+3WmFw+Ljx4+FhYXdc667jtR8FrWyliX77WzXkRBK0mkIgC+wUlKKIYdFRwHc/L1hKxwW4NApCAr4ST32SA6LT0JAojDjXcj67RezQSz69iZu6Q3PJZtjc+UHxGlvS7Dc10aA/vrkvpNJIMDZ5yboZ0kgJ7JZ4N/mhMhhAcIaSAPe8MrXySU4pYXD4t9Dji4hqQIOi7IbO5bsuV/T6FZIXUq303LNKk266Lt56dzZs2fPcV63/+fXteJR5eXXQ7wDxHNc5PVXYQuHxfP9i9zPCuyGuOR8ZtHjC4dEnS5w8wj6411zp3xq6u8/bV4yRyDOknU+VzKbh4rYYcdmYlQtx8+YbCPDl9GxvcDWPgkBTlXyHyFe65Z8t2jvE6pYTT6r8EGk16qFQFMWrj4Q2zb3CiP11JrvQGlBcnT/IfivDFprPjjcz5KYJpHNas6Sx2HxaRSHIHiWJIeFxCWymnAr7vlvC0yzdF7ru92UyCrJSKlRV/qyBwyXkRzufd7kuLuVvHBYnLIEv20huTbLNhzZYYSvfn/rfORujzK/46tADUZqtO+5D8M2+3lYqXNKM3MwmqLIg8jid3QuWrn3NJfeHd0qbO/zEQB8J/4e5+ljl2/8abspRb0ppqSgQV5txuva/ssPrjNDpV46EnosdkjkOkt5kWUEFQCHRS1hwv6g1Ra8qtznV4JOHwg3jNw+UJ6aQpslMW3N7lVHc1ikBy2fE4RC9VpxOmgMoHhouQyZVXfhR/+b6RUCDgvDYXPXbHIapIFtSLkY9Yy87ISXo5CyAdXLxFIkJ59RkBBxPDrhQx0OUD+s/36pHRknCBIf8GdyMQgfY+YSFOBkxM25eSrklweZ1TgD+2U/bJ1tJuKwINnYqyYcjbAJ2TYMMQJkQ0pM9Gt995Oe8wwEamHSa31vMn3dociEWcfm6tYX59HUhziMHSCIhaRnYNYIG58h2xcjNWqv/+2MCgE/BWXQgm0ei61JIPIbLe1/ocGxTz4ylCgGCnV8e5G2IlSXGo4gviGK+tjTLXZ4aPB3OrX/+O0ITqoEpBUmE9w9Nw3PO+gern8oYr0lIK2oebBndaxtYMiUrKPiZaYYtPaLkVAAeNEuBPi1z8KjS6b7BDiZyEKL1Z6wZaeoGZ25o2OfZFcwUUg2i5lz1Wt3fG/PY8tFHBYkkpoiydbBZW7ck/jMGu5AeRwWX/bobtf4ulMhkZ9VVVUF/gAcFi/uxjyLO5WS+Bu9+qOSoiLgsABhS0ECdz9tVHiLzWeuXrt2LWS+viDGu9gljl2VkY2d6h1+Nipk+2j67wd9bxRzWB8TX9NMp483kPZlGGnR+8Lem68NOhPhu0D59hE/UBjFLn+byp3sE/Xz+dOe0/Rx9e/PeEdl22w5GR22zSbrnP9vjaypaJy+w/aNli+CTj6qQlplsj4mvaGbTR/dGKQUiIlWtZ4+VCX/STqNj1bta9+bevN46B+vxLZP+Yh9sasyc7BTfSLOnQndMbz0SuDlLBawWK/CD/5cNPT70KhwX7dhmsJI93KqSw5HCmiM2kAX7/CLsdEBTsTEiKh/+Rb2vWhvkysEcQAbchPziYMG6+ClygijysHUcQjw69789bK64sbuRbNnz1ux+8xT8AhBSqyil69ovYaZIMTH5lQnhh38XWX5/lUDSWJGiFv34f6DYlJfSw353hS0WRJYfxmHRW3CLjCJouS0/+mncFjoUrR1TIc7b11qkBX3uJRJr6RjVCkEGQ6LDzceNNitXjHWjKLXb/qapUY5Nx+XNnJY6JDVNXX01BSYmXGPROJMAQAAIABJREFUGUPdHIfqk3uNdFxgUv7sXfN+J4j1t3HLoNRTYUhWC3BY0LFqWi3B4AEyWKIOiU+rBhwWOIN5Pse22NXH+a5xWnXg52flgp0xuX0BfgohK8ew2dMM6lKy6njMrNvPeSPcF48y0dHvM9TOROj3y6+uRG4ajkxQN5y6sTFFjUS2nDzbAlWSTyXZjtUve/KmCpBW5D1MwQ2yNwKkFZJlIGkFkkH5gjx2eUYx2ny+54lL134JdMTfPnbiaRPlcEurvNoXUYd/V1q4ZbqQek488etTYvYHZ47evWt642OZU33Tw2nenNnzlv4Qk993wdw+CGauqQXp1r5gID2hqsjP+lwOC+LInYdXmIucZUZK2K7znwoJVt1IB08truNbqyvzSitB9GIJajg+q6aMSbLSEvWAIepR8LRiqdDJoEw5lZ6633l2U+d6gwGHBanxCq02bM3mwZuCTz9ZLv3iBnBYELhplaCwGIcFrZSKImgIOCxQaILZJPd9k5ZXJv8R6nfIixd0YrkWYl8S/BQaKihmPZvHqq1kE63VJfxGOaK2oq2CrY+8W6dDLj3+UCkkrdC24eO0h03Qjbn3unqC8YNXqEHbzQFphXSZT50HWL51BPgcJuCwMDIiAw4Ls4nzbH8OfFnItFcT+/iPT02O9vJ/bevh79hbyMQkkTgVL5+gVEY76wjCygoTVnXcHn9Xc8BhUZJ6+0zYrgCt03vs5YQqhTZLAkxgs76Iw0Jbz8CgkcOiVIzDAiPJYSF+KdE9j1YCOCwsiMoGdv2UbsU/KZ08p2WlBqwGXl1bkVpQwUKZCDgsaMVlLIK5KhZVJdYIGq9GJqpN8oraZiX+/agYh4Xa0FXrrTYdj2UycE27UsL6eIMRNio34h6XTJzb+GDkU9/dfFFv7GQpHhtXgWwzd8X0m98/f1vl4oDYl/g7pCZ+CrwGRbEur5zJN1Fo1mA5okpUl4AHjLnq4YnIZHPPML+hWszEfe4XwH2czqipBpfjn7w0e4Ya7mGuxKu6LVNGqhl4+WUIYFX1SLz3BTWcYWDPictiSnNYcMvuHDvyT69NgWvt1JFWcgpGzj8uzAsM2v+z9lHXfo0cFhpaWtqKKG2KnvPC+LjIN6Use3WZMPJCsTHSRAZfNpjuXrv5vWFHclgQdCi4woeJWWVl+ZmFdLTkpZDDojI56W1uaXF6/NlLeXoTRukpEG1dnM1zIvce++1pen7hx5z3ibfuZgIOC/MZY5SfR114mFNWnBoXGZNvPM2+iWCiCXpFc4fh6IeRFx9lllZVleVl5MisjDDqw1e79aXJclj0X+pqW3jG6+jVxPT8guw3tyP2+90nzFw9GUR95td/uPH7ndeZhSUlBakP/n5UpmRgSMK03VeTVErmM8eqPD8VEZ9aXFVVXk4T7n+0WZ1Tdi/UJ+SucPkrSk2kFUxx0grKqBnGOdEn7mDHTDMTI60QL9PcAPyjAxDAUezG6xdfv5JUTKtJ/evyW5Vho43wLZPFSP3lQqbt+lXDVQEnD4vF5sjuJypQxmz1dsb/dSTqXyEzooDDora2pqI4982t6Jg0rJkVRXZzXyQ55LCQnEGRzepoDgtrFxdbn7Pb3SOUzBb6HV0heTlfwGGRf+v4trPVXJL51M17vuslcH57zfMOUImO+jVg5zkBh4VOv3ErBo811+7ndmB9eNDpLe7gvaHNnB/2zAQukaRjgibYrjngHn7i9I4/wNkqZeMZ+/zXq0lzWGiNW7f0zy1/S6kvTmfKniCV2MjYEI/zND5Os88YFz/3OcKjEVxGVfG/12IvFNRyBMwEI1z2rB9EAAwCbffV2IdyXzefLdyQC7vXnAAhcQl6dkNImDZF5dHyU9+mEKktpBVk+9VLkgKPrlkiJK2g2I0VklaQh8+zjfArc5gK9rJQKMQyHfBLhU00I4DrNW/3xuKjJ9cspuH1Rizb69oPcFgUNU4Wh5WSWl1beNj1kag8ZuC+2IN2Mt/p4k3me7gkbQk+Ny5wioYaNc7b/R4ojyXp9xu+0sdttIbMilLUGo+JvhsfZz9OEFtZSbnVjYRvY8KSk5NBTJ42OSzAd9Q2NjYdA0nzW3zxVWDHNN0zWgGkFXUlz8J2nWJvO7tvmPhBoJ4xPjiKT0QA7mdJACbaz4IcFp+oRZ1ZnFt++8dVp3IoI9332UKD1ZlId5e2oZ8lMVNv374tLi5uk8MCxH6wtrbuLnMM5YQI9CQEoJ8lMZvAEkFj1JP0G46l5yGA9Cay540SjggiABHoKQhAm9VTZhKOAyLwbSDQsjYE78K+jSHDUUIEIALdGAHoZ3XjyYOiQwS+QQTgHrzEpJeUlICDu/I4LAwNDZXhKbZv8FcCh9yVEIA2S2I2QJA/wFKByGFBJpNzcnIoFIqWllZXmkEoC0Tg20IArg0l5lv07U4rHBbAEfu0IKVy1YlbX11BQ/gSS24FeAMi0CUR4DHqqun/oSZDm4Vgs8QJLERn4tlsdlFRUV1dHfisBwSDr62tbVN7uGW39rntvNIYcE+mOO35kc2H71VIB4SRYruQqdYxGd2LUwMRkzbg7RicYCvtQID27PCGg3dlNFm2JuI8yhZrMwfaLAmIRH4W+Lc5IXJY1NTUSCPb8MZ/hXtYWsu7VwypzxiHCVafQrvALb+1e+WBR83h0xjpUZsXLxKl5Rv2hsVl0mW/kJcWpPFaWp761/7L3U+nCzg1JHuR7hSxPRANbE2jII4rNu49+XcqFSnUKWLdL8uUJ95nwPtlgvTM2iBex297XTdeyGkmQWIV3T2xc8WiRY7ue6OfC6NF8uuzrh/budIJKMDSDT4x/9ZIP2jbA428eWxPXakyYD+r3T+Dz2i+u1UR2axmqeVxWACfq82RoZVNpzibtllMogCfw5Fgu2BU1amM3e3vZs6rynv528kzvmcMTmy2kRfbv719Sfci2SliK3w2jUm09wxYZYGqK02LjzxxKJAQ8uN48n/wyJOStkm8z4EXcWjfbCafUZh4JSo6Lq2ao96nCQV2wfWjUSmWG4/u0E49fzjkhGmw1zhNRe1+411tlukTGzL/PHYs4n8jQ1zN5EWKkQunnHmUW17+jf9A6eR33vXuiNwr4Fvl5eW9efMmKysLmCfwR3x8fEJCAoiOQSQSQBmpTXrkcdCS9rls/7MExH7iMwvvR+xZLXhQLVq6ZleEKGQQilVwbTd4oIGH16Er75vYkZgfTq52BJnf/69IGDQZo0gkElW1jawnO88yYuRkg2hY3LK/d7rs+UdIPib8e++jOj4IznkjcNsyQReue67mtcEdKNaL4KEp3ikj/YLXuuUCERat2PbTlTfNT1UMnkAgqpL1LewdF/XjZb8qFvTBZ+TGn9i1GniDy7Ye+ztXFE4ajPdB1I/rhC7iYrdt/nFFHESZEatLDUQYwlkSExHczfCCOID+a4V9ue4MvVvEoj49uGxN1AcQrAa0X/t4/7KtVz+ypMqImvjG/+VSi9hWq323DWl5CLILH9wrM3N0GmWi12fykunqabdeVfNAEFGLIVYm2moEZQUsVoWiJxE8VwAip/jmkfXOAt9sT+TDEhaf9vTwsjURGcIp4Jb8vXPZnjsCCgKJeUTQnHbqMHxvKKG4Ij8LUK6CPwCHRWXBezSHzsMoE7TMiBqGgMPC0dFR8FP4JA4LwItz8NRr63WHt9mqVt857PO0HFAog9h0CuTRG/Z+Z4bK/vPosdCrQ0NcjUHT+N7rgrzHqKExOAUcs7xZOC4169GjEmIfC3U5M0Z7df6XjH5bTvgOUKyt4AAiL5nVq/hAxXpBV7yS6LQ+PzMXO9ErZJYeM+fe2ZCf/ImBPjPUWirz6HmJ93P4lIVagkiAqRf8zueO3hG4i5J37Ujw8etWAU7GnIyLB0++6Lvyx+AhFPbbiP2/FNC4KHUJnEUXSNUdNSUHguO9kxBPthmMqo2zV8g6TWzpvWCfc+dHDF09woB+410lx0If15D3tIBgu4yCVyVJlBnmaScee1W20W8gB03ou9C9L6r+tSBsVWNilWXWEEwNhEZMgWyug7qdWcGeRFZEsQuubN/+awlKoe8yv/EUaR1EKxpO2vTDcB3G69iAsKNkU78J9ib1V1+WsPsY4+jZL8q1h/dXw/wrPo/Y+tSz0pojPfXSBC5NQkI/S0I7v4jDQo6eM7JuPawf5LZiXG+KhpaOlpC3S5hAJL9eumSy4aBpkw2o/2/vKuCiTNr4FkvsLr1LSomASIiK3f3ZgcpZ2KcoNoqFoiKIGHTayp2e53nnnYVxJihngRLS3b0Lu8vGN7tLbLxLKUrM/L7P45134nn+M/Ps1Pv8E9IEO0RoDFYGbPTjcRh+OlZF5D4H+4UL7Fftv5ZjMme6sTQnZ1i8HKYmL7uUiVfW1lPnu+BmVT05wJ948YKDe0xbODX4DBS2do6LtNMjo4t4Mz42KG0FkGTRip2XSkc67ZgEvJcy0h5EMWyWzhugpao7eN5svZK38RVsetq9F7UD16yZbK6trq4hScQhUJ73L1J2DoIiYpg0FSD4C6ekp0dWJKr2GTetN6owu5poOVKrODoO7MXQs18l4qyH6gJWC9E0Er5bxcvsmc/cuhoGV0YBL+iiWLyCDIsGfl9BkOm18MzlsBPbJlB/PXYhHrDAiQSsqoVtP32KpunEZXa98p++LiJYTTCqiI4BDmbpWTHZigOs1fiMAk19u7VNj9QO4hYTKU0PihPMs9rJYSEFp7qKIiapH6XRXb9EMqyCMvDyWAuYWiV/QbCkkc5HlxoB3/6FSU8uhbn6qPk426L4fUq03yjYrHeeF3bO4+c/NUYu/HnNNF3g8pEweMuhJfU7D4yEsAMRElW3EIFV0qXgqwuqeetHDGDocHcwqHzkffieprWlBtjQ4NZVllBpSe4rFjSUo9m/hl1XUQz0JYvriyAzUnaOmCJThKZ4iNJy6VkPzwbdiE4t47NaqFtwceoDR2tcexZbMVrv5UeUtZMRYLUQT4NYVI+PRMsoyKLragRmCjh6r6nDkesNGOhOcsoGw39aEfXc53GGQz9zYbaBRuAwRA11GVoxjatsM8X0wq/Pc/9n+yYJ22+LJh5VJYwuYs8Rb/ppfRQaf9+FM0ObJdJRgc1qP4eFlC6PIynjaIWVYGNG2mS3gegBjcahhdgueOWhsfLKamrqsih1sqbdnEcPzscVMYeoK+C5tRWAwEuYBA6jaDFnx8lphf9dOXbq5PW+XjYgL0FdU1u7nlOjSIhTQ7gWhEobFeHQCgGnRm/AWQb8O2PklFTVNLRnb5z10iX8tyn9VpnJyyiqEhTH7grYKNyD6VWqMtQCMX0x4NdbQmbE7AAmYUVMDmiJYyKCM6f8VciFT723n3YboMZ8c9SRZ5dxlCHjtX5/FP3B8D+U7VYjOU75Y4k0Uhqrh0fLUIyVaQm5NG4fPLquNKUQRRmmLtZrAbuudJDYlbngB9qEhEUr9p814ELQnefUz2xrR305FLpauG+jW9P0faVs9Uv+sksXqAe8aTw3bA+HBZdDrywDt7f4oRIQfQmCnOEYS9TryzdicspKMj8nSqGv5KXFKFDIuPxXr9OLi7PT8vj3Gni+/auqKksLMuMeXrn2BWtoDn74iAaWqvkP/o7JLK2sKKsS/CqyypK/5FXROQQtAw3ZOipd+lUEsVrQkpWyyz7FfM4sKkh+dOlGtuboIWAV2BRk9WevGV338OxDwAYr23uiLfrVhV+j0orKy4vBRhiPuEzWaLwNJgbom1VckPr+vyz+QgJRZsTsYorUiYpXV/ws2DP4KX+1KggNrBZMYVYL8tApvTKvhvyLHT7JQIjVQjiNkErwzwYE8Dojx5BTr/8WnVmQ/DjiXoXJpP4qGHb5p2fRCTnFJQUpL69djkFbDudxiQsHLqOsqKy8NOf9HyHX8gwnDQUbXmC3bNZ4/JOzDxgDx/OIRcR6HR6p57SuD0MOCzHweSOAF3g7Sjjcw4ePwLeH4DYWsGVDhw4FruIFb5H34NnUKO8tUfUFai06wtutBwFNGrhux1z/UP9tt2sIZDKTqyyLRZzzolCEfvaLLD0vuzielzOY4+Y+X05FkfrAw/EZKAVL1DK1Xb5/2TAe6Zv+rE0LM3z9dkaCyZusitEEFSy3Ku72Gf+oYhaozmj8ilV9ZAtFNRN6EqtliWils3nnnNkP/XdfqmATjSas3zlTF4dqohrjbcOZz7cz3Prb7wnjN1larty3/Fxw+J5/qgBfht4UlyNrzBUI1qt3LwwM8NlxmyFH1sYJbvPISMqMRitIZjejJ4gqoqIqjMmhEdlJnxMI1CZWC9VhKxfG+Pk4reSzWpAHjuCzWqjazrQ87108cQLYy0KhENNIxacnv5DRn71zdeHpoJ1OtYom0zfvGAWuszCr015e/d2voIbHXjJ82b61A0TOL3DKRnp1D45s/BuFktMcMGPX5imC3zi83qQZRrf/sJjMM1kSfXtJK5oecfnJYQLfyndGjJkAOCzAAqUnN5ZA94SEBAKB0CKHBY1G69u3b2vhAr9C+eVcoqIcmpr1LOTEfSNX7yUGbb7f0travjYduEOw/rqtt9dMkdlVe0ulf/bZ6CO/22+dCTJXXbvKBawW1YVvQw+EszYGuQySIHRpV5kw0zdEgEWn1bFrEv/wCsqc4bFnzDe+xgf3s0SaSrCfBSZTglgwyVJRURH8DV4Jpldgwwt5niWt0evyHvgf+TO5ms+yNdxu61z9TmuwpKnQqeLZJY+PbAzPJA9e7mIJDVanahqBMMys31x2/1UAJmqOzryJ2jcOcJ4lAmhiYiL4BLpFDgsNDQ0zM7Nv3BSwOIgARKAVCMB5lghIwBJBY9SKbgOTQAR+GALffOL2wzSBFUMEIAI9AQFos3pCK0MdIQLdB4GmtSE4yO8+akFNIAIQgW6KAJxnddOGhWpBBLopAnAPXqRhs7OzAWeaNA4LQ0NDcHurm/YEqBZEoGsgAG2WSDsBJ39aWlqIHBaqqqpJSUmA4UJTU7NrtC2UEiLQHRGAa0ORVgWXRcGF0mY4LHJycnJzc7tjT4A6QQS+CwIcWnZ8fD69mS+tWxAD2iwEmyX4qLDxX5BCmMMCXDoFTgFbwLXVrzsDnUT7yAVak4tdeMdlsVNEBs/bKAwQAR4CtA8BrgHRfE/z7QvQZongJphnCT7TEfwLLBe4Fk8ikTAYDI1Ww2AwwQEr8NsgDnfte/eFC/b9nds4OmkxBxesPpcGHBCDV4uW+sQ30lvUvDu6cKlvAo9OoujOjsV7n/K9JIMg9iheRdMzszD6irvTktkzZ86cZb/+4OUPldLdOEgvpY2VihTUSlExiqZjp020aguRR0vywvedBQEuLen6Lvs151IlHXkzcyNPOy0CvXPprvDXZS2ZJ3pC0Lq5oC/zwsLVu3z+/tLgaRxRVbifJQKLwGY1RknjsECmOGTTY0PcLhqcXm3RapYJ4C1LhLRC9BGxxVDskideW08lmtr/7L7dkMgs+BJfoSz3Fb89YjIgVyoR27pcaPneU5f2lsgMI7o4Alx6zouIoPDb8WUsFclv2OqybroHfTLb6ruH8jnczfu0UbDb+OY+O+TSyyoJ4w6eWduHU5YRc/1M8KEQ3bDt/aWNImizxG2WYHoFDhCBCxowpQKTLEBrWFJSwmAwxo0b1xyHBY5kNULx4YlQK9+tg5Va7SSDkXRm+awzKFQvh+Azo4C/4aZH3xlVlw543UsqAU6RFXQHz163aZGNCrY2/kr4G7Vl/vsW6vG9sfUyMBWowKVnPww9feFhchWObD17w7Yltmo4ekL4fq/ILyXAhxWeYjN/q/NPliQUPeNvn+OXXuTQUQTTJZ5Hx4lWOk/uhccOn2jg5otgMG61y6ZJOhykQkCdIqLW3RUq85h9g9+K6pcuKyOG+PnM1aj8V6TYIZlHVodoHw3dYCqL4lY827s2wvqU76TUE6JVw4/JO6lxY1flMq0cT0y/v/+shIR1OU8eFhovPjrKUBWt6zDjr+133pWNnaQu8bPKSL+xb8+D3i4nlwu4WkgkJVmS9ZSls+++epBSwe5PkGKcpERLyNFDIgTzrHZyWKBx2lO2T6U7nwl44e8yqrW+V/B9nII8xirzSCvQxW9RQo84WsaXNOxkt5DZ2oy0hyHeR9xJAZ5TqFEfqIYLxuqIOz2lJ15wDfxsu+2MSx9GzDl3Tw8Vf89ZxLKUdOzkw6GghC+3PLxOXRscspryX/ilxH47w05Y8Ngu1HCcWJFKMez+S91CNqliCx567w8NHz7UtZ9kIWsMQYcQErXm1QHhMsVlA4kxSqLFDnYc0Yv6V2wJy1QHV5sRlUW0WamBVyKJVT2U1Grb30N6aOdQE00wt19vjqp5F4kgD6PgSznRSJfvZEtG3UQTdS+puG4S8LUrHFjlUYFH/lBY7rWmP4n1vvENuyr56bN8kpmpsAtesTokjB+CDD0oCuxeAVczYMedzaojoGuUZFmqivIkGSaqFvhhLAOHhpcuXQITrkZnNeLQYNVGbtxskxAU+ILHjdQUWJUPdy+oX7HPXHTwdVvoJDQpZA3DIfZbluik3n1ZyKCV0jCKkswQ9OQ7z2pt1zqMNqJo9f3fuiV66fdeAgoB8Asmq8onpBg8c6pOVXxqFRcrK4+h5WaWMGVVdPTJfLYLEZIInLK+PkWJpGY6cWYfVEEWn+5BvBC+ckK5EMoUVp/3t1ix1STr0dpFrz6CzQ565vN4nM0IPcA0gVC1eDnwuZMjICDCINTzAWDxBJm6eiKMRsG5NfFXD/qkjNyz+3/1v72s8nvOi+bMmjlnya6rWWbzZ5tI42rh9aRODsB3Fk8wz/oaDgu00uB1TgM2+QS/Wi609YgFBBDHHIwFSx1Ayrz7YlsVwyrraeCr86u4lsrynMJS4LlZhGWOy6woYpAs1AU1YIhaFDw1n+fpuDFgFVQUUIyaOg5h4KZ9C4NC3Fb8rjlmyab100RZvADH3P1g319fJpfyKSHIViJn0o2FiNFtiJU501R8L0KyWBx58DjNq08+lI/Tf/YeZbPdGDBNNFd1WwGD6X8QAgIiDBpD0HHYTFqdDKWRCEMgE6vk7SuUwkh7jUaiE6zimL1eK4wBV0tBQuTZwN3e6sF7R/Bc8iIEOM8SAQXYLGEOC3BQyGQya2trGQx6dXWVgoKChYUFuHEKkiFgWR+FVhq0ZoNFfHgEj2i+IQ5LIGvp1ActNSE6CUw9aQUvIaCTEH4UqYJDLQB0EhSivI5tX7mMB6/4c6imgMYrk2Wrs0sERzgcan4Rk6CpyCNoEkpT74kWo2Rl5+J/NXSbRfJ5z4jUOuFKAcGpf1is8cbAG3/9dWlHf8lfu/r7tuKiipUpfpKEVCxOY/hknawHr94+eoMaMtVYDimNiPzwoWsggNc0UaGm5fDP/upKvhSgNEzIorsFMnr2R7Zbfz5z8HICn/UAdH2svIq6OpmibWg13t7OmJH0sVC8DzUqD22WSD9oPDdsD4dFE6jKQ9auNKPSm2Mo4SfGEDQouNznUalFRVkpuTS06COvNdmlsdFxGYX5SQ/O/ZqpNW64lgzReqm9cXrY/pM3Xydl5eakf466/zilhitnPG2UfEz4pefpRfkJd8OuZulPHaGBOItmlSYl5lYCtgsdI03AdlGnICIDB1yqBf9jMYQoIUQgEjyISc4ULZNW8MTvsO9jIbvawDQhXCyWMnyafvoF/0fYUVN5PsOR0iBUDaM6JwKsovpGx+uOGU9JjvjlZUZ+UuTFf8rNpg5QFbczMpRRW9zs8X97hgtI1XlcLZWVFSX5GR/vX7iaiDWyoEg7f4EcFqLtL7BZYLuqPRwWQkVh1cesX3J78z8t9S6C5dKl1ofPbV8dKmdk53HCQfRxHo9OIuv+6a3nytkk48lOe+f24lmhXnPcvBUuhP/mvfM8oPBS0Og7xmHAaGNy35WHNoScCd68GpwbWs3atXe6Ng5VLSkAp/LzrROnXwDmGrSi8cQ1P5uqqgnLcNxu7eLoUyfWLeZTQlBsR4vzFNaXKCL5URdDkTKNWQ9C4uKJ1U1ME2ojEIrFqA2ZYx3qUTRlMtjLQqEQ00gqAGM6JwIcalYCv9FRGgbz964vOO7rtK5WyWzWDpexkmeGQAW8wTznpdGbfc6POTVJRan6rtvqJyAWS9LuO2TV4ZUjVZAXhigOo8m3spy85EKgc4LTgVLFxsaC+w0tcliA76itrKw6UA5B0Y0XBbQQJ0wdXv/XVQCYJqoK3gTuDqrbes51MPHrCoO5IQINCHTFwdCBrSfYz/rGHBYdKG8nLppdHHlgTVA6ZdhqV2tosDpxQ3U50eA8S6TJ4uLi8vPzW+SwAL4fLC0tu1xjQ4EhAt0AATjPEmlEYImgMeoG3Rqq0I0REN/P78aqQtUgAhCBboAAtFndoBGhChCBHoRA09oQnIX1IL2hqhABiEDXRADOs7pmu0GpIQI9FQG4By/S8gUFBeBjHWkcFrq6uvLwFltPHSpQ706CALRZIg0BnPwBlgpEDgs1NbX09HQKhaKurt5JGg+KARHogQjAtaFIowu+3WmGwwJMxJCdlHaSvsOpKUzPKGU28wl3JxEUitFTEeDU5CQmFkAOi2/V/o3fGwrTWIDChTksgDP4ysrKb1Yji8kSsjCtIYaQrJpddN915c7rmXXcqjc+B/yjK9rvHl6y8K+MaZTtK8uB2bsJAjWxoUdDYypachIvXVu4NhTBptGvQ2MsiBFwWAAPy8A1DXgkEBSA22UlJSWRnLUfvX72rv3p+N7/aQv8btDeuq8/2+vImeUG7I9e632JewIczYDzAhBqPnit91PcF7DeVKb4/r4dT6f6ugM/peAFW/QRudVARWuOxjQ56tCY533anmIyagpLB1BFiHqoES+BS036OzTsZnQmlYsmag+YuWXrPJ5DhQ4NGFKDbB1aDSz8uyLAqY6/FRh0879C+EDwAAAgAElEQVQChrzukAWOjjP6KAh909z8WwlB6UnhzofuF/D7rjzZdOjMFQ5TjcU9sDXlgjZLBEExmyWNwyIvL08CeGBy6J/OeVzV93Qwl463WDYuiyXKYSHyiFAHPwp4ENzlsdKY76wWjQN+VNFYw0n2huCJWyEtDy+ennTF63LqoJ/dtvRTYhelZWBUEJwgN1dAe96h5etla09mmKdzIkD7dO7kbc7Co+dHkdL+8PA8db2fzwqjRucxzb+V1AhwWFQpjN7jtdKYU5b59mbAWfezOv5OVtJGEbRZIhACmyUI7eKwIFoMJf175ryF98ZBilI8aUg2GCM5YO3CABRKd4nP8eGAGKLp8cTU6ogjpx8ml/I4LHQGTV/583xrZZ4bPzRGjqSsoiI0Q6JGu66/buvtNaMpjkvPiAwP+u1lWgVOe6j9NsdpBnK1BVk0JZuJI/v2AuZOU9ugXhjJlPJoeso1L5+7nwpoXJzBov2zEzwvabn6rekD+CYqXx7adN3S4+R89Ryx8kVz2R8/Np/PstEg20xK1XPvPYExZYAdQ3/08u0/22YfdzwrVuyJ8elnhNOM15bmRkkSSRjzvRBgU7OzGVozhugTFdBmI2xU7meWA468hpZq/m2TjIyMW26HHhlt9/iJ16VliUSioizRcqL9jMjXj9Iq2VbSOCwwcLdWuKEF86yysjLwR3524n+Pr765GxQfdZNWniMnK3v79m1wEwIE8Bahe6BxWhOd1vV5FxASVd76DSV87/WBV65evXpilhbPHgk94ljlKRnY8ft8gwJObBpGu33cq37+jFC3eBS3JuGSx8UMiw2nQk5vtEi/cvqvrDo0yWSYITXSP/ifj0JboEgpUShWyeck9tj9AeGhPjsmG5sN1aF9/gSoeABZY+brbIJ1fzJTsnzRXJMkHOhgFK3s9/mePR9ybD7hzfmLH7m9JYql4MXSNEt0J640fP5OCGBV+g1Uz7x+9XlWdfH7v1+wbKeaKjRV3fzb+nSsijdhx/9S+GmPgxVR6CCQXZ364kUB0aSPsvTZlPQ330n9zlWNGIcFS5aFU5AHPKwcwGGBUhBwWCxatEg6h4XqsJ83vNkeGBbV11F4o4hV9eTAMp5Ls4ZAmtDwVz0TBH8/C/xf6JGXAi2rxmOgwKnbOS6K2RYZXTR5CjANTaXJW2z2dR0l6tKdl4+R9iCKYbNl3gAtAkpj3my9fyPjK+z0tWfs9yDd+PWPE06XFG3mrFpnN0hdBjkl8KWGllOjqCqp4MC+HctypNbF53Hls7RJ2a8ScdZbdblpwQjli+Zq0LDxvzglPT3eg+K4ab2v/5JdTRwuXiygscCLpKlk2xJhH5VA8kdH4PWnLxv60DPE9QWTxjawczcTWcc1/xbIDn4nr7n/njts19HJvN1f8FvIqojc5/AYzWaDyYCsxQpH42ac+cH+INL8gnnWV3FYKA5atb7/9sDw6MXCHBaEwVsOLalf8TMSwg5EtLXXYZV0KfjqgmpeoVjCkG1HlvXmzcUxeCWkZSi3rrKESktyX7GgoR7N/jVg7oclGIx1cBm7uOzTP8HeXm4cr5OL1RBTinYZnPrA0RrXnsVWjNZ7+RFl7WQkW/cWqfxmOhroqPSsh2eDbkSnlvHZMdQtuBLFAhoL8TRtxQmm/w4IcKtiwoK/jHILczBhfr7pddwz3MTXyabBbjX/liceq/TDa5T8MLsmbgssaaTz0aVGgMOiMOnJpTBXHzUf56FSSEKhzRJpYmCzhDkscDicMIcFuFBqbm7eIoeF4oAVa823+19n0nEG9aWjsQR1TW3t+nPDIiEOC3Q9hwVvngWIIYQfRSTj0AoBh0VvAhYF/CljFVTJGhrNnPihZRRVCYpjdwVsNEdKJaNqMX3x5EiXd5/L7ScgpqSK9nwcZch4rd8fRX8w/A9lu9UIEIy1JpeoAuWvQi586r39tNsANeabo448qy1eLKf8sUQaUUHgU2dAoDb18UfsgIPGCmicgsWMBZZ3Qj4W1tk0bMI3/5Ynv0wvu91zsvwC3H9RP7rUlABiAIeFspoa4EBUJ2vazXn04HxcEXOoEjJHKLxTKtIHBPMsEPV1HBZKg1YuM6G1gsNCgULG5b96nV5cnJ2WR0OLPvI5LMo+xXzOLCpIfnTpRrbm6CGaLfzI4OTwnPK0zEps74m26FcXfo1KKyovL85KyQC8Ydya1Pu3/41NyysszEl6eT+qWE5Lm4SRRUgpOS6w5KFTemVeDfkXO3ySATCDLeZiFT8L9gx+CtzON4QGigqmEDuGeLFIaSSFgTE/GAEZ9d6qlf89ep9XQ69KfxGZwNIyUsE1tjjiWzGJZcjDHffZydw7efFDNa+f8zgsqqoqSwsy4x5eufYFa2hOlnb4AjksRLEU2KxvwGGhNnL1ojvO91rqW4R+9ossPS+7OJ6XM5jj5r5E9HE2j8Mi+6H/7ksVbKLRhPU7Z+riULXNlYlWMJ85XsUnIHxkgPPKfcvPBYfv+aeKg5LXm+JyZI0po6zgw5/XI3KqWCgMSd/WfudaawXAH2YpkdJcaEe1vjqMqu1My/PexRMn6PI6E1qhhVwcWnbS5wQCtYnGQnXYyoUxfj5OK/nsGOSBI3jsGGLFIqZpTmH47kcgIKM7c9uqgoDgLQ5UwBTdb7LTpuEqGE5GfYuPMUR4KykmXn/WVvs3zoGXR3qOV1GkPvBwfAYSYYlaprbL9y8bJoXcEMVhoh89uDNyzATAngxWJpLl9rSYhIQEAoHQIocFjUbr27dvh4PTeEugpdlVh0vSzgoAjUV14dvQA+GsjUEug3hrABggAl+LQAtLja8tvqvlF+xnQQ6Lb9Nu7JLHRzaGZ5IHL3exhAbr22AKS0HBeZZIJ0hMTASfQLfIYaGhoWFmZga7D0QAIvD9EYDzLBHMgSWCxuj790JYI0Sg9QjAc8PWYwVTQgQgAj8eAWizfnwbQAkgAhCB1iPQtDYEnO+tzwZTQgQgAhCBH4IAnGf9ENhhpRABiEA7EcChkDwUtLOwrp8NuKABnGnSOCwMDQ3B7a2uryXUACLQhRGA54YijQec/GlpaSFyWKiqqiYlJQGGC01NzS7c4FB0iEAXRwCuDUUaUPDtTjMcFsAdTW5ubhdvdEnxuczq0krAfMGpKUhNK4EUGJIIwZhvhQD4qis+Ph9yWHwrPBu/N2yGwwJcOi0vL/9WNXaKcuiffDdsv5LG5FZGee8+/aoNHgtR7MI7LoudIjKAn0oYIAKtQID2IcA1ILoccli0AqvWJGn069CYGMRIclgA6h0VFRWRArnVCbcCA397mVHNRZN0Bs3ZuWuhcQcexNa+d19xkngwfEu9r5mad0dXnFJ0C9/ctwMrRUIQo2g6dlqdLqDPgKH7IsClJf3mdvCBmXvgKr7bNhSn5N6OlQEp9Rqb7bjiNbbR2xW3JvkPX9/fozKqOHiK9awNO5YOUuG54JUa6AlBm/feyRdwWFD6jpi7ZvV0E6LUz59hVxNBUsxmSeOwkKQ4pCdccD+fPNjJw9lCmVWYko5R/Q70EFI7wXd8gZbvPXVp7+9YIazq+yLApee8iAgKvx1fxlJp+lwNuI5hqY454r/ZnOfjCiODF7IwaFlKvwlrbVbqEGu/AIKLgBsjQtYaS/Msw1MGcFhUEsYdPLO2D6csI+b6meBDIbph2/tDDotWtTSwWYLQRg4Lbk1+JlV54JTR/fRAG2rpGNXXxqWn3wvy/eVZSjlOZ8SyXVtmGgGihy9Xj3rfjs0H9BBGSw7P+3z4nPbR0A2mgB6i4tnetRHWp/wXkbObzbX0jPcs6epwSv/12OETDby3EwzGrXbZNEmHkxC+3yvyS0kNF4Wn2Mzf6vyTJQmN4lITb/n5RLzKoctRdGSquCNEimxJciDDIn2eXa5+6bIyYoifz1yNStF6h2QeWR0ipprvpNQTorI115el6wjffD8E2FW5TCvHE9Pv7z/bVCmHUVUnT1aUbXSBIiwPVsnU1grFZdcW4XFYgoaOsMN3oXSM9Bv79jzo7XJyuYDDgkRSkiVZT1k6++6rBykV7P5SOSy+n+5doSbBPKvtHBZoRbMRvavvnfb7873Q7iK35vNZt/A0q80BFwK3WqWe97qZCbZ96orjEtgTD4dfvhjs8j8T8xG9qHGxJXx6iIyoLKLNAAqzpVxTtZubHmOU+i91C7kSccF7ETEqNPxdNbeuLCUdO/lw6PmzfjuGFF4/dS2VCSzW+5Ajl/MGbfMLD3FfOVhVdPLesuSSMojXy+0joZoGXkK2rtArerSMaIK5/fpFQ7TlRI7rONTSqvLYP6/8eicqje/vWyzUZUX8PGfhmkN/k+zWT9BA6K6s8qjAI38oLD+4pj9JqGR2VfLTZ/kkM1MVhDz1dcBzQxGwxTgslGRZqoqAP5CJAhwW5WUCDgsGgyHJYYHTmXP45Gbbmrvu6xatOXT5TTFvT5qRcvclfdDKhYO01XoNWzjfoPjNJ8HWI6CH0FBTVtXQUpJVsR6tXfTqYxkbRc98Ho+zGaHHbTmXDG8mzqp8uHvBzPqw6OBrwCgmCDhlfX2KEknNdOLMPqiCrEo+NYasKo8Lw2DwzKk6VfGpVRxGamQMZ+jqn4YbaGibDLI1EJ2It0JyvgwiQazeapKEaoCiAkE28XLgc+dHAKc9cfXyERRG6r0zW9Ycqt+LEhJbRm9x0G+XfHdNrr5yKOwTmOCLBG5N/NWDPikj9+z+n45gD4VVfs950ZxZM+cs2XU1y2z+bJNmqAWkW7POj1sHSCiYZ7WLwwJNMJqw2nXC8tLYP/08ju7jnPFfrl5RXE1LOGg/s0FSrQGASEKMHoI8eJzm1ScfysfpP3uPstluLMt803IuXoGAmXXnMYf6jQJ6fODui/xquPTM+8G+v75MLuVTRZCtRPoLVkFFAcWoqeMwK0vriJbKyLtuXGYrJBeDX7JenLhqgKKiOdk6oD1hkR2EAE7dZsJ0G1C4/fy7Lut/uZkyYaOZmPd2rJyK4ajla1/+6x2ZtsbSQvhsiFXy9hVKYaS9Bs9VLT9gFcfs9VphDDgsChIizwbu9lYP3jtCiqtSaLNEGhXYrK/ksJBRs5rt8L9722LiypZOUVIjKk3YF75VpMGqRbsRTmP4ZJ1rD169NXqDGuJsDOghWpMLlAF4MchaOjqCvlBTWM+LwSl77h8Wa+wS6DFInRHluvqSaG08ogx+P8GrUGSrMosZXAPJCRMKjW+lDE2FI9UrrhqnLLJ52cRlhc+dHgGskoE+obaYirA+FMiORkt+aSOjZ3/ALvPUmYOXySdW9K3nsFBRVyfLosgULXu7B3fDPhYyRyhDDotWtH/juWEbOSzA8e6dPx59SMktKMhOePbPiyI5HV1AD2E8ZQj6ediVFymFZWVFmV/S+cs08YClDJ+mn37B/xF21FQjHj1Eq3KJl9L43EADwRCiikBILGc8fbRCTFDog4T8srLiYqqAa4JPgZGSUYFtSQZW0RO/w76PCyUpKoTrFVetlbIhiAujOhUCjJw30Z+yCosL0mJuXX1OMxwCjp4auwS7LPbJy8/ZRcX5X55dOReNth6lL2F8ZCijtrjZ4//2DH9X1cBhUVlZUZKf8fH+hauJWCMLirTTGchhIdoVBDar7RwWHHpZ/rvfIy5lVwJ6CEWDoUv3bgB0b2iU9bpDq0P8g3f8WQnWhPrTXL02KCHQQ6gNmWMd6lE0ZbIenx6C0KpcUvowRm3E2sXRp06sW8yniqDYjm6cf4vmkDdbeXgz2/fSnnX+gAuAoGU7kIRBEyzmTlI5cSZoTPi+5iXnULMS4uKJ1U0UFYj1YkRVQ0wjRREY3XkRYFdnREUEPU4H9CgEnUEz9mybRMGimA1dgi2T8uzitVP5NSiMktGoVYc2DAKn1JIBbzDPeWn0Zp/zY05NUlGqvuu2+glIhCVp9x2y6vDKkSpIeUACDgP96P4/I8dOBBwWcvLNbHtJ1tg9Y2JjY4FPnhY5LMB31FZWVt0TgjZoBSgqqgreBO4Oqtt6znUwsQ05YVKIQLsRgPtZItAJ9rMgh0Wr+hO7OPLAmqB0yrDVrtbQYLUKMpjoGyAAbZYIiBgMBtwmbZHDAvh++AbYd/UisJRpp/6a1tW1gPJ3NQSgzRJpMUt+6GqNCOWFCPQgBOCd0h7U2FBViEA3QADarG7QiFAFiEAPQqBpbQjOwnqQ3lBViABEoGsiAOdZXbPdoNQQgZ6KANyDF2n5goICJpMpjcNCV1dXHt5i66lDBerdSRCANkukIYCTP8BSgchhoaamlp6eTqFQ1NXVO0njQTEgAj0QAbg2FGl0wbc7zXBYgImYpJPSrtpvODU5iYkFX8Em0FUVh3L/QAS+utdBm4Vgs4QJLAR34uvq6vLy8qqqqsBnPcAZfGVl5Q9s9G9WdU1s6NHQmAqkD7dbqoNddN915c7rPB+GMEAE2oLAV/Q6QTVwbSgCd6Nfh8ZYECPJYVFRUaGkpCSak5r0d2jYzehMKhdN1B4wc8vWeTwnDR0T6ImBjoeL1oYcHCb59WnNe6/1vrK7g7b067DqgVIYksmoKSwdSF3RMQ3cJUrlcVUcc39kcvD0ckNhJwz0T6fXub2qbdJBZ7GP99xmfOvSk8KdD90vEHBYkE2HzlzhMNVYmjd4FAraLFHLw/OWwmmMksZhAeZcYr2KnnTF63LqoJ/dtvRTYhelZWBUkL3pfZvOKEsxpXBjvxTXDSOBzkKL9dvuU7Pq9K4himgUqyw9l0WZoSnNk8e3EQCFljecZG/4jQqDxXQ1BLj03Kjr4RfuJpazlE3EhZfr6xh0cR2foJ6Z9cdhj9jRA9WbtTOAw6JKYfQer5XGnLLMtzcDzrqf1fF3spJmtZotS1yY7v8MZlWC0FYOi9qCLJqSzcSRfXsBV0Ga2gb1UHHpGZHhQb+9TKvAaQ+13+Y4zQBwWKRc8/K5+6kAcFgYLNo/O8Hzkpar35o+gMOi8uWhTdctPU7OV89pNpf98UNWxsTK5JxarhEeXZv+9G1ZVd2TJNpgWyKaWZhURjQ2IGIAX8qTC35XHqdV49Qtp6/ZtGigKk64avvjx6Y0NCgj45bboUdG2z1WW+IyW6j62Hw9njmmRruuv27r7TWTUvXce09gTBmgzNAfvXz7z7bZxx3Piml0Ynz6GeE047U72KR2/576gzVkV+fVWax1n/rosMA7rog4WFmCAs9jFrsk+loka/LBaXwfSxKhsdf9JOCwIBIVZYmWE+1nRL5+lFbJtoIcFhKQIUUI1obt4LAgmQwzpEb6B//zUWhPm1uTcMnjYobFhlMhpzdapF85/VcW2P9hlXxOYo/dHxAe6rNjsrHZUB3a50+AJAdwWGS+ziZY9yczW8o1SUtBs58upiChgIlC0bNexivYDlVJ/vcLmI7XFX/JQ+lYaOJ57D5h8carvQL9Ds6We3zKmzf3Fq56klb97xWr4k3Y8b8UftrjYEWobblq8V85jKKV/T7fs+dDjs0nvDl/8SO3t4RGFLxYGqqk60qk1oBxnRUBNMHMbvV8W03Z5vbDmdn3b2X0tptmIOHxD6gl1OuEaXnY1akvXhQQTfooi/ezJiiaq7OzAtaBcrWfw0J7xn6PDQNqH5xwcth47Jf/SvgcFmkPohg2S+cN0FLVHTxvtl7J23jBhjfgsKCoKqlQNBVllS1HahVHxwFuC3r2q0Sc9VBdbsu5ZNDyepbqtJTUSjYz52UsdvDsWSMIif8m07g12QkVapZ68ozU+y/oA1YsGWFA1jSdvGqRbubD6CKeYWyqmu9TGZjVa+6BacN2bp+sLdMagSU9MeOU9PTIikTVPuOm9UYVZlcTJTQC1BWiaRD9tXZgs8Kivz8CoGfdekwfPH+wqqSNEe11PNlYFZH7HOwXLrBftf9ajsmc6cbNOPOTbs2+v5adoEbBPKudHBYGYx1cxi4u+/RPsLeXG8fr5GK1yhIqLcl9xYIGzTT7S3JYqA8crXHtWWzFaL2XH1HWTkaydW9bzoXCqffrS7gVm11p/P4/9KCdhvqYwQpHHn4p+9/HPHmzJerYusxiJtFcTbCphiFokmWoBUicTqzSD69R8sPsKDxSTW5dKwQWayUuPevh2aAb0allfMoMdQsuTlwjQF0hnqYTNDUUoUMR4NYmRn7A2u7pjWR8RHodXwwsaaTz0aVGgMOiMOnJpTBXHzUf56GNzNSikkKbJYIHsFlfy2GhajF98eRIl3efy+0nKKoSFMfuCthYT1AvqIoq1gKUIeO1fn8U/cHwP5TtViPAYdGaXCi87kBjdFjUy3ufsENcdPF49KjhhEN3n6kUsAyW6eDROCV1PDWntA7F403l0AqK6wi9SVhUuXg/lellt3tOll+A+y/qR5eayrSqauEyOOWvQi586r39tNsANeabo44R4CVOTCNO+WOJNOJywOduhgAjIyoBY75ND/HwWrTX1XNYKKupqcui1MmadnMePTgfV8QcqoS0qARn1t0Mqq9URzDPAoW0mcMi9f7tf2PT8goLc5Je3o8qltPSBhwWvSfaol9d+DUqrai8vDgrJaMK6SoUljx0Sq/MqyH/YodPMuBxWLQqF1rBeKhe1dMrr2RHjdUFW5wyOqPHqcb+crdIdxjvmFjOaMoIuXcXI15lFBckPTh/LafXpKEUxB8oGfJwx312MvdOXvxQjW+palbxs2DP4Kf8VaYgNNBSMIUoM8Q1QkrzlQ0Fs3c6BET6Bqsk4Qtd20YX0WQB0YV7XQOHRVVVZWlBZtzDK9e+YA3NyYj79iAr5LAQbXqBzWoHhwWjrODDn9cjcqoAhwVJ39Z+51prBcBhYbly3/JzweF7/gHe/uX1prgcWWOOwGGhajvT8rx38cQJPOODQiu0Khdasd9IfVQia8JIwWY6TnP4BL2I89wRFuDGAwolb7p075pzAeHOjuDc0GLaVucpIJnYFK9Bd7z+rK32b5wDL488s6F5gTm07KTPCQRqE3WF6rCVC2P8fJxW8ikzyANH8CgzMKIaIabpdGMOCvR1CDT2DRQFnAWVpFbI62rKSyGi4NXU1Os8x6soUh94OD4DsViilqnt8v3LhkkhN0RxmE0cFoD47utk7g65ExISCARCixwWNBqtb9++3UHh9ugAqCuqC9+GHghnbQxyGcSb2cMAEfh+CCAuF75f9Z2tJsF+FuSwaK5d2CWPj2wMzyQPXu5iCQ1Wc0jBdx2CALRZIrACDousrKwWOSw0NDQ6pDW6RKFY8hTP643XUbuEyFDI7oQAtFkirWnGD92pgaEuEIFuhgA8N+xmDQrVgQh0cwSgzermDQzVgwh0MwSa1oaA872b6QbVgQhABLofAnCe1f3aFGoEEejOCPzgPfiXL1+KOV8XgA0cVwEiCUAxr6enB87yunMLQN0gAhCBtiDwg21WXR3T1nawpMBPnjweMWJkcnIy8K5nYWGhqKgomQbGQAQgAj0QgR88hWGxkL7AQ6GA53VlZeV+/foRicQPHz5QqRJfnXBqClLTSpjQEVMP7LRQ5U6FAIdeWUZlfb+R+INtFpvNEiOMEDxWV1eBZlFQUOjVqxc4HIiLixNrJW5llPfu06/Km/wgt68Z2YV3XBY7RWT8YC4GLovZ2OidRKT24Qlz9TgEqqMOrT4QWYw8+RBGQ7iTfw1KP3htyOLbLEkF5OTkw8NDwZYWcGUlJycrIyPtI2/JrC3HMDJu7NlyCbP10olxyhhF07HT6nR/KBcDu+iO86bH00NOTFDhffLZGURqGUSYossjwCm5t2NlQEq9HmY7rniNVUJzqj7d8PG9/iafId9r+E9bNs8xJaCYuc8vBl66H1vIkNUcOM9pu72VYpvnOmKd/GvA+8E2i81iI9qsWbNmC2v1/Dnvk+9vEri0Txc9r+dx0br84tDyvacu7f1NSm5/IVxWnZDd7hQitV8ZmLOrIMBhUFmqY474bzbn+anCyPDcPtJiQz1vcRZ7RYxVTP3N7fDxXyyD1xhWfvlQab78yHojVMKvnn4nIwaGrTdt8yRCtJN/DUY/2GZJm2eJqQSSSVeSS89+GHr6wsPkKhzZevaGbUtswayJy8h5En7mwoMksHrEqxqPdzrkOAi4PeTS4q8GvLfZ9JOC33NBidUvXVZGDPHzmdvgHh1FTzh3wOteUkktF6WgO3j2uk2LbFSwPPfq3rdj8wHxhNHSM96L9NiSlSJmRHHp6feCfH95llKO0xmxbNeWmUaAxkKktONjgRvmpDPLZ51BoXo5BPtOydhfLxJWMi+KnvG3z/FLL3LoKILpEs9j9gZt7j3SoYRvehICHEZVnTxZUbbRjQlgnajOyqRrzxlmSFJAm48apPpPenkdypg8bvNOATAas0dGvEorYaBEbRYr75/Dqy7mlHOUTKeu2bFmDPE/t1Uh5COhG81kUez8P7dufj4zYIdoJ7fTZkmMi1b27R9sswT7WS12FJBMahp64gXXwM+228649GHEnHP39FDx95ylknzhgO87aydvZxulsgeH9kcV8Xbr0YzUG4FvrTZ69ys4JLU8VF3ZlzTsZLeQ2dqMtIch3kfcSQGeM4nFcQnsiYfD7fRQtVhAYJN4VrJSIkLGGUqJZ93C08bsCdivkX7tsLfXTSu/JQZ1YqV9ROH7OAV5jFVGY3AyOFqGQDhuzWeJvItV/wu/lNhvZ9gJC9nKEla982TpysA3EAFpCHCopVXlBX9e+dW07+BRg42AG1sUVtVyMPlixMV/jVf1y/3zKWuoo5mwvzdm3tv31F6TDMT9JaNle03etn+4Zu27Sx4+7uq9T00cbUT7NSa/zswAR015U0QZZqGM+U+4k2NrPoeIj4vW9u02r0ulAdC+eHBuiLgHLxYp7XgRVEpPvvOs1natw2gjilbf/61bopd+72UhNfnOU9rAdavH99FQJWuSFQSewdhFj88+0172Uz9iS57C0LJqmhSyhuEQ+6BHE8IAAB4NSURBVC1LdFLvviysZ3/QUFNW1dBSkmEgVcpPI56RlnL3JX3QyoWDtNV6DVs436D4zSdAV8FLKafWUBpPGjQGKwN+7/A4TJNsDIS8HKysPIaWm1nClFXR0ScDT8wwQATahwBOe+Lq5SMojNR7Z7asOXQnn9eB8QazVo1gPPLf7bDa4wlx0nTzprHCqfwv/Ngfcnab/ydBr4pVsxpqaaCh1XfKSnv9vMevCon9JxuXv4wGVE/0zNdZSrY26sAgCnfyr+nbXX2exWVWFDFIFuqCBRKGqEXBU/MraymFDEVLDdERTf/y+83KsXsHAweIZa1tZKyynga+Ol/MJzJipaJp6jMCSYqraQkH7Wc21Kg1QILGQpowzAqEvISBm/YtDApxW/G75pglm9bPNJXGXCmtVBgPERAggFO3mTDdBvxtP/+uy/pfbqZM2GhKjw7ySxzjcWmNGTPuuvuRI0FmwdsHArvFrY69sM/rg7Wz18LezfxQYkia6jK0IipXZeC0vmFX/s2ZMSQqAWu5E/BZVgrDDkZQ+/v2D7ZZYKMKuNlrsRNJ389C45XJstXZJUyUAY+sgZpfxCQYK8kpquBoBRXgAkMTmzMzLzqmILt48/zr9dWdWuaMunxiULOVc6gFJXWEPkSsiJlDrFRRJE19RpKckhpRacK+8K0Wwl9zVotUikbjMGCHks1bvQq/wCPmRSlZ2bn4zyp4ff7Qcc8I85C1xnBDq9k2hC9bQgCrZKBPqC2mslG1KZHvsIPcTQhoHMFqzk/Wf/m/K6gbaIwtenTS899em079bKvc7MqMXZFdyCSZKWLRSgPn2Yb7/vW0Oo5ts8VQDoWuEu7k6K/p281K0JKuX/9ecG7Y4vIQJBOvCyeH55SnZFTgjKeNko8Jv/Q8vSg/4W7Y1Sz9qSM0iEbj+3Nfnfv1dXZpcXpcfAl/1mu08txtQfjr4hYTOdPtl8Fdh0YjwSp64nfY9zF/FYhil8ZGx2UU5ic9OPdrpta44Y378/VSyCFVyjP/EhmJxlOGoJ+HXXmRUlhWVpT5JR2B2g9D0KDgcp9HpRYVZaXk0hpNuCxSXlZpUmJuJZ1D0DHSlK2j0hEuiohDBZ8hAggIMHLeRH/KKiwuSIu5dfU5zXCIniygluijVvHmwX+5NHpl6tO78SxtY1UcOJX65VKK9YY1QxQ5TBDqJO6PchllhaVlJdlvf/O/mtv7fyM0cCg0wXzeJPzD4LsM20nG4PdarJPjv6Jv//h5FuJdBzGIJedZaILF3EkqJ84EjQnft/LQhpAzwZtXg3NDq1m79k7XxqFRto57FpwOOOX4Rw2BQmFyVWSxyDs/XA6bgwIfNKI51KyEuHhiNQcFNh25jKz7p7eeK2eTjCc77Z3bC4cSnRmh5PtKVspLI5ERjbJed2h1iH/wjj8rAY2F/jRXrw1K4jQWBMulS60Pn9u+OlTOyM7jxLx67dEEybyk2s+3Tpx+AYhv0IrGE9f8bAqdcSAMRxjVMgLs6oyoiKDH6YBdhaAzaMaebZMoYM+p19zdP+ef9l9vXw3sl+W07dtGqWJY2fEJ5ZW5x1a8EJSK6e8accS20a22jIqxQd2dA2tuoVByWoPm7N8xTfATj9efOsf4j9+s/sczWSiUWCd3aH/fbuKwkJMXPw1oWe+vThEY7DdtauNej9Ti7ty77bjeSepryRdcRmleGZeoKI+mZjzxP3bH+Iifg5H4GgpwMVQVvAncHVS39ZzrYGJDKZK3HyTLR4xpd0bE0mAkRKCrIsCi0+rYtPjf3H3TZ588OF79267mfvQ8S8qdUrHGaubcELlZ63Lunnb9PYnH3KVkNMreeYGhuMEC67jiyANrgtIpw1a7WjcaLOTiYCxEACLQagSYGb9s23YzX8ls9pa9Y7+xwQJC/OB5VkCgL4MJmPFaCLJ42Y2Om1tIBF9DBCACPQCBHzzPgpaoB/QxqCJE4Fsi8G1Xmt9SMlgWRAAiABGQRADaLElMYAxEACLQeRFoWhvS6fTOKyaUDCIAEYAI8BHAtHwJHSIFEYAIQAQ6DQIduAcPnIuy2RL314GZxGCAx2R9ff3mKeY7DURQEIgARKATIdCBNquurm7QIITP+XJzc8Hd98+fP5uYmEBSxU7UF6AoEIGugEAH7sEDwwS+f66VCGDypa2tTSKRkpKSGIyWL2e1AkZ2TXnJ9/Si37JInJrC9IxSSLHRMlIwRQ9DgFOTk5hYQG//plSH2yzJ75+BzQLTKzKZDBaJgA2sNS3GLrrvunLn9UwpTBPUGE+nY09KxNeh38pnfqOELYghpAm36o3PAf/oCvgFc2uaF6bpSQjUxIYeDY2pEB+trYegA9eGjdZKTBrAtxofH4/D4QgEQmlpKYKstR+91vsS9wQ4mtV/AYwhmYyawtJpC9MEu/j+vh1Pp/q6A+efvCroSeHOh+4DJ2QgyJNNh85c4TDVuI2+p9ohBoJ2MAoi0OURYOY9u+B38WEKzy/BzHWbF/ZX4jn1awjNv5VQvm1jk9ux8yzB8hCsEIWDBj+oqakBjmhgvyQ0QIhAyxtOshf2mYiQRjyKy2IJz3K49LIqhdF7gs+fDTzpPEs99pz72bgmty/imZGf2yMGckkwFiLQhRFg5d45FfLBcJ3vxfPeS1Sf+gS9rhBa6jX/FkHtto1NdIfbrJqamoyMDLEVIogB8SAS8WARQStqtOvS7bd5syQuI/dp6N61ixaAsGTd7tB3VXy0mNm/73HgRTkevf6ZWg8gIzlg7UIQue1WHt/xMUYWHFgqkvUsJ9rP0KOnpwFfVuyif3Yu3fsvH3L+3/tfVHG59Mw7p7Yu41WxYu+NTGajQI1i0JMu7F3vwCt7wfKdp69e8t61Cjz8tOHYzS9tNYQI2sIoiEBnRoBLz3qXrzxqygBNBaL2kFkTFOMfJTV1++bfCunFyLi1d4VTeCwVzC2QxqY0CDrWZoFpVEpKCmCuF9isgoKCu3fvgr+VlJS+fPkC3IeBv6VJhhwPGGuOBH3QWXIsIDTw6FxCTnKxYJ9bRm2k4/Hg4NNbBxff9LuRLjAz+N7rA69cvXr1xCwRp33s6tQXLwqIJn2UpayMqe8v/vKl72b/CxfDjq0fq9Hk67RRJlZ5WiZugmtgWOCxRUpvb70izXYNCPJ27Jv2W/izVrBTIusGYyECXQIBNF5dn1j+Ljq5ksliVIPDr7qKIuDktD40/7YhFaviTdjxvxR+2uNgRRQyQi2OTZBfyqj9FtABe5SWlgYMFjgiFDhQBiz21tbW4G8w3VFVVU1PT2+rzaKn3n9eY+PoMKY3Ec3Fq8s3OvJDK2j00lRTwylNnagT+SKtmqMPVKgnhmhIxKqI3OfwGM3mOTGWtVjhaAwchiGaTCxeDlOTl13KtDHX1pMGBRqvoq6iTCaPnWLy62XlXjpkdRnSxP4KJ1NL6lAUHmEcDBCBbooA3njRlnl+ge5rbjCxRBUZKktLVqbJ8DT/lgcJtybhmvvvucN2HZ2sDWYEYBGENDalgdexNgvMs8DFUYFhKiwsBNYKHBcKHsEkC9BEt9VmAYPOJPWjyCI7HQVKYhWU5VB1tYDjVHIGiSWNdD661EiGSS1MenIpzNVHzcfZVuCCXfTgVcFmvfO8sHMeP/+pMXLhz2um9akn7kEEEStPxLFq+e5mMXJEWU6JhOdZxGwwEiLQdRFAE83t9vjbAQU4pZF7N1zV1iEIjbfm34JMrNIPr1Hyw+woPBpYfkAam0MBISlSwKBEhytSmnbGAXsEdtkrKiqKi4vB37Gxsf369QN/gABiaDQauKXVVpuFIynjaIWVUu488AVFo/maAmIIdD0xRIP8aKy8spqaOlnLwGKM3RwjRnJcERMjo4Dn1lbUip68YhQt5uw4edZvk3nqlZPX61ea0mCor5BfqaShlJYLxkMEuj4CXHrq3b9SCQPGGCKtLKS+lelld8DJMiHA/ZeGfTCksSkNng4cZAJ7ZGBgAMwWmGGNHz+eQqEIDhBBDPh2B/wt1WZxOfTKMnATgh8qaxuWcHKGYyxRry/fiMkpK8n8nFgq/dQRo0Ah4/JfvU4vLs5Oy+PvEHIB2XdVVWVpQWbcwyvXvmANzcl4NNHAUjX/wd8xmaWVFWVVgs0xVlnyl7wqwBOhZaABeCJohc+CPYOfAh/srQ98io20zMq25Gl96TAlRODHIsCtq6nIjX9y8ejhP2uGrVlqAVYirOLGYYLwVkxcGfJwx312MvdOXvxQLW1sStOwY9eG4FgQLACB2RKzTSAGCATeSrVZbGqU95aoeqm1Fh1ZKPgTTRq4bsdc/1D/bbdrCGQyk6ssjZwCRehnv8jS87KL43k5gzlu7vPlVBSpDzwcn4GCsEQtU9vl+5cN413d0p+1aWGGr9/OSDB5k1UxmqCC5VbF3T7jH1UMeCJIRuNXrDJiPzr3OYEAjjfEySekoYpCK5jPHK/iExA+MmCXTaO3f6nJ4QuIQJdCgJl2dee+BwytvkN+cnOebM6/nMWhZScJholypuRbSfXw+rO22r9xDrw80nO8lLEpmQnE1KEf3vtn1LiJ4NIBWE0hJml35J07dwYOHCjVKvE/ln779u20adPaUAVgJcovB+QUcmhq1rOQE/eNXL2XGEj6em9DiTApRAAi0JUQ6Nh5VvNXRnk7W22961CX98D/yJ/J1YCcQtFguN3WufrQYHWl/gZlhQh8LQIdaLPA1znv3r1rXkCwcmw+gfhbvKH9sXP24rHwGSIAEegpCHSgzZo6dWpPQRHqCRGACHwvBDrw3PB7qQDrgQhABHoQAtBm9aDGhqpCBLoBAk1rQ+gytBs0J1QBItDtEQDzrA67CN/twYMKQgQgAt8dgQ7cg4+JiUF0NQOuZYEPp42NjcHB4nfXF1YIEYAIdG0EOtBqNM9hAa5BWFpayssD3wowQAQgAhCB1iLQgXvw4L4o+KJQgsKitpHDAnw1/Y2IYNk1ZcXV0J9CaxsdpoMI/DgEwDc+8fH5XZfDAjCGtQY8duEdl8VOERlS/DlURx9ed+ihhK+9b89h0bwYrdEEpoEI9HAEaB8CXAOiy7sbh8V79xUniQfDt5g3cFgomo6dVqfbJg6LojvOmx5PDzkxQYX/HSU9IWjz3jv5Ag4LSt8Rc9esnm5CbNsnlpi2i9HD+ydUv3sgwKUl/eZ28IGZe+Cq3o0fy7HKYv+5cu1udHypkfO5o8NJTapySu7tWBmQUh9htuOK11gpvrD4Sdo2NrkduJ8l+JxQ4KFUuOUAgYXgEdyuAI4AW9OoaPneU5f2bk3KpjTAeZYYh0UlYdzBM2v7cMoyYq6fCT4Uohu2vX+bmHfaI0bbhIapIQKdDAEuPedFRFD47fgylopZk2ys4sdezhdpo5dvPL7dkKJMFJEaOH1iqY454r/ZnOdWCyPT6NoPWTfAYdGGsdmRTuoENuvbcFhUv3Sx2/gHb5bEZeQ8Dti5fPZMEOY7bAv4r5J/V4OZdW3HIl7UateIOL5HHhAYSWeWzwKRjjdyGzgsSCQlir71lKWz9WtTUwDHGrvwLye7nY/KeTn4f+96Wgk4LDJuH9+wgFeF/c5fM5o4LBrFoCecc165kFf2zEUbjkS85890ga/6/evseZFzt1yTxsUokAz+CxHoKgiwq3KZVo4nnG2Fft+5lW9CLhT8z+3gqgmWvdSIssJEYUAvDqOqTp6sKIvnB5yU1Qwj/cZO+3VBH6rrOSzEx6Y0gDp2niXgsNDV1RX4bygqKnr//v2UKVMEHBb9+/dvs18HeuKFA77vrJ28nW2Uyh4c2h9VBNz0gRWkjPqYLYcX9Eal3nL3OHVtcMgaQ6Axvo9TkAfgN8TgZHCMokYI2FXJT5/lk8xMVaRoX/1f+KXEfjvDTljIVpaw1BA+464r+5KGnewWMlubkfYwxPuIOynAcyaxOC6BPfFwuJ0eqharKqVsaQ0B4yECnRIBNMHcfr05quZdZJN43KqPf78tL0nes+AKFa1qMdNxp8MQ4Y0bDrW0qrzgzyu/mvYdPGqwEUnMpPEKYpVHBR75Q2G515r+JNb71o9NkLIDRxawR9+ewyL5zlPawC2rx/chAQ4LcpOfdrSCpp6WujpOefoU3bvPU6s4PJslzmFRfs95UWQ9h4XVmi0mUjksZOUxtNzMEuZACx19aR0JLaumSSFr4Mj2W5ZEO959Wfi/KaBGOTUNNWVVnLK0XDAeItD1Eagr/pKPNp7nsn96b9n8yBN7T/qbhbmOaNqywmlPXL08vSAr4d6ZqxdNNpw5OE2E+ApwWMRfPXgte+R+r//p1HNYIIxNaTh17F0HMM8SOFAG9is/P7+RwwI8Ag4LcLm0rfMsZnkhQ9FAQ07KbJPHYaEij2LUiGxlNeiOVRyzNyD87NkQX/etk6mXdnu/4tEa8osS/RaAMHDTvoVKT91WLHE6+ZcQcxsyiFhlPQ18dX5V+w9CkMuFsRCBTooAl8VgoYl6emryeKLR+DnWmJS3uQwhWXHqNhOmz1uyYd9pP0e9z7/eTBF+CdKxSt6+ysbpG2s0ktEgj01k9TvWZn1zDgsZRRUcraBCyp0HvopNHBYYSQ4LFXV1MkXb0Gq8vZ0xI+ljIY/DQpZbUy7OYaFkZefifzV0m0Xyec+I1KYNLSQQOdSCkjoChYgwAUZKDuMgAl0dAayiFolTml3BP4VnMxlsrBwO0ZJglQz0CbXFTeSHAs1l9OyPbLf+fObg5YR6LlfAYSExNqWhhFiTtMRtixfModrPYVFRWlIfKpo4LIzG9+e+Ovfr6+zS4vS4+BLpFBEYggYFl/s8KrWoKCslt5HDorKyoiQ/4+P9C1cTsUYWgKuIZGStlnf3VnRGSUV5aWU9h0VpUmJuJeCw0DHS5HFYFDzxO+z7uFC0MnZpbHRcRmF+0oNzv2ZqjRsuOvttG1QwNUSgKyGAo9iO1c7/63p0PrUi4e9rcQqDR+rhWUUNw4SR8yb6U1ZhcUFazK2rz2mGQ/QkWHlkKKO2uNnj//YMFxDB8/hlxMemNEQ6dj/rKzgsql94rH9RL7X2kuOLBX+iFW0d9yw4HXDK8Y8aAoXC5KpI57CwXLrU+vC57atD5YzsPE4sklNRqr7rtvoJKAhL0u47ZNXhlSN5V7cM5m5bnHbylNM9HoeFap/Jqjhu5cdbJ06/ADw7aEXjiWt+NmY9CImLJ4LjDWEOCy4j6/7prefK2STjyU575/bCoaqlgQzjIQLdCwFcrzl7NuafCFj3ExWvNXTZ/hV9AatoXlYCf5iwsRlREUGP06s4KILOoBl7tk2iIK1B8AbznJdGb/Y5P+bUJCljExE0HofF36PGTQIcFnLf+tO/mzdvtobDYt68eYiiIUdyGaV5ZYDDQh5NzXjif+yO8RE/B6Pv7xIeXHpYGTHEz2cunF0htxOMhQh0FAIdO8/qAA6LnLunXX9PqgIcFkpGo+ydFxh+f4PVUW0By4UIQARaRqADbVbHcFj0Xup9dWnLenVwCtIIzxsjOrgOWDxEACKAgEAH2qw5c+YgVAijIAIQAYjAVyDQgeeGXyEVzAoRgAhABJARgDYLGRcYCxGACHROBJrWht/I/V7nVBNKBRGACHQTBOA8q5s0JFQDItBDEOjAPfi4uDhpHBZEIlFfXx+LRbpq1kOAh2pCBCAC7UKgA21W8xwWwKuyiYkJJFVsV6vBTBCBnotAB64NwfeGzXNYJCUlMRhiX3y3ryXYNeUlVMhh0T7wYC6IwPdEgFOTk5hY0HU5LJKTk1sDF7vovuvKndel+f6kxng6HXtSIu4M5ttzWDQvRms0gWkgAj0cgZrY0KOhMcBHcHtDB64NwTxLEMRkAx/0xMfHg1vyBAKhtLQUQfLaj17rfYl7AhzNGjgsSCajprB02sRhUXx/346nU33dgZ9SXhX0pHDnQ/cLBBwWZNOhM1c4TDVukzd44Ni67WIgaAejIAJdEAFG5q2DuyIwG8PcRwPnfpzq+FuBQTf/K2DI6w5Z4Og4o0+T/02Bctya5D+OuT8yOXh6eUvf17VtbHYZDgvDSfY8z6NtCFwWS4zDokph9B6vlcacssy3NwPOup/V8XeyapPVQsu3XYw2SAyTQgQ6KQJcWnzEqZsFXLS2QEDap3Mnb3MWHj0/ipT2h4fnqev9fFY0uSrg0nOjrodfuJtYzlI2aYVGgMOiDWOzq3BYUKNdl26/zZslcRm5T0P3rl20AIQl63aHCtzvoJjZv+9x4EU5Hr3+mdrAYZEcsHYhiNx2K6+Bw4JIVCTrWU60n6FHT0+rBBwWRf/sXLr3X57DUsHf+19UAQ6LzDunti7jVbFi743MJpd/AjHyK964L1sXnszbimPl/L5l2cGXVSA/tzrKbZnTr5l1UrO3ovlgEohAp0OAS0u8HvrR+udGhwRsanY2Q2vYEH2igprZCBsVWl65iBtOdnVencVa960Dm50SMDJu7V3hFB5LreewEB+b0nDo2LVhB3BYfLl6JOiD5fpjW60Vyx8dO/y6uJ7DQm2k4/65Rqi02ydO+t0Y5LuC58cd33v9GbdRSgIOi+JGCNjVqS9eFBBN+ihL0Z76/uIvX/pu9nfvx+OwUBXnsEArGA7SokV+qWD3odDSP+bTsz/mMkYoovNic+XMFmrgWsgurSlgPESgUyLASL8V9t5i3bG+he718mFV+g1Uj7h+9bnR8r75f79g2a41FXYthyaY2a02Q9V84DmrkxJYFW/Cjv+l8NNRBysi62NjohbHJkgpZdRKqahN0WAz69tzWKTef15j4+gwpjcRcFioyzf6hUcraPTSVFPDKU2dqBP5Iq2aw7NZ4hwWFZH7HB7Xc1hYrHA0lsphgZfD1ORllzJtzLX1EHTGqJjbql/9L402jZT5tkhFG5MSV8zqg/6UWGe8RE8WjW4hO0KJMAoi0EkRYBc/vfhS8yePvgROExcpXn/6sqEPPUNcXzBpbAM7d7NmJ1QSmnFrEq65/547bNfRydr1HBYIY1MiW31Ex951+OYcFnUVRUySHqXR9b2EWlgFZeAxsRaZw4I00vlUQGCg74mDGyfQIlx9XvO4ERE4LBRs1jvPU3zh8fPqnb7/JNfUrzSF6sJpDOhPyIzKqMp7m6kxe2F/+of40tL4mHKDEbytyBazS0gNIyACnRQBesqff1WNWjhQhAeaWxUTFvxllFvY+cthB+1kgIfkD/V+3VunBav0w+scbK/ewLd5fQYs4thELq1jbdY357DAkZRxtMLK1nFYoCU5LJTV1NTJWgYWY+zmGDGS44p4HBZ4bm2FOIeFosWcHSfP+m0yT71y8nq6JIcFXne4jUzi09ev4mVs+lsONyiLevPmZZHeGHMSrxEwLWVHbgsYCxHobAgwC968Lcy56bxkwYKF6wJT6Ml+a/Y9q6xNffwRO2CUsQIap2wxY4ElO/5jYXNjUlwrmV52B5wsEwLcf2lgtQIcFhJjUzxXw3PH2ixQS/s5LCrLwE0Ifqhs4rAwHGOJen35RkxOWUnm58TSZjgsFChkXP6r1+nFxdlpeY0cFlVVlaUFmXEPr1z7gjU0J+PRRANL1fwHf8dkllZWlFXVc1iUJX/JqwIcFloGGjwOi8JnwZ7BT4F/+KYgqz9mAOrlxXvMATZkUp/RehkRV1N1x1oq8/BkiWanCx9fSmsHGA8R6IwI4A2WBf0mCNdDHY3l+jiFg7sOMuq9VSv/e/Q+r4Zelf4iMoGlZaSCYxVLDhOpKsmQhzvus5O5d/LiBz7rO4/DQnxsSsvcsftZX8FhQY3y3hJVL7XWoiMLBX+iSQPX7ZjrH+q/7XYNgUxmcpWlc1j0s19k6XnZxfG8nMEcN/f5ciqK1Acejs9AQViilqnt8v3LhvGubunP2rQww9dvZySPw0LFaIIKllsVd/uMf1Qx4LAgGY1fscqI/ejc5wQCON4Q2miUM5w4XPlhzJCh2jJonPk4Y8xn7pSBqjyTxalKEMnep/6SmbQmgPEQgS6GgIzuzG2rCgKCtzhQAYN7v8lOm4arYDgZ2UmCYUJplTp4/Vlb7d84B14e6TleythELEeIwwIQAyImaXfknTt3WsNhMW3atDZUwWWU5ZcDDgs5NDXrWciJ+0au3ksMoEv4NiAIk0IEujYCHTvP6gAOi7wH/kf+TK4GHBaKBsPtts7Vhwara/dAKD1EoG0IdKDN6hgOC0P7Y+fs26YjTA0RgAh0HwQ60GZNnTq1++AENYEIQAQ6BwIdeG7YORSEUkAEIALdCgFos7pVc0JlIALdHoGmtSF0GdrtGxsqCBHoBgj8H6oDVA41902JAAAAAElFTkSuQmCC&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcF88sy1t390LLzhY9Cs0D_SYXRmOBwTQWdZPKfdBSKdOFTMk5xBD71mJZK7T_8NipGl2OaoU43XPCtzPWxIAjN679WI091D9ZSYJNr-mY56z64pQVfvr1OMo5UM7xynAAwAlUQg/s1600/20150117_092700.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcF88sy1t390LLzhY9Cs0D_SYXRmOBwTQWdZPKfdBSKdOFTMk5xBD71mJZK7T_8NipGl2OaoU43XPCtzPWxIAjN679WI091D9ZSYJNr-mY56z64pQVfvr1OMo5UM7xynAAwAlUQg/s1600/20150117_092700.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;Getting back to the main story, at first I tried to write supporting tools for Apache Synapse, including an Eclipse GMF based drag-and-drop style interface. I also tried to build a service simulator called Mocker, for which I still have the original code and hand written design notes. This was because I was a bit reluctant to try to write yet another ESB after contributing to Apache Synapse, and being employed at WSO2 previously for about two and a half years. However, it soon became clear to me that writing an ESB was what I&#39;ve always wanted to, it was what my heart was after; and it was what I was meant to do in my life, after connecting the dots from being one of the first beta users of the BEA AquaLogic Service Bus at AOL in 2005.&lt;br /&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
&quot;Once you make a decision, the universe conspires to make it happen&quot; - Ralph Waldo Emerson &lt;/h4&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvlFMo1DgQEG6W8AGtUn7iqPgyrRp0JpvKrTLAETvO4A5icqKR9q0UcPco1Lg1n27DDl5WXiu7hkdTbG4tPuMJ0-gMbb56Arf0CrbALr6ub-s-VuWezWZIqDnupoVJXgOkE7SG0A/s1600/20150117_092739.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvlFMo1DgQEG6W8AGtUn7iqPgyrRp0JpvKrTLAETvO4A5icqKR9q0UcPco1Lg1n27DDl5WXiu7hkdTbG4tPuMJ0-gMbb56Arf0CrbALr6ub-s-VuWezWZIqDnupoVJXgOkE7SG0A/s1600/20150117_092739.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Once I had made the decision - there was no turning back! From the 1st of September the code was renamed UltraBus, and I have 27 zip files for each daily revision I made during this month. The ToolBox and soapbox (WS-Security) were also started around this same time. By the 2nd of October, the code was renamed the UltraESB and the daily zip files were put into a SVN repository. Unit tests and samples were written, and I was doing everything I can do to do things better. One of the most interesting things I did was to read and understand the Spring framework and how it handled transactions, so that I could tap into it to gain transactional support for the UltraESB. I spent over a week, and things were not looking as easy as I hoped, and I was tempted to give up many many times. However, the Ford determination described by Napoleon Hill, made me persist and decide that I will never give up until I got what I wanted. And soon, as if my a stroke of magic, what I was waiting for became a reality, and we still use this successfully today!&lt;br /&gt;
&lt;br /&gt;
Also to make things more interesting, I wanted to experiment with ZeroCopy support of Java from Apache HttpComponents/NIO. I came up with the concept of a &#39;file cache&#39; which would directly store the payload of a message read from the network interface through DMA. I wanted to minimize the dependencies, and removed all traces of binding to any SOAP framework. However, I implemented my own WS-Security implementation based on DOM, which actually performed better than the leading implementations at the time, for a subset of the features that were really used. The separation of the API from the core was one of the most important things we did early, based on suggestions and feedback from Eric Hubert, who helped me immensely with much feedback and suggestions. The most inspiring module I had ever followed in my life, the &lt;a href=&quot;http://web.mit.edu/6.033/www/&quot;&gt;MIT 6.033&lt;/a&gt;, and Prof Jerry Saltzers design &lt;a href=&quot;https://drive.google.com/file/d/0B22jWVMBEyqRV1lQWEVQZmRRVWs/view?usp=share_link&amp;amp;resourcekey=0-qmdDQCCo15PqEvk_wNucwg&quot;&gt;notes&lt;/a&gt; I had saved, and many of the MIT &lt;a href=&quot;https://drive.google.com/file/d/0B22jWVMBEyqRN3AxZ0JFTmdhQkU/view?usp=share_link&amp;amp;resourcekey=0-oQyWHRNYDeMLJoJKjx7UFA&quot;&gt;Entrepreneurial material&lt;/a&gt; I had collected during my visit to MIT in 2002 paid off big time, connecting the dots to where I wanted to be. I burnt all bridges behind me, staking the entire future of my family, on my ability to accomplish what I wanted.&lt;br /&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
These were the days...&lt;/h4&gt;
These days were extremely inspiring, interesting and I was implementing code day and night at the speed of thought! The picture below shows my workspace, and when I had been seated for too long to get a back pain in one chair, I would move to the other and code. As you can see I am not in the photograph since I was the only one around to take this pic at the start of AdroitLogic. I had one laptop, one phone, one fan, one ADSL connection, one desk, one white board and one Dream! I would easily stay up till very early morning many days, and go to bed eager to wake up again and continue the rest. And there were many days that I woke up with more inspiration and ideas than when I slept.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFMNPtYg2GbmeaETLhGQ4PFmIa3xtKvsX1vHaAE4nw27cYrw3OUY8VfGIBJYzWEx_wDcxdWQmw_1vUh8uMo3_OvHJ7PREOaN5PdXap1p7mG0qTMpi26KGRbRGonHlP-BkTGjanwA/s1600/workspace.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFMNPtYg2GbmeaETLhGQ4PFmIa3xtKvsX1vHaAE4nw27cYrw3OUY8VfGIBJYzWEx_wDcxdWQmw_1vUh8uMo3_OvHJ7PREOaN5PdXap1p7mG0qTMpi26KGRbRGonHlP-BkTGjanwA/s1600/workspace.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Almost daily, I would listen to the song &#39;&lt;a href=&quot;https://www.youtube.com/watch?v=o4VSdGzxSTw&quot;&gt;What a feeling&lt;/a&gt;&#39; from Flashdance.&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;First when there&#39;s nothing&lt;br /&gt;
But a slow glowing dream&lt;br /&gt;
That your fear seems to hide&lt;br /&gt;
Deep inside your mind&lt;/i&gt;
&lt;i&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/div&gt;
&lt;/blockquote&gt;
Another great song that motivated me was &#39;&lt;a href=&quot;https://www.youtube.com/watch?v=MqZQsv1QPA4&quot;&gt;The Moment of Truth&lt;/a&gt;&#39; by Survivor from the film Karate Kid&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;Once in your life, you make a choice..&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;Ready to risk it all...&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;Deep in your soul, you hear a voice..&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;Answering to the call...&lt;/i&gt;&lt;/div&gt;
&lt;/blockquote&gt;
&lt;/blockquote&gt;
After implementing the first ESB in the world to utilize zero-copy proxying with Java NIO, I was reluctant to open source the code due to the fear of being copied. However, it was a user doing a POC for a very large US based telecom company who quite clearly stated that unless I open sourced the code, they could not consider the UltraESB. In his own words:&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;i&gt;Open Source is their sticking point. This is a very good opportunity for you, but I suspect without open source they will pick another.&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;....&lt;br /&gt;Personally I am extremely impressed with your product.&amp;nbsp; It works. Everything is very professional. Your demo is fantastic, and this system you have architected I believe to be very powerful and appropriate.&lt;/i&gt;&lt;/blockquote&gt;
Hence on the 24th of August 2010, I open sourced the code under the AGPL license suggested earlier by Lawrence Rosen. The very first team members of AdroitLogic were three interns from the University of Colombo from March through August 2011, and the UConsole was mainly developed during this time. Working as an external consultant to a few companies in Sri Lanka, and implementing the eCivil Registry for the Government of Sri Lanka through the ICTA helped me feed my family, and save for future expansion of AdroitLogic, as I was without any revenue for over an year. However due to my childhood experiences, I had learned to master the art of thriftiness, which to-date I have used to help a few of my friends as well, to move out of financial difficulties and to do better long term.&lt;br /&gt;
&lt;br /&gt;
2011 was the year that I consider as getting our first investment. Unlike for many other start-ups, our investor Eric did not invest money; but invested his trust in the capability of a tiny company to build a much better product than its much larger competitors. He took a considerable risk making this investment, as a 24x7 platform doing 60 - 80 million of transactions each day was to be soon migrated to our platform. This is the BEST customer I&#39;ve ever worked with, and today, they still run the ESB nodes 24x7 without downtime, since 2011! This also allowed me to hire Ruwan Linton on the 13th of September 2011 as our first employee! Ruwan was initially instrumental in the 
clustering implementation based on Apache ZooKeeper, and soon took over many of the technical 
responsibilities allowing me to focus part of my time on running the business as well.&lt;br /&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
AdroitLogic Today&lt;/h4&gt;
Lately we have made much progress, and gathered new and large customers and engagements, and licensed our source code last year to one of the largest companies in the world with over $400B in revenues, proving that better design and clever code yields much better software. We have always done our best to ensure that we only ship quality products out of our doors, which perform better, and are easy to use and extend by our customers and end-users. This has been the secret to our success, which made large companies seek solutions based on our technology, instead from other competing vendors.&lt;br /&gt;
&lt;br /&gt;
While Ruwan leads most of the technical aspects, Amila, Malaka and Manjula have now taken over the new UConsole, AS2Gateway and the API Director, while customer projects mainly remain under myself or Ruwan. Historically, this has allowed us to built extremely strong and understanding relationships with our customers - as they speak directly to highly technical folks, who are prepared to do anything it takes for the customers to be successful in using our technology. We have many technical positions to be filled up by graduates from the University of Moratuwa by April, and some have already confirmed their aspirations. We are now expanding our office to accommodate the new hires and have interesting projects lined up for them to start doing wonders!&lt;br /&gt;
&lt;br /&gt;
We consider our team to be similar to a smaller, Special Forces team; instead of a large infantry team of a regular Army. This is because our engineers would not be just developing code - but build many different capabilities such as developing great code, unit tests, performance tests, documentation and customer interactions and pre-sales etc. This is different from trying to build many products for the same customer, as IBM did in the 60&#39;s by building the HW, SW and providing the services and personnel etc. We all sit together as one team without hierarchy, and empower each one to take responsibility and do their best to take the company forward. Each would review the code and design we collectively build to help each other improve and develop further. We do not have any room for any internal politics, and both myself and Ruwan directly see and review each and every employee of our company. We do our very best to hire and retain the most capable people, with a pleasant and winning attitude, since each of us will need to depend on each other as both co-workers and friends. At the same time, we will be as transparent as possible about everything we could, so that our employees could learn and someday start their own business and take Sri Lanka to a better future.&lt;br /&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
AdroitLogic Tomorrow &lt;/h4&gt;
After spending about half of my life on earth, my wish is that AdroitLogic will continue to grow organically and healthily. It should always be an employee and employee-family friendly company, since each of us needs to have a healthy life outside of our offices as well. We should enjoy the technical challenges our work brings us, as well as the family, friends and kids who depends on us. That&#39;s why we have always practised coming to work early and heading home early - after a day of great work. We&#39;ve always kept out of the office on weekends, although I&#39;ve personally had to sacrifice a good amount of my weekends and weeknights while at home, for the good of the company, and I know that many others had done the same willingly many times.&lt;br /&gt;
&lt;br /&gt;
We will also help our employees genuinely, and help them do much better in their careers and their lives, than they would have been able to do at any other company. We&#39;ve remained bootstrapped, profitable and successful by choice - since we believe that our efforts would be paid back handsomely once we reach our goals. This also allows us to keep our focus, and do things right without a hurry or interference of any investors who are only after making more money. During my undergraduate years, one of my professors told us not to go after money, but go after our dreams and do what we believed - and money would then come running after us. I also believe in the Stanford &lt;a href=&quot;http://en.wikipedia.org/wiki/Stanford_marshmallow_experiment&quot;&gt;marshmallow experiment&lt;/a&gt; and long term success. So one day it will be time for me to let go of AdroitLogic. Even the kids we raise with love and affection grow up to become amazing individuals with their own lives and dreams; and so will AdroitLogic. It is my belief that everyone who&#39;ve toiled to bring AdroitLogic to where it is, will then be pleasantly surprised and well rewarded. Like Stephen Hawking &lt;a href=&quot;http://www.imdb.com/character/ch0067083/quotes&quot;&gt;says&lt;/a&gt; when the &quot;Theory of Everything&quot; ends, we would look back together, and happily say, &quot;Look what we made..&quot;! &lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;
To God be the glory!&lt;/h4&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
How can I say thanks&lt;br /&gt;
for the things You have done for me?&lt;br /&gt;
Things so undeserved,&lt;br /&gt;
yet You gave to prove Your love for me;&lt;br /&gt;
the voices of a million angels&lt;br /&gt;
could not express my gratitude.&lt;br /&gt;
All that I am and ever hope to be,&lt;br /&gt;
I owe it all to Thee.. &lt;/blockquote&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/iltoATb142M?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;

&lt;!--Blogger automated replacement: &quot;https://images-blogger-opensocial.googleusercontent.com/gadgets/proxy?url=http%3A%2F%2F4.bp.blogspot.com%2F-YIxA_Q78GRk%2FVLn5jbj2mZI%2FAAAAAAAADZs%2F4cCXyKIBB3Q%2Fs1600%2F20150117_092700.jpg&amp;amp;container=blogger&amp;amp;gadget=a&amp;amp;rewriteMime=image%2F*&quot; with &quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcF88sy1t390LLzhY9Cs0D_SYXRmOBwTQWdZPKfdBSKdOFTMk5xBD71mJZK7T_8NipGl2OaoU43XPCtzPWxIAjN679WI091D9ZSYJNr-mY56z64pQVfvr1OMo5UM7xynAAwAlUQg/s1600/20150117_092700.jpg&quot;--&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/7971994461279110768/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/7971994461279110768' title='7 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/7971994461279110768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/7971994461279110768'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2015/01/how-ultraesb-and-adroitlogic-was-born.html' title='How the UltraESB and AdroitLogic was born..'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhe5YQiGiNPW7p_-mM5kzRO5iFh0xIL4ZPox1UdiFLRwuRVc8UAQaZcsu4uosxo7cGXaL1AJ7cmsavZTiueJExhucedXtUkoi9Hh5NZXNBxNZo7xmIwxUCo3lOH7FqMSfzO_JwGw/s72-c/Selection_001.png" height="72" width="72"/><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-2948511069601668229</id><published>2010-09-16T10:28:00.000+05:30</published><updated>2010-09-16T10:28:08.203+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="decision"/><category scheme="http://www.blogger.com/atom/ns#" term="entrepreneurship"/><title type='text'>If you can do it, get up and prove it; Get up and show them who you are!</title><content type='html'>&lt;i style=&quot;color: blue;&quot;&gt;&quot;Once you make a decision, the universe conspires to make it happen&quot;&lt;/i&gt; - Ralph Waldo Emerson&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Exactly 2 years ago, on the 16th of September 2008 at 10:28am I sent out my last Notice of resignation to become an Entrepreneur! What a great decision it has been!&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The ability to make clear, firm resolute decisions is as precious a gift as life itself. It is what enables human beings to take control of their lives, to rise above chance and circumstance and to chart a destiny. Those who fail to make conscious choices may as well not have any free will, for they squander the gift of decisiveness.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Decision can be called choice by design. Lack of decisiveness is choice by default. It is also a choice. It is the decision to choose unhappiness, mediocrity and commonality.&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Once in your life, you make a choice..&amp;nbsp;&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Ready to risk it all...&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Deep in your soul, you hear a voice..&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Answering to the call...&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;object height=&quot;385&quot; width=&quot;480&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/MqZQsv1QPA4?fs=1&amp;amp;hl=en_US&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/MqZQsv1QPA4?fs=1&amp;amp;hl=en_US&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;385&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;If you can do it, get up and prove it..&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Get up and show them who you are!&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/2948511069601668229/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/2948511069601668229' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/2948511069601668229'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/2948511069601668229'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2010/09/if-you-can-do-it-get-up-and-prove-it.html' title='If you can do it, get up and prove it; Get up and show them who you are!'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-4358434933861294707</id><published>2010-01-19T16:31:00.001+05:30</published><updated>2010-01-19T16:32:49.263+05:30</updated><title type='text'>AdroitLogic Announces the Availability of a Simple to Use - High Performance Enterprise Service Bus [ESB], UltraESB</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Introduces Zero-Copy Proxying with Non-Blocking IO and a Custom WS-Security Implementation, to Act as a High Performance Intelligent Layer 7 Router and Load Balancer&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;Singapore - January 19, 2010 - AdroitLogic Private Ltd. announced today the availability of the first public beta release of its Enterprise Service Bus (ESB), UltraESB. The UltraESB allows Zero-copy proxying of messages using Non-Blocking IO, to scale and support extremely high numbers of concurrent connections over HTTP/S. In addition, it includes support for B2B integration with AS2, and a custom WS-Security implementation, designed to yield better performance when used as a corporate security gateway.&lt;br /&gt;&lt;br /&gt;By moving away from a canonical message format, the UltraESB natively supports multiple types of payloads over transports such as HTTP/S, JMS, File, FTP/S, SFTP and Email (POP,IMAP,SMTP). In addition, it can act as a B2B AS2 (Applicability Statement 2) connector to integrate backend systems, securely with trading partners over the Internet. Fully supporting REST, SOAP, XML, Binary, Hessian, EDI, Text, HTML etc as payloads, the UltraESB ships with a load of ready-to-run samples and documentation. A graphical test utility &#39;ToolBox&#39; bundled with the UltraESB, contains a HTTP/S client for REST/SOAP/Hessian etc, a TCP dump and capture utility, a load generator, and other useful utilities for testing and experimentation.&lt;br /&gt;&lt;br /&gt;The UltraESB has been designed and developed from scratch by its architect, using the knowledge gained by contributing over 70% of the original codebase of the Apache Synapse ESB, as well as supporting its users for almost 4 years. Without requiring the users to learn a new XML configuration language, or write-compile-and-deploy code, the UltraESB is configured with a Spring configuration, and allows mediation to be specified as Java code right within the configuration, separately or as compiled byte code. By supporting JSR 233 scripting languages, it allows the user to use languages such as Groovy, Javascript, Ruby etc. for mediation as well. The UltraESB allows intelligent IDE integration with auto completion and validation, Java mediation editing, and debugging right from within the IDE. Its dependencies have been kept to a minimum set of stable libraries, to enable regular release cycles and quick builds. With JUnit tests currently covering half of the codebase, the UltraESB makes it easier for end users to write unit tests to automate most types of end user testing. The UltraESB is easily managed, monitored and controlled via JMX, and provides advanced support for JTA or local transactions, including suspension and resuming of transactions by different threads of execution.&lt;br /&gt;&lt;br /&gt;AdroitLogic offers a range of service and support options for the UltraESB. These include consulting, custom development, sponsorship of feature development, development &amp;amp; production support and training. Additionally, AdroitLogic hosts public user forums, articles, samples and other material on the use of the UltraESB at its website http://adroitlogic.org&lt;br /&gt;&lt;br /&gt;The UltraESB is offered free of charge for unlimited production deployment. AdroitLogic believes in working closely with real enterprise users of its software, and thus invites them to participate in defining its road map, schedule and features for releases. Becoming a parter with AdroitLogic, offers users access to its source code.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;About AdroitLogic &lt;/span&gt;&lt;br /&gt;AdroitLogic Private Ltd. is a young and innovative technology company based in Singapore, that believes in, and proves that better design and clever code yields much better software. Being a self-funded startup, AdroitLogic is driven by entrepreneurial spirit, personal dedication and commitment of its founders, who are personally involved with its design, development and support.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Contact Information &lt;/span&gt;&lt;br /&gt;Asankha Perera&lt;br /&gt;Email: info@adroitlogic.com&lt;br /&gt;Tel: +94 722 805724&lt;br /&gt;http://adroitlogic.org&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/4358434933861294707/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/4358434933861294707' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/4358434933861294707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/4358434933861294707'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2010/01/adroitlogic-announces-availability-of.html' title='AdroitLogic Announces the Availability of a Simple to Use - High Performance Enterprise Service Bus [ESB], UltraESB'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-8182805126043392092</id><published>2009-12-24T16:59:00.001+05:30</published><updated>2009-12-24T17:02:56.253+05:30</updated><title type='text'>I have a dream!</title><content type='html'>Some dreams live on in time forever&lt;br /&gt;Those dreams, you want with all your heart&lt;br /&gt;And I&#39;ll do whatever it takes&lt;br /&gt;Follow through with the promise I made&lt;br /&gt;Put it all on the line&lt;br /&gt;What I hoped for at last would be mine..</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/8182805126043392092/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/8182805126043392092' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/8182805126043392092'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/8182805126043392092'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2009/12/i-have-dream.html' title='I have a dream!'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-5333890243928887280</id><published>2009-04-22T11:37:00.003+05:30</published><updated>2009-04-22T11:38:52.319+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="IBM"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle"/><category scheme="http://www.blogger.com/atom/ns#" term="Sun"/><title type='text'>So will the Sun JDK be known as the Oracle JDK in the future?</title><content type='html'>I guess Oracle could infuse some of the JRockit tricks into the Sun JVMs too.. But I wish IBM bought Sun!&lt;br /&gt;&lt;br /&gt;http://www.oracle.com/sun/index.html</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/5333890243928887280/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/5333890243928887280' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/5333890243928887280'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/5333890243928887280'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2009/04/so-will-sun-jdk-be-known-as-oracle-jdk.html' title='So will the Sun JDK be known as the Oracle JDK in the future?'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-6244428411707816339</id><published>2009-04-22T11:34:00.001+05:30</published><updated>2009-04-22T11:36:00.492+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Java G1 garbage collector"/><title type='text'>Sun&#39;s Garbage First Collector Largely Eliminates Low Latency/High Throughput Tradeoff</title><content type='html'>&lt;p&gt;Can&#39;t wait to try this with JDK 6 u14!&lt;/p&gt;&lt;p style=&quot;font-style: italic;&quot;&gt;In a &lt;a href=&quot;http://mediacast.sun.com/users/dannycoward/media/PC_0002_JamesGosling.mp3/details&quot;&gt;recent podcast&lt;/a&gt;, James Gosling highlights the importance of G1 for certain kinds of large-scale Java applications, such as financial exchanges, which are characterised by large amounts of live heap data and considerable thread-level parallelism, and are often run on high-end multi-core processors:&lt;/p&gt; &lt;blockquote style=&quot;font-style: italic;&quot;&gt;&quot;...the deep hidden secret about many of these Java apps is that they don&#39;t really use databases. Instead of databases they use huge amounts of RAM and push the garbage collector like mad because they cannot afford to touch the disk ever. When you are doing many, many thousands of transactions per second it&#39;s all about keeping everything in RAM, using hash tables, getting as many cores focused on the transactions as possible, and they usually have big issues about transaction latency.&quot;&lt;/blockquote&gt;More details: http://www.infoq.com/news/2009/04/g1</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/6244428411707816339/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/6244428411707816339' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/6244428411707816339'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/6244428411707816339'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2009/04/suns-garbage-first-collector-largely.html' title='Sun&#39;s Garbage First Collector Largely Eliminates Low Latency/High Throughput Tradeoff'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-443022787473853044</id><published>2009-03-06T17:52:00.002+05:30</published><updated>2009-03-06T18:03:35.837+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="2.2.1"/><category scheme="http://www.blogger.com/atom/ns#" term="does not ring"/><category scheme="http://www.blogger.com/atom/ns#" term="firmware upgrade"/><category scheme="http://www.blogger.com/atom/ns#" term="iphone"/><category scheme="http://www.blogger.com/atom/ns#" term="no wifi"/><category scheme="http://www.blogger.com/atom/ns#" term="no wireless"/><title type='text'>Getting back the iPhone!</title><content type='html'>My first generation iPhone running firmware 1.1.4 hacked to work in Sri Lanka, started to give trouble from a few months back, and taking almost a day of being kept switched off to magically recover! I never understood why a 8hr switch off was different to a 10 minute switch off.. but then again, people even suggest keeping the iPhone in the freezer to make it recover :).. I only tried that for 5 minutes.. &lt;br /&gt;&lt;br /&gt;Anyway on the 10th of February, I upgraded to the new version 2.2.1 firmware.. and immediately realized I had done something really bad.. by Wifi was not working at all.. I then tried down grading to 2.2 - but still no luck.. then I tried going back to v.1.1.4 by even installing an old iTunes version and downloading the ipsw image files.. but trying quite a lot of hints, I was never able to get my modem firmware downgraded.. it had got to 04.05.04_G and I was stuck! Then things got even worse.. the phone would not ring.. but silently record missed calls.. then I gave up everything, and was waiting for someone to find a fix patiently.. I realized that the phone does ring, when its kept unlocked - but that soon drains the battery.. another option was keeping it connected to the charger.. so I did both of these until today the 6th of March..&lt;br /&gt;&lt;br /&gt;.. and today, I felt lucky! suddenly.. I felt my phone ring again!.. and I tried it a few times to make sure.. and yes, it has started to work again :).. then I tried my Wifi.. and thats back too! I hope this will help someone else who is like me to get back their iPhones.. the secret being patience! I&#39;m happy to have a real ringing phone back with me.. and I will not try any more upgrades for a loooong time.. its currently running 2.2.1(5H11), Carrier 2.9 and Modem firmware 04.05.04_G</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/443022787473853044/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/443022787473853044' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/443022787473853044'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/443022787473853044'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2009/03/getting-back-iphone.html' title='Getting back the iPhone!'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-6565303600638795610</id><published>2009-03-05T15:09:00.004+05:30</published><updated>2009-03-05T15:48:32.075+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="calculation"/><category scheme="http://www.blogger.com/atom/ns#" term="EMI"/><category scheme="http://www.blogger.com/atom/ns#" term="housing loan"/><category scheme="http://www.blogger.com/atom/ns#" term="loan"/><category scheme="http://www.blogger.com/atom/ns#" term="savings"/><category scheme="http://www.blogger.com/atom/ns#" term="sri lanka"/><category scheme="http://www.blogger.com/atom/ns#" term="tax"/><title type='text'>The Secrets of Housing Loans and Taxation</title><content type='html'>Ever wondered how much a housing loan would really help you get your OWN house, AND save you tax? Well I&#39;ve been looking for answers on this topic from many years ago, but was only able to fully figure out everything once I got my own housing loan and tax file some years ago.. All this time I have been secretly giving out information to my friends on this, and today I am going to make it publicly available..&lt;br /&gt;&lt;br /&gt;First for some history on this topic, I wrote a tiny Java Script EMI calculator few years back, and its still available on my &lt;a href=&quot;http://www.geocities.com/asankha/Contents/Public/TaxCalculator.html&quot;&gt;GeoCities website&lt;/a&gt;, which I haven&#39;t updated for quite sometime :)&lt;br /&gt;&lt;br /&gt;I&#39;ve also blogged about &quot;&lt;a href=&quot;http://asankha.blogspot.com/2006/07/how-to-get-loan-in-3-days.html&quot;&gt;How to Get a Loan in 3 days&lt;/a&gt;&quot; previously, and would recommend reading it for anyone who is considering this in Sri Lanka&lt;br /&gt;&lt;br /&gt;So now for the goodies..&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ1lNB3mZKEIPG1QaIBdiQA5c2JCihW8muwy8T4pT74bX18obG_dTVOEOyU0g5zPRoWXQO6rVUOMW0c42kf_-4H7-kuRv9rSBGb3VD3WvL6cdei5C6GbwQYTgpi7GI72jJAW6NlA/s1600-h/emi.gif&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 58px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ1lNB3mZKEIPG1QaIBdiQA5c2JCihW8muwy8T4pT74bX18obG_dTVOEOyU0g5zPRoWXQO6rVUOMW0c42kf_-4H7-kuRv9rSBGb3VD3WvL6cdei5C6GbwQYTgpi7GI72jJAW6NlA/s200/emi.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5309637860684133746&quot; border=&quot;0&quot; /&gt;&lt;/a&gt; The worksheet has been made available in M Excel format - to support those who still pays Microsoft for software provided free by many others, and is much better most of the times.. It allows you to first key in your EMI details - i.e. how much you want to borrow, how much interest the financial institution is asking for, and the duration of the loan, and then you can calculate your monthly EMI (Equated Monthly Installment)&lt;br /&gt;&lt;br /&gt;Search Google for more information on what EMI is and means - its a very fair scheme, where you pay interest for what you really get in a loan. Each month you pay the same amount, but during the start of the repayment, most of this money is counted as interest, and a little as capital repayment, and towards the end of the loan, most will be counted as capital repayment, and less as interest. Thus if you take an EMI loan for 20 years, and pay it for 3 years and want to exit, you still would have to pay back a large sum of the amount you&#39;ve borrowed - but hey - its a FAIR calculation.. a bank is not your relative, to give you free money!&lt;br /&gt;&lt;br /&gt;Next, enter your salary details, and see how much you will save as Tax. BUT this comes at a price.. you will need to open a Tax File and ask for a salary direction to your employer, so that PAYE tax will not be deducted from you each month.&lt;br /&gt;&lt;br /&gt;A Tax file is like a Driving License in Sri Lanka, they never expires :).. so thereafter, each year you WILL have to send your tax information to the Inland Revenue Department. These people sometimes even ask people who has died to keep filing tax as well, probably to cover up the &lt;a href=&quot;http://asiatax.wordpress.com/2007/12/02/sri-lanka-billions-in-vat-frauds-pac/&quot;&gt;massive VAT fraud&lt;/a&gt; the officials of this department helped themselevs into. But then again, officials in Sri Lanka rarely resign, even AFTER they are found guily by the supreme court!.. but we know of &lt;a href=&quot;http://sundaytimes.lk/081012/FinancialTimes/ft304.html&quot;&gt;one who had to bite the dust&lt;/a&gt; finally!&lt;br /&gt;&lt;br /&gt;So finally .. here is the goodie I promised.&lt;br /&gt;&lt;a href=&quot;http://people.apache.org/~asankha/personal/Salaries_and_Tax_DEMO.xls&quot;&gt;http://people.apache.org/~asankha/personal/Salaries_and_Tax_DEMO.xls&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Please let me know if you have any corrections, or suggestions for improvement.. and feel free to share it with others, but please do respect the copyright notice and the name of the original author.</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/6565303600638795610/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/6565303600638795610' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/6565303600638795610'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/6565303600638795610'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2009/03/secrets-of-housing-loans-and-taxation.html' title='The Secrets of Housing Loans and Taxation'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ1lNB3mZKEIPG1QaIBdiQA5c2JCihW8muwy8T4pT74bX18obG_dTVOEOyU0g5zPRoWXQO6rVUOMW0c42kf_-4H7-kuRv9rSBGb3VD3WvL6cdei5C6GbwQYTgpi7GI72jJAW6NlA/s72-c/emi.gif" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-5464605335081941668</id><published>2009-01-21T12:39:00.000+05:30</published><updated>2009-01-21T13:18:12.161+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Dump Analysis"/><category scheme="http://www.blogger.com/atom/ns#" term="Heap Analysis"/><category scheme="http://www.blogger.com/atom/ns#" term="Memory Leak"/><category scheme="http://www.blogger.com/atom/ns#" term="Out of Memory"/><category scheme="http://www.blogger.com/atom/ns#" term="WebSphere"/><title type='text'>Dead men may not tell tales.. But dead JVMs do!</title><content type='html'>During the last couple of days, I was troubleshooting a critical server crash encountered by an airline, on behalf of a software consulting firm which requested my help. The symptoms were that WebSphere 6.0.2 was crashing with an Out of Memory (OOM) condition, sometimes reaching 100% (or a very high) CPU utilization level in addition. Although you can profile an application with excellent profilers such as &lt;a href=&quot;http://www.quest.com/jprobe/&quot;&gt;JProbe&lt;/a&gt;, it becomes much more difficult when you are unable to re-create the issues in any other environment but they keep happening on the live production instances, to which you only have limited access.&lt;br /&gt;&lt;br /&gt;Luckily the IBM JVM&#39;s generate a Portable Heap Dump (PHD) on an OOM, and has an array of &lt;a href=&quot;http://www.ibm.com/developerworks/java/jdk/diagnosis/&quot;&gt;extremely helpful tools&lt;/a&gt; to analyze information from heap/thread dumps and and other information offline. Thus it is still possible to detect memory leaks in applications, even when they only occur in live production systems. Sometimes the cause would be heap fragmentation, where even if a considerable percentage of memory is still available, a contiguous chunk of the size required cannot be freed. &lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSDmJ3oSYnAjgSCU_BG_DKawRf0YaQgL0yYYnl77wKknPmEx7xxKy6psVnb9MSf1eDCuKX6dzFbrhsfFtQK8Uz08qeP13RHPtHa6AvLczf73JA7U76ENtp2j_-qBGMzMNrH_dvbQ/s1600-h/memory-leak.png&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 175px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSDmJ3oSYnAjgSCU_BG_DKawRf0YaQgL0yYYnl77wKknPmEx7xxKy6psVnb9MSf1eDCuKX6dzFbrhsfFtQK8Uz08qeP13RHPtHa6AvLczf73JA7U76ENtp2j_-qBGMzMNrH_dvbQ/s200/memory-leak.png&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5293648965903151874&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;The above image shows the IBM Heap Analyzer, detecting a memory leak by the WebSphere DRS / Session Replication, where 923MB of heap has been consumed by 14,011 HashMap#Entry objects held onto by the WebSphere Data Replication Service, used for HTTP session replication.&lt;br /&gt;&lt;br /&gt;It is also interesting to look for the use of Xalan 2.6.0 by any application code, as I have at &lt;a href=&quot;https://issues.apache.org/jira/browse/SYNAPSE-167&quot;&gt;earlier instances&lt;/a&gt; found memory leaks that are typically more difficult to trace - but which occurs primarily due to a well known &lt;a href=&quot;http://bugs.sun.com/bugdatabase/view_bug.do?bug_id=6434840&quot;&gt;bug in 2.6.0 of Xalan&lt;/a&gt;.</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/5464605335081941668/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/5464605335081941668' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/5464605335081941668'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/5464605335081941668'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2009/01/dead-men-may-not-tell-tales-but-dead.html' title='Dead men may not tell tales.. But dead JVMs do!'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSDmJ3oSYnAjgSCU_BG_DKawRf0YaQgL0yYYnl77wKknPmEx7xxKy6psVnb9MSf1eDCuKX6dzFbrhsfFtQK8Uz08qeP13RHPtHa6AvLczf73JA7U76ENtp2j_-qBGMzMNrH_dvbQ/s72-c/memory-leak.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-8868075851783703767</id><published>2009-01-05T18:57:00.000+05:30</published><updated>2009-01-05T20:03:19.693+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="construction"/><category scheme="http://www.blogger.com/atom/ns#" term="corner sofa"/><category scheme="http://www.blogger.com/atom/ns#" term="diy"/><category scheme="http://www.blogger.com/atom/ns#" term="fabric sofa"/><category scheme="http://www.blogger.com/atom/ns#" term="upholstery"/><title type='text'>A project for Christmas 2008</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0-TS9ck1JSWfXmnc5loLiz2tGonDCb4SS2d5bkIljsrBamRQmQKRVfS28BZGdUI27XBXdlMMSAeIDUSVBf9m_wrUmEXdzwZHxJJjoeBf8jsckjt_B2eBsQRcyVj9rP-Gq7cVqRw/s1600-h/christmas-2008.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 320px; height: 240px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0-TS9ck1JSWfXmnc5loLiz2tGonDCb4SS2d5bkIljsrBamRQmQKRVfS28BZGdUI27XBXdlMMSAeIDUSVBf9m_wrUmEXdzwZHxJJjoeBf8jsckjt_B2eBsQRcyVj9rP-Gq7cVqRw/s320/christmas-2008.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287811676710647218&quot; /&gt;&lt;/a&gt;&lt;br /&gt;During the last Christmas holidays, I wanted to use my vacation time to build a corner sofa set for use at home.. however, due to many unexpected obligations, I couldn&#39;t finally find any time for it.. So this year, I got a deadline to either build it before the 24th, or to buy it! Since I finally had to get someone else to build the pantry cupboards (which I wanted to do - if I had the time) as well, I decided not to let this opportunity pass by.. after all, I am working as an independent consultant now, and it was holidays around the world anyway!&lt;br /&gt;&lt;br /&gt;So I started to look for a simple software to design the structure, the Google Sketchup came in very handy! I also used the measurements I took some time ago from the corner sofa set bought for the WSO2 office in Colombo. I had to spend on the fabric, wood and the foam and it cost around the equivalent of $500.. it took about a week to come into shape, and finally my wife helped with the sewing of the fabric and the cushions. I did stay up all night on the 23rd, to ensure that everything was ready by the morning of the 24th :) &lt;br /&gt;&lt;br /&gt;Here are some pics taken during the construction.. if you need the Sketchup files, let me know&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe4ySv5Ayu8iKGWxp4ZiWzubR6OBEEd4n1MNKs-h7y3_RsZZEbs1aPOjunV_fLAB6yE9ogsZHL1N6ChCksAeYYB4zWzH-K-LjIRMCvNrH-woz34Mm8wuHqNgEe7PcpCbZpwia3rA/s1600-h/upholstery-3.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 150px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe4ySv5Ayu8iKGWxp4ZiWzubR6OBEEd4n1MNKs-h7y3_RsZZEbs1aPOjunV_fLAB6yE9ogsZHL1N6ChCksAeYYB4zWzH-K-LjIRMCvNrH-woz34Mm8wuHqNgEe7PcpCbZpwia3rA/s200/upholstery-3.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287816855700422034&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Finishing off with padding and foam..&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3l0wEPuKCzSrtpApsFqzQmZNbNsjIwJR7h3RxVmaOH02NySurH_Gpu2siumgazlp3UuAmhSsrOJlcK4ALHLN2VacWXGXABVe8Ge4DV_a6K87ql6tBc8TVXy72JSqKFoq8MRP0Mg/s1600-h/upholstery-2.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3l0wEPuKCzSrtpApsFqzQmZNbNsjIwJR7h3RxVmaOH02NySurH_Gpu2siumgazlp3UuAmhSsrOJlcK4ALHLN2VacWXGXABVe8Ge4DV_a6K87ql6tBc8TVXy72JSqKFoq8MRP0Mg/s200/upholstery-2.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287816843913335970&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtUas9erJswbh-5BSzrBe6TyYyKB-vW3Ga3fl4mqN-ZBhA95GmcKGENDSu4JSPyUvV3A2lt3aNMf7uvUrDM2PZ9_j9Q3TMwsXKBaHMVwzbopf9nI4_EyptyLv4riJyXWIxRzFnRw/s1600-h/upholstery-1.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtUas9erJswbh-5BSzrBe6TyYyKB-vW3Ga3fl4mqN-ZBhA95GmcKGENDSu4JSPyUvV3A2lt3aNMf7uvUrDM2PZ9_j9Q3TMwsXKBaHMVwzbopf9nI4_EyptyLv4riJyXWIxRzFnRw/s200/upholstery-1.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287816841031232642&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Making the frame..&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCfrM5tI6Wax2Q18u9CvZ3-5cRjKAyGt8UvbzBqhpDmAzlcUSrcOBxNeGMtVXBPyuG_VLeWb_sM4dyxT9t8JATKzf1y_HwK-Yanr0me08_z2My2EA-xJInq34HgW7yMJHFNs2Mew/s1600-h/frame-3.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCfrM5tI6Wax2Q18u9CvZ3-5cRjKAyGt8UvbzBqhpDmAzlcUSrcOBxNeGMtVXBPyuG_VLeWb_sM4dyxT9t8JATKzf1y_HwK-Yanr0me08_z2My2EA-xJInq34HgW7yMJHFNs2Mew/s200/frame-3.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287812739876450338&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtgOy8q__BF7URpDpDnWQCgdO8qRIam5xzmoHuidjHvZ7AWNNiKe4rT4SwZJ-hHS3y1zPePQtLY3bmDQEL6o9F2y2KPhRxwkpjKd_XEPL4_zI26QfgNb303u46UXO6EUA9P68xsg/s1600-h/frame-2.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtgOy8q__BF7URpDpDnWQCgdO8qRIam5xzmoHuidjHvZ7AWNNiKe4rT4SwZJ-hHS3y1zPePQtLY3bmDQEL6o9F2y2KPhRxwkpjKd_XEPL4_zI26QfgNb303u46UXO6EUA9P68xsg/s200/frame-2.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287812736594009938&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhfj1SDud2O6mvVF8voTSA5dRs0sgqqqvuelEOcNu61N8dkI8dfLHh-_4JW6vT5C49-F18zRweGgLlDsm04LUxC4Epyrv6HpzRpzBJoYJXy0Bsszchy5MwTv9KgXymJ446BhOlEg/s1600-h/frame-1.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhfj1SDud2O6mvVF8voTSA5dRs0sgqqqvuelEOcNu61N8dkI8dfLHh-_4JW6vT5C49-F18zRweGgLlDsm04LUxC4Epyrv6HpzRpzBJoYJXy0Bsszchy5MwTv9KgXymJ446BhOlEg/s200/frame-1.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287812729069997842&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Cutting the wood.. with the use of support &#39;templates&#39; to get correct edges with the circular saw..&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsqv9Cl5K5eIjydaW4AaRc4uqll1mSNvlXGJZAST_VOrQVLrpUv7_6-CF7xIi93ApOlyrPNuQ2-O3AXlb3c7c3HCwuePj2S5D8EuPLp6jLfKBHfgkp5Eg0ZtuMwwO8OeHZJ72F4g/s1600-h/cutting-plywood-2.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 150px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsqv9Cl5K5eIjydaW4AaRc4uqll1mSNvlXGJZAST_VOrQVLrpUv7_6-CF7xIi93ApOlyrPNuQ2-O3AXlb3c7c3HCwuePj2S5D8EuPLp6jLfKBHfgkp5Eg0ZtuMwwO8OeHZJ72F4g/s200/cutting-plywood-2.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287812727714006658&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlZpoQnF9I0_ssCjhSL1dcs8Y_NqrChTGIdQwGWjzcSqnK5HQwlLkEWnaRHCws93uOmrB5lKIWdBCQ0bCRui6mqL8o3F2V2CWbt4UzMvxcgN0jhMvBJ5Q0-rsHp44T-V2bcCXpjw/s1600-h/cutting-plywood.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 150px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlZpoQnF9I0_ssCjhSL1dcs8Y_NqrChTGIdQwGWjzcSqnK5HQwlLkEWnaRHCws93uOmrB5lKIWdBCQ0bCRui6mqL8o3F2V2CWbt4UzMvxcgN0jhMvBJ5Q0-rsHp44T-V2bcCXpjw/s200/cutting-plywood.jpg&quot; border=&quot;0&quot; alt=&quot;&quot;id=&quot;BLOGGER_PHOTO_ID_5287812723002309154&quot; /&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/8868075851783703767/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/8868075851783703767' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/8868075851783703767'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/8868075851783703767'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2009/01/project-for-christmas-2008.html' title='A project for Christmas 2008'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0-TS9ck1JSWfXmnc5loLiz2tGonDCb4SS2d5bkIljsrBamRQmQKRVfS28BZGdUI27XBXdlMMSAeIDUSVBf9m_wrUmEXdzwZHxJJjoeBf8jsckjt_B2eBsQRcyVj9rP-Gq7cVqRw/s72-c/christmas-2008.jpg" height="72" width="72"/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-3841163963590927885</id><published>2008-11-01T22:51:00.000+05:30</published><updated>2008-11-01T23:24:24.138+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="adroitlogic"/><category scheme="http://www.blogger.com/atom/ns#" term="esb"/><category scheme="http://www.blogger.com/atom/ns#" term="synapse"/><category scheme="http://www.blogger.com/atom/ns#" term="wso2"/><title type='text'>A new beginning..</title><content type='html'>After a bit over two and a half years at &lt;a href=&quot;http://wso2.org&quot;&gt;WSO2&lt;/a&gt;, I am starting my own consulting practice today as an independent consultant! The past couple of years has been both very interesting and challenging. &lt;br /&gt;&lt;br /&gt;I worked mostly on the Apache Synapse Enterprise Service Bus (ESB) and built the WSO2 branded version of it as WSO2 ESB, and took both of these through many releases. The development of the non-blocking http/s transport was the most challenging problem we solved, that allowed Synapse to scale to support thousands of concurrent connections utilizing a small thread pool of workers. The NIO transport now supports constant memory throttling, utilizing some of the very cool features of the Apache HttpComponents/NIO. I learn&#39;t a lot about the complexities of NIO and the issues with the HTTP/S protocol from Oleg Kalnichevski who contributes immensely to HttpComponenets. I&#39;ve also worked on implementing the JMS transport, the Mail transport and the File system transport for Synapse and Axis2, and also built an abstract transport framework that allows one to write a new transport with minimal effort.&lt;br /&gt;&lt;br /&gt;Ruwan, Indika, Chathura, Upul, Evanthika, Chanaka, Saliya and Dinuka were my team mates from WSO2, and both Sanjiva and Paul helped me immensely during these years to reach my targets. We beat both proprietary ESB&#39;s as well as other open source ESB&#39;s during three rounds of performance testing we carried out, and these tests have now become a defacto standard for ESB&#39;s, followed by both BEA (now Oracle) and Mule who ran the same tests.&lt;br /&gt;&lt;br /&gt;I will continue to work on &lt;a href=&quot;http://synapse.apache.org&quot;&gt;Apache Synapse&lt;/a&gt; and be available for consulting, training and development assistance around Apache Synapse, open source middleware, enterprise Java and performance testing and tuning. Thus, I have setup my consulting partnership &lt;a href=&quot;http://adroitlogic.org&quot;&gt;http://adroitlogic.org&lt;/a&gt; which is officially starting today.. This is the first time that I am leaving permanent employment after working for over 10 years for IBM Sri Lanka, the National Institute of Business Management, Virtusa (Nasdaq:VRTU) and WSO2.. but I am confident that I will reach my objectives, while enjoying more free time with my kids and family.&lt;br /&gt;&lt;br /&gt;So I leave my boats behind&lt;br /&gt;Leave them on familiar shores&lt;br /&gt;Set my heart upon the deep&lt;br /&gt;Follow you again, my Lord!&lt;br /&gt;[&lt;a href=&quot;http://blog.360.yahoo.com/blog-EEadyvswaKcb8ZXz15O_?p=1&quot;&gt;http://blog.360.yahoo.com/blog-EEadyvswaKcb8ZXz15O_?p=1&lt;/a&gt;]</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/3841163963590927885/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/3841163963590927885' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/3841163963590927885'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/3841163963590927885'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2008/11/new-beginning.html' title='A new beginning..'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-7346477295509322015</id><published>2008-08-26T11:05:00.000+05:30</published><updated>2008-08-26T11:11:38.158+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exception"/><category scheme="http://www.blogger.com/atom/ns#" term="Executor"/><category scheme="http://www.blogger.com/atom/ns#" term="Java"/><category scheme="http://www.blogger.com/atom/ns#" term="reuse"/><category scheme="http://www.blogger.com/atom/ns#" term="Runtime"/><category scheme="http://www.blogger.com/atom/ns#" term="Thread"/><title type='text'>Why doesn&#39;t an executor reuse a thread after completing your task?</title><content type='html'>This could happen if your task throws a RuntimeException.. then the Java Executor will not reuse that thread and would create a new thread. Consider the following example, if you comment the line &quot;throw new RuntimeException(&quot;Runtime&quot;);&quot; you will get the following output:&lt;br /&gt;&lt;br /&gt;This is some thread : TG-ID-1&lt;br /&gt;This is some thread : TG-ID-2&lt;br /&gt;...&lt;br /&gt;This is some thread : TG-ID-20&lt;br /&gt;This is some thread : TG-ID-20&lt;br /&gt;This is some thread : TG-ID-20&lt;br /&gt;This is some thread : TG-ID-20&lt;br /&gt;...&lt;br /&gt;...&lt;br /&gt;This is some thread : TG-ID-20&lt;br /&gt;..&lt;br /&gt;This is some thread : TG-ID-2&lt;br /&gt;This is some thread : TG-ID-1&lt;br /&gt;&lt;br /&gt;But if you leave the RuntimeException, your outpur will be:&lt;br /&gt;This is some thread : TG-ID-1&lt;br /&gt;...&lt;br /&gt;This is some thread : TG-ID-71&lt;br /&gt;This is some thread : TG-ID-72&lt;br /&gt;This is some thread : TG-ID-73&lt;br /&gt;...&lt;br /&gt;etc..&lt;br /&gt;&lt;br /&gt;&lt;pre&gt;&lt;br /&gt;import java.util.concurrent.*;&lt;br /&gt;import java.util.concurrent.atomic.AtomicInteger;&lt;br /&gt;&lt;br /&gt;public class TestExecutor {&lt;br /&gt;&lt;br /&gt;    public static void main(String[] args) {&lt;br /&gt;        new TestExecutor().test();&lt;br /&gt;    }&lt;br /&gt;&lt;br /&gt;    private void test() {&lt;br /&gt;        BlockingQueue blockingQueue = new LinkedBlockingQueue&lt;runnable&gt;();&lt;br /&gt;        Executor executor = new ThreadPoolExecutor(&lt;br /&gt;            20, 100, 5,&lt;br /&gt;            TimeUnit.SECONDS,&lt;br /&gt;            blockingQueue,&lt;br /&gt;            new NativeThreadFactory(new ThreadGroup(&quot;My-T-grp&quot;), &quot;TG-ID&quot;));&lt;br /&gt;&lt;br /&gt;        for (int i=0; i&lt;100; i++) {&lt;br /&gt;            executor.execute(new Runnable() {&lt;br /&gt;                public void run() {&lt;br /&gt;                    System.out.println(&quot;This is some thread : &quot; + Thread.currentThread().getName());&lt;br /&gt;                    throw new RuntimeException(&quot;Runtime&quot;);&lt;br /&gt;                }&lt;br /&gt;            });&lt;br /&gt;        }&lt;br /&gt;    }&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;    public class NativeThreadFactory implements&lt;br /&gt;        ThreadFactory {&lt;br /&gt;&lt;br /&gt;        final ThreadGroup group;&lt;br /&gt;        final AtomicInteger count;&lt;br /&gt;        final String namePrefix;&lt;br /&gt;&lt;br /&gt;        public NativeThreadFactory(final ThreadGroup group, final String namePrefix) {&lt;br /&gt;            super();&lt;br /&gt;            this.count = new AtomicInteger(1);&lt;br /&gt;            this.group = group;&lt;br /&gt;            this.namePrefix = namePrefix;&lt;br /&gt;        }&lt;br /&gt;&lt;br /&gt;        public Thread newThread(final Runnable runnable) {&lt;br /&gt;            StringBuffer buffer = new StringBuffer();&lt;br /&gt;            buffer.append(this.namePrefix);&lt;br /&gt;            buffer.append(&#39;-&#39;);&lt;br /&gt;            buffer.append(this.count.getAndIncrement());&lt;br /&gt;            Thread t = new Thread(group, runnable, buffer.toString(), 0);&lt;br /&gt;            t.setDaemon(false);&lt;br /&gt;            t.setPriority(Thread.NORM_PRIORITY);&lt;br /&gt;            return t;&lt;br /&gt;        }&lt;br /&gt;&lt;br /&gt;    }&lt;br /&gt;}&lt;br /&gt;&lt;/pre&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/7346477295509322015/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/7346477295509322015' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/7346477295509322015'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/7346477295509322015'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2008/08/why-doesnt-executor-reuse-thread-after.html' title='Why doesn&#39;t an executor reuse a thread after completing your task?'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-3973363424072281794</id><published>2008-06-13T01:28:00.000+05:30</published><updated>2008-06-13T01:37:40.927+05:30</updated><title type='text'>Major bug with Ohloh makes it almost useless?!</title><content type='html'>Apache Synapse became a Top Level Project (TLP) of the Apache Software Foundation (ASF) a few months back, and thus we had to change our SVN url. Although our SVN contains history spanning back to almost three (3) years back, Ohloh only sees the project as only 5 months old!&lt;br /&gt;&lt;br /&gt;I have complained about this to Ohloh &lt;a href=&quot;http://www.ohloh.net/posts?query=asankha&quot;&gt;4 months back&lt;/a&gt;, at which time they stated &lt;blockquote&gt;..We are unable to follow development activity across branches or directory moves..As far as I can tell there is no workaround. This affects a lot of projects, and I desperately want to get this fixed, but it will take some time.&lt;/blockquote&gt;&lt;br /&gt;&lt;br /&gt;Like they claimed, this affects many many projects! For example check Apache HttpComponents, ServiceMix, MINA..etc! This list will go on and on, since each new project started at the ASF will first go through incubation and then graduation, followed optionally by a move to become a TLP, and at each of these stages, the SVN url could possibly change.&lt;br /&gt;&lt;br /&gt;Since the code metrics reported for so many of thes open source projects are &lt;span style=&quot;font-weight:bold;&quot;&gt;just plain wrong&lt;/span&gt;, how can any of the information presented by ohloh be useful to anyone?&lt;br /&gt;&lt;br /&gt;I sure hope someone at ohloh recognises the importance of this, and fixes this ASAP!</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/3973363424072281794/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/3973363424072281794' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/3973363424072281794'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/3973363424072281794'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2008/06/major-bug-with-ohloh-makes-it-almost.html' title='Major bug with Ohloh makes it almost useless?!'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-1501880027380138233</id><published>2008-06-11T17:45:00.000+05:30</published><updated>2008-06-11T17:49:52.277+05:30</updated><title type='text'>Limiting permissions to Java programs with policies</title><content type='html'>I wanted to limit the permissions for a Java program to only connect to a certain host.. and the way to do this is by defining your own policy file, and passing this as an argument to the Java command as follows:&lt;br /&gt;&lt;br /&gt;temp.policy&lt;br /&gt;grant {&lt;br /&gt;  //permission java.net.SocketPermission &quot;69.147.112.160:80&quot;,&quot;connect,resolve&quot;;&lt;br /&gt;  permission java.io.FilePermission &quot;&lt;&lt;ALL FILES&gt;&gt;&quot;, &quot;read, write, delete, execute&quot;;&lt;br /&gt;  permission java.util.PropertyPermission &quot;*&quot;, &quot;read, write&quot;;&lt;br /&gt;  permission java.lang.RuntimePermission &quot;*&quot;;&lt;br /&gt;  permission java.lang.reflect.ReflectPermission &quot;*&quot;;&lt;br /&gt;};&lt;br /&gt;&lt;br /&gt;The above policy will not grant the process any SocketPermissions, however, if you only wanted it to connect to a specific IP address or hostname, you can uncomment the first line, and edit it appropriately.&lt;br /&gt;&lt;br /&gt;For more information refer to: http://java.sun.com/developer/onlineTraining/Programming/JDCBook/appA.html&lt;br /&gt;&lt;br /&gt;Now to start your program using the above policy file, use:&lt;br /&gt;&lt;br /&gt;java -cp some.jar -Djava.security.manager -Djava.security.policy=temp.policy MainClass</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/1501880027380138233/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/1501880027380138233' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/1501880027380138233'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/1501880027380138233'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2008/06/limiting-permissions-to-java-programs.html' title='Limiting permissions to Java programs with policies'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-115319568241951204</id><published>2006-07-18T09:30:00.000+05:30</published><updated>2006-07-18T09:38:02.440+05:30</updated><title type='text'>How to get a loan in 3 days?</title><content type='html'>&lt;div class=&quot;content-wrapper&quot;&gt;[Please note that this entry is written for the Sri Lankan context and hopefully will not apply outside of Sri Lanka]&lt;br /&gt;&lt;br /&gt;Couple of days ago I bought my first house… from the day the property was advertised in the paper, until the day it got written under my name, it took 17 elapsed calendar days. Although I took an express 24 business hour housing loan from the NSB – paying an extra fee for the ‘express’ service, I actually got the loan only after about 31 business hours as opposed to the advertised 24! But note that although the NSB advertises the service as the three business day service, they inform you well ahead that it will be on the 4th day after submission that the cheque will be ready. (i.e. 4 calendar days since one business day is 8 hours) The service begins only after all required documents are ready and accepted by the bank, and getting these documents ready itself could take a few more days at the local government and land registries etc., so do not ever assume that you could really get everything done in 3 or 4 days!&lt;br /&gt;&lt;br /&gt;After many years of searching for a property within a particular area, and fluctuating housing loan interest rates, we finally came across a property that we liked on the 12th of March. By this time, I was ready with all documents necessary to apply for a housing loan from the NSB, and had all documents required to prove my income, ready.&lt;br /&gt;&lt;br /&gt;After initial inspection of the property on Sunday the 12th of March, we were able to get a copy of the deed and the plan by the 14th. After an initial validation from the NSB on the loan amount and the offer price for the property that we considered, we also validated this through an external valuer (as we couldn’t get in touch with the NSB valuer in time) – just to be safe about the loan amount being pursued from the bank, for the property concerned. To also ensure that the property has a good title, we started our search through the land registry ahead of time, and thanks to my mother-in-law, we were able to request for the necessary extracts ahead of the confirmation of acceptance of our offer. We were informed that our offer has been accepted on the 20th of March, and were able to collect the relevant documents from the vendor on the 21st to acquire the other documents from the municipal council.&lt;br /&gt;&lt;br /&gt;The next few days were hectic as I was running around with my mother-in-law to the land registries, municipal council, surveyors and lawyers! As the bank looks for clear title for 30 years, sometimes you may need to check the deeds for more than 30 years if you are unlucky. Usually at the land registries, some documents become ‘lost’.. but if you are really interested to ‘find’ these.. they mysteriously appear back again in an instant! And you may sometimes come across a situation where a particular deed required cannot be located. This may be a troublesome event if you cannot locate the lawyer who wrote this particular deed either, and if it has been written by a lady lawyer before she got married.. Good luck! As she may have now changed her name, and you will not be able to locate her in any telephone directory or service either! If you come across this situation, you should go to the registrar generals department in Fort, and go through the list of lawyers, and locate the land registry where the 2nd copies of the particular lawyer are held. Again like the registration information at the land registries, the 2nd copies play the same old lost-and-found trick!.. if you keep your eyes open at a land registry, you will surely see why so many attorneys goes near or sometimes even inside the record rooms and almost touches the clerks.. keep your eyes open when you notice the above and you will realize how lost records are mysteriously found at the Sri Lankan land registries! You may sometimes hear stories about how certain records become damaged at the registries.. and then you will hear about the specially trained mice who are given this task to destroy ‘some’ of the records mentioned above.&lt;br /&gt;&lt;br /&gt;Getting copies of your extracts on time could be a task of its own.. though the photocopying section of the land registries (at least some) are supposed to be somewhat privatized, they still function according to the ‘old laws’. If you are in a hurry to get your copies, either you should speak to the registrar and explain your situation and get an endorsement on your receipt from him, or go through ‘other means’.. Even if you get the registrar himself to endorse and prioritize your extracts, you then need to wait and waste hours near the photocopy section.. again some of the folios you may have checked the day before may again get ‘lost’ just as they are about to get photocopied.. Waiting for your copies near the photocopy desk, you will surely see how some people get their copies through a ‘same day’ service, while those who goes by the book will have to spend at least a week or more to get their copies! But to your surprise you will note that these special ‘same day’ services are neither documented nor informed to any person officially, though you see many posters from the bribery and corruption commission at these registries. I wonder if all that the present bribery commission does is print these posters and paste them around the infested spots, since if they just visit some of these locations they could save the cost of these prints as well as stop all corruption. But then again when Sri Lanka is unable to even appoint a commissioner to the above commission and so many others in time, and when you hear how the Sri Lanka Inland Revenue heads are being arrested for involvement in the largest tax fraud of South Asia, you will realize why these institutes function as I have mentioned above.&lt;br /&gt;&lt;br /&gt;After you collect the necessary deeds and extracts you may also need to go through previous plans pertaining to your property.. However in the case of surveyors, no copies are maintained at the Survey Department etc. as deed copies are maintained by the land registries. Hence if a particular surveyor who has written a plan is no more, you may have very less options!&lt;br /&gt;&lt;br /&gt;After all legal documents mentioned above and related survey plans are found, your lawyer will need to study these in detail and prepare a Title report and a Pedigree report of the property.&lt;br /&gt;&lt;br /&gt;You will also have to spend some time at the local Municipal Council to get the relevant documents to obtain your housing loan. Note that the COC – Certificate of Conformance for a house is requested by the NSB – but is not included in their guide book.&lt;br /&gt;&lt;br /&gt;The other documents which are required but are not mentioned in the NSB guide book is as follows:&lt;br /&gt;&lt;br /&gt;1. A standing order form from your bank – if you are paying the installment through one&lt;br /&gt;&lt;br /&gt;2. A copy of your NID and that of the vendor.&lt;br /&gt;&lt;br /&gt;It is strongly suggested to meet a credit officer at the NSB on the day prior to your submission of documents, to check that all are in order. Note that some documents you hand over to the bank (e.g. the deed) could be photocopies - as long as they are certified by a Notary. Also make sure to get copies of your bank statements etc. as you may want to keep the originals with you for future purposes and just hand over copies to the bank. Any original documents that you submit to the bank will be filed and will not be returned to you.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Loan Day 1 (Friday)&lt;br /&gt;&lt;br /&gt;On the day you submit your documents, it is suggested to arrive at the bank by 8:30am in the morning, just as they open for business. It would be then possible to meet the same credit officer who reviewed your documents the previous day. Your documents would then be filed in a few hours. (Mine took 2 hours). Since we opted to write and process our own Title Deed, we were able to save 1% of the purchase price which would otherwise have had to be paid for to the NSB as legal charges for the deed. Due to this reason we tried very hard to find out which of the legal officers would process our loan, so that we would be able to synchronize with them to make the process smoother. However, the legal department at NSB seems to lack the customer friendly attitude of the Housing loans section so far, and seems to operate according to the ‘old regime’ system of governance. However, we were asked by one of the officers to submit a draft of the deed on Monday.&lt;br /&gt;&lt;br /&gt;They will then ask you to get a Mortgage Protection policy, and you may want to select Ceylinco over SLIC. However I choose SLIC, and went there straight away and got an appointment with Durdans hospital for them to conduct the medical checkup required for the policy.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;The Weekend, ..&lt;br /&gt;&lt;br /&gt;After 14 hours of fasting, I went for the medical test at Durdans early morning on Saturday. The Bank official was also able to make his inspection on Saturday, and the valuer on Sunday. I assume that if I had not submitted my documents on Friday, these two would have taken more time, and would not have been available to the NSB by the morning of the 2nd day of the Express loan system.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Loan Day 2 (Monday)&lt;br /&gt;&lt;br /&gt;I met with the credit officer again and tried to get any feedback on the draft of the deed, but was unsuccessful. I was not able to get any feedback as the still ‘the file has not come to the legal section’. I then tried to go to the SLIC, but unfortunately it was towards the end of the lunch hour at this still not so privatized institution. After meeting with the relevant person, and then getting the medical report verified through the SLIC doctor, they stated that it needs to go through re-insurance as the Total cholesterol/HDL ratio was 0.06 over its regular value, though no other tests indicated any significant risk. Hence I was asked to come again tomorrow.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Loan Day 3 (Tuesday)&lt;br /&gt;&lt;br /&gt;Again I met with the credit officer, and found that still the file had not gone to the legal section, as it was still going through a process where about 6 to 8 people had to approve the loan, all the way up to the chairman! Hence again I went to the SLIC to pay my premium as I was asked to bring this particular policy on the day the loan would be disbursed, by the NSB. However, I find that still SLIC has ‘not made a decision’ on the policy. Then I spoke to a few officers and an AGM of the department, and overheard a conversation at the AGM’s office on how they were going to loose a life insurance to Ceylinco! Getting my own insurance policy last year after considering all leading insurance companies in Sri Lanka, including SLIC, I immediately knew they were playing a loosing battle! I also spoke to the AGM and the other officials on the delay, and said that if the so called ‘Leaders in insurance’ is like this.. what we should expect as customers. I also commented that I should have opted to get this policy from Ceylinco, as at least they would not have made me waste my time like this. Note that Mortgage Protection policies are processed only at the SLIC head office.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;D-Day (Wednesday)&lt;br /&gt;&lt;br /&gt;I went early in the morning to the NSB, and found that my file has still not reached the legal department after 24 business hours! It was around 11am when it finally reached the legal division as the Title insurance information had to be processed and inserted into the file, and only one of the officers out of three were present at the time. Following the file to the legal division, we were able to finally meet the legal officer who was to process our application. At about 11:15am we were called and informed that there was a discrepancy between the second schedule of the deed (which states the right of way) and the Title insurance policy – which has stated that we would have access through all roads shown in the survey plan. However, the latter is incorrect as we had the right of way only through one of the roads shown in the plan which was over 10 years old. But, as the legal officer insisted, we were compelled to insert a single line into the deed so that it matched the (erroneous) title insurance, to avoid a delay in the processing of our loan. We were then asked to come at 2:30pm to sign the deed and the mortgage bond by the legal officer.&lt;br /&gt;&lt;br /&gt;After paying the necessary stamp duty and collecting the insurance policy from the SLIC (finally) we came to the bank again with the Vendor at the stated time. After signing the deed, we were surprised to see that the mortgage bond had been printed erroneously by the NSB legal division, with the wrong amount! Hence to cover up and prevent further delay, we were asked to sign on an empty bond which they would fill-up later and then began the eternal waiting…&lt;br /&gt;&lt;br /&gt;Eternal waiting…&lt;br /&gt;&lt;br /&gt;At 3:15pm I was given a receipt to pay for the legal charges, and the cash counter was about to close by 3:30pm. When I went to the cash counter, the cashier was already in a mood to go home, and was almost closed for the day, and reluctantly started to accept the payment, saying that he had to catch some train… I guess these are normal ‘happenings’ at the ‘still in the government sector’ though we never hear such stories in our private sector places of work.. ever! Then the legal officer asked me to go back to the housing loans section, where they wanted me to get a fresh letter of vacant possession from the vendor, and then I had to pay the Title insurance and Fire insurance premiums. Now the same cashier was in a really bad mood and said that if I wanted to pay, I needed to pay the ‘exact’ amount in cash! But to his surprise I was able to make this amount , and a senior official then came and asked him to process the receipts quickly.. the cashier was still talking about the stupid train… After I produced the receipts again at the loans section, they found out that the Title insurance amount they asked me to pay was Rs. 500/- less than the actual amount, and then I was asked to pay this balance again.. How I wonder how a bank makes mistakes in something like “amounts”!! This is the second time they made such a mistake! Now again I went back to the same cashier at the fourth floor and he was almost on the train by now.. but to my luck, the senior officials were again present, and closing the days balance, and they were very helpful in asking this cashier to process the balance as a late payment fee, which he very reluctantly had to do. Then after producing the receipt again at the loans division at the third floor I was told that everything was ready and that the cheque would be given in the fourth floor by the legal division and for me to go upstairs and wait. The time was around 4:25pm.&lt;br /&gt;&lt;br /&gt;However after some time, since the cheque never arrived, I went back down stairs, and then was asked to which account it should be written.. and then the person typing the cheque took around 12 minutes to type about three lines of text on the computer and print the cheque.. I was about 10 feet from the computer and I could hear them trying to take the cursor keys up and down and delete some of the text they have typed in the wrong place.. !@#$ Then finally after the cheque was printed and signed, it lay again in the tray until someone came to pick it up and take it to the legal division again.. the time was past 4:50pm by now.. and I just saw the credit manager waking by and once he saw me still standing, he came and called for someone to take the cheque upstairs… I went along with the peon to the legal division.. and then after about another 5 minutes the legal officer came and started to apologize to the bank official who was to hand over the cheque stating that there was a delay since ‘we’ did the title deed ourselves!&lt;br /&gt;&lt;br /&gt;Now having proof that the 24 business hour loan didn’t even reach the legal department in 24 business hours, and seeing that the legal division was unable to correctly print about 25 words on a pre-printed mortgage bond correctly in three hours, we wondered how they could have completed and printed a Title deed as well (correctly) and still deliver the loan faster than this?? Then finally the cheque was handed over to the vendor at around 5pm after 301/2 business hours after acceptance of the express loan.&lt;br /&gt;&lt;br /&gt;So can you really get a housing loan in 24 business hours?.. well according to my calculations of 8 working hours per day, you cannot… not even in 4 days!... but my wife was able to correct me through her experience working at a government institution sometime back.. the fact I missed was that on any 8 business hour day at a government or semi-government institution - only 6 are ‘working’ hours  !!...Aha.. now you do your math!&lt;br /&gt;&lt;br /&gt;For a loan of x,x00,000/- with a House worth y,y00,000/- (i.e. a Total of z,x00,000/-) I had to pay the following charges to obtain the housing loan through the (not so) express service. Note that I have left out the loan and purchase amount intentionally ;-)&lt;br /&gt;&lt;br /&gt;Valuation fees 3,980&lt;br /&gt;Inspection fees 550&lt;br /&gt;Title investigation charges 500&lt;br /&gt;Credit information bureau charges 240&lt;br /&gt;Special levy 28,875&lt;br /&gt;Mortgage bond registration fees 1,500&lt;br /&gt;Initial amount payable when handing the loan application 35,600&lt;br /&gt;Title insurance 25,526&lt;br /&gt;Fire insurance 16,323&lt;br /&gt;Legal charges (0.75% of the mortgage amount) ~0.75% of ‘mortgage’ amount&lt;br /&gt;Stamp Duty ~3% of ‘purchase’ price&lt;br /&gt;&lt;br /&gt;Note that I have left out usual legal charges of 1% of the value of property for the Title deed (usually charged by the bank) and all legal and other costs and charges for the preparation of the Title report, Title deed, land registry searches, local government taxes and payments, surveyors fees and lawyers costs etc.&lt;br /&gt;&lt;br /&gt;Also see.&lt;br /&gt;(1) EMI calculations&lt;br /&gt;(2) Tax calculations&lt;br /&gt;(3) Tax benefits and directions with housing loans&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/115319568241951204/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/115319568241951204' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/115319568241951204'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/115319568241951204'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2006/07/how-to-get-loan-in-3-days.html' title='How to get a loan in 3 days?'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-12758131.post-111562949052849771</id><published>2005-05-09T15:00:00.000+06:00</published><updated>2005-09-01T08:43:14.043+06:00</updated><title type='text'>My first Blog!</title><content type='html'>Hi to all ..&lt;br /&gt;&lt;br /&gt;Just wanted to get to know more about blogging, and what better way to do it than to start my own blog! So I hope to add more and more interesting stuff in here and that people will find my blog interesting to read!&lt;br /&gt;&lt;br /&gt;cheers!&lt;br /&gt;asankha&lt;br /&gt;&lt;br /&gt;For more information about me: check &lt;a href=&quot;http://www.geocities.com/asankha&quot;&gt;www.geocities.com/asankha&lt;/a&gt; or &lt;a href=&quot;http://www.asankha.com&quot;&gt;www.asankha.com&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://asankha.blogspot.com/feeds/111562949052849771/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/12758131/111562949052849771' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/111562949052849771'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/12758131/posts/default/111562949052849771'/><link rel='alternate' type='text/html' href='http://asankha.blogspot.com/2005/05/my-first-blog.html' title='My first Blog!'/><author><name>Asankha</name><uri>http://www.blogger.com/profile/05768379677233692797</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>