tag:blogger.com,1999:blog-79983597834761401742024-02-02T10:58:09.705-08:00I love. I live. I teach. In that order.Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.comBlogger102125tag:blogger.com,1999:blog-7998359783476140174.post-16409955402641660532020-10-21T01:02:00.005-07:002020-10-26T05:13:41.999-07:00I Want To Break Free. 5 Wonderful Ways to Use your Breakout Rooms<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibzM89areZdN9X3v6IU0HTq-usrpx3pFXQhtA6vA5XIdK6WLQPvThA71w4NEW3CIM1cz9LIi14J2A6io8NOjBBSwmvQ-JEAt1tfQS6cuAapvk2IwaJ2DQDVxHA4ufOm8E3TbBlm6uw9ZM/s1000/breakout.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibzM89areZdN9X3v6IU0HTq-usrpx3pFXQhtA6vA5XIdK6WLQPvThA71w4NEW3CIM1cz9LIi14J2A6io8NOjBBSwmvQ-JEAt1tfQS6cuAapvk2IwaJ2DQDVxHA4ufOm8E3TbBlm6uw9ZM/s320/breakout.jpeg" width="320" /></a></div><br /><p></p><p>Since so many of our classrooms have moved online we've raced to learn what we can about the new technologies and platforms at our disposal. Something I've heard a lot about and seen in my own classes is the popularity of breakout rooms. In a recent session I gave one teacher spoke of his fear at losing control when sending students off on their own others said it had become an essential part of their class, as much for them as for the students. </p><p>So how can we make the most of these breakout rooms. I've come up with my 5 favourite ideas to keep the students on task and the breakout rooms relevant, and not just an excuse to run off and grab a coffee. Let's be honest we've all done it. </p><p><br /></p><p>1. <em><b>Investigation</b> </em></p><p><span data-contrast="auto">I'm amazingly lucky to have such a fantastic wife for many reasons. One of which being she is a wonderful teacher and I can use her ideas whenever possible This one is very much her creation. She would put students into groups and get each one to investigate a celebrity of some variety. It is then up to the students to find out as much as they can about said celebrities and report it back to the class. This is a great way to get <b>mixed abilities working together</b>. The ideas below are from the music section of Pearson's secondary course book Real World 1. </span></p><p><span data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}"> <a href="https://eltlearningjourneys.com/wp-content/uploads/2020/10/Active-teach.jpg"><img alt="" class="alignnone size-medium wp-image-4238" height="136" src="https://eltlearningjourneys.com/wp-content/uploads/2020/10/Active-teach-300x136.jpg" width="300" /></a><img alt="" class="alignnone wp-image-4236" height="196" src="https://eltlearningjourneys.com/wp-content/uploads/2020/10/breakout-rooms-300x187.jpg" width="306" /></span></p><p><em><b>2. Presentations</b> </em></p><p><span data-contrast="auto">Never before have we had such a relevant tool to help with real life learning. Asking students to do </span><b>presentations</b><span data-contrast="auto"> in the past was often an incredibly tough task. Today's students are now </span><span data-contrast="auto">acutely</span><span data-contrast="auto"> aware of the need to be able to communicate ideas over great distances without the face-to-face side of things being necessary.</span><span data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}"> </span></p><p><span data-contrast="auto">Breakout rooms offer a</span><b> huge opportunity</b><span data-contrast="auto"> for you to work with pairs and groups on their presentations and then set them to task sharing their ideas with the class. My last group did a presentation on their own efforts to combate on climate change. Each of the 3 groups chose something different (Saving Water, Transport, Agriculture) After using their </span><b>breakout room</b><span data-contrast="auto"> to talk over ideas and do a number of run throughs they were each ready to present to the class. That fear of standing in front of your peers had disappeared and I saw some of the best presentations.</span><span data-contrast="auto">I've seen in nigh on 15 years teaching.</span><span data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}"> You can take these presentations to new levels. </span></p><p><span data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}">Don't simply set tasks. Ask them to present their favourite YouTube video (within reason). Take this chance to get students used to presenting in English in a virtual environment because it's a unique one that will serve them for the rest of their lives. </span></p><p><em><b> 3. Prepare Role plays</b> </em></p><p><span data-contrast="auto">This works in the same way as the presentations do. It simply gives students proper time to prepare on a more intimate basis. In my next video </span><span data-contrast="auto">project,</span><span data-contrast="auto"> I'm going to get my students to have a go at making a mini film with each group preparing a different scene.</span><span data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}"> </span></p><p><span data-contrast="auto">These are just a couple of the ideas I've used and seen used in classes. I do have a </span><span data-contrast="auto">separate</span><span data-contrast="auto"> post on the joy that is the breakout room and some great ideas to keep it fresh and relevant.</span><span data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}"> </span></p><p><a href="https://eltlearningjourneys.com/wp-content/uploads/2020/10/role-play.png"><img alt="" class="alignnone size-medium wp-image-4239" height="300" src="https://eltlearningjourneys.com/wp-content/uploads/2020/10/role-play-169x300.png" width="169" /></a></p><p><br /></p><p>4. Alibi</p><p>This game is a class classice but seems to fint even better into the online environment. </p><p>The first step is to describe the crime that has been committed. E.g. The Teacher's favourite mug was broken. Provide the students with useful vocabulary then split your class into two groups. </p><p>The Detectives and The Accused. </p><p>The dectective group has to figure out what questions they're going to ask the accused group and see if they'll slip up. The accused have to decide upon their alibi to the situation. </p><p>After a brief spell (5 to 10 minutes) in their group breakout rooms bring the students back into the main room. Explain each of the accused will be assigned an interviewer. Reset the breakout rooms and give each interviews 2 minutes to cross exam the accused. </p><p>When the students all return to the main room the results of the cross examinations can be discussed and a decision as to who broke the teachers mug can be concluded.</p><p>5. Group Writing</p><p>Something I found always worked in a face-to-face classes were group writing activities. The wonderful thing about breakout rooms is any type of team activity goes completely undisturbed. If you're in a traditional classroom you can be easily distracted and, perhaps notgive as much in put as possible. You're much more accountable in a breakout room. </p><p>I've found this to be a successful activity with all ages. It works particularly well when doing writing "training" for exam classes. It's wonderful for creating role plays. The place Iv'e found it most useful is when writing a story, or the plot to a film. It encourages all areas to be creative and creates a great sence of teamwork. Obviously when doing a writng in the real world students won't have their partners to fall back on but its a great way of encouraging students to work with their peers and makes writing a lot less dull for them, </p><p>I hope this has been at least mildy useful in helping you make the most of the Breakout room. </p><p>Stay safe </p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-47579523144653345332020-08-17T04:58:00.002-07:002020-10-13T12:40:52.936-07:00A Whole New World<p> Good Afternoon one and all,</p><p>I hope ths finds you well and in good health. </p><p>After such a strange year 2020 has brought about a whole new way of life, especially in the world of education. Classes are up in the air and distance learning is now a normality as opposed to a last resort. </p><p>With all of the changes I've aso decided to take a new direction. For 13 years I was a teacher/teacher trainer and recently worked as an ELT Consultant for Pearson. This new job has taught me an awful lot not only about the world of education but also about myself. Travelling to many different schools and academies I saw the wide variey of styles for both teaching and the way in which educational institutions are set up. It left me with a feeling that I could really help. I've enjoyed learning about how differnet people teach and learn. For that reason I've decided to focus my attention on the area of teacher training for both the online and physical classroom. </p><p>If you or you insitution is interested in training essions for teachers or students I can provide a wide variety of classes. A list of my most popular sessions are below. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS1sCHD7-mrliG6NW74BPWCH6nzUmbrKPzcx_JM96gPxC3Xm66QbzWBbqMpJUOu7_pJkS4IUdxC0YNOEKV7xIM4aUwr7FBjlVgUUzhf2BLHSPtPySV_J03Zr4dS1x4YQRX5yy8CHUkmHY/s1773/hwt-logo-v1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1773" data-original-width="1772" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS1sCHD7-mrliG6NW74BPWCH6nzUmbrKPzcx_JM96gPxC3Xm66QbzWBbqMpJUOu7_pJkS4IUdxC0YNOEKV7xIM4aUwr7FBjlVgUUzhf2BLHSPtPySV_J03Zr4dS1x4YQRX5yy8CHUkmHY/s320/hwt-logo-v1.png" /></a></div><br /><p><br /></p><p><b>New Normality Based talks:</b></p><p><b>How to Hybrid. </b>A guide to setting up your hybrid/extended classroom with some fool proof activities to boot.</p><p><b>The Masked Classroom. </b>13 Games and activities to take on the in a socially distanced classroom</p><p><b>Zooming around. </b>A whole raft of tried and tested activities to keep you online students fully engaged</p><p><b>I Wat to Break Free. </b>My favourite 7 ways to use the Breakout room.</p><p><b><br /></b></p><p><b>General Classroom ideas</b></p><p><b>STRIP: <i>A bluffers guide to pronunciation</i></b></p><p><b>A Fistful of Fillers: <i>A raft of ideas to fill your class with fun packed learning</i></b></p><p><b>Breathe Some Life into your Online Classroom:<i> Some simple tips to making your online class more engaging for your students</i></b></p><p><b>Getting the Most out of Video Materials</b></p><p><b>Speaking Exam Training, Without the Exams</b></p><p><b>Cambridge Exam Masterclasses</b></p><p><br /></p><p>I've done each of these session plus many more at conferences from TESOL Spain to ACEIA not to mention in academy sessions. </p><p>If you'd like to get in touch about any of the above sessions or if you have anything more specific in mind please contact me at harrywatersenglish@gmail.com. </p><p><br /></p><p>Happy Teaching one and all. Here's to a brighter tomorrow.</p>Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com1tag:blogger.com,1999:blog-7998359783476140174.post-6928511123892772452019-05-15T03:10:00.004-07:002019-05-15T03:10:43.952-07:00Musical ExamsI had an idea this week. That's not exactly a rare occurance but it did happen. It actually happened last week too but I never got round to writing about that one. <div>
Anyway, I digress. This week's idea was relevant for EVERY. SINGLE. CLASS. The debate went deeper the higher the level but the core idea was relevant from 7 years old all the way to adult. The example I'm going to give today is with the FCE exam but it can be adapted to any activity, be it worksheet or book based. </div>
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I started the class by telling students they were going to participate in a psychologial experiment based around the effects of music on concentration. At no point did I mention the fact they would be doing 4 seperate Use of English part 2 activities. </div>
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I told them they would listen to 4 different songs and complete activities whilst the music was playing. This served as both a distraction and a time limit. The 4 genres were. Drum and Bass, Rock, Pop and Classical. I informed the students it was to see which type of music was best for concentration and which was worst and we'd hold a plenary after we'd finished the activity.</div>
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The next step was to rehash exam technique for part 2. When doing this I always use this from <a href="https://www.fceexamtips.com/reading-2-3">https://www.fceexamtips.com/reading-2-3</a>. I also make a list of the most common words that come up, just in case they are lost and need to fill a gap. At the end we double check the 4 different exam parts and see how many of those words came up. </div>
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Next I handed out the first part 2. I told students not to start until the music had begun. </div>
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<a href="https://www.youtube.com/watch?v=Q89OdbX7A8E">https://www.youtube.com/watch?v=Q89OdbX7A8E</a></div>
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Students then complete the task. We don't correct it. We move straight on to the next task accompanied by the greatest band of all time the foo fighters. </div>
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<a href="https://www.youtube.com/results?search_query=all+my+life+foo+fighters">https://www.youtube.com/results?search_query=all+my+life+foo+fighters</a></div>
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After that we quickly move on to a pop song of the moment. I went with Love Someone by Lukas Graham because all of the students know it and they found it espacially hard to concentrate because they were so distracted by the song they knew and loved. </div>
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<a href="https://www.youtube.com/watch?v=dN44xpHjNxE">https://www.youtube.com/watch?v=dN44xpHjNxE</a></div>
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Finally we did Pacelbel's Canon</div>
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<a href="https://www.youtube.com/watch?v=NlprozGcs80">https://www.youtube.com/watch?v=NlprozGcs80</a></div>
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This last tune was a bit longer and gave them a bit of calm time to double check all their answers.</div>
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After we'd finished the final task we had a quick discussion. </div>
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The basic questions I asked were: Which music was most difficult to concentrate with? Why?</div>
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Which was easiest? Why?</div>
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Which did you find most stressful? why?</div>
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Which did you find most relaxing? Why?</div>
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Which one do you think you got the best score on? </div>
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Now obviously there is very little science behind this as some student may do better on different tasks, some tasks may be easier and also by the time they're doing their forth exam part they are well into the groove of things and it sohould be much easier by then. </div>
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That said, we then corrected everything and took down the scores. In general it wasn't a great shock that the best scores came out with the classical music, the worst, however, were with thethe pop music as students were too busy singing as opposed to doing the activity. We then checked which words came up most frequesntly. </div>
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This was a great activity for the students not only to help with their debating and discussion skills but also as pure exam revision. When doing 4 UOE part 2s they noticed that the word SO came up every single time. </div>
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Hope this helps</div>
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Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-41749746884982136002019-04-10T04:57:00.000-07:002019-04-10T04:59:19.238-07:00Character BuildGood Afternoon,<br />
<br />
As the term has been dragging on for what seems like an eternity and a bit, I decided this last week before the break I'd do something a little more light hearted. Although it wasn't that light hearted, but it was fun. I used this with classes ranging from A2- B2. It was a simple character build but rather than just put in random characteristics I asked them to act as if they were that person and truly, honestly try and expess what they might be feeling.<br />
The class is basically 3 fold and for once I didn't tell them why they were following the powerpoint and thus, the class.<br />
<br />
Part one I took notes on which groups they joined.<br />
Then when they got a picture I focused on their reaction. A number of them asked to change.<br />
The next part was what was most interesting. It was watching how the students approached te task. Some of it quick horrifying to be honest.<br />
<br />
Keep an eye on where they go with the task.<br />
<br />
The key is the reflection. When looking back at their work and reflecting upon their snap judgements and their hugely stereotyped responces actually got a few students to stop and think for a moment. I recommend spending quite a while on both the linguistic benefits of the activity and the morality based self review.<br />
<br />
Hope it's of use. Here is the<a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MmMxZGIxZTg1MDI0MmExNg" target="_blank"> powerpoint</a><br />
<br />
HProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-71416998567052555762019-03-08T01:11:00.001-08:002019-03-08T01:11:30.273-08:00FCE Reading Part 7 Made Fun.... well, slightly less boring at leastIn my experience this is the part of the reading exam where students do best. They tend to get at least 6 or 7 right, becuase it's usually quite obvious. I created this class to make it more interactive and for students to think individually but then also as a team. I also used it to enable students to improve their paraphrasing and as a way of retelling what they'd learnt. In the end it was really successful and every group, even with the weakest students got at least 8 correct answers.<br />
<br />
So what's the process.<br />
<br />
First up I find a vaguely interesting reading. With something, at least mildly, relatable to the class. Something to do with sport perhaps.<br />
I find any tricky or complex vocabulary and preteach it. I draw students attention to the wide range of collocations used in the text and allow them to reflect for a moment or two on their own speaking and writing. It gives the students time to digest everything before the task.<br />
<br />
Next I ask students to get into groups of 4 or 5 and have a quick talk about the topic of the text their about to read. (Perhaps it's one person speaking maybe it's 4/5 differdent people. There is, however, a central topic that can be discussed at length. I try and ensure students use some of the vocabulary taken from the text in order to solidify its meaning and useage.<br />
In the example below I picked out<br />
<b>Big Grins</b><br />
<b>unstoppable Appitite (I also mentioned insatiable as a collocation)</b><br />
<b>Rolling Waves </b><br />
<b>Vast Amounts</b><br />
<b>Hang Around</b><br />
<b>Itching to do something</b><br />
<b>A drop in temperature</b><br />
<b>To blossom</b><br />
<b>Spray</b><br />
<b>instinctive</b><br />
<b>hair-raising</b><br />
<b>never be bothered</b><br />
<br />
Next tell them the title of the text they are going to read and get students to hypothesize about what they are going to read.<br />
In this case the title was from the online handbook sample paper:<br />
<div style="text-align: center;">
<b><i>Walking On Waves</i></b></div>
<div style="text-align: center;">
Sarah Whiteley talks about her love of surfing and how it began</div>
<br />
After they've spoken for 4-5 minutes tell students they are each going to get a paragraph of Part 7.<br />
<br />
But first they are going to read through the questions, paying close attention to key words and underlining them (here they're in bold).<br />
<ol style="background-color: #eaf2f7; color: #070707; font-family: Acme;">
<li>feeling<strong> satisfaction</strong> that her determination resulted in <strong>better</strong> <strong>performance</strong>?</li>
<li>the problem of <strong>having to wait</strong> for conditions to be favourable for surfing?</li>
<li><strong>a change which helped</strong> her to pursue her hobby?</li>
<li><strong>continuing</strong> to surf even when the <strong>conditions</strong> were <strong>unfavourable</strong>?</li>
<li>the<strong> pleasure</strong> she gets from seeing <strong>others succeed</strong>?</li>
<li>being aware that it would<strong> take time</strong> for her abilities <strong>to be recognised</strong>?</li>
<li><strong>her enthusiasm</strong> for the sea <strong>being recognised</strong> by someone else?</li>
<li>an admission that <strong>she doesn’t think</strong> about what she is doing when surfing?</li>
<li><strong>not being concerned</strong> that she <strong>stood out</strong> from others?</li>
<li><strong>people appreciating</strong> her serious <strong>attitude</strong> towards her surfing?</li>
</ol>
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<span style="color: #070707; font-family: "acme";">This is when I give each student a different part of the exam.</span></div>
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<span style="color: #070707; font-family: "acme";">Person A in each group gets:</span></div>
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<img height="233" src="https://i2.wp.com/profesornativogratis.com/wp-content/uploads/2016/05/fce-a.png?resize=521%2C381" width="320" /> </div>
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Person B: </div>
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<img height="196" src="https://i2.wp.com/profesornativogratis.com/wp-content/uploads/2016/05/fce-b.png?resize=521%2C322" width="320" /></div>
<div>
Person C: </div>
<img height="228" src="https://i2.wp.com/profesornativogratis.com/wp-content/uploads/2016/05/fce-c.png?resize=539%2C388" width="320" /><br />
Person D:<br />
<img height="265" src="https://i1.wp.com/profesornativogratis.com/wp-content/uploads/2016/05/fce-d.png?resize=585%2C487" width="320" /><br />
Person E:<br />
<img height="238" src="https://i1.wp.com/profesornativogratis.com/wp-content/uploads/2016/05/fce-e.png?resize=549%2C410" width="320" /><br />
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When students have finished reading they tell each other abou their paragraph. Not only what it was about but also any interesting language or collocation they came across. <i>EG: Person D might say, it mentions vast amounts of hanging around. Which is a better way to say we had to wait a long time.</i><br />
Person C might mention something not happening overnight, which means it takes a long time.<br />
<i>Person B could talk about the collocation to be exceptionally good at something and how they'll try and use it in future. </i><br />
<i><br /></i>
After the students have talked about their paragraphs they again go over the questions and decide which paragraph pertains to which question. They then have to underline the relevant text.<br />
When it's all finished they report back to the class. Low and behold most of them will get 8 or 9 at the very least.<br />
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My final step is to then give students 15 minutes to do a different part 7 of the exam. This tends to calm them down.<br />
<br />
A worksheet is avilable here <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NjBkMTEzNWI3NjJlMGY2ZA" target="_blank">Walking on Waves.</a><br />
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Below are the answers for the about take.<br />
1)C<br />
2) D<br />
3) A<br />
4) B<br />
5) E<br />
6) C<br />
7) A<br />
8) E<br />
9) B<br />
10) DProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com1tag:blogger.com,1999:blog-7998359783476140174.post-1501983639671291882019-02-22T01:55:00.003-08:002019-02-22T01:55:23.812-08:00Question Formation KET<br />
I've got this class you see, well, I've got about 10 of them. In this class we've got a really wide range of abilities. The battle for me is finding activities that keep 25 students engaged and learning at the same time when they're all of such varying levels and, of course, concentration spans.<br />
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This week I've been working with my 5th and 6th grade classes (both studying for A2 level exams KET and FLyers in this case). The biggest issue I've found with both levels is their inability to form a question. It stems from the fact Spanish uses intonation to signal questions and there is no rewording involved.<br />
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In the second part of the speaking exam (for now at least) students need to form questions with prompts and their partner needs to answer. Up until the other day we'd simply been using exam sample. I decided that students should design their own club/class/shop and make a pamphlet for said activity. I modeled it, gave them and example and let their imaginations do the rest.<br />
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I told students they needed:<br />
A name for the club/class/shop<br />
An address<br />
What can be learnt/bought<br />
Opening times<br />
A phone number<br />
An email address<br />
An age range<br />
and a price. <br />
I then posted my example on the board.<br />
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After students had seem my example I elicited questions out of them. Without the use of prompts with 6th grade, with prompts with 5th grade. </div>
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We came up with:</div>
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What's your class called? (called)</div>
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What do you do in the classes? (Do)</div>
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What do you do in the class start? (time/start)</div>
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When are the classes? (When)</div>
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What time does the class finish? (time/finish)</div>
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How much are the classes? or how much do the classes cost? (How much) </div>
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Where are the classes? (where)</div>
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How can I get more information? (more information)</div>
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Is it for teenagers? (teenagers)</div>
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What number should I call? (Phone number)</div>
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Is there an email address? (email)</div>
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When modeling I tried to encourage students to not only ask the questions but to respond to their partners answers. </div>
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A: What is the call called? </div>
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B: It's called Cool Down Dragon</div>
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A: Ahhh, that's a... cool name. haha. What time do the classes start?</div>
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B: They start at a quarter past seven, in the evening. </div>
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A: That's great, I'll have time for a snack first. How much do the classes cost?</div>
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and so on. </div>
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If you want a handy worksheet version just have a little look here: <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NDg0YTkyNzdjZjU1NTg5ZQ" target="_blank">Create Your Own Club Question Formation Worksheet.</a></div>
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It gave students a personal investment in the activity, it got them thinking about what was going to be asked in the KET exam and it gave them ownership. </div>
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The students then spent 20 minutes goinjg round asking their partners what they had created and all about their classes. </div>
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The biggest winner for me in this was that my weakest students got to feel on a par with the strongest students as the language was very simple and they could use their creative side. </div>
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All in all a winner. Give it a shot. </div>
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Now even though the KET exam is changing next year this is a great way to work on question formation. SO don't throw it out just yet. </div>
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Have a lovely weekend one and all. </div>
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Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-19357233549030683422018-11-30T03:56:00.000-08:002018-11-30T04:07:19.472-08:00Talk to the Stars, Class Idea<span style="font-family: Courier New, Courier, monospace;"><br /></span>
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<a href="https://www.blogger.com/blogger.g?rinli=1&pli=1&blogID=7998359783476140174" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: Courier New, Courier, monospace;"><img alt="Image result for whitney houston" border="0" class="rg_ic rg_i" id="yTdaT7OBWfF4CM:" jsaction="load:str.tbn" 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" style="cursor: move; height: 168px; margin-top: 7px; width: 299px;" /></span></a><span style="font-family: Courier New, Courier, monospace;">Not so long ago I was driving along, at my usual pedestrian pace, singing as if I were the star of diva. It soon occured to me that perhaps I wasn't Whitney Houston reincarnated. I was, and am, in fact a 34 year old bearded English teacher whose range when it comes to singing isn't even close to that of the late great songstress. Anyway, I decided instead of singing along I'd simply ask Whitney some question, which she could then answer from beyond the grave. </span></div>
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<span style="font-family: Courier New, Courier, monospace;">Between the point of laughter and annoyance my wonderful lady wife told me that what I was doing would be a good activity for the students in my class. From that moment on it crept into my classroom. First as a filler and later I developed it into a full hour long (or longer) class. I've since presented the idea at a couple of conferences and a nuimber of language academies. Each time the feedback has been great, upon using it with their classes a number of teachers have got back to me and told me it has been very motivating for their students. </span></div>
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<span style="font-family: Courier New, Courier, monospace;">It is particularly good for question formation but it's also great for using more natural language.</span><br />
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<span style="font-family: Courier New, Courier, monospace;">The way I've developed the class is as follows. I'll give instructions and examples.</span><br />
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<li><span style="font-family: Courier New, Courier, monospace;">Split the class into 2 groups. </span></li>
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<span style="font-family: Courier New, Courier, monospace;">Get each group to come up with as many different musical genres as possible in 2 minutes.</span><br />
<span style="font-family: Courier New, Courier, monospace;">Next students come up with as many artists as they can. <i><b> (Encourage students to use language of disappointment at this stage "ohh yeah, of course" or "I can't believe I didn't get that one." It's a great opportunity to work on their tone)</b></i></span><br />
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<li><span style="font-family: Courier New, Courier, monospace;">Now split the class into pairs. </span></li>
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<span style="font-family: Courier New, Courier, monospace;">Students then come up with a list of their favourite songs of all time. Allow 3 or for minutes.</span><br />
<span style="font-family: Courier New, Courier, monospace;">Ask each group for a top 3 songs and get them to expalin to another pair as to why they like those songs and what they are about.</span><br />
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<span style="font-family: Courier New, Courier, monospace;">These two warmer activities should take between 10 and 15 minutes.</span><br />
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<li><span style="font-family: Courier New, Courier, monospace;">When everyone has finished discussing their favourite songs get each pair to choose one of their top 3 and write it on the board. </span></li>
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<span style="font-family: Courier New, Courier, monospace;">Have a vote amonst the students as to which song they want to work on throughout the next section of the class. </span></div>
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<li><span style="font-family: Courier New, Courier, monospace;">I'm going to pretend my class voted for <a href="https://www.youtube.com/watch?v=FxYw0XPEoKE" target="_blank">I have nothing</a> by Whitney Houston. <a href="https://www.youtube.com/watch?v=FxYw0XPEoKE" target="_blank">I have nothing</a> They usually go for something like Perfect by Ed Sheeran, or Happier, by Ed Sheeran. And sometimes Photograph...... by Ed Sheeran.</span></li>
<li><span style="font-family: Courier New, Courier, monospace;">The next step depends on whether you have a multilingual class or a mono lingual class. I teach in Spain and thus the class is monolingual. I next get the students to take the first (or any) 5 or six lines and translate them one by one. SO they can fully understand the meaning of the song. </span></li>
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<span style="font-family: Courier New, Courier, monospace;">Share my life</span></div>
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<span style="font-family: Courier New, Courier, monospace;">Compartir mi vida</span><br />
<span style="font-family: Courier New, Courier, monospace;">Take me for what I am</span><br />
<span style="font-family: Courier New, Courier, monospace;">Tomame por lo que soy</span><br />
<span style="font-family: Courier New, Courier, monospace;">'cuase I'll ne ver change</span><br />
<span style="font-family: Courier New, Courier, monospace;">Porque nunca voy a cambiar </span><br />
<span style="font-family: Courier New, Courier, monospace;">All My coulours for you</span><br />
<span style="font-family: Courier New, Courier, monospace;">Todos mis colores para ti</span></div>
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<span jsname="YS01Ge" style="font-family: Courier New, Courier, monospace;">The translation may not be 100% accuate and there may be phrasal verbs or phrases that don't always work in the students´given tongue but it does give them a general idea of what the song is about and what the singer is trying to say. </span></div>
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<li><span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">The fun really begins now as you tell them they're going to interview the celebrity. They have to (as a group) come up with questions that will be answered by each line of the song. This is a wonderful place to introduce some more natural language and make the activity more exciting. </span></li>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">Here is a quick example. You need to be ready with your youtube link queued to pause and un pause giving the celebrity a chance to answer. </span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">"Hi, Whitney, thanks for joining us today. I've got a few little questions for you. Firstly, what would you like me to do?"</span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;"><br /></span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">(Unpause) <i>Share my life</i></span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i><br /></i></span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">"Wow, we've only just met that's very forward. What should I take you for?"</span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">(unpause) <i>Take me for what I am.</i></span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i><br /></i></span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i>"</i>I'll bear that in mind, Is there something you'll never do?"</span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">(unpause) <i>'Cause I'll never change</i></span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i><br /></i></span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i>"</i>Change what exactly, and for whom?"</span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">(unpause) <i>All my colours for you.</i></span></div>
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<span style="font-family: Courier New, Courier, monospace;"><span style="color: #222222; font-family: "arial" , sans-serif; font-size: xx-small;">You get the gist. Rather than simply working on the questions it really helps students become more natural. I also did it </span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: xx-small;">with Adele's hit Hello, in the form of a phone cal</span></span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: xx-small;">l. </span></div>
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<li><span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">When you've gone through the activity with the class, the next step is to let the students go off on their own and work on their own song. I f you have time remaining in the class do it then and work with them on corrections, or simply send it as homework and check it in the following class. Ther interviews only tend to last between 10 and 30 seconds. Those students who want to do more let them do more. </span></li>
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<a href="https://www.blogger.com/blogger.g?rinli=1&pli=1&blogID=7998359783476140174" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">To close the class I use <a href="https://es.lyricstraining.com/" target="_blank">Lyrics Training</a> to see how much they've learnt from the song and to give them a chance to hear the whole thing again. </span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">In the following months this activity can be used as a simple 10 minute filler and is great for students struggling with quesiton formation. </span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">I hope this comes in handy over these cold winter months. </span></div>
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<span style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">I'll leave you with my phone call to Adele, Let's see if I have time to upload a video in future. </span></div>
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<span jsname="YS01Ge" style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;"><br /></span></div>
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<span jsname="YS01Ge" style="color: #444444; font-family: Courier New, Courier, monospace; font-size: xx-small;">"Hi, Who's calling?"</span></div>
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<span jsname="YS01Ge" style="color: #444444; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i>Hello, it's me </i></span></div>
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<span style="color: #444444; font-family: Courier New, Courier, monospace;">"Ohhhh, Adele, Long time no speak. What have you been up to lately?"</span></div>
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<span jsname="YS01Ge" style="color: #444444; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i>I was wondering if after all these years you'd like to meet</i></span></div>
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<span style="color: #444444; font-family: Courier New, Courier, monospace;">"Ok, no problem my dear, why do you want to meet?"</span></div>
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<span jsname="YS01Ge" style="color: #444444; font-family: Courier New, Courier, monospace; font-size: xx-small;"><i>To go over everything</i></span></div>
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<span style="color: #444444; font-family: Courier New, Courier, monospace;">"Wow, everything, that is an awful lot of things. You know they say time is money. Will we have time for that? </span></div>
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<span style="color: #444444; font-family: Courier New, Courier, monospace;"><i><span jsname="YS01Ge" style="color: #222222; font-family: "arial" , sans-serif; font-size: xx-small;">They say that time's supposed to heal ya </span></i><i><span jsname="YS01Ge" style="color: #222222; font-family: "arial" , sans-serif; font-size: xx-small;">But I ain't done much healing</span></i></span></div>
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<span jsname="YS01Ge" style="color: #444444; font-family: Courier New, Courier, monospace; font-size: xx-small;">"Ok so they say more than just time being money they also say it heals. Well get well soon Adele". </span></div>
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<span jsname="YS01Ge" style="color: #222222; font-family: Courier New, Courier, monospace; font-size: xx-small;">So there you have it a nice class based on music, revolving around questions and ending in fun. </span></div>
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Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-31910816144238924332018-11-30T01:24:00.003-08:002018-11-30T01:24:29.064-08:00It's only been 18 monthsGood day one and all.<br />
After a brief period of radio silence I'm trying to get back into blogs again. My talk at ACEIA has inspired me to get right back to it. Also the fact I'm, slowly, writing my first book. It's been difficult with the time pressures of adapting to a new job and parenthood but hey, ho. I'll get down to business again very soon with a rewrite and redeveloped, reworked and remastered class that started as merely a warmer and has now evolved into one of my all time favourite classes for ages 9-99.<br />
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Watch this space. It'll be here very soon.Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-52920156432867510922017-06-28T01:11:00.000-07:002017-06-28T01:26:57.211-07:00Morality<div class="separator" style="clear: both; text-align: center;">
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" 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I spent last night, as I often do. Lying awake pondering some of life's great mysteries and how, exactly I could shoehorn them into my classes. <br />
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5Bb4JGV4J2c+SkaJX0KUizOg+eWE7bqFyC244lnCY0CIUbG6q+jTcmdAp3rMTT83gJzfGBLmQotfkHx6vEap5+6ocXNiUuI/y7pgwE9tioqiUjwyQzdpeVIzrjSiqnHBoU2xaS4AUOlR7Mh1jZVXevnNem7TLeR6Y8GSChfAoDnXpNiFB5GZRXqSd2pHuBegggD/5de4mpHKzxBPOqD5FsceuSN4uDoQYcZ0kyKdGWnrr27QVO1YFV2V7OriRAHerJyVOY1GoeIZM00/EJ61UckUAIJdq/aVd8wQHu09/qkDydk0wGA5IYeKz/cj7X3caz0zoq9u7uc19/Pb7ghlv2kMz3TswlPs5gGAY1n4Fy3PFJ7oubPX4bGI+voqdywNAIBKdQpY0VLRdlesv8c/uCk2AQCnQNbcc+VXBpDWx8rf+6D87YPCN6vSEAoPBAJ5tUDheWpIlCAR6SC/9Sa/9aaQMKJy82NvQAgT3tlV9PnS0KqPY7dLBVISU7xRz49XFsKEEoPCK2fTJDXBoq+yTvbjKtPzVs94Wbs2osph7qmj2R8tSN9FsNss6Dt5zqHwQOy8kPCgqkmsXVa6NMeJDkDYorSjtyVDP0p6psQPo78r7vuptvNCBi+SBpwcEj7OuTCIKG3os4RHRuJ6G/fAlqhQQHEJ8V12PBPP82CEeOPHKrSTePeosKkhPcfTgRkXtv5AxkKOG2C5FG8raTehSjNKGDHt3apNNYHeAHimBa/vRfV/mHv7x5obP9T0f1/beTVvQRYdMKjOtamPhMeAqiaxNkX5snRHJgVEfJy8Ynlsvhugh7gJz3III6Z6ULUk7Lgl6BhC1Hcl/T/UDPxYc+vP801k+XK+FwDALTZ4g57XZcGfenOYFp4DX0QmAQACXSu/rVRMSAa+l+gncJUZVY6LmhsL56cAQAG+C9OO9GA3f6wZ+LFm4IeagR9qbnxf0z+JEyPCrhGEINHfOi21AXkoPCuKXN0BcCyJWNeF3v5R0jsl7h7DHo3h+YXCMyXSjosbzmcJwwFgUCJX5Fy4iT9W/r4JXDYi7DIgBPkmDeAxQOGBQCCvGig8T3sIaSeQq1dysXhnV1cHN08vZF/BZYtIM3PaHxKRW0QdF9PLQwHwd55bx+8i8SfnBXonQ1gw+S3hqXXBXhTgzo3cqRXrzL+P8KDKCay5IVccDgAAHh+knehF9LY37LH9Us4wFB7IA15EeEy4bph7cHO4L6AAhs+Shor2u2LlY+8hEZlJ1Her7It5fgwAKB6smvPlzUaR2vpo4VHf6qTjD4XHgCgmRV1dJSvKHOlUEJnk7ujgECqK2a0X6cyochzt7Gdv4Hq6AwdPP6aLI8UrM/BzFSI3YgoSIUhUOYZe2ptU6EMFgOqVH75kX9b2E3lfncj+RBIU5U4BVECn01xrU04/Eh5EZsK0pPDqybgoVzqgUulUCqA6xtWkXLCichNGkAhhxHS3S1egIQkJ/vO+zt56JHf70ZxtR/NXfRQY6woAjZmxIvfSECI3YU9v4SERhVXcfDK5PJwKANU7L2LZt1nbjuduPVl8WsuTWnGtkX/xRHKRPx0AQA3y5q1O3Xo6d9vhnK1Hc3cczN6wLDTEmxY9L35vj0Q79mDhUeYTC4+eWB9Gp/2ShUcRuRUjbgoOLfPzogHAYGUvSNx8Kmfb4bydl8sbBoWEVdTbmSfKdwGAEVGb9qTwfPWJPwAUwPBffr2ibUqkNOIaknfy64RMDwoAwCHaX7whfdupvOny7zyQtfqDIB8PWsqytKMDEp3l9d/rHgUKDwQCebVA4XnyiTgq1ugrvqz1ZgEQHM2iUqiUiIAlF9iqqRlP0GnhuZzJS6Q6RLt/WM/vMuKaMZFuUtw9hiuNs7paKWy4blKsG33ciBTWB68/qIk0YppxUfekuGd2ppfhkxqmF6pD1RPi7pkv2p8WBImqJ0TdkyK1GSVGHqwAqJ0UzdxU97hIbf55Q0CVY7juiTJorZjc3nWNsGDy28Izm8NC3UEQFvO1vqbvrlg/cy+jj58BGYmqx544tFFMMT369mePSzbzuEiUuMm7UJ+36XDWQaK6bRhTkIjMiKrHRN3juNKEKmwi3ezjVT3W23AEkRlR5ehTznPPpLh74okCvI5A4YHY+eXCgyonsKarefNSGVRnamBN6hGdQDuKPfWd6ntY3clMfiSV7kj1FSQf0PLVk+J+VdFSoZcDgxmCppycITwyEuux8S+eSk51ZtAAoPl41xwoah7HFQaEMGGqIWHTkfj4UAaFQqH6eZR+WdAxjj5YsceAyEhMN8y/XJ89R+jnM2MkiVuSt2BD6gdzgkNZTO95s4XHgChGUdkd7jcLg4NdAQCAle2/6JpA+7A5l0SVBv6lo2nsdJfZ41OYsZXhyy/ln7+FK43oU5fieXg70g7xLp5M5xe5PxrnEhe85GKlZgKTmzGlAW3tLFi3NSY/0Inx+CgY17yFMeubyupv4wor3nO7+tz2SHeWg0NE8Morj4Tn1KYIVxbdITpkdcNzhEdGIgoSVXRX7loXlRju+GAnVJo7mnyyj68dF+ul+XPK3BwYTvELMi48ITw7lwc6MOhMt8BVrRVtUyKlASEsuGpY2NiWt2ptZKYH87GBSFRH99JP4za1VjYOvmE1dFB4IBDIqwUKz+OPH0w/Xr1/fWQogxqQH71TWv5FjZ8XAJHzEw/eFmlMj3pXzxSejxoEncN4U3vRvjP5X1+vuHoLmX42E0ZERiJNXWUHzuR/21beOIQ9/LjMhLYoKg6fztvXUFZ/B5GbUPlg9elLRTsOZ2/cl7n+m8wv92VtOpy761z+2X6BzIQrSURuRtp6OCfO5n19Pv9MD7/DgD8cXESYEekI79Kloq+PF55QcdssmMaKSgc4R04VbDuYtWFv5vpvMjccyNl+sfhMt0D21Dlbp4fl3EWbWsr2H8/deiBrugybj+TuPJV/QseT2cRaMyKbLTyh8xP3KbFrjbnbDmR9uTdz48GcHSfz93eyrxtwneXBM0xuwbttgsvNJbuO5GyyH9rmo7k72zmdJqzHhslNSJv+4XHxHj8uA+/SpeKvjxceV3LarJh8UNCoqDjRUnZRz+8cQeVGVDbAPddQtL+xonEEb5OX7DuevXFf5pffZm87nrf3avGVIUxhtP90G0EUoyK1EW1qL9h95MF53nAgZ/uJ/N2n8r46nL3xQNYBGbd1+DX3ToTCA7HzAi08hBHpuMm7SlTWqdiNt4VSA/rM39kkRgwL23rZdYqqC0puy6BQZkTlw4Lrek6dkn1Fz+scmX2DNSHSEUGril2nZNfpeG1DiNz+W5kwIMQg/6qWU6dk13Vzm4cQ5exrR2rEtOO4hhRcU7IvKaqm03BLoBoXa4b5V1Tsy728zseWCjVjKlLUcTIuMZAG3DwFe4o6xnD5jC5YUhLTWlHZbd7DDV5SVF1ScFuHUe098S8ZUSk1YTobprjDq1PaP66vbhtCFOSDShblmEh/F5fqq+tn7aKqTsWTjop0EyIliUgNCDEi7LxRfVnFrtNUt9wRyqanvHvyxede8mZcb0Vae7l10ztSsa8MCGQjiJxEiSFBczenTsm+2svvNMz4XkhEPiJs6+fWKdl1Km7LoFBKPrjLyYyoakKkn8Q6ddwrs8rPvqzhExMi3fjvPvbyuYHC83Kw/f3frk7++fzoHy+O/QkG5t3OhdE/nbX9cfS//fsvvDqg8Mz6HYDIxyTS+ixhLJ0W4rWwqVphESuaM8ojHYC7J3qgXDGJ2Zcbny08jUJiEKvbFhrIACDK/6NL3N5xlCBRlQUlukvmZ7pSAQBxvnMucHVWVGFEFSZUdatieaUnDVAjJcmnLbjijuDoxuBIZ6pbil/10uQl65MWLY4uS2YCALzTIte1cLsmcPU43tZa+FE6HQDgOSf1aA+qH0NlBkRmxHQmwbVziXGOFODps/BUhfonUVtb4celbq4OIIIdUbsqeen6ZAnHJz6PVX2oUmp4YlU+ElWa0C5dyZolYTEsB+DqHCeIXLYx+cPFscWxNACAc4yncFfBhdsitQmVWzD5beHZLeHh3hSXCI+kdO/wSEa0IPqjFfF4iZsTAMDXpeTzzFMDuNKEqkyorLt03YfBIa4050j30kVJS9YnfbgktjSeBvxYGYvTDqv5vd+J2tqKP85yAAB41KQc7kF77celNQubLiTFO1GBh/e8E2XKn2qU8rJVbGfABHnbCusGJbpxsfRajijdmcryyBEGpMXSfdL9eZ+mLMD8I1gAMKhJ4vSjtwSEDZMbELlN1K6q2LwoMM4PUBL9saXxy75MFXN9ghkA0GlhVZEfrk/c2cpuHnrNdZ9QeCB2XmzSAsKIKq242oarTM+cpuzhJa+w4GobrragchKRjSBSElWYMbUNUz053H8EIUhUacPUNlxtxRSPXR1GVGV98KdnXTiECVXZcLU9KjNKkNMvYurHdkeiagvSLiuak+niBCjh8xL3DuBPdr6SkojcjKlnbFNtw5QmlPjFqxVNt4E/+rjlUSO2PajCgqlm7QJX27AHUjTj0NQ2TG3FZs5tQ5genJBnTnjztG9EabGXxzrjWyBRheXp34vUgMind2R72o5IVGF97BS9YJF+z0DheTm03v9HXG6saBtidwzDwLzbqWwfKm4ZbLn311/4AwkKz4wQRrTHytk4J8CTzkhekn3VgmomcI1FuH9pSCgV+JdGbtAJ1SZUQT7ZpU1AWHH1YMWSAncXikPq4rTzNpHSgquHkabDMTGejhQ6Bbg6pS/JbLChcgumMuBd55MyA6nUxMCljXztKEYMCZuUFedklVdvI5p7tTd+qL39D3N7bnM3id1cAIhbknrklkRrxXQmwYXjKaksKnBwrz1Zcn1CojIgykm8U1WxOt+JCWgpa7NODdcMTnD2rAh1B8CtKu60RWz85wVDf6ztNglbe6uu3hDKDI8PuVGMYZ09les5LBcAvPgx69qqCZto4Iea3rsSRR/78I6oeBYATNeKLQWNVlRhxRW3hWe3hkd4AborM2Nu/FYZt80s7r8v6R4WnN4Tm+YPANW54POClu9xaT9nk9CdBWjxi5OPkjWDf1tg+vsC09/n941wt+FerlRK/EcpJww1vVbhpZOp6W404OAmOV786Lg0FV8UOjMBNXlN5ok74t4JkVxRtobPYrhTS3YWXZ4Wnqa8eUVOgE7zS/JbcLTo3C1Me7emf1JUfzpdEEsBzvSK/SVXh0UaC6Ybr/5mVVgAAE5x4et1PO0PtTe/r+2fQo5ti01zpgUXxu4bRtWTItXrrvuEwgOx82sWHn2roxjFZbqqrWJ3CgDAx2/RuQr51M92CYN5NwKF5+XQ+f3f5qrM/K7343YB835HIDPwpIYv5bd6zKP/17//9+deHVB47CGMqMIibj2RmBdIc0kL/qxLqDRhCiNCmHCFNK82zxnQmbFz0+utiNyMEU+O4TGL1GZR27GE7AAaNdy75ly1/j7W1VO+JMvZKSRw7tKoynSGY4zvR9d4ylFMcYfzebmHK5WZvy7n6hiuMCCEEVVPirvHRMoRYdsAr22Ie74hfwUeUZzq4sQA8YtTDvZKtBZEbhOpbvGPfebvwQCsqpjtBNI3KdKbeaf2RPsDCogK39zFUd8VaSaQhotZomRnBtMlmR9ctSnrkLJaM4prxsU9Y0+M5SUxrU1QdzY5jUqnePovbahU/CTRTI+uIVHVuEhj5W7g+XkCEMqP2X0DU9pw5Z0HXdqCJbH7B2r7JzCVcbpCEdcZK1ZW+jgBSjgn7pBVcPVqRiGTAQAjsjiQ80EkXxTKwUM5knCeJLIii+UIgENu0KoWtHtSpLktOP55gBcTuFbEbJs+LhPvzN7oAEABkaEbOzjqu7jCJpIrytYIWEyPWcJTm+VAD3GuvciTWmt6bChhQIhRib63cvMcL+BKi12Rc2EA1dlwnY29c3moL4Xulxv37ZBQ+32NflLc9xNyfGtsAgBOwYFrVNwOK6583TWgUHggdt474ZFbkHY9e/hHoWAAACAASURBVP/O5CWfJ646W3r5Jqp5/yb9fx8DheflAIUH5v2JUGbgy8iVbT2dt0f+/n//63OvDig80yFRhRFTqApr890dAAAAOHowXN0YriwHVzcHdw/69NBP50gPST1XSmJq81MmLVCbMd2NssUVnjTATFqS1TIquHwyKYXFCJ2TckrH3rHAnwEcouZmNZiEbRcS4zyplLigpVere8dRwoTKzcKrTdlzs7ziUr1zOGFsPLiwxCc20NnbnU6jgpRPUw/1SbQWRGZANWNoh6oIj3AEFKfyr/Ja/jpX2ly4MJEGPBll+4sbhsU6EyI1oAoTpuip2LslOi6WFZDoFhboEhjmVbw843A3T0rOHtFrxnvuVJ/eEsFyooG8qG2dXP34owHEcgsqJwW7PgwMAcCnPHSDElPZcOWgfdICUezXPZKHs7TJzahinLd7YXAoAP7lkbv0/MsnklNZDMB08AxwDgpx9g+yJ9g5MJIVlehR9GniHhWmMmOaMaRTUyyOcqIAp7Jtudf/OlfWUvRhMg14MEr3FV0dFnebEfnPCE+ws+Qsp3XEPkvB9Kp8HwcAlkPCZzkXB1CdFVXcFbc35n+QyQCA4pgS/OHX2bsvZs6v8vVh0Bzived8W9ZCogrT65/2DQoPxM57JzyykQe1P733Jb3juHK65uW1lwrmVQcKz8sBCg/M+5Np4fmso1c2SP63f/23514dUHgMiMyAyK0oMSw4sDQwmAk8kn25yxIWLImd80lM7XSWxC9aFlmczqLS6L6ViScHBcoxXPmY8JC40oIobHjdvoQcT+CYGvjh8dJNuIe7izt2rLjlp9qW02lVATRWov+nV8s3iH09qYyctZnnzGK1CdNYhQ312RUBDoDpwtmdf8UgIgyIclLSZ0FPrw3ydQPRi5LtwoMQZkxuQC8fisnwojvGBK++WLrr8xAPKj1ifsa5W0LNKEZMd8e34T33JP13xdoxXGPlnT6eXVvi5QWoQWUJh0cEhGXGGtskqh0VXL6Ymk2jU1h+i65UyP9Y0z297KAJ090Tay3sdRxvFqDG1iQdNWNKK654OEubKGZvX03/FK61oHIjppkUdRvKPi3zcgCUME780VFBw7WMIqYDcPH56HKl+m9z+idFGgumsmLqMVHvPUnffUn32INJ6qaPq/5IbJY3nRkVtPJC6Z51oZ5Uetjc9LM3hZpRjDA8T3jOzBKevr7Krz7yfyA8NzDdKN5zq2rT4uBgb0YkJ3Lh6sQlaxM//jxx0erEj3dm7VYJ+u+LNEZU9gY8J6DwQOy8f8ID834GCs/LAQoPzPsTKDy/IkZUZURamzJKQxjAxQM7VK76hzk3vpP035f0Tee72jv/IK4/kprPAsCVUba39KoB146JOuoyqxMo9Ci3D6aFx4QQRrz7TsVasa+ru4NHln+GO82vOv5rJb97Uqwnq7YvCfKiUZxj3EMYFNfcyI3tvJ4pTEZi3Rb+pWMJMYACvH1rT5R1flczdE+kuMPZeyiDH8tgABC/5GELDyIzIAoLqjLyv5rr70eheQW4BvvRHGP8V3Rwu8y4crpr2W3eVWnZtw2lxxU85ZR44MdavY2/f0VYGAAeuXEHR/iEFZvZLV4xhnX1srfg7m4AuJZFLD9VeqWHp5gSa42C8/Ulaz/wDgAURlzQRxcr1WOowmqftMALADo1pDR48bGKC70C9QTSeL1iy+KAcCaFFuorOl6muofLblR/VevlCYBLcdjSU+XX+gTqH2tu3Jf0jPDOtJQeqis9p+a22wfjKiyoysTfMT/An0LzDHAN8acxo/yWtXM7TbjKiMjswrOa78pwoxTveCQ8NZl0WpCT+Enh+dAfuNDjV+VcvIHpxnC9tmz1PD93D3pQTtTay0VHWsqOXi053FByrLn0ZEv5qa5q6TimML/AuOdXFCg8EDtQeGDej0DheTlA4YF5fwKF54WDKm1YZw97E+LpCkDI/OT9fXjPE5MCEWaRZrBq18ogXwCAr9+yxsqOiVrZ5QxuHKCEuy288mjhUdWEqPFsJhJLAwAAJyZyouwaKdEaUc097NLJDI7/9HIIzsIjRVctkunFTBWjSKe+fOu8kAhnGvByTUEily4KL0h1cwryKsx3d3IEcYuSD84QHpkRkZtwWVsWmuUCAAAuThlr8ptIRGnBZAZEZsT1I1XblwZ7AkAJ8Kz4IHruipjSJFc3F8dwJHZDU5XciD4+7TKJKk2orK98y/roNG8mFQDXcM+KRdG8Cm93AICTawaWsLOT0zmJK+3TUp/eFBbsRvdNDyis8Itwp7ISfCsl/lF0KgAgIDts5eWqjilMQaJKI0IMVGzfHJPp50gDFK9oH87KuAWLY7AyTyYF0ML8PjhW3jlpty8jIjfhRHs2nuMKAADOjmmf5V8z2I9rWnjkZaurXWmuoOgru/A05knSacDfSXT6ceHZ/oEfcKLFrsy+MIDqrJjmPnbhUGqpP6A4MBKRcGxx3JzFMXOXxbCLvAMogOnpWbUz7/wdoeLJWap+30DhgdiBwgPzfgQKz8sBCg/M+xMoPC8ewoh03eHXtZQebSit6+N3PXWJ7hFEbkOlt3mXrpUerS+90MvrIDHiZvWl9tKjbeX1N4Uyw4xZRIcEjcryI9dKjl6vbLgtkJIoYUBkRkw2KGhUlBy5VnKkid08JCQsDzpQSQ2IwoxpLIIr7eVHLhd9cybvq5P5X18qOaPiye5Un2krPa3ktA6jM6cTlZvQHkvlGr6fM6AHV8cdHBYqTJji4RFZkY4+7oWG4kN1hXtO5u08kbfnQuGB9qqrQ1jvk5MWPNymBe++i7XJq042FB+4VLjnZN7us4UHrhYf7uR2WHHdOC6fvoeSiGwEae+uOtlcfukGIieRxq7iAxcL9pwu2FdffKih7PJNgXwMf7jEO2HBu+9h7cqqkw3F314s2H0ib8fJvF1nCw/WF59Uc1tHMOWs6VzRHlvl50I/V0APYsd9OzTruGQkKrvDv0aUH2suvdDD75heh+cW70pn6dGWsssDQqnBPjyJRBXDgmZV5ZHm0jPa6o4RRGkVd1zPxtMYziHu885WdYzXDHxf039f0v997cB95Mz+xBxHAOju86+UX7eJVHAdHsgbARQemPcjUHheDlB4YN6fQOH5dSFRpQ3XjoseXxRiZkYQwoSpx0XacfsyF0ZUNSrSjj6xbIsRVdpw3bhIO4YrjfYNjky/LtKNi3TjuPLJ4SJGVD2G68ZF9uAaGyY3Y5oxkcby2CIPqNyAXTsQl+5DoYR5156v1o2iCiM6s6hyM6Z+tCmRblykG8VVzx+R/+A8zP4gpjAij5WWMGOaMVxtQeUmVDU68/34084hqnhys+MirRWbuf4dYULlJN54KC7Dl0IJ9ZKc42pt2KzjMjyYC047Zv+mRh58C7oxXDV7NicpiSosuG5MpLGgciMit0oaTySXhQCKl2vZ6oxDOn6nASUMiNzCr2/OW8T18QWAmRK1Q8WVj7/maXCh8EDsQOGBeT8CheflAIUH5v0JFJ53PiSqMCHS7rJliH9EmEfFmsxzNpGcfM29sF7Wccm6y5Zj/hGh7mWfZZy14i/zuEhUPiS8fDFrAd/TN9A1qTywDAmtQkLZoqDsVI+QOI+KDTkHNDw5icJpqSFvDFB4YN6PQOF5OfxK4SHIZ+b1/288L1ISVY6K+u5L+qaeVpUM84wQFrznrn2k+n2JfhJXGh6v2n6zA4XnPcmIsGNQ2DWCyI2o/Bmrm7+VeaXHZcJUVlxlRqXDwrYbvOv9vOZ+XnMfr/W2oGu6ic+KEa971VEZFB7II6DwwLwfgcLzcvg1wiM3YeoxXPvUjOKaUVxpevk1qnILph7F1Rbs8RHFLxojqr7Du3Q595N1yUv2Fpzv4xOWt63+dwQhjKjShmtsuOr3GUJsRFUWTKUt27gz9aPP4heujF+4MnHF7oKLI0LZK/iuX1mg8Lw3IYyo3DRrYM+7kVd9XA+2/1iM6JtTlQWFB2LnrRceqRFVj4v77kv047iCfLuqD2F+x0DheTm8qPBg6nH+xYtZNZm+KZleMXFuYZGuoZGs0EhWSCQrPN4zfU7SV00VbWZUacFe2vylJCIbEbboOJdklRe03Ot3fls7kgXv66vY8YEvAACEh23sZMsnX3On9BcNYUS6bvGvKSovyCsv9/I7hl9xw5oJUw8K6o8l5ie5AAAAoDBd6E5OjNCssI1aXqcZ/60K+vsFCg8MzFseKDwQO79KeEhEbsFUNlxl/p0qRORmTGXD1RZM8fhoRkx9k3PybPbyzWlrT5U2DAqJt6n6EOZ3DBSel8MLCo8R7zFxDmyM9AMAAOCf7pPPCymvDiqpDq7gBWQmOlMAAFRG8oLkr9UCpe0pFy9hQpVWXG17GOw5zUEkqp7CFYPcDTxvfxrFsThsTauwb0qkGcVUlieqHUlUYcFUthnbt2LKx4YiW/De/so9SwMBoFFTIrdKOfKJx4XnwQ3KHpUVe/LGSJgwtRVTm1GCnHFQs3cnN6GzCvPUm5692Gor9mB0txFVWbGZ5Sdm77f7R1FDXY4wiEJ3ocR9lnPhlmhgSvSUI31uSOTJ0/XYyG3CiGnvi6WqypVFDgAAZkbE2qZq7d3proDCruHXfR94sUDhgYF5ywOFB2LnxYWHRKTDwpYezhUV+4qe1zb0iisLSURmELb1cutV7Mvd1Y9X1ppF/cqixZWuAADHwrgD/XzFKPZ2Vb7C/E6BwvNyeHHhMXIObokKBBS6E2ve5cquH+bd/l7Sd7/mxg8S/S32vpVhPo5UAFzYW3Prpx5NviozIDIz1n1XrCWFLRp2ndIeFad1BNVOijXmp+yOIJGuO4LWfs7F9pJPitzcAaCmB3xwvKKpm3NZxb7Sw2sfFk7/tJOSqHpC1DOOd/VyrihnbF/LbRrB9HfF2oddv54tPFISVYyK9FMi+c3qBtWjjdR382Rjou4xXGlEpCOIjESIEWHHQPVlFftyL58YxVXDgiY1u07JrtNwmm8JpQZEbsV77ouUg4LGmYVRsuv6+FIrrh+b1fxFDAqaujmX1ZymQUQ3Ke4xCxu0nAfvV3Obh1DdFK4kUZkBkZFIxwDv+g3Oob0ppZ4A0EHogpRvWjnN3Zw6NefagED6y+7eUhJVjYv0E7i0j1s/+3Q1DmM9d8Xa6W5+JNJ5k98ywDl5NhuJcGAA4I3GbW6qbu/j1vdUtwwib1ttFBQeGJi3PFB4IHZeTHgII6a5i0v7q1aXu/swqR686M0ytH8KV1uxR13DSVRhxlRWTGlEZSQiN2MqK6ayYtPNQVIDQphQlRVTWZ7WOmRElRZMZcUU0yODSVQ9gSuNvO1z/MOZVGZu0JIGQc8ErrHZP24W9amLlyOeADj4sBMPD/AVo7jaYt+jFVO+7jWvYN6UQOF5OfxK4QkCFLqja83ZsutjNT2jmMqKqcbFfWNY67mEeFcaAI6lG7MvWfEHM/qQiNyMd9/iHDybNZfvH+oAZkCPZoctOlV8YQDVPH51o+pJ9OqVXCycCp4CxSknZreKqxjD5Ga8hxQ0tBcuXR6dE0Cf9W4nRgA7cs3e3PO3hDILriCfLTwmTGtCpKrSLzYnVsQ7Oc3YBsPDtXhF4qZWbocB05gRqQXX32Af/iKU6clgIAlbD2V9Vu3tRwEAAODqELsm9+pNVK4q23U4kZfr6fFYqUM9iz9NPyqvlttQgkRkJCI34t1tuWieKyPII+fL3DPfpizFfV0Y9oNwYIaVRq0+XtpoQRRWTGUT7lsZHu8AnoKDa/aqnEYbIjc+7yZpxnuMwuauok8/iy0IcaDP3AjTwac8YsXunLM3BDKrSDeFntydWMB62u7CWdUHK7sM6As3K73OQOGBgXnLA4UHYucFhIcgka47wrZb3IstRR9kujgDwCgIXX6B3drHvarlNvTxO6frMocE13u59Vru9WFEPYrLblQ3aDn1Wk5DP699GJUbhJ03eVd1nPoeXtuQcOZtljAgsjv8xh5uva76+i2BzIhIhwTtN6rrleWrOF4+AIAE35rDFc16boOOc1XPax8SyiwzhIebdGIE65/C2/uq67Wcei2nXsttuo1oJnG1GX1pwwNg3tJA4Xk5/AbhYboI9uad7BY0d3Pqe6pbVJWHdsQnhTl5BjvnL0s/qEPVNkRmsC9Tri5eXu3DAACEubM/z9h+JGfr0dytB3M/XxwS4QEAjZY0P/nILVRhnL1+oBlp7+Wcvpi7+es0YZqrGwC0OO/qzzN3HM3Zcihne115w22B3CLSDrG/XRsZ50YDALikh3y4O2Pr8Zyth3J3Hkz/APP3BQAAil913C5FNTGKy58qPCSuM/EvHUspCmYAAHwrIj7ZnbPzWM7WY3lbd6XVVrhRAKD4eNYeK2k0i9RWvPcG++CaUCqNAtwYzg5U71RffGPWjqM5W47m7mhjdwyi1w7FpwUxAwuCP/o2d9vhnC2Hc7Ydztm2M6EkyhkA4FUS+iUhJIyYwoTIjXh3aw4v2xU4UOkeTA9nGqsofPnurJ0n8nZ/lViZNb2ounPFvuKGYVRrRa51lB08m7NqWVSGO6A4gABO1Ke7c3Yezdl8pOBAJ6fD+LwmehLXjnCPbIlO9qQBAJhJQfN3ZGw7nrv1UO7OQ+kf1wQGAAAA8KqI2SrlKibxVmXlsXM5a79MKA6mO1CAW37I/K05u47lbD1TcFzDlxrejnn57IHCAwPzlgcKD8TOLxceVD2FXjqVwQ18Wu0doHtWJBzs5ynHxfrOPEkRyzHYI3dL7rE9CZVRzOnqRXp64MLLvNsj3JObI1zdHBwTwtY2Vz3qDW9C1SNI59mU9BhHR3dvdE+x7I94c2vRvATGU2snaSmRm7s4inuSgWnhoTB9qpJ2nc/csjI0zNv+CRrdJyt08TeFlw1CuQ06z/sdKDwvh18nPNFh4KmtLgAAemptzKd1FY3DWO8oKhtB5FZMdoO3/9MAHzrwKov6UoUM/2Xu8F/mDv1l7vBf5w3+YW7X+ZTycBpwdy35qriFRBSmWSsEEiZU971Ea+Jv4nv5AuBQHPZFF3b7R0nvXXHPGK40o4pR9PjG6FQ3AJyYmctzz99Bdfcl+rti/V1x711J/xj/1IGkdEcKACBxZcaxfrFu/CnCoxoTtTXlz09nAAYzeUNug1VC/m3edCFH/jb/Fik8uMzPgw6YWeFfNPM0d0W9NziH1oY6UKnAyTFqYdJuFb/3nqT3rlg/Je62YYQB6RoUtN8WyKyi/j/OHfrz3KE/zx3+x3kjf5nfdiyxMAgAlkvqpkIZiagsqNyId7flCPJYAFDdUv0WnK1oNuC9d8W99yT939XKructLGQCQHHMj/tGW60cxZRWUf9fJNev5iL+gOIEYtfkXhmRDP4o0U+JtNbn3BUJElGOo6d3xOd4AcBwSFmcfeomorsv6Z0+XfckfeOCc8dTc1lUAEDMJykH9aKecVHfnyQyVdmiZAaTAnznphzqlwz9JOmZEGnMb1HbznSg8LyimDDNhFg/KVKbXu2OCDOmnRTrJ0Sqd2myaZgXCRQeiJ0XaOGRm5FWLfvYmay1W5OqYp2cAGAm+wm/yNx2MGvDvuxtdeWNQ0KFRaRvz0XyWMCBSndnspwpEYKY5buyth7I+vJE4ZFuwcAdzvG1IYACQEjw6mtVj+Y7mhaeU0lxATRAded+VdR5D+saqD59Pmfj16lotpsHAJRwj9Jl6ZsPZG3Yl7XxTOnlGwJiVNyvLl6OewMKle7q5O1Foaf6S9anfXU056sdyeIKz+muGxnrsk/fQrWWt+5xC/PyAoXn5fArW3iCAYXm4Jj7cfyq/bmb92d+uTdzw4HsTbvTF6E+7nQAnBjx8xL3yoUqK6aeQFpUBbWhzk4AeES4Jeb7pWV5J2V6J08nxyc71c2DCQCgByAp5wxCuRl7rEeWwoZ2DrC/YHv6AOCQH7LiGl9rfdgfDFPfLvmk3JsOgG9+0AYdqrDgM1fGU06I5D3sLSIPZwagl0Rvaef13hU/JjyKCVH3ff6hrXGpANAcGaHp3qm5vilZXtOFTMr2Ts/2To50AgAAuhd+oKTrB3HfDc6hz0OodBqIj9hKVOu+Fytm/meSqGoSV5nwttaiNZ+EpGV5J2d6JWd6J2f5JMe7erkA4MNK31QwS3hynAFwTlua0zyBqm0PzoDULLrRX7ntY38AqMzgsA0KducErjCg6im07mxWtR+gOILoZVmne9Fu6y+4GZIIYcS0Q6UreX5MADwz/D9XCeWWWT8dleMieT9313xvNyag5kWsa67uHcPUE1hTW9H8BAaTAnzEiXsUaI/tLb33QuH5bZGbUaUFfWzaDcKISfXso2eyN53IO9UjkBpezRTGJEKQaKe24tvjWVvOFZ7vR4h3YDlRmBcPFB6InRcZwzOCEGa85w8S9SDn81I3dwBcqqO3qUVDP03XnmIKIyIn8Z6OXKzIDQCqS5RX2e6CxhGs776k955YPyHSjIl6bnCOrw+lO1BBRMiaxieE53RyYogDYHjwdha1j6MKE6b7TtI9LtxZ6xcMACUraOl19OYPkr57Yv0ErjQiMpOob1p4AMUhiFW1o+DcDbTnrrjvvmTgx1q1quJzxJVKBSAqbM01tvJtm0wW5mUGCs/L4Td0aXNizaur6Pxu3s37Yv1dsf6epPeepHtEcP7b2DQ/KgAOaR+knbbhuinkuiIH8XB2BBTPCLeEPN/0XJ/UnBnJ880pCyiqjqjdVdhgeMrEjM8Rnu6ihaWeAIDg4ojtfUKZcdZCPYQVVw9UH1zl7+oMQGb4umZO//2nCg93/7roOABoTEZImlfKY4XM9Ukv9C+oDCyak7ixsUo63cIzLTwxYetaZk1sTRgRghRebc1eUODjTwU0Jj0w3Sct1zc91yct1zcl3tXTGQBfVsbmwieExyl5UeZlk1D+cCyTWdTXU77pQz8AqExW0BpZVdskrvyNwtNb/AnHBwDgnxW6qVsgNc6aVJqw4Kqb/BPrgzxZACSHrKpn909A4Xk7ePXCMyJsv8lv7ue13hE+Wn2SROQWcWddJjsCAF+nmgvVHQZc+QqaXwgjKjfizUcT070AiPNc2oLKjb95TS6YtzBQeCB2XnSWNlQ5hrbpKpYXstwAcK6MXN8m7H44mSyJyI14T0culu8CgFPy4uymcexh7aPMgMgsuP7mLxaeCVROogorKh3kbsJ9AwGgpAd8dImnnjnbwYxJC3x5KaeGEe0EPl11KrXgfXeqz26NYNCowNl30fmytnsixfMPEOYdDRSel8NvmrRAfLKkwSRWP/x5Y8S0k+KengIsiQUAiODH7LmNayfRNm3pR4nOTgAkLEs7M77A9Kea3imx3p6e+zU3/zR36E+1feOPt+1MR2FDOweq1lR6egPgUBT6WbNAZ31QiUyYUBVZuVrg7w6Ae5rvp+1C9bhYY0an/z2kBlR3XyRTl32a78IEgCWI30kI9VOiJ4QH190VntiTlMUADn5O4vpq7R8WDP8k0U+J9XfF+ilxz11x7/e1g3+ee+cHidaCSM24/gb7GcKDKm1I163SxcluTAD8CkNWXq1qG5P03pX0fSe5+Q8Lu5szefEU4OaavvnJFp6fFR6P4M+Jqna78Fw6k8nxARQnELsq+2wf1vNLhMeAEEZUY65cLwnyAoAV7/VxM18xLtbOOF3aeyJ5T+XqMpYLAM5VMZu7BPpRTD2BQuF583mVwkOiKgum7in+qNTLzcOzclth26R9EiEjIreIO+uzhck0hwjWgrrqTqNIY0UVZnuetkomYZzxhme/7bGPyI349ZPJ+aHAOcN3Zdsj4ZGbntiaGX1s7g5i+j1PTOjxoq/DvPZA4YHYeXXC45jwQcYlcsbD2DBbeCJDPm96XHi6zqYkhv5K4XkwS5vNPi21Bdff5J7YGMagUAHwnHeqpOm+SPn8A4R5RwOF5+XwG6elruj6ft6t7yS99yR939X0T4ll8tK1C/0DXABwZVWsy28Yx5RWXH5beHR9UIQjBfh5lK7OPqcX6L6X9N2X9N6T9N6vuWHmn72cv+VMwfl+REY+pTuMwoZ23eB+yffwBoCaELT4Cq//jzXTaxMrTYjcKmo6mlQaRgWA6lMQteZqZdekuP97Sd+9mhv3RXJt6ZoFgd4AADeP+adKrptFStvTxvCMijs6i5aWOVEBcMgL//RYWZsF7/2xpu+epPe+ZGBKrO6r3HM8Z8/1iqZBTGF9vvB8nOzmBEAwO2ZbL97/Y83A95Lee6LrbWVf1PhHsgDwZqW/aAvPLOHBr1zIEQQBQAMBc9NP3cZv/7Gm765IZ0V/fqVmgkTko+Lrp9OqY6gAUDyzI1ZcquiYEPd/XzN9uhQ9ZesXBQcAAFzdxIeKmswipRGFwvNW8KqEhyAR6bCwVcdtuJbFj3cGwCltScbpPk69hlOvqW4dEhJWcWd9tjCJxoh2W9QkJAxoZz+3Xs2+ouM2DfDbh4RyK6awdz+TkqjKhqnNSMcNfqOOc0XNvqxi13dXN98Wyiy47tni/nThMSIKMyobErb0VTdo2JdV7MtqzlU9r+Umv8uEKsyYfOTByhvtN3ltN/ntQ7PapmQkKhsStN/id44ghHHGro0oMSxsv8lrvSXohGOF37BA4YHY+XXCU/5pPosFgAsnakMH0vNCwnODc+yLEECngvCQta1s1T2RYgSRGhD5KN43LiLOJCcGPyk8nI2obwAAlKzAj6/wNb9GeLzmny5phsLzPgcKz8vhxYXH/GjhUe8Ez4yywPwy/9xS/7zygLwC31g/GgCA6utZtTXnwgimMSIyA6Iwo4o71d+sDI8LoAIA6D6s9Ar/vDL/3FL/3LKAogx3TyZwTPH69DpCGJ+yLidhQhXDaMPBuPQwBgBU5xD3zEr/vPKg8pVZJ3t5ChvePcI/dSC5PN2JAgCgOEbn+uZVBuSVBRSVekcFMgCguqUGzT9f1kaiWjMqeXxcYAAAIABJREFUteB9fRU7P/QDAICosE2dHPkkLjegmlG0paVwUZm7Mw0AQA9I9s6tCsgr9c8tDygs9kuLcAIAxH2ScrhfohvD+waqDqwIBACAwOA1zVXyqRld2kwoMYLU70/Ii3QEgMLwY6VX+OdXBOQU+0R60xleDBcaBTg5xq3Pfyg8PS1Z7CQGAA7R89LrZgtPf3fZ+jneAABAD1glrWyfwpUGhLCKVNrKrxZ5MykAAEZohnduZUBedeSHh0vbLM8b2kBiOoPg/LE0drYzFQAAmBHZPvbT5RMbwqQAinN8YO2p0usGVGdGpQZUNYk2thRKwigAAGd+/E4C1UPhefN4RcKDKm3CVl3pl/Oj+Vy/CC8HABx8k33LxKFsLIw3J+UbNadrqkZan42mOzgEuxZ9nIIVuYSleufzw8vyPYJ96D7J3jV7K5pMqMKMEgZEbUXbpEVLawJDPB0iC4PK0XCuKLww0z0o1j33s8wTeoHmGcufPyk8CguuJNH6M0mlUS7u4W4Z3HCuOIzND85JdmZ5MFJqE/fIhcpxVGHDiW7unsU+/kGOIfNT9quRXhsqM6AqG9KqKFlc6BnozYxdmLhLhXVbEZkBVVqRrr7K1XzfYC+X0rVZ502YEg4WepMChQdi51cID9beXbWq1IUFACM7fE2b8NY/1PTfF+vHcfnDMTzPEh4z3jPCPbUryhNQAGDmLM84PiS68YfaG9+J1YOcb/dlICkuLgAAN+/ZwsPbWuMTCACI8pt7trr3DzUD30l6Z47hgcID89xA4Xk5vKDwGDD1OP/S5ez5Bf5ZBT7JqZ6xie7RiR4xiR4xie7RSR7JhaGfnik+qxcSRlRledTgQBgxtVHYfrti98YEdoZnbKJHTKL7g08lB0o255y+w2sbeubvCsKIKg1IW3P+ogUhKemeMQnuMeleGZ9lne8TaKyYzISpzZjSwDl5MWt+gV9Skkd0gntMont0okcWFrb6CvvqTVQ7iilMqHQEkZkx3U3Osd3xmQX+WQtSD2iqiVGMMCAyElWYMJWRVyctWC4IyUzxiEmwlzDRI7kwel1D6dVhoXQEJcyY7jb3zIHErGL/zJrkr+VcYmxWZzyCRNUmtFNXumFVdG7G9Clyj0n1EGzLPU5UbF8ZlV0RKjlaKiMRpRklSEyjKF6+KCSzIES8o+CaccYoJhPe3V+1f3tsZoF/Hidxt5bbMYZN9+NVmFDVzeqTB5JLynwTpotaFjr3WJnCgsqNz7ERqQlTmzEVyT1dn/NhsX9y8qPTlSEIWXGx6soAqh3FlGZUOoLIDKhyFG1RlK+bG5RX6Fu+IftY99s7YQwUnl8XI6ay4pruwrmZLABcCzbkt93F1TZcZUbl9i5t4nxHAICDq1POR7FfNLBbSbFcV7l5aXAcCzj4uX94jd1qFmlGxS1X0vnxjnQf5/KNmSf/f/buO6ypq48D+AXcde8NMtQiIILKJmFn3AxmEvbeyBIBAVEQlCVLXAzZK5MQEpaiIISwh6JVW0dtnVXbukff94+Aq7ZFqw3K+Tzf532eagi/63r5cu45t4lQd87i+AULdiMy2GrRMgnxuQiZWB6K1oF7711wfy48jFPYQ4dUfILkfdI1DzcTOD0ETheuuESDpPPNNEhijc26hBYCuwPH6UQfPaykNE0CmjnXKlWHdobAEOC5rajDcbJLxMQhCIIWzTdN0GUP4ugCHKcNU5Ipv2aWGCS9xPmIIbsPtJ2xFVB4gBEfWniw9A4c8wTmYKSk9DwJCJowd/VcdfRSbeMVqKBNB06gWd2EutKNJkqTIWiClLnSwXcKTxvM6sOVc5CBRvPmTIYgaML8b+dpYpcjjRZvUJwxayK0UmXuoikTIWgGIlS9dABm8GG6AGa04QpT1qpJT4Ig8anLZ28yWapttAzhtiGxxoTZT2ys0nQymAFBYt9ordnT8FbhqTtmlLxlGQRBEDTLbJ9WwVlQeMZxQOH5ND608GCpbVhGB666n1DTT+D+KTX9BE4Pnt31noUa4WOIq3vxf/5ATi++6j1f5MDUVhNWh35NH4bOh6l8mNlp3HAO1fgdsaaPWNOH5/Ya8vpRTAFMbYWpbSbVvYYNZ3E1/cSaPkJNv8mx8+jGc0ROL6G6C1vdZcB99cpWY1aXAe8MnttPrOnBMfkGnB6jqi7hm6BZXQb1Z2HuIJHTR6zpQzecNTl2nlDTT6zpw1d3G9UOmLC7YGorXNmGruoxPH4Bx+vHM/kw9ZQhu9ugulc4M4bG1+f0m3D68OweAqcPrjtjfPwCnjdA5PQQqjqN64ZMGs8R2B04aiuGztev6TNhduGqugk1fVhenwFXeLGtMLXVoLrHkN0DMzoJNX147oBh7cAbl9CpXzMIs3sJry624SyhavTnRPOxjA4cuxvPefv3saaPIHwM9Fs3FrZi6e1wVS+hpp/A6cYJnzct+n8BPiag8Hxc+DBTADOr1c2VZ0DQdDX/zYV9MEMwcnJIJ7EiRxWrKDFh+TfEZL2yHjPh9y+ZA+Zctq67/jRo5oT1ARp5zfi6bn0/9MKZELRAZYX7Ea24gxq70tWi0tVicnR2hq/VWi4OzZlsmKBXdAr/5+Ot33NLGx/H5GNZfabHr1idumTReIZYf45Q3Yk+dEAn2HrR4m+gRRjp7WxidQeW2YOnn0TF2y5YMFFsEVY2vBrfMEQoo2o7a34zdeFCPaM5yxZOWEVYu7sJXzOAp9YZBBvNmjFlsmbYpkMdxGpw/vUYCyg8wIgPLjw04XdPT6GPHlYhwotXr50pKT1j5bp5Kn6bsk9gqrvxNSwtN9tlCqpLMNvUcvl/PkMJZghwrGbjIxnrUUaL5NbMXCk9Y6XcXBWKQjwDWVSt7UpcobBppX2qblkPTOfDtDYsjY9l8bFlxeqOlOVr5WdJSs9YuWaWrJ1Scg2K00fg8RCh3lIKqou03FQymtCMzld3d+BqTpgc2CuvrLpAQXWV31FkyQAeHFowfgMKz6fxwYVnOPy/zkd87PtfaVzV6XSQHrEj3ZjVacDpRdSe9k886ptSqFt3xqCmD80UREalWRXWI3kDiNpBu+zq7dGZhtU9BpxeJG8weE+OZ1qpbt0Z/Zo+LLU1KjLVrOS4HndAt/a04yFmaEyWfk2fIadXjzsQsvuQ6/5K3brTejX9+IrmqMhUfEWLPrdft+6M635qyO5DerwBQ06vfk1fWEyW00GGbu1pPe6AWWlTVFQqTGvTr+nTrT3tmVYaFJ+N5A0aVPcaVvdsj86wy65G1J5G8gatChsio9LQTIEBp0+39rRvcqF/4lFE7WkDTq8xqzNiRzr5KA/BG0TUnrY+yo3YkW5c1WXA6dWtHQxIyPVJKRJeApohiIpKsyxqQHIHELWn7bLZ4TszDat7Ry422zO9TLfujFFVlx63H0Nvh0f77/8H/d598WdigcLzceHDzHaYyX6j8PSOnArAf+PQglUzbPJQVP7IKW0dhIZaZLDlAmjm5PWB6nkn8fUNmiSNuZMgSOy9j/ASE5uyfKpRPLKoBc/ueHeG9+7hYXXhmHzD3cHrzM0l0VbSRAcpQ8MFS0feT8ZcLqqGWN2BpQtw7HYsrVBZbcUkaPpc3F5kw0V0RuyaNVMmrrBWPnB0s7nKNGj6LONYZM0gOjtlrdQUcehbycASI94gXtR/ZEHeDSg8wIiPKTy0NiytHa7qxlf34jkjqe56vcmQ1Y3n9OLZnX99w4kAx+5+/bGcXjynB8/uxrM6cFU9eE4vvkrw9m5aPszqeuvTCb9xSGvFUvkws0s4AO6dU6epwseO9eI5vXhW+z9szwX5ygMKz6fxsYXnv4hhdY9LFrXC3KHc3NEtsyLDM4yOt2bgKft8Ij3Sy8otHMvNHZkwOTjuSMSOdCZMrjCzL6S4u+6vPOgaTCPYMmFyQsAur9SSSlP7cnMHBt7aPyEvensKCyZVmtrl2Xm7ZlGPOPpTibZMmBQXssc3pZBGsC03d6QRbH1TCuNC9jBhEpVoe8TR3zWLmmfnXWlqx4JJ0dtT/BPyGHjrcnOHSlN7r9SShIBdTJhMI9gedA123V9ZSHGvMLNnwuSIHenBcUeYMLnc3LHcwtEjvWyfTyQDT6HjrTM8w9wyK0osnSvMHJgweVvsgdCYLCZMqjCzL7ZyccusyPAMpROsGThKil+UR3pZubljubkDA0cOis+OjEpjwqRKU/sCa0/X/dSDLkE0gg0TR94bFOufePSojRcpv9a4qkvkv31jMKDwfFyEhYelZqo0HYJmaASplfTBTAHMaMfS+e+e0vb6WOoOQj0PEWg+H5o5WTlIPe8kvr5Zy1Zjthg0+VsLxQSu3kGGflYFMrMCmVmJ3E/Vy6LpHarSLzyJpba9Z6Xyz4WH3Y2j1iG8sPPnQRJL9VZ6ZOgm5mglFCIyyvRifFasmAUtgWWGC08bltkJ05qNwswWzheDJC0VdpcjA7CzZs6eY3kEWdyNS3BfsVxMTMpsXUqdQRhh7pRJEspBG/efJNb8qXeBiDyg8AAjPrbwCMPH0l/lzz8+ij+H7/lwPvYvn0L295/uLz7qb34KZBwFFJ5PYywXHuFtXQac3m2xBzkos1SfCDSjHUtry/AMrUabB+7J1qvpdzjMqjSzLyK5kfNr9Tm926MzakxMEwJ2mbA68RUtB12C2BhL3+RCPW6/SxaVjrfOt/a0KGo0rO7ZuT25xtg0bmu8UVUXsbQpx96PCZM800r1uP2eaaVMmJRj70csbTJid8dtja8xNt25PdmwuseiqDHf2pOOt3bJoupx+32TC9kYy4MuQfiKFhNWZ0LArhoT0+3RGfqcXnJ+bRHJrdLM3uEwS6+mP3BPdjXaPMMzFEtrQzPaU30iOCizkNhD+jV9NjmccnPHMgsn69wa/Zq+0JgDHBOzfb6RwhvY9rtvq0ZbBO7N1avpdzzEpBLtishupII6A05v5I60GhPThMAYY1YnvqL5kHMAC0sKSMiFK08Jf6FA3gkoPB8bpgBmNmnZqsyUgCavd1DJHsLX9OFZ7TBtlIUnUD33JJ43gI33XCk9EfpGYakXE1U9YHrsO7PG78yOnTWtHSBwuvFVAviv/uC+W3jKcZwuuCRHUXmKBDR1nlWmHvdHi6ZzZscumLJbUJGkhQsnQUvxsq8KD60dZrTjqUUbjFZPhmTnbIClEYsnzNNds7cBVTVgymZsttz0zZSl0+SNVyrNkvhGadV2hjF7AA9274zBgMIDjPh3hQcE5EsJKDyfxlguPMLfaDSj3YjdjaHzjas6UUwBitlhzOrE0PlG7C40vd24qgvNEKCYAuOqTjSj3YjdhaHzjau6UEyBCavDZOSVGHq7UVUXmtEu/HA0o92oaviVaIbAhNVpwuoY+cHhVwo/HM0QGFd1Yej8kR/sRDHfeCW7C0PnCz8cxRx5JbsLzWgXTiv8cPTIK41ZnSim8JWdb7yyC8UUXkLXG5fw7sVihi+2/fXFVv35Yod/rUT9uzZGAwrPx4YugBmdqIQtq+SniEHQlDWYVXY+0htR66JphswhM+qhDforIWjuFNOstwpPA1fXFz0LgsRWe2/ObsJxuwnsRkSY18pVCyZOgiYuWLnYcqdyWJZGbMS3+uqzZi2dsZGknHYKTe98zwO5hh88mrhWcRYEycx2Ksaxe3HUWi1n9XmzIHExyblIP+W9ySrulKWLVs2WXToJgqD5xqvCOUROx/D3U+kCuKoLE+8mKTUZgiBIbMYUdKZ+aRuB04njDJrscpZcLrwTTmKSXpJOfisBLO+MzYDCA4wAhQdkfAQUnk9jzBee4bzzRfyb/4mh89/5zzde+e5P/dUr//xTo3/lm19ejnqwT/9KzNsXC/LngMLzb8LHsduMUpJVbJ3lzOxkzRzkrMI2p9ejGD14WhUicvta6xDFWBa6sm3kXOl2XHWTUeo+ZbKvvH+OfnEzltWOpQtwNaexBaWaWxxkTe1kzBxkzR1lzR1kzexkzLesCy02prZh33/OIB9L58PlVK3g4NV2URsSuVh6O47ZAbOa9HdGKJIcZc3sZc0dZc0cV1tvV8ss1vAL/dZ1r1rW8TeOT+Fj6QI8ja0bFbmW5CLnsF01tRFDbccx+Fh6J6GUphMZvprsusZh6+b9zWha1/ufggwi8oDCA4wAhQdkfAQUnk/jSyk8ICD/PqDw/MvwYXY/oW5o5LHBA8LdtBiaAMcZNK0/Tax+e1WEyoer+oj1Z0y53Tj669P9YFY3nvfqTc6Y1p0xrR8yrT9N5Pz1g0eFoXfiuadN6wYIr45xowtwnEFi/ZBp/chb1Q3gq7rxvNOmtX141p+OFKR34GoGTeuHTOsGCexXXagVy+jE15w2rR8yrTtNqAJbhMdwQOEBRoDCAzI+AgrPpwEKD8j4CSg8ICBfeEDhAUaAwgMyPgIKz6cBCg/I+AkoPCAgX3hA4QFGgMIDMj4CCs+nAQoPyPgJKDwgIF94QOEBRoDCAzI+AgrPpwEKD8j4CSg8ICBfeEDhAUaAwgMyrgIKz7/06QvPe5+U9XePz+K/9Qiv0f4UCMgHBxQeEJAvPKDwACMu3v19x6kz+hWnjKltKBofBOTrjhGt3bLyxG5QeD7WJy48dAGuuhfP6cGxBCMHHfGxjA5cdS+e04t//YPCtMNV3XjhTwlT3TN8iiyVDzM7cdU9r3+K04uvEsDgqFiQfxFQeEBAvvCAwgOM+P3ZC/612xktfUGV9f7ltYEVdSAgX3H8K+q2ltWkMGpbBoZA4fkIn67wCODqFnR+ppK27gIFpOyWXD1qH8wQ4KpPorKTFdS1FqzTkdmSo1fRh2O0YWltWEY7XHUKffSQCgG7ePXamZLSM1bKzFqnJRvOMaroxnMEMLVSy8t55bfrZknJzFgpM2OlzDKn/ToFfXiWqP8PF+SLDSg8ICBfeEDhAd7w4vmL3u8uZrNrDzBqDrF4ICBfd7LoNbk1je1D34HC8xE+XeHpwHGbUdlR0tMnQNDkeRbJOtTTOFYPnlVruNNmLgRBEDQDG6tZPIRntmHpHTjmCcyB7ZKr5klA0IR5q+eqo5dqGy41sFyznWlc3mlGO6RkpDgFgsQmLJypYrhE22iplqGUZ5ZOXjueBb6WA/nIgMIDAvKFBxQe4A1//PHHw8dPbt27f/Pu/Vv3QEC+8ty8e//2/V8fPHoM/tH7CB9feOgCXM0gceTJgUTuaWJtMypnl+yCWRLQ3IWUVF3qII7ZDtNaMAVMRFKe1t4ivdxGNI2PZXTga783q24x3oL4ZiYETdaQDqkmdt8j869aNV8wrT9nVn+OmOi1QlYcgpbPxWeYnLxO6rhOOvWDGa8bRxfO2Yqlt8PsAWLtmdePLuT146va35qQyoeregl1Z4i8HhyDD7N6CbzhJxMSqzvfesIhsxtfc/r1W9WdIXK6hleiXqcDxx0k1g0SqjvgyjaY2Y1//frTBE4XTH/vr2ErltGBqzlDfOPNTWv7Xz848fXLOnGct2eo6cEx3/OGMKsHz33zwnvxrPZ3n68I8r585YXHtrrThNqKFvWvMgjIfxAjUHgAAACAUfuYwkPvwHH6COyThvHxKl6hih7bFD1ClcMO6zN74eK9qxfNfl14GHyY2Yopr0JEpWwKTdXaz0MxeuFill78HiUXHzlNyclTIGjyugXG7opbIhS9d2+IzEckp6gEbl+HUZs9D4KgJd+oUL71DlPy2q64NQeR14RlCWC6AMc5TWC3ojNSNvgKP/s2RY8wpZBM7bwOPKcXzxLWHj5cdcI46/Bm3x0bQooNaB1wQZ761jBFj22KXnGq8UwUrQ3LaIeZ3XjeGUI5XTc6auStQhU9w1X2sIxp/aY1XTC9DUvjYxltWFo1ImrPBt89ain12KY+uLRCyztMSfipvWPUktio6tP4qva3ehSjE887i6c3GsRtX+8V+vr9g9LVD57Es9ph4TcrGZ143hCRxtWP26XoMfzrqegRpryrTL+8z7SmG2a89Ya4ojKd7WGvLlxxa55e4Sl8TSfoPP+Yr7nwDN76lcQWGFa2mtD4aBCQrz0GtHbL8iZQeABAJI4fP85kMm/evCnqQQBgtD648LB68IwG4/gQ6U2K08QgCIIgCQkxCTHxKTOmKWjPxxGWzZg+CVowUng68LyTJofCpCZDEDR5HjkNwb5COJy2wWS5mJgYJPxwCILExCAxMWiKzLRNnkpk1ekLJ0Fir38OEhODxCZB0nZKiTVw3QC+ulZ/V7ickuLMOZPExCExcXExMXExMQiCJkos0V1quUenoBmu6oRpHYQGjranySwIEptgIONEXKywYOIECJIQF5NYPlMjUpsmgDmdcMXRzWSrZdJLp0yBoJG3EoMgaPLS6cqO8hFlJqwumN6Bq2rFUtPkZedC0PxZquZyLoZzpFZMERcXExcXE4cgCBKbtnIBHKia2QEz2mFGG5bGx7J6CJVUnQD3Zd/KTBVejfD9JSAIEhNbri8XWYOmduCqOnCMck1Xp5WrV02bBkFiYmLi4mJiwguaN3WtpZx/nhGjA2YIYEYbzKjQcHZcvmrxlEkQJPzsYmKQ+MzJayny0UwspxMc6jB+C8+tR0/Lh67urO/0pR7zqmjwqQQB+ZrjWdm4pZR7gFX3/TVQeADgP3Xz5k19ff0pU6bs3r378ePHoh4HAEblwwoPvYPAqkeGOy2eD0GQ2GQ5Z8W9TCNqM7qiwSAxQQG5fvbiqeLikBi0dPGrwsM9aXI4SmbuDAlo/iL7TATtNI7egqG2onIrtew2fjMDgqbqSvnkGdNOooqOmZScRFecRJUcNwylLJGEIEhmDnYPovgYquSYSfEJNLWdUFOvs8V8wTcQBEnPMU/QPnoMQ21Bl5+Cy1mIYMelS6ZA0Ixv0Ak6eW14TjehvkbHz3LhcK+aOVXNWzmZjapoMilsMClqxla1YQoPK2qumAxJTFxBlIuqNKG1oMtbMOVNmJwDG1AbpkyGoIVIqRA2htWJr27DUrMUFKWnQhIQNG3CfOUlmB3q+Q0m5U3o8lINktHcGRAEzfxGK1yrqA3L6oAZAgKNoeaAmD0JgiDpeUY71I7UGpcfRxUeQ1OZOsGeckirtTu4KLoATytVxSh8A0ESc5CSgQVGFScxFS3o8pOYgvzNlogZ0yFo5volnuUmjG48q1Xf33DeDAiapLrUrciE2oypOIkq5Bns8F1F9Pl2OxVTDQrPOC48//vf//548fxU72B2FS+Tyj7A4ICAfMU5yOCkV7JzOI3f/3wDFB4A+M88ePDAy8tr8uTJEATNmTNn7969op4IAEblgwoPzB7AZ+1V0pkNQdMnqAZq5LQRagfxrA4cqxPHGSLWtqKS3JfNmSYOzV/0l4VnEMfg4ziD+MpapJv69JkQNM1QZisVrh/AszpwzHaY1YNn92B2OS6XhiBo9VyzDCN2N766G8fqgFk9cFr4auVp0BTJeaZZemUn0ZUnUcXHUCXHUKVtODoLGWoxBxKHJm6UDacaV50hNtTo+JnPhyDxaWuXUA4hK7vxtb14VgeO1YGr7seVc5C+yJnfiIlJmX0bXY2uOoUqOYYqOYYqOYEub8GVpivoyEyEJk/b6K1W2AVXt+No+xUUpSZB4lOVHJVS2/B1/QR2F47VhWP3mdUUbzTdNBWCJi1FKaSdQjN78VUdRtvMliwRgyavmWuRjeL2E2p6cMJPzezCc/oJvH5CdQ9MPW4UbrZgvgS0SE86gIpinUKXHkcVH0OVNKHKWvGVOSqEDVOgCZNkrFWO8DEsgWGQ0fzZEDRp7SLzTGTFKTSjl1h/zuzEBfP6AQKrHQuevTbOC8/Lly/v//7g+i/3frpz92cQkK89P93+5cbd+4+fPhP13zwAGC+ePHmSm5s7bdq0kZtwoHnz5u3du/fly5eiHg0A/sEHFR4cZ8g4LkBGFoKmL5/rXGZU2kF8fU5AB457Cl2wZ/XCN/fwvLfwtMFVvXApB+GiNn0mBE3Tlw4sw3C7h3e/MDpghgC1w37ZKgiC5OYSUw0Y7TCzHaa3w+x+/WDC0uUQJCYhPmnSq5vehom/+oGly7wK9RlnTRtrdPzM5kHQhNl68vtOoNl9I2cetMHsAUx++UbUzCmTIWjCRPEJE959N4nhH5gkab7+UBdcLcDR9isoSk6EJsw2idKmDuEY/OHtPXQBvpGpQTGcBUESi5Vko1tQ9F5CNVfdcuNsCIJW6EtFNsD0dhzj3XOz4KpebFmdhqXUjOkQJDFRfOJfziA+C7E26SSa1U1gUTXcbJYtnzMBgiDxmRPliGs8d6qG5SMLTuFqe3E0UHjGd+EBAAAAgM/k5cuXTU1NK1asEBcXnzBhgri4uISEhLi4+IoVKwoKCsC9bcAY96GFxyjWT1oKgqYvn+dSYljyZuER4HinMIUJqxfOloDmfK7Cs5W4dDEEzVg1BxWo5B2h7LtdyfuN+ESu949WDtinfbABRe8hNowUnlk6a+JqTZg9rw5eg9kDmPyKjagZUyZB4rJoKdsoFb+It97KO2K93w5l/5iNOwr0SztgdhtMHS48swzCNEr64TcLTx1NnaQ/E4IkFq+TiRIWnhoNq81zIAhaqS8V2fh24WnFMjpx7F5CTT+2rE7dUnLGVEhsufYyUoSKX8T6d2bwjVL236kafgRZeApDb4cZnfjaXkxuoVZozHoXd9lNSyTEIQiaPlXWbG1kuRGnG6aD44hB4QGAz+ann346e/bslStX7t+/L+pZAAD4Tz169EggEBQXFzc2Nubl5RkZGQUFBQkEgr6+vps3b4JFHmCM+7Bb2qrPoJPD166fAonPnqi+S6dYQKzvwzEFMLMDzzlL4LUYxdksm/WPt7R9bOFh9cAJ/tLfikMTpWdbFcEnLlud+t688ZxZ43dmjefMGr4zb/rBsvVHq5PniGwBliog1P914anqw5VUIZ1Vp0yBoBUUxZQOUs81i2PnzF69W+N58+YrVq2XLRr6cHStht2UAAAgAElEQVQBXNWKHVXhUZDZ0Yyi9+HZHfp+xovmQdBU+XmkPDSvn8DpxjEFMFOA45wh0OqND+VrZ7diy48ZBRjNng1B801kIk5Ydl2zbPru9QwN581PXrFqvWJ5bADPaMPS2nGcAUJNH4E7QGw8b1Z/xpTTZHw0XWH94okQJKFoq5TZg2PywTYeUHgA4HM5f/68jY2NnJycpqYmDodzdXUNCwtLTk4+fPhwV1fX8+fPRT0gAAD/hatXr9rY2GRlZYl6EAAYrQ88tKCLyGbpbiHMhiAIWjgLHaF2qA5Db8XQm4xSUxX0N8ycIzxf7W8OLfjIwoOltWHpHUQ6U8PFaM4UCIKWztH32ZDKNSpvxZQ1oUqbMYx6w5Td8nrwMvt03bwWQlX33xQeLL0Dx2zBHEyQU5k/ERKftExTyitdp6AVXXZCGAyVpulmvxLpsGZHFczowLHbRl94TKi9+KoOXHHmeuPVUyEImii/kLBb42gjinYKU9lmmLBrnbb0DKlvF3qxUNR2QtEhBT3pqRAkMUd5uV28Zu5JVFkzuuwEquwkhlGlE+glrUOSDqlE09tx9Gotd8oa5+hNmU3YihOo8lZsZRM6NWLF6mlikNhUDT/Vwx04JljhAYUHAD6n2tpaBQWFd+6/VVNTq62tBYcHAMA4cevWLXNz85iYGFEPAgCj9cHHUrO78WVMvS2UhXJzhs9anjxZYvKUidMXzVDUnod3kpKSkIAmziEm6VBPDx9LfTBUahIEQZPmkVN1aadxjDa4qg8urda1U5gsDkGQuqRvCYbX81bh2W61aCEEQYtnoJP0XxUeWhu2qpdApesGuS9dLTVZeKD1xMniEyeKT5wkMXmC+CSJiQvWzzJL0c1tJrJ7CA0cbU/0LAiCJFRkY3gmzN63niXK6IBZfPhIsiIONWfBRHEIgiQmi0+cJIzEJEhi6pwp8mTpUDrM6MRX87HUNHmZuRAETdMKUi8eeKvw1FduJqpPhSBoupTU9mYTajeOyYc5PYTcnE2O6NnLZ0AQBIlNEJ88WWLSFGjitAkL1i42Ctx06BSG0Yljd+LyD6qSzeYvmykBQZDYpNczTBaTmDx9sjR2mW8phi7AM9ia9upzp0pA0ESJSZPEJ06WmCAhDkFic+VmGWzdkMDDV3eKvFGM8YDCAwCfAJVKlZGRedV2pkyZcuDAAVEPBQDAf+fJkycwDAcHB4t6EAAYrQ8uPNQ2LLMbz+nAlZSqbwlb5+Qv77BF3iFw/bY8A+YgntWot2PHereITQlMY1onTG+HWafQxeVaftsV3aI2J1cZ0zphehuW0YGtbDLel7TBJ0TBK01zfx2WJRh+f3o7ls7HHM5WCw5RcNu9MZ6JovOxb25NYXTguWfw9OMGu0OVXIWffYu84xZ5hy0KvnFaeV24qm4cow1L4+PYTUYZBza6hSj57tPOOYGmC/50uxcfZvXgeWewuTkaQYHCNxn+Xwf/DbHlhrQzhKp2LI2PZbRiaVW6YbuU3Lap7Co1rOjA0t94k6oGg4Q0FbcQRf89WodPoWnCT8SHmT2E+g5sfpG6W+C64bfdIu+fqZndZsrtxQ+vxvBhZheedxYuKtcODVr3agbHLfIO/usjcvUqThOqBDCNj6W34zjH9HftVXba8vqqXbZuTmtEs84Q2ILR/g6O44DCAwCfwMuXL3Nzc6dOnTp9+vSQkJADBw54eXm5uLjQaDSwtwcAxgkUCuXl5SXqKQBgtEZfeGBqq0F1r35NH4bOx9L4KHa/YfMVbNNF0/oh0/ozmMYz+rUDaFYXruY0oWHIuPGMAacHQ2vDUttQVX0GLVewTecJ7A6Y1mrI7kFy+9HMDpjdj68/Z9J8wbi2X/gpTFidSO6AMasTy+oh8IbQJy8YHRvCMNqxtDY0o12P229Y3YOltWFprSbsXv2mK/Cx86b1Q8T6IXTzJZOWK4S60wQWH81sR3IHDNndWCofrurFNF00bvkew+7E0loxdL4+59UltKGYAiR3wIjdDVf1EnhD2KaLxqeu4o99Z1o3RGw4a3LsrCG3F0PnY2mtKGYHkjeEajxvWn+GyOkyru5CcgdQDAGW1oah8/U4g4YN5wn1Q6a1A5jqTiRvwLiqS3hFhuxe/frvcI3nTOuHCA3nTFquoJu+w1cJhi+WN2DMGl6WMeQNGZ64Qmg4Z1o3RGg8Z3LqCubkD0RuL57RalzVieQOmLA6sDQBrmYQ1XzJpOUyseGsaf0QvvGc0bEhY063cBI0o/0ffx/Hc0DhAYBP486dO2VlZcXFxU+fPv3f//73+++/U6lUJycnCoVy8ODBK1euiHpAAAA+LwqF4uPjA84qAL4Uoyw8GDrfiN2V5L8zwzMMzWhH8AZts6sLKe5b4w7rcQf0avrDozMLrD3IR2sRvEEsrS3LbWuKX5QxqxPBG3Q6SC8iufon5CF5A/qc3ujtKUdtvS0LGxC8QUJF82GngL1BsUbsbgRv0D29vJjk6r2vGMEbNKju2R2yJ8fBz7T0BII3aFZyPNfeNzZ0r0F1L5I34JNSWExydcusQPAGjdjdCQG7DjkH4itaELxBy8KGozZeOyL36df0IbkDAQm5RWQ3x0NMBG/QhNWxzzcyyz0ES2tD1A5S8rgF1h7hOzP1uP163P5tsQcLKe622dUI3iCGzs/wDE3zDkcxBAjeoP2RqiKyW3DcESR3QK+mL2JHer6NJzm/FsEbhKmtB1yDk7dEG1d1IniDLlm0YpLblqR84cXuCk/Ks/OxKG5E8AYJ5c1HHP33BO82rO5B8gY80suKSa5eaSVI3qBhdU/c1vhsxy3EshMI3qB5yfFce99dYYkGnF4kb8AvuaCY5Oq6n4rgDRpXdSUG7DzkEoSrPIXgDZIK6o7aeEVFpurX9KGYAvPiY1hwODUoPAAgEs+ePWtubg4JCTE3N4+Nje3r6xP1RAAAfC4eHh4+Pj4PHz4U9SAAMCqjX+FBMwR22ewcBz+qqV2qz3YmTIoN3Vtm4ZTt5J9r51NMco0LiWfBpH0+kXSCdapPRJbr1nJzx3SvcCaOHBOaUGFmf9AlKN/aM9/Gc0/wbhaWnOIbycBRkv2jjzj5l1o6Z3pso+OtY8ISqUTbLLeQYpJbjr1vYsAuJo68zy+KCZMTAmPy7HyKyG5ZblupRNuY0EQ6npLhGVpq6XzYOSDFbwcDb73PN4oFk+KD4wooHkdtvA45B1aYO8SEJjBx5DTv8Aoz+yy3rWneETSCzT6fSBaWtDtkT7GVa669X7bDllJL593b9jBhUqpPBI1om+4VlukRWmlql+odwYRJsdv2llk4HnHyz7PzLiK7xW2NZ8Gkfb6RdIL1Pt/Igy5Bwotl4CgxoQmVpvYHXYIKrD2O2nrtCYplwqQU3ygGjpLkH53tsKXEyuXVxdIINlnuIcUk1xwHvyT/nSMXS9obGHPU1ruQ4n7ALZhqahcTmsDAWWd4hpVZOh1yDkzxi6LjrVN8I1lYUvzWuAKK+1Fbrxx730KKO66yxYTZIfJqMTYDCg8A/BfOnDkTFxdnaWkZEBBQV1f34sULUU8EAMAnFhYW5uPj8+OPP4p6EAAYlQ/aw2Nc1YXgDW5Jyj/kHGhefAzJGzCq6koM2BW/Nd6wugfBGyTl1x52CvBKK0HwBpG8geD4Iwdcg4nlJ5G8ARNmxz7fyF3hSfo1fQjeoE0O54ijv3DVAskdCNuVlemxDaa2InkDGDo/3Ss8Mipdj9uP5A06HmJmO/rbH2YheIN63P6oyNQ073A0ox3JG8BVntrvHhIacwDJHUDwBt0yK484+tvk1iB5A/qcvpjQxBS/HcI7x4hlJw66BgftyUbwBhC8Qe99xYedAqwK6hG8QcPqnj3BuxMCY4zY3UjegEVR4yHnQN/kAgRvEMEb3JJ49KBLkFnJceGNakkBO3eH7DHg9CJ4g+T82iNOAR7pZcKL3Rp3OMttK6GiGckbQDEF+3wjd4Yn69X0IXiDdtnVRxz9XbJowosN35mZ6REqvFgsrS3DMyxiRwaS24/gDTofpGc7+tsfqULwBvVq+qMj9qX6RAgvFl/RkuUWsi32oPBi3TPKjzj6U/K4SN6gPqcvNjQhyT8azRBgwKN4QOEBgLHg+vXrOTk5NjY2jo6OFRUVv/zyi6gnAgDgk9m1a5enp+fZs2dFPQgAjMqHHloAU1uN2F0I3iCa0Y6ltmJpbXo1/fo1fcKfQjEFwtuuYGorTG01ZHcjeYNoejtMbcXQ2vS4/fqc3pFXdiB4gyasTpjaiqW2Cu/ywtD5WGorhs5HcgcMqnuwtFaY2mrC6kDUDpqwOmBqK5bWasDpRXLfeCVvwLC6R/jphHfQoZgCmNqKpbXpc3r1uP3CTye8Dc+I3T38yqouBG8QxRh5ZU2fXk0/ltaGffXKkUsQ3muHZrTDf3mxne+5WDpfj9tv8N6LpY3iYpnCi237u4ut6kTUvnmxfcKLBQGFBwDGkIcPH3K5XC8vLwqFkpaWduHCBVFPBADAJ7B//35vb28+ny/qQQBgVD74lDYQkC82oPAAgGi8fPmyvb09IiLCwsIiIiKiu7tb1BMBAPCvFBQUeHt7NzQ0iHoQABgVUHhAxk9A4QEAEbt48WJ6ejqJRPLx8eFyuWDHMwB8oeh0ure3N5PJFPUgADAqoPCAjJ+AwgMAY8LNmzcLCwudnJzs7e1zc3Nv3Lgh6okAAPgwjY2NHh4eOTk5oh4EAEYFFB6Q8RNQeABgDHn8+HFDQ0NAQACZTE5KSgK7nwHgCyIQCLy9vTMzM0U9CACMSsnQjwSmwLCiFUXjg4B83TGh8Y1o7Z6g8ADAmNLT0xMVFWVpaRkSEtLa2gqOsQaAse/8+fPe3t6xsbGiHgQARqX/1v0DXd+FcNo8Kxu9qMdAQL7ueFCPhZZxaCf5N+7e/8e/HaDwAMB/5/Lly5mZmRQKxdfXt6qq6rfffhP1RAAA/KWffvrJ09Nz27Ztoh4EAEbr5i93qSda95bQE0sZSWVMEJCvO3FF1PLjp67/AlZ4AGDsuX//PpVKdXNzs7GxycrKunbtmqgnAgDgPR4+fOjp6enh4SHqQQBgtJ49f37r3q9Xbty6evM2CMhXn8s3bt28d//ps+f/+FcDFB4AEI3nz5+fOHEiJCTEwsIiNjZ2YGBA1BMBAPCW58+fe3t729jYiHoQAAAA4F8BhQcARGxwcDA+Pt7GxiY4OLixsfHJkyeinggAgGFeXl4YDEbUUwAAAAD/Cig8ADAm/PTTTzk5OTY2Ng4ODuXl5ffv//MOPAAAPrfQ0FBTU9PHjx+LehAAAADg44HCAwBjyKNHjzgcjpeXl42NTXp6+tWrV0U9EQCMa7t27bK0tLxz546oBwEAAAA+Hig8ADDmvHjx4tSpUyEhIWZmZtHR0T09PaKeCADGqdTUVGtr6/Pnz4t6EAAAAODjgcIDAGPX+fPnk5OTra2t/f39uVwu2N4DAP+xI0eO2Nvbd3V1iXoQAAAA4OOBwgMAY92dO3eKi4sdHR1tbW3z8/Nv3rwp6okAYLwoLy93cXGpr6//448/RD0LAAAf49dff3348KGopwBEDBQeAPgyPHnyhMfjeXl5kcnktLS077//XtQTAcDXr6qqysPDg8lkgsIDAGPZH3/88fjx46dPnz548OCHH36or68/cODA1q1biUTili1bBgcHRT0gIGKg8ADAF6anp2fnzp0WFhZhYWFtbW3g6zAA+HyOHTvm4+Nz9OjRly9finoWAAD+0pMnT6hUKgaDkZSUnDt37uTJk6ERmZmZT58+FfWAgIiBwgMAX6RLly6lp6eTyWRvb++qqqpHjx6JeiIA+Ap1dXUFBgampKS8ePFC1LMAAPB37t27l5SUtGDBAugNvr6+4D5w4H+g8ADAF+3u3bvl5eXu7u4ODg45OTnXrl0T9UQA8FUZGhoKCQnZtWvX8+fPRT0LAAB/59atW4cPHyaTyRs2bBAXF4cgSElJ6ezZs6KeCxgTQOEBgC/e8+fPT5w4ERAQQCaTExMTT58+LeqJAOArceXKlfDw8KCgoGfPnol6FgAA3u/GjRu5ubkODg6RkZEXLlz47bff4uPjtbW1KyoqwLcqACFQeADg6zE4OBgfH0+hUEJCQpqbm8E/9ADwL929e3fHjh0uLi6g8ADAGHTnzp2cnBwnJ6ewsLB3jo+/f/++qKYCxiBQeADga/Pzzz/n5uba2Ng4OztXVlb+/vvvop4IAL5UL1++jI2NNTU1BU/BAoAx5cGDB8XFxQ4ODmFhYQKBQNTjAGMdKDwA8HW6f/8+g8Hw8vKys7M7cODA5cuXRT3RWPTbg0ffX7ne1jVUe6KzpWOw98zF3jMX+4Yu9g993ywYEPSe/fHnWzfv3Pv1twdPwTf4x6vdu3cbGBiAwgMAY8SjR4/odLqzs3NAQMCpU6dEPQ7wZQCFBwC+Zi9fvmxtbQ0LC7Oystq5c2d3d7eoJxK9H3++xTkmyCqois0ocQhK3IT3k9F1kNSwXq5OkdS0XqlpLaVlI6lBltKkKBg6a5n5mdhuM/eMdt6a6LsjIzI5b09W6f58ZinrGJ3b3NIx0NF39vylazdu333w6LGorwz4LFJSUlRUVEDhAQCRe/z4MYfDcXNz8/LyOn78uKjHAb4koPAAwLhw7ty5PXv2UCiUgICAxsbGx4/H0Vfnz1+8/OnGHX7PUMZRln1gorZF0Fp9lyWbSAtUzFeoU6S0bKV17eQQ9nIIBzmE3Sot61Va1lKalJUa5BVqpKWbLJdstFikYr5A2XTeeuIcRfxMeXieEmH5ZitJDYq8gaOSsctmnLeOub8eOQjrGE72ifWJTI9IzE04WJZdyqngnKg92dk1cP7M+cuXfrx+7frtO3d/ffDw8ZOnYL3oi5GVlaWlpXXr1i1RDwIA49erR2+7ubmx2Wywpw74UKDwAMA4cuPGjYKCAicnJ3d395KSktu3b4t6os/otwePTnWePlhc7b/zoD45ZI2+80pNmxXq1svVKVJatmv0nFYjHVcjHVYj7GR0bIQ9Z5SR0qRIapBXqpOXq1kt22w1XIpUzReqmC1SMV+sar5ko8WSjRZLN1ku22S5bLPVss1WK9VJG9DuGkRfjEMYxS/WeWtiSNzhHSlH9+VQD5dUl1Ud5x4XnBT095y+8P3ln67f+gU0orEjNzfXwMDg4sWLoh4EAMapxsZGPz8/FxcXOp0+rr5bB3xCoPAAwLjz8OFDLpfr6+tLIpFSU1O/pu09d+//NnDuhxLWcf+dB7FOkSpY76WbyYs3klZq2kjr2Mno2snq2q9BOqzRc5DVtZPVsRW2lw9qO6NsRK8iqUmR1KBIagy3oyUbLRapmC3YYDpPiTBHET9rHTxXibB0k6W0ts1afQdllJs6wUfHwt/EdhvWMdzGP27LjsywPdkZR+mHS6qZdafqm7s6+s9duHTt8o83bty++8u93x48fPzsOXgm5mdUXl4Ow3B7e/sff/wh6lkAYHwRCAQBAQEODg6lpaXg1DXg3wCFBwDGr87Ozh07dpBIpKioqPb2dlGP85GePX9x+rvLVG7zrvQiglu0gpHbKi07KU3b5erWklo2cnoOcgiHNXqOsrr2cgg7WV3b153kU/ecj21H1pIa5BXqpOVqpGWbrZZutFisOlyKFqqYLVY1X6JqsXST5bLNlivUSCvUSSvVyas0rRUMnXUtAtD2YSSfGLewlMCYA7vSClJzqEdKOZWcE9UNbac6B3sGz5+/9OOdu7/+/uCRqH+XvmAsFsvS0rKpqenFC1AsAeA/0tPTExoaam9vX1xcfPfuXVGPA3zxQOEBgPHu4sWL6enpdnZ2vr6+XC73wYMHop7onz16/OTqT7fqTnZF7yu08onTMAuQ0rJbpGq1XJ0ii3CQ1bWXHd6TYy+HsJPRsZX5bIs5/0Eder1YpDG8WPTu/qINpvPXE+cqEmatg2cr4JZuspTUoMgbOAnXiwwowcZ228w8oq39dm+J3r8jJT/lSGVeBY/GbW481d1z5sLFyz9du3775p179379/dHjJ+A8unc0NjY6OjoyGAxwbgEA/AcGBwejoqJsbW1zcnJ++eUXUY8DfCVA4QEA4H//+9//fvnll7KyMicnJ3t7+6NHj964cUPUE73H9Vt361u6U3MZrqH71Ahb5JCOKzVtlqtRlqtTpHXsVus5rdZzXKPnuBpp/6Hbcr6mvLG/yHLpRovFquaLVMwWKJsuUDZdpGIu3Fy0fLPVCnWSpAZZ+CHrUa46FluwDuG2AfEu25IiknJj04v25zPzqbW0mpMNLd2tnacHzn7/w9Wfb96+9/jJU1H/QfhPtbS0uLu75+XlPXoEFsoA4DMaGhravXu3jY3N/v37b968KepxgK8KKDwAALz2/PnzpqamoKAgKyuruLi48+fPi3ael3/8cfuX+5393x0s5riGphpYh8obui3ZRFqmTlmlY7dK21Zax04WYb9Gz2GNnoOc7vAda1/iSs5/k1frRa92Fq0cbkekZSPrRQs3mM1bT5yrRJitgJutgFusai6jY/OtvqMKxkPLzE+fHAw7bTf3iLYP3BMUcyAyKW9/PjO3nMvgNR9r6+noO/fj9Vs/3bjzy73ffv394aPHT168eCnaP0L/Xnd3t7+/f2pqKniGLwB8Jt9//31cXJydnV1SUtKVK1dEPQ7wFQKFBwCA9+jt7Y2JiSGTyeHh4S0tLf/xdu3fHjzi9wwV0BqC444YWIfKG7mu0rZboW69XI2yStt2tZ6jcFuOHMJ+5Iw1m1XDRwWIvlR8ZZHUpKxQJy1XsxI2osWq5gs3mM1XJs5XNl2kYr5Y1WLZZqvlasOLRdLaNnK6dvIGTkirQKxTuLXfbu+ItJD4w/H7S/fnMwvp9YzalvrmTn73mcFzP1y4/NOde7/++vvD//KP1kcYGhoKDw+PjY0Fe6YB4JO7dOlSQkIChULZu3evyL/FBnzFQOEBAOAvXb169cCBAw4ODp6enpWVlb/99tvn+1y/PXh0/tI1Krc5JD7bzGPXyAFrVis1bKR17aV1bOUQDquRDmuQ9qsR9jI6tjLaNqu0rMfIwQPjM+9dLFqhTnq1v0jYjhYojxxJp4BbrGoupUmRN3BSxXpqmvqZ2G3DOoZT/HbbB+4N2JW1O7M4NYdayKhn1rY08fv6hi5e+vH6zTv37t3//bcHj54+ffZcFMcGXLlyJTY2Nigo6M6dO//9ZweAr9WNGzf27dtHJpN37dp17tw5UY8DfOVA4QEA4B88ePCAxWK5u7tbW1sfOXLkxx9//FTv/PLlywuXf+Ica4/fX2bhGaOM9pRDOq3UtF2ymbxCw1pG114O6bBaz2GtnuMaPQfhwQMgX3QkNSnC/UVL37iDbv564jwlwsINpsL9RSvUSZKaFOFikRzCbr2JK8IyAHba7hiU4Ll9X2RS3p4DpQeK2JWcE6y61pPt/YLes2fOX7587catX+5/jv1Ft2/fTk5OdnFxAZsKAOCTuHPnTnZ2NoVC2b59e39/v6jHAcYFUHgAABiVP/74o6WlJTg4mEQixcXFDQwMfNz7PHv2/PqtX+qau+L2lzkEJ+mSgqV1HBZvtFqpYS2tay+lbSuDsF+NdFiNdJBD2ssh7MG2nHESKeETXTXfXix64266RSOnL8wf2WK0QNlURsdW3sBpI+ypaxlgbLvN1H2Htd9ul21JW+MOxaQXZhxl5FNrmXUtJwX9XQPf/Xj99p27vwo3Fz19+myUN2r+/vvv+/fvJ5PJY/MkDwD4gty5c6ewsNDOzi44OLi7u1vU4wDjCCg8AAB8mHPnziUnJ1tZWQUFBR0/fvzZ6E4x/vnGnaa2viOlNR5hqRpEv7V6Tis0rJdtJi9TI0tr261GOsgh7NfoOcgh7OQQ9q8Wc8C2HJC/idTI/qI3T+gWnriwYIPpYlXzZZstV6qTV2lZy+rarkbayxs4rTNwQlgFEl2jrP3i/Hdmhu3NTjpccbi4upx9nHOM38Tv6+w/N3Th8qWr1+/c/fXBw+FnuleUlaJQJnd/uf05/2IBwNfs7t27BQUFDg4OISEhra2toh4HGHdA4QEA4GPcuHHj6NGjTk5O7u7uJSUl9+7de/Nn/3j58vHjp/d+fdBz5vsDZbwte3Nh33gFvN8KhKMU0klG31la31lW33mNgcsaPcfVwmfm6NpJa1lLaZAl1UlSI5FUJ0mpk6U0KauEEfVX2CBfSoTn0b2xuUi4WPS6HS1WNV+oYiY8gGHeeuIcRfyCDaZSmpR1Bk6bcF46Fv4YhzBT9x0OQQk+URkGBDtJabldSYcrOCfZjW3NgoHB7364fO3G/d8eCJeLnj9/8R8f7AEAX4qHDx8WFxc7Ojr6+vo2NzeLehxgnAKFBwCAj/fw4cOampoA/y2uzo6FeTlnzn7X8/3PJSf7Iguq7RILUNGHdMIzNgalKG5JXL81RT1iv3ZEpmZomlZ4umZYmlpw8ubAxE3+CZt849V84lRdoxXIIYqWQQqmW9ZiPOWMXNYYu35r4rbG0Fla126Vls0qTWspDbKUmpWkGklSjSSlTpLSIEtpkKU0KK8akRToRSAfG6nh/UWvnuhqJlwvmq9iOV1STXzyN4uUMKt07KW1reUQdt/qO64zdN6AcUdYBeJdIp2CE/x2ZOxIztuXTT1SymHVn+I2Cdq6z/SevnDu4tVrN27fvnv/yahvogOAr8OzZ8/YbLajo6Onp2ddXd0LURw6AgBCoPAAAPBv/frwcUpemTwSXqumu1IHu9oxRHXnIbXEQo3EfM3kfO2UQp19Rbr7inT2FemkFum+TrFuarFuWrFuSqFOYr52Qp723lzdPbm68TlaMYc1dh7UjMrS2p6hFpKi6hO30X3nRtcd621C11kGKZG2KpOCFUz9VqM95AycZYXnGWhSpLWspbWsV2laS2lQpDTIUuqvQpJUJ0lpkMEyEchHRAbhuFhebxoPJvoAACAASURBVOK0WUuVMVJatq9OoluuZrVs8+v1IuEBDAuUTecrE+cqEeYqEWR0bBUMnTfjvAwowRjHcLJPrEPgXp+o9G3xR+L3lxwsYpcwGzmN/FOdg31DF6/+fGt4c9Gz58+fg68LgS/bixcvamtr3dzcHB0dq6urnz4dX08rBsYgUHgAAPh413/59QC3zSq5GJ1UrJtYsD5krxTRduFGzaW6xooe27QT85CZFbqpxTophTrJBX+XlEKdlEKdfcIM1yGdfUXCH9dNKdRNKUQI3ySpQCfhqPbubM3oA+oRmZphaZohKZv896p4797sG7fZK1bZMUKBtHWd6RZ52HsNyl3W0HmNsetaY1cZhP0q4UnWwi6kRhpZKSIPrxS9unEO3EEH8kZkEI5LFAymzJi/VMlklfbwQ59Gk1fn0Qnr0AJlU+G9c3OVCAs3mC3bbCmpQZbRtlmDtJc3cFqPctuAdte1DDBzj7bZEhey+2Bkcl5aLu0otZbOaz7e1tvWdaZ/6PsLl679+POtX+799ujxE1H/7QeA93j58uXx48c9PT0dHR1pNNrDh2P9QVvAOAEKDwAAH+Pe749KT/ZQ0srUdx3ZvCdXMylfJ6UQkVaKyCjTiD241tZ70SadRZt01lh7qsccQGSUI9LL/rn2/H0deif7inT3vbFSlFqsk1yok5ivvTdPe0+ublyOTuwRrV2HNKKytCIztbZnbPTbo+IZs9Ft5wa7cEVS8DqLwPWk4PVWgWuxXrKGLnL6TjIIu1Va1m+sFL2zTER+dRMdqEPjKjK6DkuVjKbOWbpYHimlSZHW/gTHowv3Fw1vLhpZLFq2yVK4XiQ8gGF4yWiD6Xxl4oINppIaFAVDZzW8tx4pEOccQfKJcQ5J8t+5P3TPkZQjlVkFrIrqptqTHS0dA2cvXr1y7eaDR4+fPnv24sULcBsd8J9paWkJCAiwsbEpLS0FVQcYU0DhAQDgwzx+8qy0qccurXxz9OGN8Tnayfk6KW/1E93UYmRmhXZinqLHtmW6qIUbNFbhyBvDEhHpZciMct2Prj3/3IveXCkq0tk33IVedSThSpFucoFOUr5O4lHt+Bzt2MMakfvVw9M0Q1PVgxJVfeNUvGM3ecVudt+pZBsqb+avQPD9Fuspq+8kZ+C0xtBljYGTDMJ+lZbNyF1zwmUiq+HDFTTIUpqUd1eKRP31Osi/jIyuw9L1JtPmrVi0VkdKg/xJCs+HRkqTIqnx9v4iZdN564mzFXCzFfCLVMyXbrSU0qTI6dqt1XNYb+K6Ae2uTvDRIwWZu0e7hiQHxmTtSivIOMrIq+RVN/Kb2vo6+s6e/u7S+R+u3bh999Yv9588fQZqEfBvdHV1BQcH29ra5ubm3r9/X9TjAMC7QOEBAOAD3Pn1wUEeXyf6iGrMEa2kd6vOW7VnXzEyo1x3X9GGoFhJlPlCFfWVhnjlLdE6yQWIjHLd1OLPVXs+bJmocGSZ6I2VoqR87YQ8rT252vHZunHZOjGH1aOy1CMztbZnqAcnq/rGbXDbqeoYoWwTKm8eoGARoGQZpEjcsgbtIWvgLIu0l9axG2k7I8tE70T9jWUi0IjGfGR07ZcqY6YvXLVATl1S3VJ67D0Ad3i9aGRz0bLNVss2v14sWqxqLrynbpGKmfBgunnriVKaFEUjl004LxO7bRiHcLuAPa6hKYExWVEpeYkHy3PLueXs47UnOtq6zwyeu/Tjz7d+f/Do+fMXL8FqEfAnPT094eHhNjY2R44cAc+qAsYsUHgAABita7fv7648pr0rWysxf5Q1QzelULiwsylin6yZw0IVzSWa+vJO/prxR5CZ5Yi0kv+69oy6GumOLBPpDHehole35OmmFCKSC3STCnQSj+rszdOOy9HceVA9IkMjNFUjKEnNf4+KZ4yqR4yaV+wGxwh5i4B1pv7ysPdqYzdZfUc5fac1hs5yeg7DG4o0KVLqpFcbiiRfHT33qguBUiTqyOjaL1eBZy5ZPU9aVXKz+RgsPKOM1Mhp3au0rFdqkJerkZZtthTWofkj+4tmK+DmKxOXbbKS1CDL6drKGzgqmbhuhD3ViT5Iq0ALz50OgXtD4g7vTC1Iz6OXVh1j1J5q6z7T1f/d0IUrP1y9/vPNO/d+/f3xE7BDfVw4e/ZsRESEtbV1VlbW9evXRT0OAPwdUHgAABiVM1dvBuSwVSIOaCYe/YgKgUgrQWaUa8YdknfwW6Khv2iTzmorF7XoDGRGOSK97DPe5/aJu1DBOwtEf7lSlFKok5SvvTdPKy5bJy5bJ+aw1o4D6pGZ6tsztMLS1AITNrjvVHXZoWK/XcEqSN50i4K5v5J5wDqCj5yRq6yeowzCXlrLWkqdvEqDskqTskrjTytFw2ctgGWizx5pHbsVqvjZy9fNXqm0YpOptI6dyEf6rBHePidcL3rzJLolGy0Wqwpj/irCvUYr1KwUjJzVCb4GlGBTtyhb/3iP7ftC4g5Hp+Sn5tByyrlUzonGU90tHQPnL127+vOtBw8fgxO6v2jnz5+Pj4+3trZOTU29evWqqMcBgH8GCg8AAP/s2fMX0SX1G8IPaCWNdm3nvdFNLUbur9BOyl/vvX25HnaBioYUxlJ1azwitQSRUa6TUiT6SvOpq9HwedzCDUVpxTr7Xl+jbnIBIrlAJ/GodsJR7T252jGHNXZkqYWlaWxN1ghKUvXerey2c6PHro2u0cp2YfIWAd/ifL5Fe8gZOsvoOcjpO63Wd5TRtVulZSP16nwF4YYiNatXTyh6XYc0rVdpiv6L6S8x0jp2KzYR56xQmrVMfsVGwldfeEaTV4tFwkhqUFaokZa9vb9ojgJ+1jp4gbLp0k2WUpqUNUh7eQNHVaznZry3joW/oXWwhcdOz/DUrbsPxe8vySpgFTEaao63t3ad7j1z8bsffvzh6vUbt+/evffb4ydPQTcaOy5durRnzx4LC4u9e/devnxZ1OMAwGiBwgMAwD+raOkjJhar7c75m007H1B79hUhMsp1U0tUt+2RwlgtUN68XA+z3jdSJ7kAmVmhmzom73P7xHXonX1EI4tFr4+eG7mPLrlAO+GoVnyOVly2TsxhnZ2HNCP3q4Wna4Sna2xNUfWK3eAWvcFhu7J1iIJF4LdEP0Uzf0XTLatN3GT0HWWQDtLatsIHtq7SIL9nmUjjT0dyi/or6TEYaR07STXzedIbZyyWW66Ck9a1F/lIX1BerxepkYSHdC/dZPnOMpFw4ejV8XQr1clKxi6bcd7GNtsILpEOgXu9I9NC4g7tPVC6L7uykF5P4zY3tHQJes+eOX/5pxt3fnvw6H+gEn1+ly9fTklJsbKyio6OHhoaEvU4APBhQOEBAODvvHj5x9kfb9nsK1fZceiTtJ03v+hHpJciMsrVd2auJrst2qyzWB35rb2vxu5DyMwKRFqp6GvJWMjIhiLdtzYUjTykaGSZSFd47tyeXJ3d2doxh9XC09VCUjSCktR841Xcdym7Rm90i97oHKloFfwtwVce9l5j7CqDdJBB2svpOa7Wc5TRtZXStB4uP3+zoWhcRlrbVlLdcoGs+vSFq5arYGVA4fmkkdJ6vVI0sl4k3F9ktWSjxSLV4ecXzVUkzFwHz1HEL91kKalBWY2wUzByUcF4aBB9dS0DjKxDLL12um5L3hZ/OH5/SWY+o6K6iVXf2tF3buDcDxcuXbt2/fbN23d/e/Dw8ZNnov439ctz/fr1tLQ0S0vLsLCw06dPi3ocAPgYoPAAAPB37v7+KKq0QXdXjnp87icuPK9qT1oJMrNCa0/2OufApZoGCzeoy5rZb45KQwxv7/mK7nP7xL90f14pKnp1H93IMlGRbmqR7r4incR87b25WnHZ2rGHdWIOa+3I+j977x0XVX7v/x/pHZQ+HYbeplCmFxhgymkzFJFqb2t3RbE3bCCIYheUKgjTGKrYC8zQQV2zSe735uaXb3JL6iY3uWk3398fMwOj7m52E11W9zwfrz8Uz5zP5xTmnJfv8mHvPssqq+HsrOZsr2SuP0pftpdZXEZbsiMK2RiDboxXbYqFP4qUrqamLqMKikP5BTaFQ1+oDzJMFMovonDyAiJ5br5EPF1BFS6d9yl9lzUXL0pZbE6iM5cSmYNFwdZIkTmUhE9ZTGAtjk1fwcvalF6wI3f9oaXbT246ULunov74+dbzjbpmzaC2/8lD47Rp8uUPfvSTn/z7z3/733+Y7y/dbxG//OUv6+rq8vLyPv7445GRkfmeDgbGPw5meDAwML6Mn/3ys4IzHSlH6viV7/b1XVjdIq69JaxqZmw5RMpU+jPYZKmKue2osLrZ3N56/g3Ge63PKyiyLFJ0upFf2Sg83SCqbBBW3OCfqOcdr+Mfvcrdf4G160zK9tPszSeTPyqnrzzAWLE/adUBetGuGNWWKHhDlGxNRMZKqrgkTFwSnrosTFgcYq7rsCzY+mqk6P3NmuMXhvAKgmLELl4BuAQpVbRs/qeE6QtkW1lE4eaT36wvYlj60XnHQosS0OCkHDInPyp1aVzGihRkPS9rU9qSjxVLd+esO7Rx/7mdx6+eutR2ubW7rev+7UdjpsmXL3/4b//nxz/7yb//189/+ZvPfvfff/xw40W/+c1vGhoaCgoKtm/fPjw8PN/TwcD4Z8EMDwYGxpcx9X9+Ch9vST76dqp3/q7M5T2is21JuytD4SUBDDZeII1bU8qvuC6uvSX6LpT3fPN6M0xU3Syotraesw0WVTUJKhp4x+t4R6/wj1zmH7zI21fL2nWGXVrN21mdvPE4bdleRske+pLSuKwtUfBHMfCGOHRjtGKtpe+coCjE3Ib7yyNF3zZfxC8M4RcFx6c7e/oGx2dghueDEYVriRcRWHkEazO6oMTsAEZWADPLXFxkDhbhU3IJKYsJrMUk9pIYyXI2ukFatDN77cFlH5/aevj87lN1VVc7aht0N7vudd8x3huanHrxw5c//PG//9ev3sd40WeffXbz5s3CwsItW7Y8ffp0vqeDgfF2wAwPBgbGF/Kr3/3hyu0R6Ykm9onr34zhmZXo7E1x7S3O4QuR+WuDUoRBbHFU0XrO0Uvi2g6svGfe9JopOmONFFU3W26PygZhZaOw4obg5HXeiXpe+VX+oUucveeSP65kbatgbTrBXHWQtmwvY/m+xKV7aEt2RKEboxTroqRrwlKXhQqKwkQlYaISqqAohGctKGLnzUaK5jFrzrz2qKOrZ1CcBDM83xG9VlxE5pi1hMieqy8KYGT50ZSLElDvWNgrBgpOyqFwCyLEJQz56mR4vSh3a0ZhKbx8z5KNR9fvqdlzqq7icvul5i5176O+ByOj05/+8Ef/90c/+Y///Pmvf/Grz37/h//505/nOV70+9//vqOjo6SkZM2aNffu3ZvfyWBgvF0ww4OBgfGF/OTnv9nTPCg4Us85eeMbNjxmmct7+Keux6/dheNn+NNYoUhB8u7TopqborNtWJ7bt0u2yxNVN1tMUZVNpMgqwelG/ol6XvlV7pHL/EMXBQcusHfVJO+oYu+oYm+rSFx3lLZsX0J+aULutmhkYyS4Lgb+KBZaH5Gxkpq6zNwVmsIxR4reDBblUyzN6N5mBh1VuJTAhBxdvQJjxFgND6YvEpmTb64vwqeYm9FlBzKz/RmqAEZWIDM7KNESLCKy8ojsPPPG0WnLRLlbMwtL8zeWr9xZuf3oxSM1TdXXOq+19V5t7am/1WcYHBqb/t5nv/3vd/pV/+c//7mvr2/FihXLli3r6up6p2NhYMwLmOHBwMD4Qn7xm/+u6RkSl9/45iM8trKW8bQwth0hZaD+dDZZqqJvOSw43SSuvSWsbpn/d31MX0tvtp6rMS9S1MQ/3civbOBXNggrbghPXecfr+eVX+MfucI7cDGltDp5e0XKpuPJa4/Ql++nlexJXLYvsWR3jGpzJLguSrYmQrKcKiwJFRSFCYvDRMWhZl9kLSiyRIqsBUVfK3GOKlxKSIScPX0Dovgh/EJzVQ8mTF9LbwaLzPEiXHIuLjknkGmNF8Wji2ioP0PlR0N9ExAiKzdOsjQ9f9vi9QdX7ji589ils/WdzZqB6U9++Lu3kS/3l7/8ZXBwcPXq1SUlJbdu3fr973//z+8TA+NbCGZ4MDAwvpCf/+a/zxiezrvhMUtY1Sw+1y4+156y/0xYVok/gxPMSYtZvoVTfllY3cyvbOBX3jC/K2N6TyUw67TN4rbmTnSnG/nWvwqrGoXmH1Y2CE5e5x+v4xy+xD14gb//PLeshrXjdPK2CtbWU6xNx+kr9sUX7KQt+ThOuSlSvjZSviZGsS5atiY8bXmIoCiEVxDCWUJOybXRYotYryuEW4CnKZzdfX0pSeSUHAo7781tML1zpSwmsxZTOEvm3bq8U1EFReGi4lB+AZmTR2LnEVJygxNV/jR4YRzoGw/6J8DBTBTHQCP5eeiyneVnGzS9D17+4Ef/2Df8o0ePNmzYsHz58ps3b3722Wdv9emBgfHtAjM8GBgYX8h//vp3FbrHoqPXvw2GZ1aimpupF9WC040J63aHooWRBWtZB86lnu9MvaDG9N3SRXXqRU3aJU3aJW3aJW3aZW3aFV3aZV3qBbX4fGdqbUdabYfkXEdqTbuoqlVU1SqqaBYeu8E9eIWz5zyv7Bx7x5mkjaeSN51iba5I2XCCueYobdkBWsnehKI98QVl8QW7ZpVQtCcmdytRCFNlxXF5O+ILdtv+K6ZvSIVlcUt2hmeuCuEXhHDn35m8dYXyC8OFxWHCwhDuEjI7j8zJI7MXk9m5JFaORSk5JFYOMVmFT0SD6ZBfnMwzXOIXK2NkFC9Zt3ffqcu3DHf+7Sc/+yrf7SMjI9u2bcvPz29sbPz1r3/9jp8kGBjzD2Z4MDAwvpD/+NVvj3c+EB+5zvn2GJ7KBmFVk+SKHtKOIN2ToHpYdvOBvP0xqB7GhMkizTCoMc5Ja4K0JkhrArXWv+pMkM7ywzmZN/6yPQ/N/6F9hwXpR+U3HzFWHQkVFH14cZ5QfmGkqDhMWEjmmK2Oxe2Q2bmklBxSSjaJlUNm5RCTVcQkJTFJSUhECYkoIRHB0SG/WKl3ZJpvbEZgnEyArj5aXTc69ckXfatPT0+XlZUtXrz46tWrv/zlL7/JBwoGxjyCGR4MDIwv5Hd/+OPNRzPgqeZvUYTHanjAziHQ9lV1vt/GML0HsnVBXyroTdncbJjmRXDXmKL9MeOjY6GSpZRvVePyt+F2woTFobwCi9XhmK2OObCTTUrJJrNyyCnZJKvbISaihESEkIgQmLBZpESYwARxNJlvdJoHVRCagq7Ydljdffe/fv6r2e/zmZmZvXv35uXlnTt37mc/+0qBIAyMDwbM8GBgYHwhf/3fvz168a/KUy2sY/X8b6Hh0RhB9TCkHobm/U0aEyZM70azv+CQbkTe9oi++URo5nIKL/8DyGqjcPOtaWxFIdwlr7qdXEsOW0o2mZVDSsmyWJ0kJTHJ6nYSYQITJjJhUhJCYIJ4uhxPl+PpMhxd5hct8aQKguMz+fCKAxVXu3pvn6k+XVJSfObMmR//+Mfz/WDBwJgHMMODgYHxZfzgp78Ay5uSjlw1147Pv94wPKB6CMs1woTpw5XlF/zDMzxhwqJI8dIwYRGFO1exQ2bnkixuJ5uUkkNhv+J2zGlsZp9DYELERJiYBM+6HRxdhqNLcTQZnibD0eRB8Zk+oewFnnjA3kOOLJ6aeT7fzxMMjHkDMzwYGBhfxk9+/hlyrCnxMGZ4MGHCNC/6MA1PmLAowtyNjWuO6ljcjjW2k01m5VBY2aRkFTEZJSajxCRL0Q7R1u0kQniGAk+X4elyPE2Go8lwCVI8TY6nKQKjRd64SBfvQM+gMN9wLjERyV61e+C+cb4fKRgY8wNmeDAwML6M//jVb1dd1LKP1PEqGt65mcEMDyZMmF7Xh2Z4QvmFEcKScEsa22JLbIeVS55txZaSQ2blkFlZ1qIdlJCEEBIR4lzRDkRMgomJEIEBWtLYaDIcTYanKfB0RVCMyBsX5eoT5BEYGhDFIzBBYiKMo8m9IyQEJrxhd8XMJz+c7wcLBsY3DWZ4MDAwvoxf/e4Ph2/dE5d/azpTY4YHE6bvlj4ow0MVFEaJS8KFRRROvqUhm7lox+J2LN3YyKwsYjL6WkM2AhMmJMJEJkxKhIlMCE9XWDLZaDIcXU5gKIJi07zxMa4+gR7+If4RXDxdQWDCBCaIZ4IEBkRgwkEJCu/I9Eh+Xl2b4bdvY91SDIz3BczwYGBgfBm/+8Of6gbHpCcaU47VYYYHEyZM37g+HMNDFRSGi4pDeflk7mLb3tPWZXayyawcCjublPJqNzZrKzYCEyIwIVISYg3syHF0OZ6uwDPA4DiJDzHe1SfIw48cEMHGM+R4JoRnKPAMEM+A8ExzewOEmIgSE5WBNIiYnHXiQgvmeTC+O2CGBwMD48v401/+2j/5/dzq9pTy99rwGCHdCKQzQZp5eV0zgvop5cAnyp4xSIN5s/dIQ6BmFO55rhp4huiHMV89b1fhPTc8lm5souIwQWEIL9+yqKi1G9tsJps1sPNGNzar4SEmwsREmMAA8TQ5ni7HMxQEBhQUn7GQlODqE+zuS/QPSyHQZXgGiKcr8HQFgQniGRCBCRGYMIGJkJKU5CQlKVlFSs4KZiiDGaqdxy7/9D9+Md8PGQyMbwLM8GBgYHwZf/vb36b/9WdLz6lTjtR9KzpT/2OGp/Opov2RvP2JovMbf13TjsKdD+RVRyJQVcSWa+KWaVj7T++z0whqx5G+Z2jvOKw1gt/8QX146jRBXVNo/wxqGLV2OTeC2jG05SZnQwlZtT6x5om8cxT6568dpq+t99vwULgFVEFRlLgkXFho6cbGWUxm55LYOaTXVtoxtyhIQue6sVncDkRIhIiJMJEJ4+kKPF2GZyjwTAiXkLGQTHddiHP3JfiGJuLpUgITxNNls2EfPMNidYhMhJSkJCariMkqUnI2OSWHzMrFJWYF0NCizcc+/Zf/b76fMxgY7xzM8GBgYPwdfvbL3y6t6WQcuPJeRng0o7D2kaJ2HzWO6hJbFF0+oOwe/UZf13STSMdtWSnk6gy4iHazr38P0f+T+zRCuqfyJo3w0AX2ic70lsegzjTfr6Tvu4yQ7kHmhUbewcvcs72yzmFQYwTVRlA/raqvimV7AG4Uyu5Hss5xWDfvU/0O6hXDQ9t0PCR9GZmTR2HnU7j5Ibaab2/zOW7HsqhoEZVfYAns2PaeZueQWDnklBwKK4f8Zu/pRGtgx1K0A+IZCjwdJDBAHE26KCTRdSHebSF+UQgzOD6DyIQIdJmlXZvF7YDWuBBKSlKSk1XE5Cxzq2syK5fCXhzCziMm5wbQlOiKvf/yo5/O93MGA+PdghkeDAyMv8P//PHPK89paPsufSs6U39twzMGax8qzmwlBLoCAWDY/l5Vj9nwGEHdONo7hXSNgJoR2DCF9j1D+56hfTNo18jnZ75px5CeGbRn8tW3XhNkmEL7ppGuEduNIf0k0vsM7R6D9BNIx6Bsd66Xr6On9CCn4fvKvr83lmYU7pm2bvMM7Z1G9FZL0zkEamdUj0zSynU4wAHAlTAuPlY9+r6qdxLRGV9/TdSMwIZptHcK0dv8U6cR0k8ifTNo9+jcgq2dQ6B2DO55hvZOwNph6/m0PS3P0L4Z1DBqmW3nEKgZgbufoX3PkC4T9Mr5N4K6CbR3Bu0egzTmLU1Ql81+use/NMZlBLVjSO/M3PY9rx3akOV69YzDWhPUZT1Rhtl0wSFQbYS6ptHe2ZlP28RtPmdEqOtZ1pM+bh7bHfB2k5yUdD9T3f1E1T0OG6ZV18/Gi3F2AXHU/Y9l2mfKgZnZWcGvn3Dr3Lqf2Vy7yblrZ3Mjwd2zBziDvH4PDIEa49xx9T1D+6YQw8h3eHXdOcOjaH+cVFoVjq6npi0LEy+lCooo3PwQjtXwcJZQOEso7CUUjlXmP8+THQrlFYSLSsKFxSE8a38Ci9t5pRsbhZ09m8ZGSFTO9p4mzPWehglMEM9QEJgQji7zpSa7LSK4+gQvJDOC4zMJDDmBIcPTZXiarduBCEzIXLRDTlaSk5XEFBUpJYeckkNm51LYeRTOkhDOklBePiE5J4xftPXw5d/89vfz/ajBwHiHYIYHAwPj7/A/f/pL6Y0+9sFr34rO1P+Y4an5mETwBvBo+ME+Vc8oqDFBnU8UNzr5JxpEN4xot1F2uYF9qJZ96Dz7yBVB3RNQP4nqbVPFjKB6GGrSCk9dYFd2SFqttUCaYbDrkfRcI+/IDcHVu6DWaNlYMypvaBceq+VWdKZ3TCEdd8yGxwuqELU+B+tmx7osuGY7lvl1eUZluC+prmMfqrVsdvyGqGkUMYwjOiOoGZU3GiS1VcyVkJ+9i11gZthHpzgnr3BOtIjqH0Aam1dwjQm+2ZtWfZl1vFHc+BRUGyHNMKg2QoYhWV2H8Mg1Xm2/NZQxDGrHFS2GtMrznPKm1KYnCrUJ6ppR9hllV1u5s9M4dIF/5YFCP4V2GUHtqKJ1IK2ymn30gqj+kVw9bvU8Rkg9BLXoBScvsCvV6c1PIcM00mUE6xq4Ryz74Z7tzugYR970PJ1DoHYc6Z1GNX3iE5dmD59T0Z7WNjnntTQmqH1AcraBV22QqifkV+v4R2vZh2p5NbqMtlFQbTRbTfB6g+DYectODtfzLz6A+6eQrhGo89VbRWME1cPSq02i6sMx4lhXwMeVuYJ+oJZTfpFTpUtvH89uOBcvCrYLYkQcG4Xb+0WVl9iHatmHz3NOd0rap1CDrVcxwj2fIPqn0trznMO1lqHL21KbTejtKVgzbHFihmdo54CkxnqAR68Krj9RaEZnTSDUNYP0TCquXeMdtc7/SIPg6mNkYBrRmb6T6YtWw6M1yW89ZpdfoW89lvJxBa+0irX5JHPdEebaI8lrDieu2B+3ZEeMcnMM/FGkyn1WTwAAIABJREFUbHVY6rLwtOURkuXhqUtDhUUhvAKrBcojsxaTWYvNL/1zduhth4mogsJI8dJwQRHF0orNJpONlUNimfPKzEU7ljQ2YhJKTHqlRcHsuqIEJoxnKPzDU9z9SK4LcQtJtOC4dDxdgafJ8HQpni61prG9msmWiJKTLUU7s7EdMjuPws4L4SwJ5RWE8gtD+YW45CUxklUdvY//9Kc/z/fTBgPjXYEZHgwMjL/Dn/7y19P6J2nlDezj9fOf1fZWDI9uAunol+7K9fCKcKelh4D8hcFugJUFRB5pfX1q04hNYGEE0pqQ5spImu8Cx7jgNbfkXSOQbhTWmtDGE+F0XwBY5J1+IrVnAtKNQNoRqPupYFmyp7OLh+iAoPM5qrkr25vn7e/iFpNJzgAX4WzGInCJ6+vMY0G6caj9tuTAxrB0uoebAzCHg1OsMmK3OrN9VNn/vYyDqyghwOv4CYI3dyL6EUhrnbNmXKluTFLGOQG+XtC51LZh2DACaiZU6htMNMYBsHekbmS3PAV7xiG1ERmYkuwpwvkCDuFLk648BbvGFNXHEhaLFuG9bQdZEJyCX3FR2GBCe55BLe2cohg3O8CJf5B1bUzVOwJ2DoOGGajNICyMcbFzcMs4yGl+obyp5m/IDqJ6L5jdi2dkcP5Z8a1xSGu0jWxA+kmoSS38uIiYEuGywGZUx4XuvNUJJwfknSZYawL1k6q6yjgRY4FnUrBU4kdaYAcAAAC48dYxL32K9o5BbRrOylwc2dF+bhf2C/xYeNVxXvMTsHvMNlQC6cYh9VP+0lgf9zdOafxa2pmhJTcvJqSH2HniAiVFBGaEo+PsrHw9RBtpFXcUahOsNYJqE9xjkp2/QJOzfXxs97LQNUoVtbVB0jUG6UYhjVF+rjIBZnotspkcWRV72CDTT8IaE9w9qmhsTSmQB+AAm3Pg7IATUgrOCNuHwS8LVX2oetXwnKhPOnCWd6peVNMiPNMiPNMirG4WVDTwT9TzjtXxj10THr3CP3iRvbeWvecct6yGteUUY91R+or9jKIy2pLSaNXmuKwtCdlbY+CPIjJWhqUtowqLQ/mFFI41UsTJnwsQvaqv7ohC+YXhwuJQXj7Fsqjo53VjY2WTU7KISSprbAd5rSEbMQkmJcGERAjPUPiHczz8Ka4Lg32I8cFxEovVoUnxNKm5JzWeIcczFHgGhGdC5oZsJIvbURKTssjJOeSUXBJrMYW1mMLOC+Hmh/IKqLzCUF4xVVASyi8mc4vZyq1Tn/zLfD9tMDDeFZjhwcDA+Dv89a//2/H0GXq6NfnotQ/I8NyW7cnz9vcCnNydoxWU9RfTLulSq6+yloq9vQDATRy6vUPRPzH3cqkxQb0Tki0Kf3cHV8ZWTsckaJiEOx9mbM70S2e6BpKCQ0URp4YU2nFEPwxdOxoe7e9MgSOPP4Z7plD1oGxvvneAK+Cy0Dkapay/YBlrWaqPFwC4CkO2dSj6JyD9FNSiFayHfLkrYg+2Zd68m9lwV97cKdyR7+cCAMH58RUD0MAU2HpH2niDvTUv0MHNHodGlV0TX9GIL3RJmh+Dr2bHwQMvpCe2h5IAh0Al7eJDRc8UbJhUHFodoohxDIsPXEglf6yTdEyiXeNo2xV6RqSrdzxhm0GmnUD0Q9KDKwhChLTqoqT1TmbDHWlTb8aZfaFUd8CeQVjXIuubRHrHwIbL8YxFdvbRweuup/fMIJpRtOextLqUsMhhQQAaU96PPJ6S7Fgc6A4AIar44/qM5vuyhpsphUVReTvZzZOg5pWmeVDXDHTtclJ++sLU7Uk1+syWO5kNd+VNTaxioTtg7xC/nV3/COoZh/STqvozNFkMADjZB4QGLKlgV95KO9+eem1ApnsG3riekhXt4hXgkbGPVdOjaBnMbH4ovXIlOTvKCfDykB/nXh9GDbbJh0ZQPSxv7Mq4cY4mY7oDvm6cLSnVbeILHeIrA9LOiawb52jySMDO0cE33CNjZ9KxVsllvfhgaQRrkT3g6pS0h9f0GOoeh7om5JWlYTQvR7/EoNXX0uoHpM2DmU33M0/vDIv1sHNLwG/RSLVjiFaXko5ztFvkpTjAr38gbelLO10Vn66M29OU2jmN9kyDl8/SM4iOXiRP9DjvQp+8ZTCz+ZH0QjVdSrQHAhbmnRc1G19LnvwO6A3Ds6+Ge+Ka0DbDtqpJUNUkrG4WVDcLqpuFZ5qFNS2CM82zWbjC042iykZhRQP/1A3+8Xr+sWvc/edZu85wSqvYW04lbyhnrD6UuPpQyprDtKKyaNXmGHRjtGJtuGQFVVwSlro0Im15mLgkhFdA4eabw0QUljlSlGeJFHHzQ7j5lm5swqKw1xYVte3GxsomsbIprBySpWjHpkWBjdshJcHkJJTAhPwjuB7+Ia4+gT6E2KA4CZ4B4ukyXEImnibF02U4uszckA3PNBftzDZkQ2cbspGSs8kpubNxrRBuPpVvju0UUQUlVMHSMOGyUMFSMn/pkk0nx5//YL4fOBgY7wTM8GBgYPwd/va3//f4xY+WX9CmHP0WNGp7e4ZHWpbj5evgItrDqn+ZNTCFdM+gt2fgzpuJIrwzQA0quiQZnLb533QjqJtE6o7HpCxc4BmL29Kn6BpBNNcT6LF4sJS2cW0II8IdOpuumUAMw2nrUrz8KX6La9MNM7BNDY+LsCyl7hPV7FjqtkQxwQUIDSy8KBmchjqHQe040juB3mpjrdsYpiykKovDcopDMgSLFjrZAeKwA2rp7SlYO6W8P5RZuYHg6GlPWcG88BC9/xI1jH9OSYl+Bm1tYOVEOTkt8s6rS20dz77XwwJFhKTc6B3lsQKKE2cX68pD5Z3vSfcvwVEWurHL+G1jkG4EVI/A3dNKQ7/4wL4oZSFVWUTNKqaiSFDIQgcgNEB1RjwwBekmYO1DacVqvJ8jEIBEHhpA7v0AbmhIAXH2joF+JddS26ZV/SOy2uOxvAgXZ09vzpIQdHl0aUNq67SqfxJ5s9FCpxHST6J9I+CNq8yilWHKIqqyOCy3iMyjeTo7O3rnJVy+I++bgPWTqvqa+FTcgkXRxJ135frnqv4ppHsS6ZpEBx+kHVpHcAMWLEoITF9MzVlKVRZRlUvDcpdQRPHuAAAsUsWe6IYGJl8Nkhgh/ZTqYQ+3QOgFBHpKKyT6SfT2DNo1BnVNqa6fjU/FL1gUTdwxKNc9U/VPId0zqvvj6QeWE9wdnPyL6PUPFH2TaJ+encXycnBxChWT0CKqqpiqLKYqS8LzlLgIf3vAwzlln7DdCBvup5Xm43CLHIPjA6Wrwwq20ivugvppZc84pB1Fbt8VbcsLdFpgF5CMky2hZpdY5r94MYkV7gIAAHEZs3YQ6hv/jgV5voLh+RJVNdlKWN0kqG4SVDUJqpuFZmtkUYvwdKPg1A3e8Tpe+VVB+VXBocucvbWs3efYu87wSqtSNp+grzzAXLaXUbQrNntrNLoxVrU5XrkpBlwXJllBFZWECopC+YXhgsIwXgGZlUsyKyWHlJJjCeywckgp2RRWDoWVTZxdaef13tMQMREmJaPEJDgwSugZSHX1DvLGRwfFpuIZIJ4mxyVIcQmZBLoUR8/E0WdjO7NFO7C5IRspWWnbkI3MXkxh51HYeRRuXiivgMovDOUXU/klVOHSMNGyMNGK8NSVYeIVRO4ydf/QfD9wMDDeCZjhwcDA+Pv88Ke/2HytO+XQ1Q/O8Dh6KY5ymz5F9MOg2gQZRhStjQwBzhmICC658qrhGQbVJrTvSerW7IBFPs68Q6Lmu4rKNb5EBWltO2y4wZAzXfFKxuWn8uYLUZEBXrTlCWeNaI8J1M0ZHi/5YW6jzVg3mxhCvAsQHlR8WTI4A3eNgY1t3KJ0/1B/F58AZz+8m3+QayDeNSDAxdlhgV1GxEGN9PYUrB5DBu5Jjq3BO3rah65k1t6BByZfqd6xmTDSZ8qsKAsN8bQLW844e0/VeIiSkLYo42ymwSD8SOruww7brZf3GBLTorzw/NAD9yH9CKwfgdR303asIDPxbr5+zotwrv5BrgHBrkF4Vw9nOyAqMOds6sAUpDFCXeOQ/r4wn+bh4OSReURkGEvfXxzg4ejM3cu5+hTtHgPVY+jt58reocyaOu62pfgwiicp3DMkIVhRmnRlCNLaRniMkGFMfvFCIpLkHezn7B3o4o9z9Q9yDSK4+S1ysndz9C2gX7k7Z3jEOLvAhLBDQ3L1hLWHxBgyeCd1/4pgALBz8XPDEd2Dca5+Qa7+ga6+wW64cJ9Yrm/6ruRzA2DP2GuGB9SMILc17FyuJxDkKT2VpjbB3aOwxgTqpyxNCwLjww49tY5lQvqH0/YsxXs4OgctZdQ/VPRNov3tyYpkT8DB3hvnSSC4BQRZh8Z7hMQvokGEwprUtiGo+1nWvWnoZr+k8gQtJ31hIMEzJMojVBy66UZq25TqXr9gY5Y/ACxwC/TAE92DgufmT4j0iRP5Kw5xr957LSvvO6B/zvB8dVkdkSVSZHZBNS2C6ubZbUSnG0WVDYJT1/kn6vnl1/iHLnH21qaUVrO3VbA3n0hcd4S+fF98fmkUuiE8c2WIsDCEn0/h5pFYOcTkLGKikpSURUpR2ay0MxfbIZoDO8lKUjIaGC3yCgpz9Qn2wkUGxogJTBBPV+ASpGa3g6fL8HQZztyigPFaQzaElISSkpWkJJVN0Y7F7Zgz2UJ5haH8YqqgJEy4jCpaHiZaHi5eGZG2Oix1FZG3/Gr74F/++tf5fuBgYLx9MMODgYHx9/n9//yp9Hoffe+lDymlzWx4PGWHOQ0vbQxPwxcbnmGw6xnadIGRGe4WyA3f05CsovlkbE44/TT30Xha2VJyBCVw+WXBBtibIsCvvi7teQZrhm0Nj6f0IOeGzVg3G20Mzwv09oOMqo14AACASNKOW5l3fqDq/ySr+55kX7HvQhe7BanhtoanfA0OsLPzTos8YpD3vUC/qDO1fga5pRGs4nt6kgkf1aUslwcJIfLuu1l3J2Tnj0fH+S5ET3B2rCHEMbylx1J105B2FDYMgZ3nYsJ8AMDJW3pM1Pd9tP+FqncUvng4lObvAITMGh5QMwJpTUjjsbBoHzufDHLhtjihn703N+LEPVnXNKIbQTq1/F2HEtacS1W/QG+/VPXPZNUfDYt2BoDwRStbIa25+sU81VH0zoBwK7IQAAB7SfSZe+CdT5X9L7J0Ot7qdE8nZ8eF+bTLrxqegHjqgcc2raKNcO+kvPZUXMpCO1960Ko6Scdk1sAM0jONDkxDrZ28LRtoB26mNZveaGdnMTysHI4H4OzC2MBuNEHdU4jOxvAExFH3z7alNiH9Q2l7SqyG54GidwLpNqbvXILDOzuG50YeG4C6p5V900jPtPL2hKzmdNKGHczq+wr1U6ihnrl8b9IRnaz/B6rBT7MMdzN3oR72AEApjq+4l33/mayiLCLWbUGggLC1NVM7peqfQXqm0dvTihuNnI0baeW6jJu2J+07om/K8HyZF3o1UmQxRW9GiloEp5t4J+p5Ry7z9l9g7TqTsr2Suf4IbWlZXM6WSPlqqriYmKwiMGACA8YzYDwTnus9nYiSklW4eIkXLtLVO8g7OCIwRmxeQnTO6tAyCXQZni7F0WV4upzwSkM2mJiIEpNQUjJKTFKRkrPJyTkka4sCCntJCHcJlV9A5RWE8ouo/BKqcFmYaHmYaEWYeFVE2urItDXhaWtDRGuKPq4Zf45V8mB8gGCGBwMD4ytR1jAQV3ZBUD3fnan/EcPzQFG9EecDAN4ZoXt7Vb2joG4S6RiQ7gBdnQAX8V7Wje/NmZCWelqSxwIg2D/vQtqdmTf+K92E9hvTD66nRNgviGD4ABGhqy6JNM/Qnpdw/XkGRAUAf3c/wEOxP+nCqKrHBKpt1uFxAlxEu1nXbcZqvU5L9rQDgvwWn0+78wzpnpBfb0xURHl5ODn6+LoE41wD8B7EUG8K2R4AAIATurdTOjgNq41w96S87jI9zc8ZAABHLyffYDdaLnVfD6wzvRHqMSE9I/JLp2Ppbo7RMe4OoSRJKat9Bu5+Dt/sEq5OcnbFObkD7ry8qPIhtNsEaYyQbhRS3+WvVgTi3R3dvJyDg10DcG5BBJ+wSBd3AACCfeEq8e1py0CaEah7WLpnOSHUd4Gjg6MXwTvrkqR9GDGMgpoxZWcLK0/oYWe/wDPAxS/I1T/Izc/L2dvXk7M6odr4WoQH7pmQ1pyK5QS7Ojk6+ga4BuFcA3BeIRFeeP8FAAA4qeIv3ZH3T8L6KVVdZQzLA3CjUPY8fmVtHM04YrifWV0WGkZ2dndz8vF3Dwx29Q92Cwx2XeTl4kfyK7gguDGi7HrTHBrhnvH08o0hEQ4AACzw8Hfxw3tk7k2+NJrXXBPD8gDcyDbr8JiQgaHUnbmBALDAYzGt7r6idwLWjKMGLf+j3CDfRfbu7i5+QW4Bwa7+wW5BgS4+nq4RqSFltxWaIfjqkfCIIHsHNwdfnKt/kFtAgOtCd+dFIUEllwSNE2jXJNJ9O+3oRhI+yMHdzXlRgJt5/kHBLgu9XIKjglY1prWMoG/2uf7A9S0wPF/DGlmqiczRIWF1s+B0o7CyQVhxg3v0SsqOSsaKvXGLt4ZnLqNwcghJCJ4OEhgQMQnFxWf4EGJcvAM8AqmB0SICE8TRFbgESw6buWiHQJPh6TICwxzbAW0aslkW2yEl2S62k2Mp2uEsCeHmh/Lyqdy52I7Z7YSnroxIWx0pWRMhWReR/lG45KNY+dart+7+7W9/m+8HDgbGWwYzPBgYGF+JU5pHrP1X578z9dc2PCOQ5omi/mristXUZSdY5+8jehOoHYU7H8jPVsQWLovZ1ZR2cxLWDoNqI6QzKdoNgm0bIlXbGUe10s/NHdJPQa1d4r0bqEhBKHqUc+mOomcM0ozA2rsZ1RVxSH4IUkgr78q4NWVpNKwdhTsfWsdqTGu1GeuWQbB9Y5RqG/2IVto9Zm6pDGkeph3aGJ2VS5FlU2TZYUsPJJ/W83esjVp8IKX2ttwypRHIMKxoa2IVrwqHcimy7NDlR1NqH7/W98wi3TjUcT/zxJ6oxfmhSCmzXC/tHQM1I7D2saLuKrNweQhcELOzLrV1Bp79rGYUNkxKa44zihabpxGiXEEr7xYe3hu/eGPC3o5Mw5jVWZlAzbiqry0ZpTsBji6MTezmEVA/Bpv3ox1H2/XiA6UhihzzfsjyxdHbr4hbnyF6E/j6VI1w1wzYZhCWloRBlu0jNtZyqlrZ65ZHFp3mNzxSdI1C2lGkpYP38Ybw4tKU80/lnSOQbYdrjQkyTMHqx5IDG6JUOWRZNkWeTZFlh+R8lHjmkUz9JUsAjSJ9DzNqqmjKghBFDkWeG77turhpTNWutoxV+8Q6lhE2DGWeO8NcsiyypEbQ8lihH4HUw6B2BO55Dja0czcsDlVYhibLciLWnuJdn4S0ZoNnROqvMFevNM+KLMsJUa1iVA7KNFOwzgh2DoFaE9Q9A7UPppatiEDm5k8t+Dj5wrBCPfr5K0R94HqvDM8XWCBrIKhFWN3MP1nPPXCBtaMyce3huNytFF62Nz7axcPfw48SEMEjMCA8E8LTZXiaFJcgsxbtZBLoUlyC1DawY+5SQJxzO0pSUhYpOYeUkkNi58623g7lFcxmsoWauxRY63YiJKsj09ZGStZFZnwUmbExSroJL1izr6btj3/6y3w/cDAw3jKY4cHAwPhKNNyfkB5vZB+rf88Mj+XNewId+EQ1MI3ojQrzijdqI6ifUt5+qewZty5YOQx2DoOaEbj3hWrwOWoYfX3NFss2Q6B2FO55oRp8qRqcQfQmsNM8ARPUNa0cfKkafKnsHp3b55eMpbaO1W0zlmYE7nmhvP1SNfhSNfhS1T+DGMaQvk9sxrLYA0g7gd7+xLrZ9Curi772vqgxQd3PlLdf2ow1ZG7DgA58ohp8qeydgLWvHawRMsygA9Zp3P4E7R5Fep4pB18oe2xna4J0o/ClwxG0RQ6LWKSd/aBu5JX2CdoxuOe5ZSfmk9P72sqtr0o3hvTabNw3iRgmkP6XqttTsNZoPtUKzSjc+0I18BzRD3/+pde+eg4HX6puv3h1zZzPU6cJMliuoGrwpbJ3HNZ8wVidw5B+Cr39UjUwBWuMNhdlGNKPI30vXzne/mmbJDojqJ9E+z+xmdgnc0sMze5ENwr3fqK02Ylq4DnaZfpOup3h997wfJ4FEp1rS72o5hw+T4ULfKPpwckiauaSUEEeng4Gx2fi4jNxNKk1k02Kp0nxdCmebl5XVG4t2oEITIjAREhmt2NtyPZK3Q5nSSi3gMorpPLMPdmWWjLZxCsjUldZYjvp6yIyPorM2BAt3RQt3UIUrq2o02MRHowPD8zwYGBgfCV6xz7NPdOedPTqe2l4ML0TmSCdEW6rpwlI9oCrp+SAsHMK0pq+YyX1mN61PijDIzzTKj7Xzim/FL54hV98El6Qydh2WFjVJDx1g7WzKr5gOzW1gJAIBsemB8el4xIyCHQZgSY1tyggWJcWnW0/bYntJKpIKdmk5BxLTzZrs+xQa5cCKr84TGCt2xGvCE9dFSFZY85ks8Z2NkfLt8TIthJF68809s730wYD4+2DGR4MDIyvxPS//mxjfU/K4Wt8zPBgssgIqoegti7xyUusw02iugfQm62xMWH6Z/WBGB7hmVZx7S3usSuR+Wv9EpKC2WLahr3C6mbR2TahZfmgFuHpRt6B88x1ByORNSQWaqneocvwDDmerrCJ7cBzsZ0klSWwk5JLti4tal4mlcq39mQTWmI74aIV4amrItPWREjWRKSvi0zfEJm5IUq6KVq2JVaxLUaxnSLZfLZ5YL6fNhgYbx/M8GBgYHwl/v1Xnx1su8s6iBkeTK9KMwr3TKN9U9+9BTExfTN67w2PsLpZXNvOO1kXXbLBn84KShHGr90pON0kPndLaNPzWnC6UVDVZK7z4R67lrTlRGzOJjInC5cgxdFktm6HmIgSE5WkZCUpWUVMziYlmwM7udbFdpZYF9spogqKwwQlYYJXYjsRaWsi09dHpltjO7ItsYptseDHMWBpmHT7+Zt35vtpg4Hx9sEMDwYGxlfij3/6yyn1I+aey5jhwYQJ0zeo99vwCKubueVXoks2BiRyApP5sau2CU43imvfsDpvfEpY0yo4dZ215XgUtJqYhOAS5Ob1doiJKClJRUpSEi2L7WTPuR3OkhCO1e3wCkMFJdaebCvCxCsj0lZFpK2OkKyJzFgXmbEhMnNjlGxzjGxrrHxbLLg9Di6NQ3aFZGw7fR1LacP4AMEMDwYGxlflrGEorvQ8ZngwYcL0Dep9NjxVTaKam/QtByny3OjijfxT9eLaW8Lqlq/68epm4ZkW/tErzNX7wyUlhESEwIDNLQqIyVmW2E5KLpmVS2HlUdhLzHU7VF5BKK+Iam7IZu1SEJ62KjJtdUTamoj0dZGZH0VmbIzK3Bwj3xqj2Bar2B4L7YhDdsUiuxRrK3ofTs33owYD4+2DGR4MDIyvyvU745x9V3gVNzDDgwkTpm9K77PhOd0oON0gPNMirr0lPtf+5VGdL9SZFmFVM3fvuYTC0lBhATERISapLO2n52I7eSHc/FCeeWnRYqo5tiNaHiZaHi5eGZ66OlKyOtKcyZaxISpzU7R0c7RsqzmTLQ4qjUfKEtDdkYrSvWc7fvqfv5rvRw0GxtsHMzwYGBhfFc3wC9nxRs7x65jhwYQJ0zel993wvA1VNQlrWvknryd+VB4hX0NKziYlZpFZ1sV22Hkh3HwqrzCUa43tCJdSRcvDRMvDUldGpJl7sq2NSF8fmbkhMmNjtHRztGxLjGJrLPhxHLwzHi2jqfbQVLvDpNsv3Lzzl7/+db4fNRgYbx/M8GBgYHxVhr/34+UXtazD1/iVmOHBhAnTNyPM8FhV3SysbOTuqolVbSaz80jJOXMN2XgFVF4BlV9EFRRTBUvDhJbYjrloJ0KyNiJjfWSGxe3EyLfGKrbFKrbHwaXxaBlNtZuZtTcW2RUNlmrvjM33cwYD452AGR4MDIyvyg/+78/3tAxyjtTxKxsww/NuXuyMoH4K7X+OvrJ06VeUEdKOwvpRSIv1hn4b0oxA+jFY9/eWK/32q3MY1I0j/S+U/ZPWxVvne0pfT5jhsVFVk+B0I3vPubjFH4fwCsgpuSHcJVR+QSivIJRfRBWUhAktdTvhqSstS4uaYzsZGyIzNkVLN8fIzT3ZtsdCpfFoWYJqNz1rTxyyKxbelbHy5KOx7833cwYD452AGR4MDIyvys8/+31111P+4ToeZnjehbRjcMdd6fFdoVJF2Obrqa3TiO6rf9wIdj6R37wrbb4ra3ui6JzvY/kH1GmE9JPowHNl7zikGQbf3SF0GiHDFDrwDO0e+7I1Um89kLXckbY8kHfM95n5p2SEu42ZZysTZHKSdD+r7r7C8KVH/W0UZnjeVBP/0CVayR6qaGkIN5/KL6Tyi+fcjnhFuHilpQO1ZG1k+vrIdHPdzpYY+ZY4xbZY8ONYqDQO2UVT7aFn7U1Q7o6Bd8Yiu1bvr3v+g5/M93MGA+OdgBkeDAyMr8pf/vq/1++Ms/ZdxQzPO5FuCrnVm7E53dkJcM8s5zZ+D9V/1c9ChufQ5bN0ie8Cd1/vxZfEjSNol2n+j+hryAjpH0uvNnN3VaccU2e0PQXfVZzKCOkfZNTWs3fVsCq7pB2zd5HthRiD1E8yS1X+gQuAMFVU+SNEb3pv4zwmZMAoObQK7wwscEBiz92W90/A8z+rryXM8LyhqkbhmWbOwUsJJfsiMlZb63aWhYmWh4lWhKWuCk9bFZG2JkKyNtKayRYl2xIj3xqr2GruQB2P7qKr9jKy9iagZfFoWQy0Mw7ZdeSS7mf/9ev5fs5gYLwTMMODgYHxNeh88pxRepFX2SCoeo8MjxHUTaB902jXCKQdhXueKfufK/t5SDVuAAAgAElEQVSfK/ufIV0jkHpIoTZBhinU+kNlzxikNX5OhEE3gfQ+t372ubL/GaI3QXNDD4FqE6SfRPumEb0J0k9aNu41B2rMm43A3dOozR5Qw+jcm7RuErnVl7Ed9ljo7A2f4jW9RPXDoHoI1Jigrmm0z/qp3kn4zciPdgxs7U49cZJZeiqlulfaPgxph0HNKNw9jfZOwFoj1DU1uwe0ZwLWDoHqYVA7jvRZz0bfFKJ/1SOZVxTtGYc0Rkg/OTeBN7c0H75mFO6esTk/z9Hucfi1xDztGNI7jXaPwdoRuNuyGdI1AutnsoaepJWqFgEOdtHbOa1jqoffV/VOwDpzCpYR1NlMtf+5sncK0RnfGN1ysKBuAp3duHfSZksjZHiRNTzIL+S5A24uwmOphhnVve+pesZh2yuuMYHqIfnlOs7uo4z910X1TyDN3F2EdI2AmhHYMP35F/Hz39dNUNcU2jeF6EyQ7V3UZw3iaUbhntlTN4Ma3syjGwLVr1xEZf9ztHfqc+6ETvPe5m5y1b2xjCMfkRY5Ovksjj8/KO+zGp7OIVAzdxWU/c+V/dOvrx5rvl49r1wv1DAKqZ8q1COwYUrZNwlrjaBuHOl9NndQ+rdrVjHD87mep0lQ1cQ9eJlRsp8qWh4qWBomWh4uXmGbyRaZ8VFkxoaoTGvdDmjtyWbOZFPtoan2xKNl8WhZFFgaC+9q7Hrypz//Zb4fMhgY7wTM8GBgYHwNesc/Fey/xj05f52pv67h0Zgg9WPF9TbuoauCa08hzf30qpqksoqkssrkvTXC60aw9/vZA0PyK43ssoqksoqkPWeSz/TL1KNol2nuDVg3jvS9QNs1wmNVyebNyiqS950TNY0hvc/RLpP53RHqfCC70sQ5fF3cOCpv6hAdqUgqq0g5dEV0fUihHoEMM6rexxlnr7Gse0jac4Z76aFCP4l2GcHOzzM8uiFQPwl3jYB19ex9lk+lnGxPuzmGaF8/TLjzoexaO/90U1rDE4V6BNKa4LbetMqr7BOaTPUEdL2Rc6Ayqawiefdp9ml1hvYHyv4ppaZHdLgm2Xw2jjQJG4xzr9oaE3zTID51hV3RJdNPIc1t7AOnLeftaIuoaURlTjyzTMAE93yi7Hokrb0we36Syiq5Z3tlXZ8qe0YthkEzDLXoBMcucWtuyzqfZFRXmofmnb+dfrkj9fShOJTrBbg6UJCITceSD1QnH20R1z+E9JNI7yTSoRccqLbuvDK5vDm1dXLOaWhMcFtvauUV9gmNVDuN3FRzD1UnlVUk7T6dcqItrW0KNYxAWhOoHpZeui44uTdKFOcGeLnEFcSWnkreV5V8/FZa0xPYxheB6mGorS/1zA1BbZf01pjlLqq/ab6LUMNT6fkrs3fRKxfxc+7AEajjbub5G+zDjWmt4/BNrejY6aSyiqTdlSlH69PanyN9L7J67klOX0ox73D/Zc7lR7B+FNHN7tAIGWbQ3knoRoP5IpqHZh1rlHR+ouydhLWzvwgjcM8M0vUgveKM9Ta7Jm56lH52Z4jfa4bHCPe8QLqGpGerUvZYL9m+68K6J8jtKVhrBNVGUG2EWvXC45e5Z/qlnU8zz1SmlFUklVVwz/ZkdkwiHQPpNXWs8rb0zillR5eg/Iz5oJLLG8QtE6hhFNJ+wa8kZnjenucRVjZyd52Lzy0NE68IEy4PT10ZITG7nXW2bidWvjVWsS3GWrdDU+2hq/aarY7F8ChK49GyByMv5/sJg4HxrsAMDwYGxtfg8Sc/UlXe5B6rn7e+BV/X8OgmkM4B2e5cDy+qaxSfIIz39AZmcQoVRCzbFZOrXBjsvWD2p17RQUtrxY2jiM4Iqk2QfgS8peetL6bEBDk5ALY4UVODi8/xrz1Cu0dB/RTarkldJ3VyDvdKFAXSA50dAAAA7ANjqYeMss5R+ald0YokL1932z0sCErCr7wkajAhOuPnGJ6eCahZK9ycFxzhZ29n/YxzsK/0ML95FNTa5FnpZ1RNN1jKMMDJK2itRnLrGdI9qbp2MoafALgmBEkE/lRvu9kjdAsKkK5JWL2RwIx0tp+di6dj0jJaxR1QbYJ0I6BuXHVpfxgjBvCg4aSioBj83McBbyd6ScxBvUJjhLVGUD0Cdz9OP3k0LpXp4/PK+VmwkLooozTuaDekG4F0o5DWiFZvxVMj7ANSgsVML+uF8Cu8ylxXRCIAr0NRhh28q2pTCzZlB8eHOC+w+ScHHzf2ivjjA/JOE6w1gbpJ1bXjUdx4wC0+OEMcHEe0nz0uex93/jraqTugbgLWGYUrmYu83xgodlX8qTuq3jFrWGMU0jxFTq4LCATsovMYF17Chkm0s1+6K9vdg+oWzSOlp/gEus19PDBx7iK+eQfqZ5StTbwCob1DxEKOKJhOdHae/aS9Z3JO3OodVAnXw9NpbodkSdiuzsz2EfMdCHeb5PX1SbnpQQQ323MAOLi7Mwspm5szbg4jXSOgehTpfZh57mQMl+HpOLuRhwuJ6ZcU5e7s6rhwScIFs+ExwT1G2YVamjTZ+5VL5u5ESgtdcUFsbtigHVGe3UGKjLTzSw5OTfRaaNlooeoUt/XHuS21THkS4BgTkCrGJVKd5g7K2TmxMOZwj6zDBL+dvETM8HyxqpuEp25wtlbFQJvDRSsiU1dFps31ZIvK3BhtzmQDzR2oS+PRXTTlHppqd4Jyzu3Ewrti4Z2yNRXPv48V8GB8sGCGBwMD42sw86N/X3e1i3O0jlfxHhmeO/J9hQsDPQEXb9d4JXVLfcb1gbSaa4mqcHcHAABcHf25+KyjnOt96Zdvij4u8AtYALjwQ7a2ywcm4a4psLmDW0B3twfsvIQh6y8JGroll7vSr9wS7d9ECHYAAO9F2ZXCtmnYMIW26yWbFa7uLoC7r3f6Znq5Nv2qNu1qd+atUbDjUeb+5YS0gvBtjZkdj2StjxRtAxnVuylEJ8CJTd7SLh+YgPST6CuG51PV3ZH0w+tJvgAQkBp1UJPRPqRo7+Jt2Bibs4V1fUShsTU806rmRnZuvIN3IH6DVnJrBumeVNVVJWRGAQtcHAIjfZBDnCp1ZsNtYWkJieoAAMAC9xCPyOK48hbxjT5p1fGY1BAHwNOVvV/Q+hQyjEG6cdXl8kheCODo6RrBxa84LzinS7/alX6hlo4kuzkCdmQk4eyQQjeJ6I2Zh1YRKcCCBYE+gt0pF7VpV7skl3XptTXxkhhHALAPy0k4+0ShHYd1JrRmJyUBB9i7OUelhmxqEF/USS5r05seyVruytsaWSvlCwEPx6gV9JNtafVdadcGpJ2T8LXLyUWQv2wf51K/7NZDWesjqK2NXSx0BxydaKWcG4+g7jFIN6mqOx2XHmk+WG/4AKdKnXG9L+1oWSTb1wFwd2bt47c+hQxjipZ+aetVJsryABa6sbelnOtMu6ZPqxuUtg9Bs8U8ZsNTsSmY7OhEL2Ze/AQ2TKKdg7K9+T4BHoCLj0u8irqlLr2uT3K+kbNGtmghALjwKeaL+DmGZ1rZelOwQujg4LTAK8Bd+BHt0M3Mxrup5Qeiud4LAABw9HPGg2GbLwgaBzPPX0ou5Ls4LAAIS+lnbkP9E7BhWnHhdILQ3w5Y4EAojD3cIr5ukFzuyrjSwF6FLHQGAKdYyscdGepppHdaUXs4hukGAO4u3B1JlR2S+i5JXTt301JSyCJHexfHhUtoFwflfZOwYVJetSeC6ePoxwhcdU3ScE/R/lDWNiS/UB7D8bV3CA1Y1ZR+axQxjClr94QyCYCdq3OkkLLhhuiCTnJFm974QK57ltV4OSmLAdg52y8iemSUJp+4lXljQHKqPE5CdgQc7KM2p1x9APW8lQYJmOH5YlU1Cqoa+UfrktYdj5ZvDBeveiWTzbzYjnl1UXMHauVuZva+BOXuOJvwTgy0k6bavelY47/99Ofz/YTBwHhXYIYHAwPja/DTX3x2UvtIcPQ699Q8ZbX9Q4ZHtjfP28/eSbArpf7TrIEppHtG2T8CNZSHkX2BRYrwQ32qey8QwxR6ewZWtyWK8c4ANajoUtrgC7T/SeaZnSE+jnae4ohD3eDg95TdE4hhAul9jhqGFSdW4YKdAKIq4vCgsu+Z8lZX2kfpLt4unmiNsPXT7IFJxDCBdI1BGnNZxZRSp+dv30KVqsjSbLIim5wh8ce52wPRwcUX0wan3zA831P2jSquXWRCTE9XVw8GRJTmh607w6sfU/ZNIq/1JJgzPEE2hqc6ThS8wC+WvOcR2PVc2TeFdD/LHtRziwRuC4LcFNXpmgnlwAximFLdH5PsLgh2cnDGr2A2PVb0TMC6cdXlYxFJ3nYkUXTVC7jnmbJ3AjFMIv2fZt04myBaBHiGBG80SNXjyp6bTHG4M+C3EKlI7XqB9kwh3RNI9yTS91LVcp4uwds5Eb0K6jPaR1HDKFqzkxTlYhcKxlTNoL3TaM8kYpiAdSZIO6l6+CC1dLE/4O1E38FpGkbvPEO7RiGNCdJPob1GxdXahOwlFKmKLM2mQFn4pGgPR1dH30Latbvy3glYN6mqq4oRBCzwT6DsfQwaniv7JhHDlOr+ePreYpyrgxNuOaPhoaJnHNFPKR/28YpTvQF/97TjYs0YOjCDdr1aMzNneJxeMTy7c7187V3Ee1k3Ps0amLLcMJr2xFSCCxAaWHgxdXDqc4p59NPK1jZecbKDp49vcVNax8usgUmk+7lq8EH64WUBzt528VtSrj7NuvscMUwp783ILxyOoLg62kkiyvWy28+VtweFG1BfwNEpalVyvREeeI6a78C+76m03aINqZ6uTnbsspSLQzmP7vBXZi4EXJwZm9hNo3D/M7R7AjFMqe5PSU9tJfuaU9ruyPunlQM93EKxj72jA4GDl2ZT5NlkaRZZmhOCKIKjguwBJ/v4bdzGJ3DfpOrcXkqsmx0lI7pyCrG9XvopVeOVRChsgTcJt7lXpnuR1T9pGatiG8XX0dFDFXtuYK5eCDM8707VTYLKRm7ZBXrhgSjphgjJusiMDVGZm6JlW2LlW2MU221XF2Vm77PNZDMrUrEjMWdf1Y2+X/76d/P9hMHAeFdghgcDA+Nr8Ls//LHh3oSk/MZ7aHgcPTL2cxo+RfTDoHoE7n6qaK2KDgm0I+VEHhvM6hkD1SbIMKJobWAIcM5ARHDJFcngC3TgYcbpzURXV3u/goTa++iDZ7DGBGlNkH4K6R5DLuwgk9yBQAV1X5+y/7nZ8Lh6u/kuuShqfWntsWYEdSNgR59ofRYu0tdlUZBrMNWDQPYghniQyG6eTnZAAn7pZcnnGJ5PEN0o0vdcdXtMfrVDdHBLSCLNJyTckxTuy1mVUPMA1JjmyiS+yPAIg+2CaOFHjDL1BKw1gupR9E4Pf1m6jz3RY/GVzHYj0jUCqk1I/xPxjsVBzk4upNWJtoYn0ceOkhZb+wO0ZwrtMkHaEaj3+1k3ahJEQYAHMWC1JrNzTNl7g84OcQQiAkoa5PefIfpRSGuCtCNQ9yfZ2sYUONLOAeeeczGjbQTtHkNrdhIjXR2ilLTaF5BtSp56FB0cEG3N8gO8nRilnIbHcN8ErDHBPaOyc1U0aayH7yIXP6I7IdSDQPYgUz2C/Jzt3Z0CS+jX7s0ZHn6gXTAz4qhJppmAtcOg2oT0P03dmR/s6uRMXMVsfKToGYc1o8ignpMv9AIC3CXHxZ1GuHscfq1R25cZHkcv+WFuo/kuMkGGEcXNRoYQ7wKEBxVfTvtSw+PotSh4zS1J+3NEPwyqx5Db9yXH1xHcFzlw93CuPM7qGQXVJrhvJPPMvjCyq6NjZuSxLtnt58rBXv4amQ/g6ZJ8QKgZRQYmLXeg4YWq+05GmdLH3QVgbEuqfZL7uJ9bLPYCvFy5+4SdY3DvJKw1QZox5f0ZWdUOiq3hua1jLxZ6A/b2PkSv0DBPIsUDT/bAk91xIV7hDL8kiJBfLW4dgrsnVOf2UmLc7cMVCWefvZpCOa1qvJIIhtktDKXsvCPtnEJ05hNuTC/fSPZ1cvLOiau9jRmeb0JVjYLTjbxj9aytZ2LRHRFp68xuJ9qy3s7HcdDOeMRct7MnQbn7TcMTIf+YlXdAe2fsz1jHAoz/n73zjovqyv/3BYYZeq/SpffemRk6M3PbDJZobDF2jRobiL2AgoAKWEHK0GF6o9kL04GhaMqWbLK/3f1uzbZssmn7+wNQbBGNSIzneb3/wsu9d87cF+c+nnM+5+cLEB4AAPAcfPvddyLlvbRDdYkl9bNTqO1HCI9pxt6EunsPhKfpRICng75rrt/RHtaThWcYkwzCdbUxmS6GkLVZ0vaY81cRiQYRaDHeDdqJvZ5htgYQ0SxrX3zdICbR4e3CceGxWXiG0nx3UnjG5arEz5EEQZa2CyrSej5ido2xpHLGyZ1uPpYGUOCcJwpP08csoYi690DQ4qMpbDXaNYZ3j81rqQhJtIUgB9O3LtE6FQ+qpf2A8DiG+Ry6Q+NoJ4SnT5y8It3SwNVs/rmsNvkPC49/koueqZNV6trgIzIaR42JNHhLe/TCGFNDiOCKhZ69wxANYqJb6VsRB0uIYJc9d3dHDk+FCNWIQIU3NsYsTDI3hQzmZPgVXqXztJhQOSE8/nhYxcgThccW0jOYwwo92UcXD6I8Nd4nI29iWEEQRKQFn7kJ933A7BrL5XUmvEM2I5AM7Zc9KjxOkb6H+2lc7Q8LT8IisjlEIIWsjqm+zRBqEW7/Q9tx/qDwmOccTKy/92LC47S6Nb1tZEJ4eq5mFK51MbEmJOxOuHCT9SThyenVYdJBWmmBnz8R0vOzXXyK0nwHFasRwQDeKUvdudR+jh5k4Oq0pj6tbYjZM5BzbJu3lx6k72n7VhW1WY5KNKj4dlZZYTAl2IxEmlzDM4hJNdkH13jMJRHcaF57hQzREKtbh0mGmL2DtKpTMWs3RhT30DrVmFDNHBceH3roKd1ThMfLY2dPducgEJ7Zd549F8LmF/hnbpysQL0tGN4Riu4KxXZHsPZE5u4Nw59gO6H4bp+c7YlvHxr64Dez3b0AADMIEB4AAPB89N/7TdKei/HH614T4RnEOH20fMyEBBGTdsXVfjAhPNI7jMYiXzsSZEXzPtTNkk0KT3NteIyZHuRs/9bZ9MvDCFeDim4zLpUExUeaGxsYEI2J1jZESxuSuakhgaBv7WWLH0o4ewsVa2ChDm/np61OJOhD5vhpctP9ER45ItTAnb3Jq3Ic55gaGpsSbWxJVrZGds6W3oFGJhAEeTguOpN+eRgRDuEdsszNGSQCZJJVmNT0q3liPnk9bkM0gEgWhpY2JEsbkpUp0dLWPHZpSMltBk+FPhjhGWY11sVhnpC+ieNabnrHCCYdYtWUBMaaQqZeXvumCM9lYdLieBPIgoRWZt4Xnp7b1K2oHQTp2yyLZN9iyCaEJ4DsoWdoSrRxNnF0IFlZk6xsSEaQHtGEFLrQL19KFyhQoRLmaTBhR+Lq+Y72VgQDPYKFFdHSmmhhTSIZ6JvYGMe+FbBHROepEYEG4Svxk1udXSHINSvk1OjDwqNAJUO0MyXBSZYECIIIZoYWNkaxq0NO3kbOnwqhuBuTDAiWVkRrG5KVrZm7n4WbowEEQSYLw6qv0LsGUcEQq6bYP9oIMvOdu3+K8PTcSd3GtIcgPeulEQ03GTItwlWgksGsEzt9Q431IAgiWRpaWBun7oquuMGUqB8SnuNr7W0hyG9+xJl7qHgI5/TSdiHGRMiIWhBf98ED4WmpC48114ec7BaeSbuse5LwDDObm5MWBkJ6BnbLm9La7o/wXEk/vNwR0ofCtsWdu8mSqWGuEu1WZZfnedlCEJTsc0SQ06tDeQOYpC+jaJunpyuRABmYmBOtbIiWNiRTIsHQmOCZ4LKyOq1JgYrUME+LS3rSD61xc7bQgyB9YwuilQ3JztPMI8HWy93EFIKIWEhlL717EOVpcYk0NX+16xwnQxNDooU1ycqGZGlDsrEmWpgZ+1I9dwpzOjW4WMM8vcvVA4KcqUHlw48WyWg4G5nhABFsXbZ2Z3dOjvD0KDIOr3YhQpA+I7Cih949CITnlQkP5VBN9MqjQfC2INrWiQrUaF4ovjsid08ka2/oU2wnBMv3Z+zCNpX/9v/+Ott9CwAwgwDhAQAAz8fAL3+Xc6Q+sag2ZVa69ucuS61CODcZZ06Hvbs+pICd3jKI8OUwV4EI+hntHUnr3/dfW5544TomVMJcBSxQMDoklLztQYt2Rx8T5kg0MFcO8xSIaBATabNLD4QvW+7NXOrNXOrNXO779sGk6luwdHhiNx6+Gu28nFN2LHjFxvAj/Kz2AXRqWV6eBhUP0k4XRb6zYvwMvku2RZf1ph7dG7Y0L7JQmCPRwHw1yrlGO10a8s6GsAPtGW2DqFCLcXqzThz1n7/s/nWDtp2htow8uhUmX4O1S9MP7w1YsS2mrC+Ho0EEaqyZk5K33X/VvoRz/QzO+DIVJSq5knHsWNjiHSGHBbROOcJXwFwFIrqTXXEqasn6oHXnqW13GEI1MrGGx9rAKzOo6EbG0YLAt5Z6M5d6s1YE7zif2jKKSaZsPsNXY7K7cH1T4uYVk/e51Ju1MeJge5ZwFBNrJstSK9C6+thNGwM2lZHrtY/u+MlRodJ+ekN93JI1frnLvJlL/TafSalR4LJRpF1G3b3af95EIwTtvJRS0Z60eX3Qqkpy0y2GUIXw1FhzZ/Kubf6r9yec72dwxz+sAhH1Z1dWRC9dH7T2HLXtDmN8QIyjxrpu55w9G/XWuz65y7yZywJ21aeyFQ9qrPGUMLcfqamJXrc+cGsVlT2ACNQo5waj6lToyvWhe5vSWyeeIligYHRIKXnbgxblRxUJc+4rE/ehrwbt6M4oOhi4YktUSVdOpxbhj8vSrZwL52OWbQnY0ZDeeGf8CURECnpdY8K6jYFvH0+8eIUuViPcfpinRCWjKOdq2r4NgQsmnwTWysANlaltA6hk8EFBbZ4G61Iy2A1xS1b7spZ5M5d6v7UvpvwqvbUzeev6wJWnUhpuMEQqhCuH+SpUOoa0Sii7VvrNW3r/WwvYUJxcP4TwlQhfAfMUaD077r1NARtLUuo0D31ffA3WJqTuz/d/Z1dcxXU6Rz3Z4HLaheq4lesDV5x8cC0gPK8kyUV1ce+fCl+wJ4i2NeihdTt7w1kFIdgTbCcU3x0I50Ww9mw73vSnv/5ztvsWAGAGAcIDAACej7Hf/N/iUx1JhXXJs1KZ+rk3Hu2HuQpYOMTsvceUTdkHkyOHeRqs5y6rR4cJFAzO/R+qUNkYq28UF6uRqdOceApEMsLsvcfqm0zvCPbQYvfx/SWHmb33mBI1wnv8lhSIeATvuf/rY7hYjUpHmX2juGT8Wv0wVwGLdMzee0ypBuH1T24NOfLgon33mF1D2OPbTXL7GTwVKhll9Y7hIuX4HC0GT4PJxlg940MK9z+4EhEPM/vGmFPfzjlyRDSE991j9QyiPDnMVcICLetCoV+0lZ5rSsCJIUT2wbwrP3wDckQ4gHVPaZ++u0ypFn1kxIM/gHffY3XrJnY+feSb4igQ4SB+/wxdg6hADnP6Yb4Gk01pAdkgJtJi3fdYPUMof3xn0vEPe5fVM/Lwh5Ujwimfi3P/QkpEpMMfnFCL8uWP7qIjGMB77rG6hlB+/8Tmp+NPkVSLTH2KuJMPjOThB2bq5+KpEMkIq/cuLlY92KmWo0AEg3jvXVaXFuXLHzyBfC3Wc4/VN4wJlI9MtENldx96Erp1TyiE/Ugb9o7gYhUi0GLd91i995tr8isTaLCuqV/ZPVb38ENfLl/7lO+rn8FTo9Lx503xUIMLBvDee6zeIezhawHhmemknGAn7bsYseRQEO39iZpsrD0RrKfOZJtcwLMzcfGhqpa+f/77y9nuWwCAGQQIDwAAeD4+/dPnBc295KO1icWzMavtuYUH5PnDU8ICLev8Ud9IM8g50f+4hsFToy9tH0kQkOcKEJ7pCU8pO+VQbfSKomD6jlC8IJy1JyJ3zw+ozni8c7ZlrDzWe2fkm2+/m+2+BQCYQYDwAACA5+Mv//jibJcis4gNhOfnHJ4Cae/JqGpIOdmR2ayAuS9lB0kQkBcIEJ7nEJ6YlceD4V1Pq0D9eDwztzLWl/7ysz/OdscCAMwsQHgAAMDz8cVXX3P6R5HipsRZqVsAhOeVhadCxTpcOgDGdkBmNUB4pi88ddHvHA/H8qPm7Z2O7YRgu+dmb1uy69wX//lqtjsWAGBmAcIDAACeG/kHn6LHm+KLaoHwgICAzHCA8ExfeGpj3y0Ox3aHP2m/nSdVLNgVmbt3XwXny6++nu1eBQCYWYDwAACA5+bj//dn2hF2zJEaIDwgICAzHCA80xOeE+yUQ3UxK4tD0bzp2M54xYLU5YW1vBtff/PtbPcqAMDMAoQHAAA8N5/96XNWcUvskUuzUJkaCA8IyJsVIDzTSzE77XBD/KqSYGTXNIVnbvY2bGP5VeXYd99/P9u9CgAwswDhAQAAz83v//rPdeeFSUdrk0/UA+EBAQGZyQDhmVZSjjWk5F+MWVoYgkx3hMcjY+uSXed+/VtQsQDw8wcIDwAAeG7++s8vjnReSy2qSzj+ypfxAOEBAXmzAoTn2aGUNaYXNyZsrgibvy8Uy59WxQJ8t2fG1i1F7G9BQWrAGwAQHgAA8Nx88eXXTTeGGCVNca++bsHLFB4FItCgIg3Cn9GaywqYr0aFGvSZV+EpEYEWFWlRkRYVqhDec92VAhGoJ35XpEVF6hn+UCAgryxAeKYhPOWNGcea4teVhTILpik8gUheRO6e0jrpbPcnAMCrAAgPAAB4br7+9tsrul++dbIjobA25TUWntv0pp7sut6clluM57OL6UcBc+8wWi9n13fntNxicBQwtx/mq1HpGKtnFBerEN7kK51gABWqkbaurLqurLquLPY1ekf/5L8+K8JBXKJFOq9M/G5dV1bddRyrkK4AACAASURBVIZwCO8aQvlg7AvkdQ8QnmelnE0ua6QcaoheVjT9+Wx+9J1Zq453dCtmuz8BAF4FQHgAAMBz8/333w9/8oclpzrjjtS8nsKjREQquK01OsffzCRkzorq9J7B6drFc0U4iLcJ0jblmDk6OK64lNoyios1cLMo9ejh8PcLY09253QoEL4C5mvRzqupe9e5BxINIAiCIMiEOvf9ZlrPIPKMSyhgnopR307Zvsw91Am6j16gA7wpqkKY3aFDZ+JzgYC8ugDhmUZONKYdbohZXhQMT7digXfO9kU7z/QPfTzb/QkA8CoAwgMAAF6Ev/zji7fLOyL2XyCffLWvHS9TeJoiKXOIkIfDonPpvUMzIzxDeBsvdQ2ZaGJku/gitWUM7xpFzpWHkc0hEwfrJbVpTSpcpEK71FkH1rrbQxAx0HlxQdi2wsitp5Mqu2gi9TPOz1MhAg390DsuSVGW6e9FbTscub0wYvNef6qjEQRB5knumzk0IZjeBvJaBwjPNHK8IW3fpZhlhdMv0eaZufW9Qvb/++PfZrszAQBeBUB4AADAi/DFl1+/W8WLOnDxVVemfkHhUSACNSodxnvGmD1jzJ57rCujGKc9Ot3dCPJ2fPv8A+HhqxDhIN41ypw4cozZM4pLtBMrcDj9MF+DyUaZ3SO4SPnQOxlPhUpGmN0juEj1wJ2EQ3gbP3VdqpGFmd2SamrLGC6Uw5x+mHMH5soZnXdgTj8s0OXeGs7au8TZ1Ng4JD9F9ssF2v9beP0uLlbCnf0wV4EItZhsbMr9jOBSLSqYcvX2azmtt+gCHav3Lqv3A9blu7ioLYYWagJBJtEbYtkDMF85IzoHAvIqAoTnBzM+xl7UkLClImLh/pBpb8Ljlr7l8Fk+KEgNeEMAwgMAAF6EL776emdDV+LhS0mvuDL1CwgPT4GI1EhnF2Xbau/kFIfIRIfIDJes3TGV58IyPI0hnynCo4Q7r9LPl4disGNkokNUon1UsgMl1y+/PbNNhQlVqGiIVlUWkZvtQlsRVnaTztGgfDnMlcP8IaxdlJq/yjWd6bOjLaNFiQkVMPdJwiPW4q18ys61Hsjy8JJrOdxBuHx/EE6x9XImGREN7PxtIhIdYpJ8ttSlNg9jYg0qGWbUtiSszHCJS7KPTHSITHRIWOy7mZ3VqULFKnhcY3gqRKB6MIzD12DdH2Rsy7AzgozC1wPhAXnNA4TnGaGWN2YUsuPWnAhlTbdiQTCaF4zlX+i4Ots9CQDwigDCAwAAXoSvvv7mjEyRdZwdX3TplRZqe17h4WlQwW36xQO+oe4kiEiw8rAKirAJirD2CTS3IRro60FQuMuy8+m9Q6hIhzYLKO8mmDm7mHqE2IZF2wZF2wUFWjpb6JMcLejHkmru4LJhrLM5fmGUEWRgmHCE3CzHZGqYI0d7dTkn8ubOgSDjGO/9omzB4IQIPS480mEWuyaa4QYRrOZslmV2jiBlef7ZkZZzbA0NCfrmruY+IdYBoV7rq6mtH7FE3dS85S5u5vpWLpZ+4XYhUbYhMTae7iYWtqYh74Sfv04XqNH7ZQ+4SkSkY/Z9xOodZtTs9fW1NDCOcNnQngOmtIG83gHC84MpZ1PKGlMP1scsLwrB8kOxaRSkxnYHwnlZq4pF1wZmuycBAF4RQHgAAMCL8M233/HkY6zy1tijNT9h4VGgYg2DXR+dNoeoZ2SetCu2RsO8co/VN4aL+lJ3r/X0szaEApyXnE/vHUL4aqTjanbFmZhDzakNdzDZICoaYnb355TtdHckQYR03wM8Wu8Q1jXCuFAaGmupr+/juKExo1OLS4ZZ3IbYeSGGkIPlvAvpbQpMrJq4gScIj47VWBfLCjSwcnN7X5rZocMkg6wbQ1l7ljg72ZimFqbyhlhX7+EiDdalzNyz0s2VaOCF+x4Q0PgDTOkAKhllchvjFoQZQxYmaYUpDbdRiRrhymGeBuN2ZxTt88tmumXhTj4e9ilLgo7wMzuHJ9QLBOR1DRCeZwlPaSN5X23k4kMh01vAE4Ll+9N3rtxbPXD3k9nuSQCAVwQQHgAA8CJ89933d+59uvIsL+7IT3mER4123cw5u9vTwlTPAgk83o1fHUG4cpirRCSDmFgcl+NlDM2dnNKmQngqpJWTeniTe4CrIYGgb2ioTzQyMDImEAz0oFSfvR3ZfUMoV4N13ckq2epmDek7MkOKe9DbH2QXLHOxMyQELos6dwcWaNAfWMPzuPAIlVj3nbQdC50crU1S9qc03UbEGoSnxvoEiUszrSE9PZI5ydzUgETSJxD1DYkGJkYGBAiCDPX8N8XXXENkWoQrhwU6Vltz4uIwPQgikfNiirsYgkFMpgNlqUFe/wDheUYoJey0fbVRiw9Ns2JBCJbvk7N9XwXnj3/9x2z3JADAKwIIDwAAeEE+/ePnm2skMQerf8LCo0Jlclp1SYCXmQEx2G1TY3bXR6yeUWb3GLNPh7Y3RFLcJosWjGAyOf1iSZCvrQFkZkFeHrDpSMSmfRFbCoIXYw72RgYQ1XtvZ3bfEMrtR0SjaJuAvDyESDAzxytSL1VHpLkSLKLc916HBWpMMGX+2AsKjxrhqrDey+R1iJ2xIWFuztzlO8Pe2xe+cU/YeNbnha7ZE1bQnNF6Gx6vXsDX4gIJdfsCB2cfxxX16e1DTInqR7xigoD8dAKE5+kpZ5NL2SmF9eQd5yIXHphmxYJgNN8r8/2zrZe/+w5ULAC8KQDhAQAAL8iX//1ma400bM+5n7DwyBHBINLZlbYty5oIQUZRzm8dii+6kFhYFbftPc8AFxMTPQgKnrPkXHrvKN7dn11Z4GECQZCP07JjCWc51FPtqcWlUfNjifr6EETxmRAeOcxVYdJ+xqXSAH9HAzuyU2yAlYO9GeVQqmAIFigf2jlnXHjWUkhmxrZvX5wUntpYpr++hYvr1inCs32+o72lcdK+SeGRIyIdUn0iNNWJYOBiRtsbd4yddrqZXN5ErWqM3/SOV0Ksx3ZeVptqwq/4aqRNll58POK9gxGFvKzWfhSs2wH5mQQIzw8JD7WsMfVIfeyaE2GsPdOuWJAfgu/m9alnuw8BAF4dQHgAAMCLk1/fHVZwLuVVvnk8d5U2BSJQIkIpNW+Nu7stYWJjToL+nAz3edv8MuYYEfycF59P7x1CBQNwx/W0Q1t9Ym1IBpMbeFp62qQscPY2MzSkeO+5LzxymD+A8m/Ti9e4uJAgCCKFvxNy+g4mfKwY2ouP8MhhrhKV3aFdaopZsGCOB6QHTdlW1MLNDtsbWdpL71SMFyRAxKPI+dMRaVYQwRwi70+uvsWUPGsPHxCQ1yNAeJ6alHJ2anlTxsH6qBXHQvHd0xGeYCw/GM1nrCu9qf5gtjsQAODVAYQHAAC8OCd4N5MPXkoqeYWVqV9kHx4FzNNgPRpGgzi9oo1a0Uat4KbV96NdOqRVlF7Jzai/zuArYG4/zNegkhG0VZhxZvywtrTqHhpvAGZz088Is5pvMR4Mm6hRkQJrK/fzs4OI0e6b2+HuIYT32KAKT4FwbtHZ4rQznRkN1+kcJcJTIJ03aHX81DPczKbbDK4C5slhvpzeJMs425lWc5nOkcP3z8NRoOIRvGsAZnemVU7cErWiLa26my68i4unbPjDU8Id13JqOqmVHdSay7SO/ifcDAjIaxkgPE9POZtS2kQuqIl86+D0h3eC0bz1h+rHfvH/ZrsDAQBeHUB4AADAi8O+NkgvbowvuvTTFp7xKBHRACYZxCSDmGQAE6kQngIRDGCSAVSohDkPjkSE9w8bxMQalK9ERIPY+N6jE4cpEJEabm5LZIYY6RsYp+2Nb9DhwqcJhgIWaDHJICpQIhP3qUSEA5hkAJ262oevQcWDmEiFPP62x1MiwsEHtyQZxMTax/bVmXLY1J1PQUBe+wDh+aFQTjSm5FeHz9sXgkxrAU8gkheM5hVdFP3xL6BiAeANAggPAAB4ca4O//LtSk7M4VdYt+DFheflhadGBddzKg56hwdbBi4OOSpiyAYfExUQEJCXEiA8T01KKZt6jJ2adyFi/r5pViwIhHcFIruaJf3ffPvdbHcgAMCrAwgPAAB4cUZ+84etdbL4w5dSXlkf/1MQnvvhqxGhBn2kUAEICMjLDBCep6ScnVLKTjl4KX5deThrTwg2XeGJnLfnlvbD2e49AIBXChAeAADw4vzh838daL0Sd6D6jRQeBcxTgqUyICAzHCA8T05KOTu1rIm6/1Lk8qJQvGBaFQvQ/BAsn/neqeGPPpvt3gMAeKUA4QEAAC/ON99+V8y5EZZ/9s2a0gYCAvLqAoTnqcKTVtZM3X0x/K2DIXh+KPbs4Z0gJC+cVbCtuPk3v/vzbPceAMArBQgPAAD4UZwW3QnNO5NS2gCEBwQEZAYChOcpKWdTShqTtp0NZU5reCcU3x3A2Bk1f29FU8/f/vHv2e46AIBXChAeAADwo7h0WZN0sCa5GAgPCAjITAQIz5OTUsamFjeRt58NYxaEoNMSHl/6jtgF+8XXBr8FFQsAbxhAeAAAwI9CpvmQVdYaX/iq6hYA4QEBebMChOcpwnOCTT1an7K5IoxZEDK9ER4f2vbExYfAAh7AGwgQHgAA8KNQf/zbdRdFsYdrgPCAgIDMQIDwPCnlbGppY8qe6ph3joXiu6dVsQDLD0Tycrec/vQPf5ntfgMAeNUA4QEAAD+KX/zuL3tb+pJeWWVqIDwgIG9WgPA8ISnl7IyyZmrehfBFB6czthOK7w6Ad0XN25tX1vbHv4ItRwFvHEB4AADAj+KfX3xVKZEnHah+RXULgPCAgLxZAcLzpJSzU0uakrZWhbEKplOfLRTf7Uffmbzk8CXu9X/958vZ7jcAgFcNEB4AAPCj+P5//6u/rI0pOJ8MhAcEBOTlBwjPk4WHerwpYePpEDR/miXavHO2Z6w8dlV1F1QsALyBAOEBAAA/lo5bwxF5Z5NPNLyK3XiA8ICAvFkBwvOEpJxgpx1rTH7vOYTHM/N9+toTn/4eLOABvIkA4QEAAD+WLu2H6Yfrko7XvYplPEB4QEDerADheVJK2OT9l+JXlYRi09pyNATL96XvWL77wr+++Gq2ewwAYBYAwgMAAH4st+5+sqC8Pamw9lUs4wHCAwLyZgUIzxOSXtqcvONc+FsHp7vlKLwresG+Q2f5X3z539nuMQCAWQAIDwAA+LHc/eyPW+tlCUcuJZ8AwgMCAvJyA4TnsZSzM0qakzdXhrH2TLdiAW1H2opCtvDWf7/5ZrZ7DABgFgDCAwAAfix/+Ns/ykS3KUfrfubCw1MiAjUiUCK8l35yBcJXowLVDJz5Tc34l8VXzv6dgPzYAOF5gvBQjjXGrysPRac1vBOK7/bO3oZuLLup+eD777+f7R4DAJgFgPAAAIAfyxdf/Zd9bTDtSH1SSf1PTHj6Ya4CEQ7iXSNMqRblK2DOwwfwtZhshNmtw0SqR3+Xo0BEQ3j3CC7RIBM/uU1vvUZru8ngKJ7xiiYcxLtGmbJBVDC9VzrObUbbdVrrDXrnrL9c/lzSeYveeo3WduvZXxbITz1AeB5NSik7tagxfk1pCLJrmsLjnr5lSd7ZP/z589nuLgCA2QEIDwAAeAnINB+m7KtJKqmf8UJtzyU8PBXSeY127lLsgVOxJ/hZLf2o4P7rrwLhypFmAbmoIm5vLfniFZivgB8MsCgQ8a2ci03JeyoTTgiyOUpEoMQr93lGOpvGrYg6M4LwnzLOw1PA3H56TWPywRMxR5tSG+4gvB9+4VbAAi2ztiIk09fYPyPouILOVaP86b8LqrGuUVbvMC5SwZw3b14fRw7zNFj3GKt3GBMqJ1qAr0a5N5Hizc4BjhYZO+IujWGCqd/szzJqtGuU2TvyM30MgPA8JjzF7LTD9QmrS4KnJzwh+O652e9vOdY42x0FADBrAOEBAAAvgTt3f5OypzrhFRRqey7h4Q9gwt7Mw0ttCRBkwwoq6sJ7Bib+SaBFubfoe3JtbCAImmOLlqd3DSF8JcKVw1wFzNOyJK1xuaEEyJyUVZrepsQkGubJbS6eevp+zLCK0acKj0CDcG9n70BsrSHIA/U/ehMT/vAUOAUsGGBVlwTEWkB2Eb5HFHSuZnrCo0SE/XBnS/ySZR5ZW8KPiRhi9Rs2I06JCPsZbY1xi5Z65GyPLJEwxGqEK4f5GpR7Ezm60sYeIsasi75472ctPEqEL0d4nYnvrPTM3Bh6mE8XqZ/l2K9dgPA8GkoxO3nnuajFh0OmV7EgENkVs2B/eYNstjsKAGDWAMIDAABeAvc++9PKM7yko7Uzvozn+aa0KVCphtFYG5XgQNSztl1YTm4fxgRymKtExCq4sy0mda65CVGfQCL5Y/6lcoSvQnhymKdExFp60SZPT4KBS6Z/6R0GfwATKvBTO119SISg+eFnPsRkY7mX77H67rH67rG6hjDhQ2tFGO3X6S3XaC036B137t8JzFeikhFmz+Rv9d1ldQ+hAhUsGGDVlAYm2uk7x/oVqRnie7mX704c0z2Mi560sIfTD/MGsCtjLNm5YA9zCApz3SbA+3+V2zfKlGgQ4SDec5fVNYgK5A+m8PG0WM/Yw2NB/TBXgUpGmb1juESN3G9Dvvrh+7zH6hnFxSqE/6yhKr4alQwz+6b8YrfukZaB+QN49yizawAVarGuicNwiRrh9Y/fKiLQYrK7rN7JM/SOMqXaJ1ya0w/zB5hXR5nC0wHOJhAU65EvZvb/Ord3lCkbQrk3kcLVdnMIRgmbYmp/yeoeY01+WcyuwSmjfPcbR4mKh/GHvxpMqEKe8RauRMQ6Zs8ILtagoiG8e/Jb6x3DxWqEr0AEWqxr9P4PWbIB9PEPMt7avc9qbb4GlY4+aJZuHSZUwJx+mKfFeu/m9tWHBdpBkJ/j+nbs9q9y++6ypBqEJ390AufrGiA8jyajuClpc0XYvH3TLNHmR99BW1PC6VXNdkcBAMwaQHgAAMBL4PN//edijzqzqCHxeF3KjM5qe96iBfwBlHst58hSR3tDyGtRYNF1lkwF87UY/zqtdIOTvZl1Gss1OspI391y3rkcgQoVqmCeEusSxrOiTCEbi8ySNLEaEWsR/qTwhLwdVX4tff/77hl0FyrdNR2fu/ZkUo1iYhUQTwnz+tHq8xHvrPDbeIrCHkJ4coSnQERalKfMLNoVzIRdqXRXKs01Nddj2Wly3U1EqssdFx6XpIDDV7OKD/kiqAuV5pqGeS45EFN5AxE8+n/2iHCIweYmbUI90mItLYz19OxMA1JcMmBX2jve2+syTxwNWrDIa21lSp0CEygmR0Ka4hYt80IKosq7Yaka4coRgRbm3Ezft86PsShwV2MGZwARqFDxENp5Nasozx9DXKk0Vyrdhcpwx9dFnbpB4w1hQuVTHYCnQjnStCMFvql0VyrdlUp3SUU83ylKON+PCseHnpQIT45eOh+xfJP/ezWU8y3xqxhuVLorlR6Q15zWosNEalQ6CjdykzexPMfblkpzzV4XtLsjh69BRaqpozSIaIhR1564nuFOibY0M9LTdzALorhkwK45y73zefT2m9jxtXZzCEbJW+Mre6l561ypNBcq3TWD6bP5AqVBOWXJlgIRDqIiTdbxPSEsxsRFU3G3xSXJF2+g0oEn2NGkgWAdsowj+33n50eXybJOl4QtwlwoNNc0xIO1LqrsGp03iLU3xa1Z6UGhuaTCrrQV3juastoUmFA18dDyVahYh3Zezirc4YfA91vbg7Ux+vQtGn8QFSqQ8UVooiGkVUjdtcojgz5xzPKjcWfvYJIhRrMkZUuuV2aCtbWpHmRt7Jvkkg67Zi3y2NyQ2dz/qG2+rgHC83DKG9OPNcatLQ3BC6ZfsWDxrrOq4V/OdkcBAMwaQHgAAMDLQf7Bp1mH6+OKamd2Gc9zV2lTIiI10tEZle5qpOdiN/9kmngEkw7DTe1xNCdDozD3fG7a8Y3uzoaGc3NDK24zBAOoQIOfK/AKsNB3yvQ5fBXhj9f7UuCndrkF2+qb2pi5+xMd3E1dPM1dPUxMIAjSJwQtDjjUgwiUiECD8O5gx9fa20GQ/1sRZ+6hQi0qvMO4VOQf5W9sYEgwszN19zJz8za1dzA0IliwTiQ3DC9klweleumTzMzc/IiOHiZzPM3d55paGEAQBLmleWzj5nQqpr55o+IRem1jTK6PtbsDkUiAICOCtbOpq6eZT7L9qvMZZ4/5e5MgKNZjKwfuG0AEQxinL+fAPHM7AgQ5zVl4Kq1rDOEpUbGKwb4YEmGkZxrpvrmNLhvFhTezTu7zCXc2ggwJVg4mHl5mLl7mLo7GFoZ6JDdjcl7C2auYRPuo8/AUiEgHn9wXSPE0tHEzc/Uyd/c2d5trMcfa0MjEwBf12SNl8JToeBue3Ooy1xMysDX1sCLaOpnO8TBz9XBdfZHS8hFLcjlt71r3uVYGZlamczwtPOaae/iY29mTLJwsYjdG195iCB7M2UMlo/SLtdG4l6WrPdHQANIzNrSZY+rqaeabbL+6kdZ2Ey9Zb+9hTrBwNHP3Jzp6mLl6mc1xMSZCEEQyilkfXnoNEylhvhrhK2F2dQQjysLCnGjjYuEx19zdx9zF3djSgmib5LG1PkM0hD1xOpxQx2xro7ybqgfZkxzMSU52JAcXC08fE1sLAwjSt3J1Tky1dPYiWjmbePpYONmRiBBEcLLOPUmpl+NiFczToMIbWScKvEMdSJAhwcZxsrUdjCwM9Y09TagFiReuoxItKhlkVJaGZfkb27uZeXhZeMw1d3clmTrYpGxJ7PiY0chNWBRk4+VIIhnqQSSClZOpq6eZV5T1oqr0xjv446U4XssA4ZlqO2xyWSPlcEP08mMh8LQrFmRsfa+Q/ce//n22ewkAYNYAwgMAAF4Ov/3L39+p5CQWXkoubZhB53mBstQCLcLrz96N2tlA+v4LQ07pWLJbOWU73V1NjCLei6pSLRTVRdG99QhuVksbc7gaXHqNupJsaeVqjZakC3UITwHzVOMjPO5BVpDFXBtaXnhJNyoZZnYNobUngykuRMjOMv0YVayBRVqUdwc7sdnZg0iMXBF17h4uG4DZ7NgsNyJkb0ktiKu9g/cM411jaOfl9KO7oo62pjUPzqsrC6a6QUb25kmr/Pfx6bxBVs9dvK0xZl6oGWRMCtya0HQbFmuQqa+APA3apcX4Z0P85xjox7tv60SujuESLS4ZQnh30jckWhmZmKXtSWy/i8kG4bpLsbCPJbLYxcfVPgLzLbrDlI1gnV3p2+mWZvbWzBMpLSOs3kHaqSOBISQIcrBOPZRQJ0cvj+DSYWaXmn76qF+wpR5kajmvPKVxEBc+Pi9LA9c2JO4tjjwqoosH8a5hXDbMkgrj50cbQ2am8fvJXCUs1qJ8JX463zPUGjLzsIH3xJ7pRyVDuHQQFagxmTrrwBp3D5KBF+q9X8QQDrG6dXjXPRa3ITY3wAiyNssuoTTeQcdX6Uy2ANajRTtPBc11NDAke+Xx0at3cbEWEw2g3JtI4RoHd1PINtieeSj69FW8a5Qp08BnD/tF2RAgT/sFZzK6BlHJANzUFo94G1m6WyOFSWwVq1uHd40xpf208nWuDkTIlu6zV4KMTw97VHiGmG3c1HVpRGMCwTvTbc0FKluZe+UXeHtH0rIwEz0IIgU4ZOXHVV1mXPkwV3Yj6/BqBztDyCgn4KiI3jOEyQZyyvb7BxhCes426YWJDQq0bwSXDjO7VbTyg76BZnqQpfVbFeSmIdYVRfrupc4mEORADjx2lSG9l3tlkFZRRzlandaqgnkaVDaAS2vDIz0JUMScDc3w5TFcMvhzGdsBwvOklLDTjzTErjgWPG3hcUvfcvAMD5SjBrzJAOEBAAAvh6+/+e7W2K/x4qboI9Xkkz8l4eEqEYESE7REpHoTCX6OKzsYAgHlnWgjop3Du3Vpnfdye+9k7HlnjjXR0GNJdPV1pLHUJ8BMzzFr7t4+XKqaKjyuPkSDoLciLvyS1TWA8pWwQIV13ySvJFtBpuax+5KeIDwfMXtv5ZzN9zQ31bfKDS7tw6+PoFw5zJUjfDUqu8eUDqCiAVZ1aWCirb5zvF+xDpMO40IlzFXiVzQZBUvnEAlGrquiGm8xJJqHh1ZUiEQOd5wO8nM20I9z29LC6B5A+AqEp0L4cuTSMb9QKz2bZLedvazL17OOb3OzifPe2kjdt9wxKMZqXhXt8gdwXU1kkhXJZ37IsR60exTv66HuXGAHGRGD3otnK7AeHcqVwzw5LNThkpv04pUO1kaQ7zuhpVdYMs1jLaxB+XK4sTZ+DW5jZUU0tyRaWBGtbIlmxgaQnVnojgSuYlJ48tz8jQz8c8PPfcyUalC+AuYpYZ4K6xUkLMm0gvT1TexM7O1JVtZEcyuiuRXJ1oZoZABBBMh/U/yl64h06viSCpX2M1pKA7wcDAxTPHe0w92DCE8xUbSgcLXdHAIpYUsc+5N5XRqEr0REGlTSnZgbYgbZ29BKKd0jWNdtWs0RH3tzgr4p0cbB2M52/KJEK2uSzfj4WqTLmjp69+DThIe6mkyysLB7pyWT98t5MhXM1eC9N3NObnMzt9IP3x5fq5x/RYdwlWj3AK26LCjA1BBK9t7PzekdY/Z1U7YybSETUvj7iS1KrGdosrVHmJLrOUeX2VkaQQFrIk9eZfXo0LaOlPeWzfHztQkOM7NzMI1fEbSnPbv5FizUwFwVIlIg/Auh4R4EKNx5bT1dNoDwlT+vIg1AeB5KyrEGSkF19JKj06xJHYzmRebuudh5bba7CABgNgHCAwAAXhpfff3NobbLlKO1icUzVp/6xTYe5asRkS57T66Tjb5x3HsRhWUB4aZEv1WRFVfQrgFENMasOxed7QiZujmubkpel2VjaWPJOErm3UXHXxwfCA+JELwgvGoM4SsRngLmK1FxT9LSBEvIwiLhQPIThOdDZo+cduGoJzPKsgAAIABJREFU7xwTfaN0n/1C+PoHTJkOl+lw6RAmUiN85dSiBf6FyskqbUqs+3bqjgVORKKRx9roJwqPuB9uLwv0dtLXi3PfxkGu3WPKBjGhChGoEPHtjPdybGwcLLJL0xvak95JJYVsiaq8ypJcDIrxtQpaHlt/M2P3YhszT6d3atLah5hCNd57I33vO85EQ4L7qqjqm+jVuxP32fMBk9+VtjXb0kRPL+K9yIrbLKl6ym0oYJ4SlV1OfW+Bk72+vkWQE7bOb+mmwCUbApe/6xEz1xiyMgvb+bDwGBMCmGGVUyvdqbCe3pRVdFuiIcEzzWP+2oClGwKWrPd/e73/2xsClmwMWLYjeGdDRsttWDB14EKFSm4zmo/7u9vrE1K88vjo9Q+Y0kFMPPCgaEHippiaDzCBAuYpEKEK4fHj0EBTyMkWLqd2D2MyOb22LNDbkmDqaZ2yyG/5psmLrvd/e0PAso0Bq4rjT3YxnjgxbIrwOKyoT20Zw4VymKvBuq9nlW31MLcyiHo/puo6S6qBuUpUpso5W+Tva2qoR/E5wMvpHWX2Xk/Lf9vJ0NBw7vqYutvYg9b+kMmTpG5KMzcy0I/ZHlN1mylRIwIt1n2P1TuMtTbHb9gWjFKt7Y0NXeneh7phngYTyxHe2ZAQdwMofM6GZvjKPaZMhz2x1sXrGiA8D0IpY1OL2AmbT4cv2B+K5T27IDWW78/YiW0s77k9PNv9AwAwmwDhAQAAL5PP/vT5ykpO6J5zPy3h4SphvhprPhee4U8yNSe6zbWwdLVfWZ/WrGaKFDBXg3ddSStY4WhuRPBIsfciEoMW+B/sZfZMDmVMCM8OV29Dg8B54RMv65PCsyTeEjK3iN8/RXjec3YnGEYsjzp3F5MOwy38hLd9zCA9A/tMz/UnU043kU+2pRw6HsIIsqDnxZyRL2w8GZhgq+cU43dU8bDwzHcyJJDc1zxJeJSIWAG3XwwJtidARhapmyJL2sjlLeQLffROBSLQ4q1nQxLdLQLSPN4t8A/3cVpdl9aszb2sy9hCnxMRYZezKQwOMYrZHF11FZENIFw5Ih6GG6pjUE8CZGDguygw/xz5dBO5vCX1WFnUgiSiPgSZhHu+35rJ1WEPVc1WwDwV1iOMZ0WYQJChx5KwCkF6rTSzWpxVtMMrykEfsjQL25n4QHh2ufmRDPywsIqpexkpEJEOPnc0KNHGwMjHav6JlEpB1iVx+gVRZr0gZddG33Sqd54gu12FPVRCQIlK5IyWM0F+VgaQmVXm1qgT7ZTyFnLNDYRzEy1abeesT4rfEFN97yHhQQJMIEdbRjm1exARDaId3WlbM60sTIgBiwP2tmbXijMuijJqROnnaqLwZLcFedFnVbjoSXULxoVnVQrR3Nx+Wd1DwlO62d3MUj9iy8PCU+jvY0yAyD4HeDm9Q5h4GK47F0V3M4AIBgFLgwouTLb2iYjcOEN9CDKNmbuzM5M/lstrjHub5RTECtrbkHKam35RlF1W4B1oCul7267lwDwNJlEifHZ4rJshRDBLXB1+rJVc3kw+30Pv6P+51KcGwjNFeMobM4vYcWtOhDILplOiLQTL96XtWHPg0vBHn8125wAAzCZAeAAAwEuGd2cUL2mKPVI9I85T2kA91ZxZI3lO4ZHDPAXaNZC+a7GLLQRBkL4lGlp5lSYZHB/DQSR30QZ2AtNVH4IgyMRq3onkRh3z/mKVceE5ud3FS1/fnzW5D8+k8LwdYw4Zm8XueyA8JZucXPQIYUsjz95FBSpUpET43OQNC51sTfWgKZiFOqyoorZoF9SXBcRZQvaRU/bhUWLdt1O35zrq6xFdVj9pSpsc4WkQXn/WibVevtYG4yckuVgsqslsUeBiNSrTZO9e7hZGgiw9rKywiMorNMkQKtRhtSXBqYEQBBk6OzpvFmS2DUyuyVGh0n56U1PsgrfmeBEMpt4n0dUma03IEWlOhxp7fAEPV44IBukXq6MXJNnYPvglkk+aQ0SwGcnUNHj7gxGeUztdfQj6Pkjo6Uc2b1VhXbdyzp2PoOXYOU29NqRn6mSTuTX0WDe9U/loWWe+BuHdzjz2joenxcQNm3harWihtd3Cj6+2dYCIseujHxIeXizsawzZ2dDLqN2DCE+FCBSIQJyyecfcSBdjwkPXJfmmeayvptTJn1yoTTjEbONQ300yNDG2W1r7kPCceM/N2FQvbHN05RThOXPUby7RYGJK2xDKVaHSO/QGdnTufGd3Pf2pFzbysKVtCCmU0To1mEiD8brSd69xm2s59RCCa7T7qipKwwDCVyB8FcJXZZ/a6h1iP/EJCLamrDNpjXKmGBQt+HllvGLBwfqoZYUhaH4oNo0tR7F87+xtB6q4f/n7v2a7ZwAAZhMgPAAA4OUjVIzCxxviCmtenvM0Uk42pVa2p1V1Usobqadb4M47zyc8XDnM0zCaJRmVdSklbPJJaQ6nH37wAq1AebfhRhH5RF1KSVsG+yaD//DELa4caZWlna4nVwqy2qa8R/Ju0y51UEvY1LPdNJ5i/JaQFmnaqXpylSi7fbyYsgLha7FeFf1iB7X4UvJEGlLOXoEFakykRtr7Ms82ppzsyGyeuBbMlSP8fnqDIO1EPfmUJLvzvt09ZnEyJa2aQy2pTS6+lFzWklZ/i8FRIDw5zFMjHZezztYlF9UkP/iwCoR/i1bLoRTXJJ9ozmiSM7jKB2UAOApENIz3DCPsFmrp/fusI1dI6OIxXDrw1B1ROf2IZBTj38w5Vzv5W5fS2ApGe1/m6TpKpSyHK59omdau9IoGcgU/q+2xVfUcJSoZw2UaxqV6csn9q1+iVIlyBPfwp22rylOgUgXtQie1uDa5+FJyeWs6+w7MlSPN4tST9eSzkuz2ycldPAXMvZlzsZVS0pR6oY/On7wBnhbr+QDrkGScfnDR5OK69CYVKhnBhE/ZzYanRDg36bWd5DJ26qVrdM74VRQIv5/RIk0vY6dUSbPb+ie20+ErGG29mRUN5JLOjKabDIHyQWt36+CG5qmtTamU0cVjuFSL8uUTO+0I5XAjL+XBvdVSa64yRHdx4YPnE5Wp6Jd4qeOPQWlTWt2Nicdg9nUFCM/LDOVEI+VAXeTiw9Ms0RaM5Xtmvn+u7cr3oGQB4M0GCA8AAHj5fPvdd01XteQDF+OP16a8+H9nNlJOtVAr2qgVbZRTzYlHz4Vv2jcXXexCpYes2Ulvu4kK1VPfh6b15sTXoJLxJTSPlN7qh7kKRDiAy3S4bAgVKpHHz8lToxIdLtEivKn/pECEA5hMhz0oICaH+RpMosPFmoePVCLiQWx8qcZ4JOO7Q/bDPBUqHnrUKDjju3DqsMfGdh7OlNNKB6eMwPTDfDUqfvzDKhHRwPgiIlSgeKzpJjZ+waRT71OLPvvVecrlZDpcpsOEKkSgQaU6TDKlZZ7chlNOwlMioimXlukwydNF64ktMD4gw9dgUh326FegQESDmGwIE6mQhzSmHxFoMcnD133iM/D4AyN9+EjO+CahQ48aGk+FSnT4+N6jnP6HTvJwa2MS7WNPpnLyyZw85tHPJYc5SkQ0MNkIj+6E+5oHCM9EUkrZ5OPs9H21UYsPB0+3YkF+ZO5eXq96tvsEAGCWAcIDAABmhM//9Z8LXXLKgYsJx2qfbyvS8kbq6da0sxxqRVti4fnIbYf9Fq5yTWM4RCfNSc6ciy8N27iHcrIZ5vTDE/9JP33hAQEBee0ChGf8DyObXMZOOVqfvO1MxIIDIei0KhYEoXn4ppO3NB/OdocAAMwyQHgAAMBM8e8v/8vvH0GPN8QdrUkubfiBvpxysol6uoVa0UY93Uoua4jJLwlYst4tE3NKSHWMo3jksILf3Ra//3RKaT31dGtaVUfmpedfwwMCAvJaBgjPRFLLG9OONMSsKgll7ZlOxYJgND8Iydt0lH3vV7+b7d4AAJhlgPAAAICZRfPRZ6vOcOIPVSeW1JMffkehnGpOrepIO9NJLmXH7ikLXrXdi7HQKY7iGE/1yMkNXLYxeuex5OLa1DOdqZXtlFPNlPLGF63SBgIC8poGCA+bXMYml7OpZU1pB+qjlx4NxaZVsSAIyQtE8kouSf4KKhYA3niA8AAAgBnn93/5e369NH7fufhjtZRTLdSK1tSKNurplsTDZ8M2FMzFFs8hZzvFp85JyfJd8G7U9sKkoouUk82pVR3UyjbKyaaHen0gPCAgb1aA8EwID6W0MTm/OmLh/hDk2fPZQvHdgfAuf8ZOTo9qtnsAAGD2AcIDAABeBf/+77fdul+tuSCI31cV9v5hnwXvulBpDtHJc1KyvHOXha7fnXCoKrWyPbWqg3q6lXKyify0txkgPCAgb1aA8LDJZeyUMjalpJFSUB0xf1rCE4LlByF5sQv239aCBTwAABAeAAAw83z//fe/+Pij9tbW9e+9H0nNcY5IcsnAg1bviDtQkVLaQK1sS63qoJxqIZdN4w0GCA8IyJsVIDzjf/rYlKIG6q5zEfP3TUd4gtH8ECx/wbbK4Y8+ne0eAACYfYDwAACAGeHrr7/+5JNPurq6CgsLly1b9u677x49ckQiFOhGRq7pPtrc0EUuqo8tqk0qYz91MAcIDwgICBCeMja5nE0payQfqo1bUxo2vYoFgciuMFZBXlnbb37359nuDQCA2QcIDwAAeJn84Q9/6O7uLi0t3bJly6pVq7Zv397Y2KjT6f7+979PPeyfX3zJl4/uaJBlHGuIOlKdeKIeCM9PPTwVItSgoskIlD+4OxAIyMsKEB52Sjk7raw57UBt5NKjoXjBdIQnAN4VmbvnbOvlv//zi9nqDgCAnw5AeAAAwI/lz3/+88DAQHV19datW1esWLF58+aqqqqrV6/+7W9/++Ff/PK/X2s+/u2B9svphXVRhy7GHqtNLm14xqY9zy0843s76vDuMabsmVtYgjypAXkqRKxjivppzX3ZDT3ZDT3ZDZdzWpRo9wgm+uHdOUFAfnyA8LDJ5ezU0iZK/sXwhQdCpmE7ofhuP/rOqHl7u2/qvvv++1fTEQAAP2WA8AAAgBfhu+++GxkZqaur27Nnz7vvvrtq1aoTJ05cvnz5d7/73TfffPN85/r+e+WHnxVybqw8L0w4Uhd95FJ8cV1SaUPKSxEengruvJFTdTZ21+HIIy3pjXKEr5jtF7jnDEcO8zRY9yizZwgTKmHOjAkGRwHztVjPKLNrEOUrJi7EV8Od13NOnohekGxmTYQmsDRyR/3yysmNSpinRXjAeUBmLkB42ORyNqWkMWn72VBmQQg6LeHxpe9IXHxw9OPfzkwPAAC8ZgDhAQAA0+XLL7/89a9/LRaLjxw5smrVqrVr1+7fv7+9vf0Xv/jFSzn/n//xxe17n57tUS8/J6QWsWOP1kYW1sQdr0s8UZ9SNrlv6XMKDyIcQtpkqavjzcwgvcj1EafkuFg52y9wzxUVIr5Db6yOQnJds3ZGl3fBEs3MzCVTodKbOefLQzNwN/xQwvkriFiDcOWIaBipb0pcEm0UCnst3hW1dX/41sKQRaiTCwRBEClxX/yFm4hUDaa3gcxYgPCwU0rZqccbKTvPhU1PeILRvGAsf+H2KrCABwAYBwgPAAB4Br///e97enpOnjy5cePGZcuWbd++vaWlRafTff755zN0xX//57/9H35WLlXsaLmyolqSWdoSfbg2+kht/LH6hOK6pNKGtAuC51nD08/ouMXovE3vuMPoHD9YiYiGmD3DuFiDiobw7rus3rus3rvMnlFcrEb4SkSgxWSjzN7xn4/PhVNMef1SIWIds2cYE2kQ0SDeNTb+66yeUaZ0ABU8MoKkQAQaVDLC7Jm4Cqv3LrN7BBerHjonT41KhpndOkykwaSj4wczpQOocJB5XYe2HvOxMIT00n0P97Dkv8rtGcHFKpgrh3lKRDiAdd2/1busnjGmVPvw3SoRkW78wyLCAbxrdMrdTh7J6YcFI6w7WnrVVlcIgmwWhVXdzr3zq9xuHS5SwZ236C2Xs9pVqHQ0t+8uq+/j3GvK7ONbPKz19SA/j+2tGYJhDMwVBJmpvPHCU85OOcEmH6pN3HAqjFkwnSltAfCu6Pn7DlRy//S3f87QX2kA4PUCCA8AAHgCn3/+uVqtrqqq2rx586pVq7Zs2XLmzJmbN2/+85+vuvv849+/GPz1//Xqfl1zdeg9dh9S1plT1kG/KJ2u8PDVKOcG/XRRQO583y3Vqc06VKTBOmSZh3bPRbaEHxNklBWGMjMdY8lOCekutGXhx3ponAG0pT5mxWKXWLJjfKozdb7ne5cyWuSYSA1z5TBfi7ULUwt2eKI7osslOZWlwbmwYxzFMS7VKXWh5/sNGW1KXKRCeHKY0w/z1ahYh7bK0vet90pPdYqjOMVRHONSXeE1USdv5vAGUIEC4cphvhZv6Uh+f4tn7r7YCmHKtsVzqRTHOIrnimNxxa1xK8jO0YGmJEM9goOZf7xTUppT2lLvPA6Do0T5txl15yIXzZ8zcWaqE4Xlu6slo1WFCVUTd9shzTiYPxfZGnFcSDtfFb4Id4wlO8WnOWcuDijozGpXYUIVKhqmVZRFvpViHzLX2ICgZ+xqEZLolJjmlLM+8JAY4atQoQYVKBGeHObKYU4/1vMLhM2OTDY0NPBy29KSwQfCAzJzedOFJ6WcnVraRC6ojlx6NBTfPZ2KBX70HUlvH2oQ3Pz3f756xX+xAYCfJkB4AADABF999dXAwEB9ff3+/ftXrFixevXqysrKq1evfvbZZ999991s393//ve///3nv9/89Z9ffvqXfzUM/ArnK7I7+6e+Dz05gkGM00fLx0yMIGLyrvjaDzCZjtnWQV2TbgDZGdoYEx3sjVx8bALCLOY4GOpBemYOjjGJZg6eRBsP88Awa083U1MI0re1gItTLvXjYhUsHGY2s5PeToYgG6ItydjT29w7xNo32Mrbw9TKEIKsSHHvx1VeQcVahK9FBVczjm728LUkQCSis6eFf7CVd5C1t5uptZEeyc2EvDvxwg1UokWEw6yGM1FwFATZGDkaEZ3mmHkEWPsEOOfuizrSEM3yt/aaQzI0gPQtSM7elr6BluEMt218Rkt3xuZMK3dnYxd/68BQa79Qaz8/CydzfaKtedahhAu3cbEKFuqYbR2Ud9P0IVtDG2OS8xxjN39r/1ArV2cjQwgytLdEipNr+pm993LKDodk+1m4OhD1DfQMbYxdfSx9Ai3jFnkXCFG+Eh13S54G6xplXfkVSyYlb8qy0YNIYVujq64j0hmaZQcCIgfCk1LOTi9rpuZdiFh4YDqrd0Lx3d4529NWFN7UfPAT+dMNAMw6QHgAgDear7766pNPPuHxeAcPHlyzZs3GjRsPHDjQ3t7+ySefzPat/RBXP/0zS6DM6rgz9X3oyREMYJzLtL1vWdoZmmbsTai7h0mHmG281A0ZJFMCwZfmuaEurVkz79qvmVxByuoYM30IIgU5MvYlnL+GXPvFvJ47Occ2OTsS9YiZvgd5tN5BVKhjtrQmr0ggGBmZxy8LPCDO5g6zeu+yegcYZ44HhNvoQ2YOy6up7XeZvdrsYzt8PPUggqc9Uk5u1eJX7jK7xnL7NPSTh3yDzPQga5vFZ8nNA7h0mMWujmUFQ0Qz4+ilIUe7GaJRVs8wJtagggH8ihZpLvZzstE3Z/gf6cJvfsiUDuJiDdx5LaeiMnpfLbnmJtatwyTDzB4l/czBuR4mevqJc3e103qHUOEQs41HXZdGNCEQ/OieG2rTmtW5Vz5mSa5nHFjh7EiADNP8DvBovYMoX8e8oaRV7vAwsjBwXR5eeYN540OmdAAbn6HHUyI8OdrUELt69VzkbfekOLu5wS5L9sVfkDN4WpQPihaAzFzedOEhl7OpJU2JW6pCmdMqSB2K7/bMfD9nTfFv/++vs/2nGgD4qQCEBwB4E/nkk0/6+vpOnjy5du3axYsX79ixo729fWRk5B//+Mds39qz+fq773t//ccfKzxrqUYWZrbLGzN4v8yVKmGuBu+9RavM87C00g/bFlejmH9Fh3AUaLeWVn0yOMjMEEr0KujI6huaEJ4l0YaW9nO29uQIP2ZK5DBXDotGWbze7B10Y0tDInV/woXBeTe7UtbRrSFzo9j8lA411jWITtzSCEt6LefgIlszYyh0U9Tpa6yeMRa7OhrxMbD2cs+/QReMMkX3F+GoUdlt2qXDPo7W+mY5vvv4cM8gwpXDvP/P3nlHRXH9ffguSwcRRBEBewPpvbP0slN2Fywxmij2Fkvsip1eRMVGr9K2FzqKKGynFzXGJEYTTfypMRpLLO/7BxaImkSj0u5zPifHg7Mzd4adyTx+b5GgTClaxPeJ3TTRdpKKigpRRY2opqGorqmopEAAzuPX5vpWNj8XnkXuKlpDhs8/8fxk6WKsrIGckWRmpqUEHMZvKfKrbMIYMry8xjfuq9GqQ4iGn5vHl6Flja/qNiwpyqrHD603NAJAw9JoaaZ3Wg0qaMd5EjhFG8xHTr8SnoScd1tJ+d+FFJ3rvOqgOb753wiPKbbZGNk4f1vyb3fhCjwQyHOg8EAgg4U7d+6IxeL9+/evXLlyyZIla9euPXr0qFAovHv3bm837d34gMIzfG4q6UQ7hSNEGDK87LT/gfVjh2orWK22PXSKJpAhDDFWIgk4Gm08VVMJuE3YVuz/Unjm2ilp6eovLvAuvkArb6GWttKqLlJO5DtSxygpAU00zjWzLfhUjefXM/QUlZUmLbfLrMOqO2mlrZTSVmrFeSqd6bbASV1JUdF1m8OxOlpZGy07xRadTNQZN2ZDuV9RE85+eQpSrKQ2MG3nxOHaBI2AKbtL8NoL1JIWark4KDPJwtpIiaCsaTd98pIw8yWbzJdvmDabNtJAnQgcx63L8+spPCO+zHhxsmKsRBJ4PNbEZIgScJ6wtdj/ufCc9I1dYaQ4hGg4x+JgDfX0BaqgEeeIEYYQYUpQlhDLSTRxGK9pMn1anJgikMNFjWA+SfqP8MRlucdleSTmeR4qJB048aHMxy02yys8y3XlgX8pPMbIBoeZO8OPceAAHgjkJVB4IJCBzN27d+VyeWZm5vbt2+fOnds1LKempubq1au93bT3532EZ9tMrWFEde9tr4RnsbuKprru58k9hCdx3ZghWgSLVT2FJ8p4sroicHkuBpxm6ol8twXuRCKBoKyh4bJo2objbjEZ7rv2maPWCgCAIeRpESWBpc04twXNOGwTaEgECgqTZ5lsOOASk+ISke6+c5dZoBkRADCMNCWM489qwnnNtOxkW2SiwtAxo78u6yk8EkwgDMpImDpaVQFo6wSstQ7PconK9ciuCEjeO0kXAGCkN3OfczLH6zDTe/8Rxy9J6mpEABzHdxeeha7KmhrD56b1FJ4Yk6kaisBxwpYu4ZHiZXV++7eM0wRAYfTIGWG2EZmuMXkeqacQpghlihFGPTk923nTDsuvk1yO1aBMEcLs9VdhmMGQfiI8CTkukSnTQteOQ2aaLlrvuOsQ6WChZ1KxR+J/NR+P2Gy37akOodH/UngmB673mh+Rx697+Ogdl0SDQAYuUHggkIHG48ePL168mJ+fHxYWtmjRopUrV+7du5fJZF6+fLm3m/ZheK8Kz8yhuooa3t0rPB6qQzSGz0n5i/CM1Rqq8FfhiTaeoqEEXHtUeOY5K2oM0bQNHuNoqqHxYjVOFR0d37UWUZWBdAnOFiJ0CSaoD8rKs58123CCggJ4hcKQqSNDNlrHVZEZUpwtQjjNtOwUW2QSUXvsmPV/ER4hwmpAGTU+4XNHG2kRny/7aTpiOSuo6Kxf1MbJTvqqSi/2qz5S2ylEf9IQJaLDuDXdKzxuKkM0R3yR/tcKj7GmEnB6UeERouwmtKiEtAkZqaVE6NqhgeeYjQKMLcG4cpRR57+RqqcPgI67wepinCPpf0u4wvTL9BPhic92T8ix3xo/eeZCQ1KgvrOXISnIeM5yh7BE9/gc0sF80qFCj/15777PbO+4PLf1Ry1n7vqXA3jG+62jrNwvbb307Nmz3n5aQyB9BSg8EMgA4dKlS+Xl5fHx8YsXL543b96WLVvy8/NbW1vv3bvX2037wLyb8DBECKOOnCfwSsr3TK0MLJYgTBFKPxOUxfE8VOCdWRNE75ptWYSw6skF5b6HCknHygIK69Hn85IJyYXVfkcLSAfYvnm1ZJYIeTmGR1vPYE2pf6EwMPWER2KeR2Ie6QgngNVG4csxlhChCxGGEKGLUG4LpawZzS32OpjXtZlHYr7X8SpE0E4RyJ5P9MwUo8U1AWkMUhLdN7eOTH9NJFgijC8OSmF6JZ7wSMzzOMz2zatDWFJM0I4VcH2Snu/Z8xg/gNGI5DC8DjJ9sk+TWeIXJ8v2PFTY7WSFCFNILqr2O1r46rwYQoQuRNlilFsfcKTYs+uMjvL987u2FyEMITmX552U53GI7ZNTC8s7MJ8q/Ud44rNJiSc8Dxd77M+13xZvMm/NGF+Knq3rKFefyTMX2KwPd41O8zpM9zxU6LE/9x2EJybPddVBC9o2c/xfTdE21mfN5xuPXPv1Y62TBoH0R6DwQCD9mNu3b585cyYhIWHlypWLFi1au3ZtSkqKTCYbeJLTnXcUHiHCECIsGc5vwrkvR9iLELYc5zdiHDH68rN0IcKUYvxGnCdFu7/NMyUYrxHvWqOTLkQ4zdQTeS6fmSsoq49YWOBddJ5a1oQLmnBBE85veNOwlnqEIUI5jTj/xWaCJpwnQ/8qDGKU04DzX1+3tNsGvIYXB3q1tCjKbni1Z54cY3UdqwFji59LF0OEvn6yr59X95/zG1+2s8cZsWQYvwnny9/eSBiYD57+JDxd8UjIJR3IJx0s9Eg84RJ+3GLF1nFB00c5eo5y8R6PzrJYuc0lIpl0IJ90qJB0IN8j4W/lJyGbFJHjsCTeDNv0L+ekHuuz9vMNR+AUbRBId6DwQCAHATbNAAAgAElEQVT9jJs3b8pksvT09C1btsydO3f58uVJSUmnTp3q18Ny3on3EZ4PGHYjJZ/hsZIyzNRu/Hqmb2Ezxv74B4WBGbzpf8LTTVdyPPbneh4q9Ewqco1KtV67e1LwlwauviPt3cf600wXrnMI2++xP9czqZh0IP+NQ33c4rK9InKclsaboRv/je1MQzdZh4TtPcp59PhJbz+qIZA+BBQeCKQf8OzZs4sXL+bm5m7ZsiU0NHTJkiXh4eFcLvfKlSuDsJd2LwtPV5hilCV5rUoDAwPzwdOfhad72Scxj3SwgHQw3z0+2357wtTPlxmRgkY6eBi4+U39fKn91jj3uCzSwQLSwQKPxFdDfdyiszx3pTstijFD/7nCY4ZvnhSwfk1U3k+/wP5sEEgPoPBAIH2Xixcv8ni8mJiYxYsXL1q0aOfOnUVFRS0tLffv3+/tpvUmfUN4RChLDMexwMB8/AwQ4XmVhByPxDyvI3TSwXyHHYnTFqwdGzR9pL27gYvPpJD5Vmt2u0Qkex4u9kwq8tifR4rJcVl/xPqz3f84Y4EpvsWKts1+1u5jxTW9/ZCGQPocUHggkF6jtbX1l19++csPb968WVtbe+DAga+++mrBggWrV69OS0tramrqd6vlfDz6hPDAwMB8ogw44elmPqQD+Z6HCj0S81yjUixX7RhHnqnv6DnK2Xtc0AyzJZuc9x3ziytwXXPEYsZOi38q71jRtltQt/suii+qkPf2QxoC6XNA4YFAeoEbN26sX7/ewMBg//79jx8/vnXrlkwmS0lJ2bBhwxdffLFq1arDhw+fPHny+vXrvd3SvggUHhiYwZSBKzzdzMdjfy7pYIHXEbpbbKb113unzFxo5ImMtHcf60mZ5PvlVL/l5pQtVtN3WwaHmVO2vm47FtSt1iFhppQdYUm8n379rbcf0hBInwMKDwTyqZFIJH5+fl3LnIwbNy40NHTNmjXz588PDw8vLS29fv36n3/+2dtt7NNA4YGBGUwZBMLTLR77c0mHCkmHCt3ishy2H5g2e/Uoc5K2oenwifaGlgGTvBaYU7ZYBu+wCA6zoG1/KT/WwWEWwTsX78lt//bn3n5CQyB9ESg8EMin49atWwkJCcOHD++2BCUwMDBITk5++vRpb7eu3wCFBwZmMGVwCc8r80nI8YjP84sqcFoUb+y3arzzTP1pnsPGWg0bZzXKzGei+xfTyOssg8Ospu+yCtlhPX2X3+LEs40Xe/vxDIH0UaDwQCCfiJs3bx44cMDMzGzcuHFGRkba2tpaWlpDhw4dMmTIsmXL7ty509sN7DdA4YGBGUwZpMLjHp/tFpnltvGYzed7zfEtliE7LYPDTJH1k0jzDS0Cho2z1hljoWfsNt5pxrSgde6hCRXib3r72QyB9F2g8EAgn4g7d+788MMPly9fvnLlyoULF5qamhoaGhobGyUSSXt7OxSefw8UHhiYwZRBKjweCTlekTkOy/dbBG9/OUWbBXWbBS3MMmSnOWXLZO/FY+1wvSnOWkYW1u5YSlrGN99cgD2iIZA3AoUHAoH0M/4iPChDiPb+OxkMDMxHycsbfBAKj094tsOiGHPK1jfNSb3VKmSH9Yzd9p+FL9h2nMXh7d2za+HChatXrz506JBMJnvyBC48CoG8AgoPBALpZ/z59FnJt9eD6ELPwrpAhigApu8lkCEKYorJLDHKlnQPxpZgbOkbg7IlGFeG8xowtvRvNoMZtMG5coRR7xydMSiEJyHbPT7HfVeGzdzwNy85im+xCdluSgmbvSX94o83up6Nv/32W3V1dUJCwtKlSxcsWBAVFVVbW/v64gcQyCAECg8EAulnPHn2TPrzrU01rbMZZ2YXn55Dr4Xpa5lVVEM7cZKcVeGdWuqRLCCllHimlnimCDxTS7zSSrzSSrzTS3zSS30ySn1fJrPc6xjb40CBb3qJb0aZb/e/goHJKPXNLPdO5TvsPWYXljjwhSc+2yM2h7Qrw+bzvWbIxteFxzYkzJSynbL6cEV9x+sPybt377a1taWlpS1fvrxr0Wo6nX758uVP/7iGQPoIUHggEEj/4+mzZz/dvH2MX7U3lxlTyIXpa4nIZ+/KYW5JL1qXnL/ySN6iA9mzolMCdh5y3hRn83W01bposzWRU1bunbhi94QVuyev2jN19V6zTbETPls60j3QbM1uy43RFusjYGB65OuuhNtuS3CNShvwwuMeleW5LdV29h5T9K/CYx28zYIW5jQnMpl+5h+flt9//31xcfGOHTsWLly4fPny9PT0zs7Oe/fufYIHNQTSd/gUwvPg8RPpz7fyO68Un78KAzPgU9h5tfy7X366++AT3FyDmQcPHzac/7a2ub2+rROmr0XYdk7Ufk7cfl7ScV7aeV7cfr6+tbO2uaOmsa1S3sKua0ivqItnVu3IE3ydzl58pJgak+UZmT2eEqo1xcJsbZT5tkMWWxKstu233r7fevt+27BEux0H7HccsN9x4OUfYAZpdh502nfMLTbTfQALT0K2e3y2+74Mp1UHLEN2mGE9urRZ0rZZh4SZ4Dui0srv/vHw3z8zr1+/XlVVFRERsWDBgqVLlyYmJtbU1Ny9e/fjPaUhkL7DpxCe/z34M0p0wSn3tGfBWS8YmAEdz4Kz7ifOzCttOH3lxrNnzz7B/QWB9HcePn760617bT/f2RIeazRu4iF+XWxF0+LMcjSRGZhQ7JdQ6BqdYx+RZRORbheV4RiT6Ryb5ZaQ7b4/x31/jntCjsf+HI/9uR4JMIMnA1d14rPd47Pd4rNJCbnee7PsFsaYU3vMWGBB3WoVvN2CtmtVZMG576695x338KFIJDpw4MCKFSsWL168a9eusrKya9fec28QSL/gUwjPzQd/JkgveheeJff2ZC8wMJ8gQXTh52xhbEV904VvP8H9BYEMGLIz0i3Mze/eufN///d/9x89vn3v4ZUbv4u++alYfG5/qXRbUe2a3OoFaSXoAbpzeJb1nnS78Az7yAyHqAynmEzn2EyXuEzXuCy3+Kxef2GFgflPScgmxed67siwmbvPHN9sjr+0nS2WtG1WIbvwrw5L277/73fcw4cPOzs7MzMzv/7669DQ0M2bN+fn5587d+6/7xkC6Wv0ivDAFTNgBnKCGMLpxbUbCkurpU2f4P6CQAYMycnJ5ubmd3777W0bPHny9Mad+51X/3e640dew7fZZ9pjBeIVORWUgwz/uAK/uAJSTK5DeIZteLpNRJp9VLpjdIZLbKZbfJZ7PBQhmP6ThGyP2Bz3ralWM3e+mqIN32xB3WoVHOb2RUx5Xfufjz/wrNPXrl2j0+k7d+6cP3/+0qVLU1NTm5ub//jjjw97FAikt4DCAwPzgRPEEM6gn9lcXH5K3vIJ7i8IZMDQJTy3b99+h888+7/7jx7fuvvgyo3fm77/RdD47eHKhu3FtWtzTy7OKAtOYrpH5djsybDem24fkWEfmeEYndG9FuTW66+2MDBvCikm23NbqtWM58Jjhm+2om21oG53mRuVzqq7d//RR7sL/++XX36pra2NjY1duHDh0qVL4+Pjq6urb9269fGOCIF8AqDwwMB84EDhgUDej/cRnrdz549HF6/dqrtwld94qaC+80C57Ov8k58d5fjFFXjHnCDF5DlGZNmHZ9hEpNlFpneJkGtclnt8NqwFwfRmErLd47I9wjM91h+xmh5mhm0ywzdb0rZa0rbbzdz3dTzj9p1PVHV58uSJXC4/fPjwmjVrFixYsHXrVi6Xe/XqVTg8FdIfgcIDA/OBA4UHAnk/PqzwvM7DP5/cuvfg2u17567erGr9If106z52/eqc6qUZ5TOPsH3i8h32ZVruTrN9MTSoqxbkEpfpCmtBMJ8sCdmk+ByP3en2C2MtaNvM8c0WlC3Wwdun4WFfbs+8+svHujv+hqdPn164cKG4uHj79u1dQ30yMzObmpqePn366RsDgbwfUHhgYD5woPBAIO/Hxxaet3H/0ZPLN+7ILv1c0nipoP7ckcrGbcW181L4gfGFntEnPGNOuERl20dk2Eak20WmO0RnOMV09YjLhp3iYD543BKyvRLyvMPSrefuM6NsMcM3204PM6VsD153/LTswie+NV7nxo0bpaWlO3fu7FrVJz4+XiwWP3gAl2GA9HWg8MDAfOBA4YFA3o/eEp7X+fPx09/+ePjzrXvf/HzrzLkrJ+o7onmitXnVS9LLvkjmI4lFzhHZ1nvSbfal20c8nyaua1wQnCYO5r8mIZsUl+u2Kdlq+g4zbJN18HYLWpjXgvhcgbi3b4se3L59WygUHjp0aNmyZQsWLIiIiKioqLh69WpvtwsCeTNQeGBgPnCg8EAg70ffEZ638efjp9dv32u9/Gt5y3cFws7k6uYIrnBZZhmaSPeIOuERneceneMQkWkfkW4XmW4fle4U83KauGxYC4L5V0nI9ojJdd1wzIK2zYqyxTpkh3nw7rjsqt//6KNVlCdPnnR0dGRlZa1ZsyY0NHTjxo0nTpz48ccf4VAfSJ+iDwsPU4y+Nb34OluPMEQor4Va0UmrbKXwJAj9ff2NLkJ5zZTKTlpFG4Ur/vBNpQsRlhyv6KRVtlN4UhR65qcKFB4I5P3o+8LzOk+fPvv9/qOfbt29dP12w3fXOfJvDpTLNuSfWpxe9mUKn3KQ4RGdZ7c3w2J3qm14un1kumN0pktclms8rAXBvDlucdmeUTmk9Uctg7db0baZUneGJXF7ZejOe3Dp0iUej7d9+/b58+evWbPm6NGjcrn8/v37vd0uCKTPCg9TjHKk2Jsjw3iNuKAJ58l6wXxYEpReGxAfYTF/0ZTZu+xi+GSuBGGIXvytDOM34YIGjPOPAiNCObW+MTHWsxdNmb/NJr4yqFiEskT/qW09Ika5Z4Oysxy+WD511lqbKLY/Q96rojiIAoUHAnk/+qPw/A237z0899PNms4fi0TnU0+2xPIla/KqpiexSFEnXCNz3aJznCIz7SMyumpBjjGvpomDGbxJyHaLzXbbmea0NME6JMw6ZNesjSkNnZd7+7v8zvz+++/V1dX79u1bvnz50qVLY2Jizp49e+/evd5uF2Tw0heFB+M3Bx0/boNNHTZxipahofoIPVXdlxmpNmrSiOCdduH5PpmngtjNFN5HqI28PSi3BS2ocp2lrwYAAFb6CzPIpXKUKepyHnIuzzspzyOR4Z1xisz8G3sRIUwxXs52QM3VAABgiGpIql+B+IPWeaR4WY1/0vrRAACgNmJOEonZjrN6XwYGQ6DwQCDvxwATntf54+Hja7fvfXvtdssPv5Y3f5d8snl7ce3i9LIvjgtCkli+cfkO4ZlWe9Js9qW/nCbONS7LFa6aOmjilpDtFZ/nsTXFem64VfAO0vy4s40X+3XfsHv37snl8uTk5GXLln3xxRe7du0SCATff/99b7cLMujog8IjxkslfrFbJxoAAADB0FHfa8YEZPq4oOnjyLPGk/ExTlNVAQAAgBGW+nMT3DLEOFeCvsEuRCinAec39ghPiv5lM7oQYUkxfiPOl6FMEUIXoRx5t4/IsR5VFzEmkCMFuVYOw1QAUDQLNY2to3DFCFOE8lopfHlQ2Ax9QwCAqd7ctKCKNkpJC85vwN5ctxGhnFrf2FjrOUumLthu+7zC0/VzOc5vfEP9ii5CWTLsDa0SIgwhwhSj3O5n2kQpO+1/ZOv4IepEoD8q9Jgns62H8LCkGK/xr9fn5VmzX1MvlhTj9tyMI3nHklH9G3bCb8A4kr/+Uvp5oPBAIO/HgBeet3HvwZ/fXf+t/sJPTOmFtJqWhFLppsKaL5J5fnEFrhE5blE5XdPE2Udm2Ee9WjIIDgoaeHFLyPaMzSVtOm45c7fznKhsrvCjrjH6KXny5Ml3332Xl5e3fv36ZcuWbdiwISsr68KF3p93DjJI6JvCI/aLC5s0GigQiZrBR0hF38yqvUCr7KRVnQ+uaqPxanwSMmw+d9MdBgBQVLP+zHy/CGFKsZdv83QxymulljVhBTyvpALSwZdheKeeQcvbqSUvXUKEsOrIJ8p8DhV6JgkCmI3Uk81obonPi494HhYEslpwQQPGqkfoQpTXghZxPBY4aAAi0Xj6tEg+ym1GmSKkuDYwm+eVdMJ1kZ/uCADAxGHkna5Hij2TikiHWL65tWTGm0o3TCG54FRAVrl/TlVg4YtrwqwNSOd4HSr0Ol4aUCR81VmOIUJZdUF5JT6HCj2TOH4nzpKf/1U9wpBg/GZKqYycwfB60XKv1JNYdTOSvnOCVk/hodcjLCkuaKdxT/sl07tdnALSoULPQ4WkgwWkJI5v9mnkpUMyZXh5B5VbG5BW1G37Qu8cISZopfKlCP1faABTipedo3LPBKYW9DjoQY5fnhiraMEGUPUJCg8E8n4MWuF5nQePnty4c//S9dstP/xa0/FjXn1HOKd+WWbF3OP8WUc4QfuLXCKzrfemWe5JtYtIt49Md47pWiwI1oL6eRKyPaJzbFccdJoTGZ5ccvePh739TfwoXL16tbS0NDIyMjQ0dNGiRUeOHJFIJDdv3uztdkEGMn1YeMYABSJRA411SZNQX/VbEyEsOV7aSikT+m8LHW2kDBRGqHtEkQrrMZ7kxYu1MDAly372nLFmOgqgO0SijvPo0C02iVVBDBnOESEMGV5R5b07dBRQVyKiUzfusNoWajRJX+nlJwgGur6hVrFlAfRmjCOjsCq8ts4doaOgbrLC6uBZpKIJZ9aj3BY0u8Bl5hQlIngTk8esOeHDaunZnUyEMMVYySn3pYieEgDDzQ2+YgcUSXGuBC/NtwuyUwdAbdpc62QxmSV94WZSSmU5aePsEQAQ1R0m7eb7s5swlhBhynDu2aDUZOvPp+uPUnx5vgTtiSM/2zT1q0VjNdSVwKgXwlOPchoQeq3vvvUWqJ26JuGNLQYq9gYL0wNL5ChTgnIkGK/Mc8sec397bZ2eV3Oi75g5iW7HT6IC2d+WaEQIU4QVMtzDwqf6Og3T+cvBhmoYU022Z3nT5Sjzk/ZOhMIDgfQ1oPD8Iw//fPLzrXsN313nNVxMO9VyoFS2i3l2cXopsr/YaV+2474sl8hs+4gMh8gMh+h0x+iu+bKhBfWfxGW778uyX560eFfuT7/+1ttft4/O3bt3hUJhXFzckiVLFi9eHBERIRAIbt261dvtggxA+p3wvHiHZjcGM7Nsg+2UASDqWE3adzKA2YixxTi/1mv38jHj1RQAADpOYxfF2O857rw7yTkyyXbRLEMjRQAA0HafuLnYj9GAs2R4RZX3rkUGgEAAGkoaqkT1qXroeuvoVJeoRLtVXxhpKwIAgAE+dQcfKWnCiqv8D6c67E32zBEh7AaMWY8whAhTghSdCjie47L3oN1n7jrDAQDjtL3X2O074rT7sNPuDM/0U0GMv/TaeiE8S4JGEAEYZjpqVTfhCbRRA0DVeM4bhGfDZ8MBUFC1m7irS3jEOP+sX9SmCVPVAABA3XPc0kj7qGSXyEPW82eMMlJXGKKuSCAogDGGXcLDbaAUCbzWTR+qBQDBcCRls83uFOc9R132RNvMQ4ZpKgOgo+27ynxngVdaNZklwXgSJD/Pjmo1BACgbKE/c6djxDGnPUed9xxwXBtqZKQBgKKS1QKL/WcxztunzmOKUZaEkpdkTpqqPsrO8Mt4pz2HnfYkOe057ByeYIk7DCUCoGIyfH6mX5HoX0z20A8ChQcCeT+g8LwHT54+u3Xv4Xe//Nbyw6/C8z/RxefjSyRf5VR9fpQ34zAHPUD3iM613ZthtadrmrgMp+iu7nCwHNQX4xWXZ7P68Jzdua0XrvT2N+uT8uTJk+bm5tTU1HXr1oWGhm7evJnJZF66dKlfj1+C9Cn6rfAwpZQqnut8RAcA4rCxYzdV+Re3UPiNSOyaCdM0AdBUtV/plFKPlXZQy9qopa3UsjZqVSv5SLy5nQYBADB5gWVsJaW0Ga+o8t692AAAAkFL032j3cEavKyVUtZGrTgfXFobFLV05AgNAhgyIiTand6GscQot4lS0oJzxN1mea5HmGKU304tbSbv/Ex/NADAYuSXmeTqTlp5O6W0CWeLXzvlD1Lhacb5zZSUeAtvfQCUFKZ8bp1wCi0/Ry1vo5a1Ukrb8AK6+wqfoSqKBGBo0CU8gjYsPdU+UJdAVFFD9pMKLsw6czG4+kJI7Y8h3ArPeVZq6gCYLLVMPDO9ogFlN2LFJd4bcW1VQDAINtlbjdf/MP30tyE134ac/n56TWdIXswUq5EKYLh24D5SseyfppirR+hClNNIqfwmpKZrJ5dCzlz+jJlqjUwhAFVlo8V2uWfI/L8vFvWPQOGBQN4PKDwfjGf/9+Tps//9fr/9xxtlzd+l17Qklsr2sOpW5VTSDjHdI3Mdw7OdIrMdI7O6Fk51jMnoWjIIThPXu3Hem4Vsz8wvkfT2F6jXePr06Q8//FBYWLh169aFCxeuXbs2NTW1qanp8ePHvd00SP+mPwtPJcdlXtBQAIi6k8dtO+nPaKaU1LjN89AlAjDC0eDrUpQtxTnd3sI5LRRWmc+2kGHqKkDBZeLG/ICKdmpFlffuRaMAICpYTtrFD+B3UNjPBQMrqSfnJxiPHq4IFLQCtzhmduDstzebJUMZdf6bQ0Z2TVow+6g/V4qy3lav+DDCQyntCNi7fMIEADQnDltUFFAs6zbPm4xSWR+YunuilsarMTy8RkoBm7QS0RqmrDjMbtyyIx5pFX5pJf7phR5blhjqEQAgaJHDndIbKVwRxm8np2XZ+g9RVgYEnTFDJpjqTJyiNb4rU4dOMNaeOl5dGQAAlKfOsU5vQFh/uz4StwXniLDcHJfV8w2nGA99sR/tieM1hmkQwFC1cUuh8EAggxwoPB+b3+8/unzjTuvlX0Xf/MSVXzxS2bi5qObLZP70JBZ+gOETd8IhItN6b5r1vjT7yPSuaeJgLeiTxS06y2L90UR2/ZMnT3v7m9InuHHjRlVVVVxc3Lx58xYsWHDgwIG6ujo41AfyfvRb4eG0hBSlWmNmREBQ0qOYH6kN4jVS+KUus92HAQAMXMZuqSQzxBi7m/AwG3BulX/0Mn1NdQCsxq7J8a3s6CY8ZuM3031fDbaRYoKzQdnRU4x0FQHQ8PnaLqXzkwqP6Rc2KZIewlNV6bl5jl5P4fHdsWCsIQBDJ+uvYPoXSvFXXcKkeFltwPEdE7rP0saWUjj1gQn7xltpqGhrEgk9Rh0pGLmPooW7pp5CBXKUIcT47UEp6ZYkBWUlQBxpNszGx8DZS9/J81UcfQxI5NE+IZMXxLvnSRGm6M3CwxQhTDGSWWA/x334SAAUFBWNHEY6ehu4eOk7eRs42uoYaBPAULVxy6DwQCCDHCg8n55nz/7vz8dPf7v38Jufb53u/PFEfWdimSycLdxYcGrOcZ5vXL7j3iyHfZldSwY5vqgFvZgmDlrQB4trXJb9rqzNOdUXrvza21+KPsfdu3cbGhoOHjy4YsWKJUuW7N69m81mX79+vbfbBelP9DvhEaHsRkpFB5Vf4bmSpj9MASiN0cIOeRcJMb4M5Yq9vkL0dQDQMtWdl0vmtVD5L+ahpouw0nMUBsd9vp26CgBDEeMdbHJ5G+XfCY+m73r71H8WHr+NtJEGAACLkXNTAvjvJzy5tv42agCoTptrndaIcmQYU4gwRCi/M+T0Sa8N03V7Co//7iXjxwOgaqRBPe5Hl1FLZAhDiNCFKLeNdlIUcHD1GE014vNJCzooZdLAQ3tNTHWIKtbjtmS5JxW57zvqvPeo896jztE5XsUdISfP0QRShF6PMIQorxXNynemGSkpAQXrDfbpnbNlP4RUdtAqXuZ8yJnLM+u/D6lsej6c6c1XRoqypV7LXXU1AdCxGbUwxetEE63yXHDVOVrNlc9Pcpw/t1MEaqpjYYUHAhnsQOHpOzx49OTa7XvtV26IvvmpvPn7rNq2Xay6BakltINMygGGf3yBc2S27b50y72pthHpDlEZTjGvakFwvux3ilt8tktspltk7jb6mR9u3Ont33xfp7W1NSsra/PmzfPmzVu/fn1hYeGFCxcePXo1efeDBw86OjouXrzYi42E9EH6rPBsfz4tNS3JI79zxskOalkbtbyDVt5EKea4btoz1WuihjIAhOE6/rtccqUoS4IyxQirgZqXaO49kQiAwlDLMQuPkvKbKBXnaOXttOp2vJjpsoiiNxQAoDtsTpLHCRmFI8c/qPAEhc0eaUQAwFCXEucjOE+t6KCWvdsYHqyk1Hmmq7YSAJrjhocc9CxsoVadC65qDDqe6fQlxXCSKgBAQdNpStcYHm4jtSDNLsRKCQCg6jJmXY4vr5VWdY5W3YYV8FyXzjWaDAgAADDWMPSYJ7OdWtHgFxc2cQxQUNDQ8Vtt9vV++y1RtpuibDdF2W6ItFm71yqKG8BsopU2YkwhwpLjzCr/fUtH6CkAYDDMa4Xt4YqgkvPU8jZqWTu1vI1WecY3PM569X6nI9UoU4S8rT9bl/Cs9Bw+FAAdS6MlhUGCTmrlOVpFO55X4LF6xqgp2gBoqcIubRDIoAcKTx/nz8dP7z96fPXmXem3PzMkFw6Uyfew6jcX1ixIKyHvL3Lcm2W7J8MxIsshMsMhMsMxJhPWgv5NXGIzSTG5q3NOfv8rtJ134Oeffy4rK9u9e/fChQvXrVt36NAhsVj89OnT/Pz8yZMnk0gkuVze222E9CH6pvBI/WK3dS08CjTHDJliM9zcRtfUWtfUdriZuc4YbSIAQEFtiG3wlK1M73wZzn45ekSElojIRxIsA5w0lQkAACWDaTpm9rqmNsMtrYca6CoBoKhrN/rLVM9CMSqQInQZXlnpteOLEQAAMH7M+iIfVusr4Sk5G5S1b+IwZQCAittXtinn/k54mGKUJcQLj5r7WKgDQCAMVZ9sq2tqO9xiptk+tj+7EevhA28UHgnOESPsZrhjdgsAACAASURBVCwtzhK1UCUCAAjKYyx0zOyHW1hpj9JRNpymMc1SVxEABfMJ23n+7GaMJUJLpejxJBt/CyVlAMAQtbFmupb2wy1tdcYaqg3XVzJz1xsGCEBrxOzDJGYbzm3BmNXeO+cajXkxIfXLiam7/qBkNNQMMf463bOoEWMKUY4MZZ302xE6esIoIgBASVfD2F7X1FrX1EbXzFrXfLyGqiIY5mm4loFzJG+dtIApQlhiLP+IVZDNEAUAgKrqROthZna6ZtY6Y0Yoa+ipDFEnAoKi3nybHCg8EMigBgpPf+TJk6c37tw//9NN0YWfqlp/KBB2RvPFyzLLpyexsER6YEKRR0yu3b4M671pNuFp9lEZjtEZLnCauBdxism025f5xbGSb67Br/178vvvv58+fTo+Pn7NmjUzZswYPXp013uNiYkJm83u7dZB+gp9UHiEKLc5KC3HcZ6Pkau3vp3zCEs7XXO74c9jP8LOZ+qmPM/0WoQhwfgtPaYlYAgRugTjyXCeLOBolsM8bwNbh+EvP+s6a8K6HL+cM5igEWNLUHo9wpBgJTV+iRHTXLwNXedbxgj8mQ0vzESCcuvIJ9JtUIqRi/f4pYlu2f+4OKYI4UgwFttt9YoJDq4jLOyGmzuOsF5qlSAIFDRgf9mSKcZKatyXoSOVANA1G7WSGVAk6ToXlC3DeBVee8OMndxHWtkPN7cbbu47cUmSB13il3TAOsjbyHuJdUJFIEuOMoUIQ4xxGnB2hU/MzqmeXnqWXdu7jKZtd8w4659d6DQXHeNCM9lS4MtsofDqAg/GmnmaqGqMG4rvdjpaRj5R7Z9d4Z9VFZBf4Z+aZOM6VQUAoOMzbgMDE0hRpghhijGeFCk647VzzVQ/lxEWdq+up7njuIXxLqlicnHdPzoAypVi7NPee8Km+bjpWb7YA7LFdj/fLyrMxDNgLB7peuIsmSuBwgOBDFqg8AwYHv355N6DP6/f/qPlh1/5DRePVjVGcIRbi2qXZZYHJzHdo3Jt92bYh2c4dA0Nis5wis1wjs10ict0ixssPeJc47McojK84wvDGPXyS9efwvmX/zNcLtfAwKD74GR1dfXIyEi4sA/k//qm8CD0eoQlxQRt1PI3payNwpdjXCnKEr/l5ViEsCQYtwEvaaOWdf9gC0XQgHEkPcbW00UouwEvb6OWN+Ocnn3P6EKEKcVLW6nlbRS+HP2bYSrdDo2yZJighfLqoE04W9w1KubFuYtQbgulvDOkRkhajg4nAoWR1uO3nwqkSzH2y/ZLMX7Tq52Ut1IEDRhbgnEa8NI2alkzzhZ1a6oIYUkxXhOl28lSSppwjhRjy7CSVmp5K86VoOwmWn6G40xzABSB/jybNBFV+MP0kxeCqy8En/wm+OS3wdzTAZspuroAaLqPWcvABLLnF4opRtlSjN/cff/PjyJoxDkSlPn3E1L3PKnuOyltwnmy5y0vlWN/M8lbvwoUHgjk/YDCM+C5fe/hd7/8Jv32WnXbZbr4wsEK+YaCU7OPcpH9xUEJRd6xJxwjMm33pVuHp9lFpjtEP58mzj0he2DVgrJc4jKdo7O/TC3lNHz74M8nvf1rGQhcunQpMDBQW1tbqxtqamo6Ojpbtmy5fPlybzcQ0sv0SeEZwGFKkOLTAUeSHbZF269dPNZ8FABEVdMF9hkShC39u2md/3tYMgq7nPT1bF01AICimtM8k5XRDluibDdE2G6Ot12zeZrPZGUiAIp6w6dHuee8HMsE886BwgOBvB9QeAYhj588vffgz//9fv+bn2/VdFzOrG2L4Ai3FJ5enVP12TGuT2yB7Z4M6z3pDhGZ9pEZjlGZzrGZXbUg135YC3KLz3KOzXSIyvSMLdjFErZf+V9vX/6Bw4MHD65fv/7LL7/c6Mavv/567dq1a9euPXjwoLcbCOlloPB80qCcJjSfTwq119DoGjmjr2W91OJgBZkt+qeFO/976lFOE1JY6RO12fJzf52hKqAHBKBsYzh7nXkEwydX1G09H5h3DhQeCOT9gMIDecmDR4+v3rzb+P0vVa0/sKTfJFc372Cc/TJZEBRfHBBX6BuX7xqVbReebr0vzTby+TRxXQrUJ6eJy3KNy3KIzrCPzApIZHyVWyNo+v7O/Uf/fBUgEMgHAgrPJ44IodeR88p807g+KTyflPKAfBFWIv9EA1fo9QhLhpe0U/nCwMwSnxRet/B902sRQSu1vAlnixB6r1+ofhwoPBDI+wGFB/I3PHny7O6DP2/+/uD7678JL/xUIOyM5ok2F55ek1s9L1UQtL/QMTzLZk+63b6MrmninGK614J6pUdclmtcpnNspmN0pkt0XvARbkypvOmHG/cfwT5sEMinBgrPp48IYckwrhzjyTGeDGP3Ri2FKXnRgG7hfuQ+dYMmUHggkPcDCg/kPXj85On12/daL/96qv0yV34x63RbOEe4OKOUcpDhF1fgE1fgHpPrEJFhG55uG5HmEJXuGJ3h0jU0KP6DDw3Kco/PcovLcorJtI/KsI3IJMXle8XTF2dX54svXPoFzjoNgfQaUHhgYD5woPBAIO8HFB7IB+Hp02f3Hv558+6DH2/83vDddW7DxcOVDduKa1fnVC1IK6EeYnpE5drsSbPek2YfkWEXme4Uk+kS9yqucW+dMrvbbNpZbvFZrnFZLrGZLrFdZZwMh6gs2/As+4gc9BBrRV7NLo6E3fDdt9fv3H34uLcvCQQy2IHCAwPzgQOFBwJ5P6DwQD42N+8+uPDzrTPnr3BkF/POdBwola3Jq8ITGV4xBZ7RBd6xBT5xBR4xeU6R2Q4RmXYRGbYR6TYRaV2xjUi3j8zsil1Epn1klntsnk9CkW8CPSiR+XlKyer804nlzfymH1qv3OwL/dbuPXpSc/kG68JPvG+vwcAM7HAv/sz79lrd1f/de8u0h1B4YGA+cKDwQCDvR0pKirm5+Z07sOcP5NPx4NHjX+/88dPNe1f+d7f9yv/OdF4pabqUU9cRxRNvKz6z9sTplbmnVuaeWpV7akNR7V6ueB9Psocr3kqviyttYMkvib69/u0vd679dv/2vUd/POpblZwrvz9YXN7oeqLWv7geBmZgx7forH9x/bpTbZfv3H/j7QCFBwbmAwcKDwTyTjx7seRiWlqahYXF3bt3//JzCATyHly9+2BpRaNHfm0QvR4GZmAnkF4fRK8P5YoyT0t+/d/N128HKDwwMB84UHggkH/P48ePExISUBSdMWOGtbW1lpYWhmE0Go1CoZSVlfV26yCQfszVuw+WVzZ5Fpx5/r+nf7VKOAxMfwtTiDCFXYoxq/j01lz2ue9+eP12gMIDA/OBA4UHAnknhEKhnZ1dz5XBwNy5c7/77rvebhoE0o+BwgMzKNJNeGbTa3cV8r/54cfXb4c+KzwihClC+9TNyfxvTfqPH3+f9L1rODgChQcCeVdOVVY4WFu9tB0ailz9HtoOBPKfgMIDMyjSv4WHKUG5XSvD9JH7U4SwpBhXjnHeb7EaEfr845JPtdbNiwZz5Rirj1zDwRIoPAOMP58+vXznj87//d5x4/fO/8F8lHx378/YrPzxju66JpY2gTi7Xvbt7w97vVWDM2037ly8dffB496fZAzyH4HCAzMo0m+FR4qVnfSJ3jxxksmwyei0fVw/VhPG6sVLKUIYErysxGNtqNEkk+GOC6yTTgexZP+6SSKEKcZKOK5LPjOYZDKCtMouuT6IJcU+rvZIcUG1T9SmCRNNdCZ6TtnO8KU34SwhQq9HmBKM306r7KSVN2FsEUKH3Qs/fKDwDDB+vf8wQnR+Fk86nSOZyYX5KJktkM8WNFCKzwTkVAYz6+eUNH7Gl/V6qwZnMKZwZVXL1T8e9fadB/mvQOGBGRTpt8Ijw6sqPXd8oQcAAJPGbqT7slrxXhYeKaWK7TyXNAQAgraXcdypQJb8XYRHglcUOeB26gAQDXGzpPogluzjCg+rkcJmuC/3UwMAAFX9xVleRe0UthBhy5B8gffe7dPmf2WyPMk99RTClfTehR2wgcIzwLj+x8NttR0BdKFP0dlen3lzwKaoLpAuRNhSjCNDWJKA4nr/4rreb9WgDKnw7HS2iNdy4ef/3Xr8BNZ5+jFQeGAGRfqx8FRWee1aMAoAooLZ+C0MX1Y7tbSVWtlJ60pFB4UnQZlv2QmnkVLWQXu5cWUnrbKVwpOi9LccjiXDStp7bt9GLZGjr7YRIQwppZLjMt9fGwAl/cBpCS+Fpx5hSjFBG62yk1bRTuGK0TecmghhSvDyYscQ1yEAqEyYbnFYGMRuppZ3O2h5K855+RiqR9gNeGknrbKdWiJHmUKkR8vrEaYY5bfRKjpp5c04R/yWEo0IpdcGZfO8koo8k3j+J86QGSKELaecvBJcXORC1QMAgKEzLBJrg0XfBVd2Ust61NBQbjOlvNsFKWvC2GLkbRfwtaC8lh4fr+yklTZgbFGPPTDFKK+F2mOzDlpFE84WP9+A3nVt22mVnbSyRoz1l2JU/at2lrdQuOIe585popT12DNV0LMiRxciTBle3kGrbKVwJShThpe8+M684VjvHCg8A4xf/ni442wnyhQFwooozAAOU9T1QhzAEFGKasOKBGdbOu8/fNjb9x/k/YHCAzMoMiCEx2LiDkFgldQ/PNLy82XGc5YZz11hsmCTY1INmdtG4Yq77UqMchvxklY8O9dl41rjOcuM5yw3nrPceM4Kk3mxzkdPIpVtFK60u8agbDle2kEpEnjt2Woyd/mL7Zcbf7nTdh83sKKVwu+qw7xNeMQor4XGLPeODDf5Yrnxl2vtEioDiuXoXys/PYVn4mzrdDnKK/FYvdF0TtcZrTJbE+ee1YTxG3G2GGVJyakZzl+vNgkNs9xFD2AIUXa3t3mWHC066R8fYbFkjcni/a5HKt9SohGjvLOB6bnOK8OsVsa5HqsOZDehGdkumzcZT58+2lRHgagAhljoB8wzDl1lPGeV2erDpFwRmSlG2XK8tJ2cfMRh1QrjOcuN5ywznvOV8eo0r9w6jC/7B+dhilFeE17SGnRkv/2Kla9+BXNXm2zL9zkhpHDFCF2IMCUov4XCkyJHD9gs777ZGtOlyZ6FEqyiGWeLUbYcyWV77txkErp+2rpMr5wzKK/bmTIlKFNEPnbEbtXaactiHQ5WYiwR+rwBzVhGquOar7r9QtdZRfEDmM1UgQxlChGGGGXXkfOLXFZtMQuNcDpaizB5pLANxnOWG89ZZbzqGCmjBv1vhS8oPAOMHsLDFCKfaBgeDEzvJIAhohaf2ceqEHdcePAIdmzrx/QD4aELEZYU4zXgPBnaB8cbMyUYrwHnyTG2GM4w3HfT/4WHqKgwaQxlxig3R02dYcrq6opqGkRFAgAA6EweERzpfOwszpMiDCHCkqI8ETn7sHVQoJ6+piIBAGUNoqqaoqoaUUUBAEDUHj+MvNIyqhrldr3yihCOHGPmOy/4wmicvqoiAAqqXdsrqikDAABRb4hb8OSNzEC6DONIXhOemkB2K7VUiman2U1301AFQGmUduAmx6TTZKbstTkJuguPgpqh84RZ03WmTFbXHKKkrq6opqEAAABAcaLPmKXZPickuKAZz9pv7jkKAAD0EbODp4PYDS+qE2KsRBZ4NH6aMQAAEMxXWO2vpQikb7+GX+oBAMDo0esKffgX8cRtxs56RBUVBSIBAAAIigrKqkRVNaKK1hCLeTYpUoQrxgrSbCio3sihSsoEBTU1oqo6UVmFoKSlYjrPPJKP9Ch89QxbjrHPBB3YZUxy0xqiQACAoK5OVFFTVFMlKgEA1IcE7HROkVAETRj/lF/CTmNrq6FDCIAACCoaiqpqimpqCgoAAAXlsWb6n0e5JNdTyjrwwkLXhS4qAABgPHZDoR/nZc9GMcqVosUMh8CJqgAA/cCJu05SeA0Y72xgWryFl8fwkTpKKopENXWiqrqiirKCAgAqBprWoeZ7GIG8BowhxUrOBKbvnDBECYCxwz2p4wKnqaopKqiqEVW1FEfMNIvmBZU1Yv/h3oPCM8CAwgMzqAKFZ8DwzsJDr3+ti0S3vhKljR96QLUIYdWRT1T4HmN5Hxf4558lM/qS8zDryUUn/ZPZ3sc4fjmnyQzx+++KXo9yX1zYivYX//z6WlhySlk7rbKDIpC/qccQzNt+U/1beBYbEgABAKBsqGU623RHgS9HhDCkQbls1xV+w3W63qF3OGU14RwZzjkTlLR3vKm2IgCK+k7jlqV4nhCTi+sQeh25kO++bo6RkToRAOXJIVOjqxGWDGeL8bw08wBjdQAIauP1qHud084EFdcjxWcR5imfiM2TrY1UAABatoZfF/sVSXGO7JXwjELMjojQ8lrfDfMNR2sCJV1112VWsdUIpxnnit/U0e6l8JC0AQBAiTB02gi3r+2OlgWyRShTHnj8sBVuqk4AQGGswYpc76ImWmWD/57V40cDoDhcEzvkmSvE+RKEIUQ4LZQiuvtSNzUAgIrDpG30AH4r/uZ3LxleUe29d4kBIBDBtHEbi3xZLTizDmE3klPTHCjjiEpEoD/DLJxD5kvIhWfIRXUIpxEtrPQItdBUBkAnYMJmPloiR9kScn657641E2dttYriI3zZm4WHKcM5tQEJW8dMUFUAqmqTZ5rsLPbjiMhFdQijNjAn3T5k+qR5cc5p8hBBpdfWeXq6AABFNZOZprvZfsUSpPgswqoLzMi0/8xNRx0AoKHls9UuRUIrbyInH7F00CQCoGi91vbgGUppl982YoxTAfu+HKmnDFQmG8w76stqowjqAg/vnTRBXQEMUbdbaXWwChXIUbYc59QjqYesvEyUlAAYTZm6qxzjN+AlZwMzIqYY6CoBAgBKSgYBEzYX+NPryMVng/LPkIv/61MGCs8AAwoPzKAKFJ4BwzsKjwhhyQKPHXPasMl8yQazhWunhb6K6cLNNjvy/NhtFEHDh9MeGaWynLR57khFRUVNp8m7eX7s3p2kqnukWGltwLEdE4dpKyoajAo9QmK0vW/bRAhLFnj0qNP6TeZLN5mv2GsVU0pmSnBOd4MSo8w6JPuE8/od5ku32YUX+Ra/RYpgXk8/F56FBgAoEMaOnJfixWwLrmjCWBKUJcEELTjntPcSd20tADRJY9cWo5WdSGaOQ5CuogIA44Kn7aukVHXiHAnKlqBsCcZppFS0Bu1dNHacAgBGGv4xPiw5xq71XOQwVBMAbTvDpSeQ0g4KT4axJShbgrJklKoL2PFYc0dtAFSBySqHYyfxkiZKJcdlfoAOAEr6pIkb4i2nOw3T1lO1mD55c4EfvZkq+JtS7EvhcdMCQEnfZ+KOMnJpG1Ug7zojvOIcnp1h7zeKSASEKUus4yvx8k5qcb7zPCdVAICmy9RwQQCnGWeK8DKZf8zWiaMJQEFbd04q6YQc573t3xveJDxsESbowLJznIInEJWIYNRnFjFlWGUzxpagLDHKaUSLqjyXOw1VBUDNyuDzJFJ+TUCxnFp1IaT225DKFgr7beOFhCi/DUlNsfEeQgAATFpsfaCWVtOGs7qupwTlNODl7dSSBkpJW1DsVmNzFQA0FR03uWRIqBWtz39TLClW0kbhnvJa4qatBYCKk9GyHHJ5O4VV6bdrzvAhigCMNVh4zIvdhjFFmEBGzkq3chquDIC69w6HjNbgslYsJ895tokKUVHRbKlVDD+wqNovTeCbLvDNqPDPKQ9M3j3RRI8INLT9d7gWteKldUGZ4ZNH6SgCjaHuX9sdFWGVTc+/AGzxf3/EQOEZYEDhgRlUgcIzYHgX4REhLDHGr3ULddcldq2GRSQoKil0RbnrR1qaDrRJ64v9CkQY+z+UO15FRqksJ238bAQACsq2E3f2QeHZNl5TTQHojvwy6X2F58WFne86TPHFQmPDrSdu4gcwmnHui82YMox1mnxgjYEuEQCg5bXFubANrinyb9PPhadrDI/lxJ1cf27bqzoGS4YxzqCRS/TGqgEwVf+zo/41LYFHYownA0UAVPz2OibLaPzuXxERwpJRi5KtydOIQEN96honppjMott6jVEHgGA6Z1qMkMrt+Y7LaqSxme4r/TWAMlEJM00sDSxvoVZyXOYHDgMERTU9rXEjAQAKE/wnh/HJpd/S+H9/2/ccwzPpM6sUKZktfzVLG6eZWsDwXOGlqKwM1AONdzGDypvxUnlQUoyZtTYAyqqkPc4p9dTyDmp+hsMMMyWgShy32D6tFi1tfGsHszcKD0uI8lrRjExH2niiEhGMmmUeJUDLGl7sRIyyhQij0Cn0c8PRWooAAKClPAWfsmir5Zp0z1whWtaAvfkXJ8ZKJf77d08aDYgKQB2NcUmT0d5gYmK8rN5z4zxDDQA0DHQX5vvmS6ndJxtgSjFWHZocNn6yLgBj9KgJnuVNuKABzcu39zVSJQLCpLnTIk7i5e0URon3RnSoqgLQ9JmynUmuaMEFHUFHDpk7AyIREBSJ4O1oOKyyz2l/Ljz6OkSgo/fFYRL3PP62OTDeK1B4BhhQeGAGVaDwDBjeXXgqXOd56RIA0LMx/Irhn3eaXHg6MP90EP2kT9SmKVYGSgAADYuJYQI/ZjPG7v5xMcqRYfxmSmkrtexFSlso/Ia/XX5QRqksJ236XA8Aopr9pF09hYcpRrnyv+6zrJVS2oRz5Rir6/2hHmFKUG4TpayVWtKAsUSvvWGKUG4TpbSVWtKIsUUIQ4gwJRhXjgta3rBbnqzb2o9dwrN9wlBNItDTn3f4vwlPheuXnrrKgKA1VNXQSBUAMMJj6m5+EL/9eV/9LuE5tHHMGB0A1IcF7XQpbO0mPCKULcV4jXhJjzZTy5op/AaM/ckWeOyrGSDCs4vXU3jkGLMOi16sN1YNEExHfZESUNMSeCTWeApQBEDFd69jsiy4h4GIEJacWnjMKmgqEWioTVntxBSTWQxb7zEaABCmzTGJfl14mmgshvtyH3WgpKCEme4veSE8/tqAoGIQZLrzqOUstyHqQEHLbvT8LB9uI84Tv/0dqIfwqE6abZ0q6yk8LbRCltdKkqKyMhiKTdvLJpc3oswGaskpv6hleioEQJw2dn1BQHV7wPaFRsMAYcjkUesF/sVyCudvr+E7C8/za0WpaCKn5brtTLRdvmySgz6RAADQVJs0fdoehr+g6U2KJcZKpf6JeyaPA0QFoIZEu6RKewqPCOU2UXiN1Eqh58Z5hpoAaBgMW5Dvmy+ldt+MKcNYdeixbeMnDQNg9AhqvGd5I8puwFhnguJXGBppAKA7jBLpWXKefDRumomyAiAOnX7ILaeJxhVhgo6go0nmzkBRiaBs96XxihjHLVE2GyJsXyXSdnOM3Zb9znFMv+IGrORsYEaX8GiPmJXgTn/vOvWbA4VngAGFB2ZQBQrPgOHdhafSdb63rgIAI+1Hry9D2HIKX4ZxpCirOaS+KSBqtZEGIBBUdeZmeuY2ULgihCFE6EKUI8VKGpAsgffWxeNdrXWmmusYm+sYWw6z9Rv/VQYpXYhzpRjnjYd+i/DQRShXhgvk5DQmacO80Y7Ww4zNdYwtdKZaDJvmok/aZHeY68+WY2wpxm1EM7KcFpL1bHz0sXC39NNo9773bBnKqPXftXyil6ue04Jp25lknhhh1Pmn0J0W+BpYWehMtXixW+eRbuvtDpYE8eQYu2vWog8rPJVdJkkY7z56WYKtzwQVAIjj55hGVqKljRjjb4WHKcFK5Gjx2YDYcHOqu66JuY6xhY6xhY6xpa7FrKlrUzwZIvI7rJUyENPPhaerS5vhiM8OkwqbaRXNOEeGcRrwshaczXMLcRiiAYAhNmlHOa2iA80+4YQbKCoCYIQa7yrBK89ReDKMI8M4MozXRKloCtjx5ehRACiO1wk+6stqwFhnvJe56QwlAC3LUQsygwQdFH4Dxu36iJxSfR49HD7NSh0ANSX7bc4ptbigsfsYHtMkMcqr8lzmr6tGAGCUVsA252w5zpe/pfj4UnjctQBQ1PMYt5EbKGilljRiHBnGaaBUt6LJBy3tRigQAMFps8PhMzSBFGEIUX4rmlvkjBsqKQGi9Ub78DgbdIICGKpms9GtQITy3jKc5uU1fJvwpGc44KMVlIjAcK5lfCVe3YpzZBhbgnbdVPxWiqCZUtZOq/4muLKTVlEXkBpnMkmTCICy81c2x5spb3pmYYJ2cvJxaw9lAgBgXKhlwilqTTvOkWEcKcZrwvmNaEaGa2KxV34rmrjTxEYDAHWizRqnFBG1oo3y4rLjZe0UdhVpvr2WOgDaPuPXMRCBDGWKUI4UZQhcQiyHKANgRJuyMdlthYcaQREMC7FIKEfKm1CGEOW1Ytk5ztMnExQUwJSV9qlNM2VXplefD66+EPz8vxdDan+YceZicFkDypBggjNQeCD/Hig8Hy4ilC3FODKMLf7bJxhMbwYKz4DhPYWHAMAopzFba/CyzuCqDmp5B+1UA3IkzoxkqkIgKoyfbhFTFsR+PictypWjdLbHuhmjdNQViLrqEyxH2LvqWbv+P3vvGR3Vte17zspSlXLOOeecc6qwU5XIwYCNMZiMwRiTs8lJiAwCISShqtqVlQmSUOVSQuBwfM6575537zs9+nb3GN3jjR7j9Zf+oIAkBDbGPrbF/o//t9p7rblXhV2/vdacyzst1S3IhQZ0mm9J2I77lfKB2TZUnB14UPUA+rA5bw3qyWXRAFi+cW6phV6puV6Zue4RAWwAYPK42etST3ejuhdihbJwg8gJAMDfb2NDmXSYGJ96MmFqA3K3Ni7JmQ5Aj1+ZeMFardGVfrnAjcNiuEe4JOR6p+d6puR6ZeS4RwXbAdA4od6rrhQ1WMRKw28CPHQAn9zg3W3Cu5eTUrwZAPSIBXEHO9EOG0rODjyowoyq+qrOfhkZH2YPQON4OCTke6XmeqXleqUmO3KBBsAIzglaU1cps6Lkr7LO8E/oPznwrPEHGg1oY3CQRwAAIABJREFUwHLjhmPR22+XPnwqaHxUefVyKhHDBQAI91xyvlBmw0gLrn4qvLwnONCZDkB3SwlYeb7g9hN+fRe/oavq7sPc1Yi3O4sOHo75X2TWG1HSgikMeFNtfEEUBwCYvu78XZmXO6rqu/n1nfwH2uKv14VEuDGBxQqqjjvfJVRYcfnMKm1C1YhE/bhq/6bAGGcAOidpfuLRRyJyAFO+/mmbWrSADsCi8YJdUtemnCUrm58ImjrLvtkZmeJBBwC7wvB9skqFbXJ+E1f3Cmv3BHrb02meXG9Pe0dg+uaFHnyKyE244u1v/+zAgyiHiMbmwo8zGQDATgxef73kQZ+gvr3q/mMhaRTeb8peIgpfeTjrYqewobPq/hPRfU35vs88vQCA6yw6lHvXhitm+7kkrZiis+LoGn8XFgCLE4JFfllX2vxY8KCn8sbDnBUFXr5sTv7m5IsDCzrbSnYucWcCALBD0OivGkrrnwrqO/mNXRW1NamiBAcGAER7r6wplg+OT+vJzShpQq/uD0/2ZIAT283f0YMOHG/3zx6UNdnEY0+Y5GZc2cM/ty80ikcHJjuoKHRjbVHdU359R9W9Lv79Dv69W+mEyLtwTfyxNkI5VrSAAh5KP1e/CHj6UeUg0Toqbp/NrYP47M8757z7hA1dVfc6+A+eiqQf5gj8CUwBz5zRLwMeDzsAthMnKNk9MdMjKdMjKcszPZbnwASGj4twd8rJLkxrI9QmRNqPyK2EqrVkx0J3JtDsC4K3NvG7/rbI9B8L+/9jkeHf5qvIgpWlDlwAL2HUbtVshV5fB54hXDUgbrqftTTHDgDYkb4LTxbUW/HO76s7Xki6X4rVnSU7PwkKYtAB2Okbks/3SDpHkdvXMyq8GDSgRXyScroTb7OhMj2qGsKataUbihy5ANzcsK1NgtbnuPwJ/+rNrO3fZF/sxbr/2yLDPxY++8dCy/+2qL2z7NMcexaAfUnElw+FHYOozIz/JsCTGbi9E1GY0Nv7I6PcGMBkJX+UeKkP1wzhyteAR2nD5U8EJzb4BrAB2A7py5K+aRfqvpN0vJB0vpB02kTXLyaVxzsC0JzSvDc95D80vGEmba77Tww8XZ0le5d4AgDkhixdEFSRxHO0B/pY1TYA4HLjcsK33C1tGCY0BkSqR0gTqugT1Z5LJAgPPzsGAEwcCgDAdOdFlkZ+drGowYapxx4rGhClCbtXl7X6Y99IP87UJA8aAI3H8k8PkuzOvqpHVGaUNCIyM9FF5i4rdAAAx+KY048EpA1TWMWtI8KaY3GFfmwAoEV6rakrbTQRM5nHgMhNeEdzFpZkB0y2Fxb1GeYVF8xhMcaADgAAfFxL58Uf7hLIbbjq1YcVVQ2g0q7iz/Ld3caKVwc5lx8tVdpQ5U8+HB2DxpVeAADBgduaysmxms4mTNMnvHUuoSDJ8dUFO/IS1mY2WkQtspzFaS4sGgDQaK/GkOGf4VF9LKf2MaG1vLFHpRUnnwqP7Qrnp45X2qbTgEYDoIODn3MsFvd1U7l0AFNbcXl7xdE9EXm5Tg6TAUx0xQtyTZqfsKelQjY4dRwQ0oSqrZW7Fvj6jUdED/0s63YvorNNnbnGlH2i2hNxQr6rJ21Ko+NiOAc5FmxJPD4GPL2C2wfCHJkADFfJyQLpKAU8lN6idwYeuQGRmwU37uTv/yZ9x7G0L46kbjs8xUfSD9aVNAyJ20fF2jfNDP/B3Y/IzZjmubh9VNxqw0jDz9iY2Igq9Sh5Mzk/kefg7Fa1K6dhACV/hRohlH91U8AzZ/TLgMfTDoDtyAlIcItLc49PdY9PdYvP8kpJdA7wZHJ8eEFo+NdNFXIjrjKi6lHk8qmkAgdgOHAz1sRvO5n19fG0sR+6L77J+Pp4xpZlPq72ADx34nhBy8hrt9qZwFOlGCLaBiv2fBzkC8D2dxBfLm8ZlLRO1GiW6lH1c0L1tPILgZsrA5iZgWvvCjpGCfWjyuOf+zjRANw8ll0qejhCKEy4Ts+vORIRzKKDk8fSy4UPRwllPyIzopqX83r+Pr+1q/TI2Veh7tiXsqzSmcsBSA3aUFfeOYT9dsDzhVYotxI6E1ZzODzNkwFgF7M8/pKJUPehNTunAM9zXDeE3L2fXu7EpgMtZmXCqd7qrpFXCRFyE9b2krh2OC7bjQYunNQv8xt6UY35Q5w8/9MCjxFV9fJv3cvdfDht6+3SJjPR9rj8m7Op63cnrd+dtP5Ayhf15VIr3j6Ik/opd1kjqhok2l+idXX5X+9NHj94d9L6vcmHpBUPB6rbB7FpsxMGVGEl2r/Dm9Ulh/Ylb5g8fnfyrluFd02S9mFcZUInD1Y9rrx4LWvLgbSvrhff6xPJx+7TRkw3gDaQRbv2J2/cm7i/qfx+32ylSwyosrviTE3GliMZB0m+dgCXkQVfHR4PcsPxzMMqQesIMUtddjOmMhHy2rikICbQ7NM/TarV4z+rjJgRVfUKbjfkbjmYuuVcwbVugdw8cZYJVVtwdUfp3hNpG/ckrd+dtP5oxr6HFXIjqjRjmkdlh06nTx2NrcfybxpQzYxtXmf9wJkwzZC4vafimwsZ4y3vTtp0OOVkm0g5JNFZUHn/2MajmO45obMJas5kbtsz2VHS5uNpZzsR9ZCk1fZayTsDIjfhzeri42dSthxI2X4643y7qEX/2j9FI6oaItpGkZvXc3dO/QzsTlq/J/tip1D1glAZEJkBVTwTNZGFXx1L3XIs55y6SvYrF3+kgGeO6R2Bx4CSJlT1pOCjbFcmvEEcVlCOT+nC6J2N5U0DhMaK/aplM35ro8oBtO5B/voF/kWo/4ITBTcfo+qfvMuOAc/VhOQgJoBD/tas+4MU8PwxTQHPnNEvX9Lmkx206wne+qK6c1Tc9lzc/rK63SS6ejZRkGYPAOygwI315dIRcfu3VSe/jkwAGgCNTpvtt45OZ9sx7AJ85p8sePiTwKOpUgyL258WbZznwwJwifBZL69sMk8v32zBFD3I1T3BQa4AoT6LL5V2DGHqAbRZUfxJjoMdgDces1+LPfoeb2jMW5bIptMhdE3q+W68w4bK9KjSJrory/tMFJQWyKbP+uOcG7LpXsVvDTxSI6a0YDoL8s2WkAgHADYnbXNOXS9yZXdIyCTwjBKtJuHN83HxXBYAu+irjFqzWD29KJfcIlE8yFqcwwaOnc/HqfU9Iu3b8x3mqP+0wKNHpAZUMUB0jIo7BjHSgMjMmHZE3PFC0vFC0jEqbh/ESMMbSySrBom2sSMnrLNhijc9gOxHFFZcN/34tkH89ZVpUiOqHiI6XojbBqf9z5bqUYUNb3sh6RiVjBHLrB1JjahmWNwxKm61ojIDQlrxttGJHp+L37ChJ6qwovKuyi+rPbzY4JgfskWKtA2gP3OnZKkBVdiIjhfijhFcaZy5g5Xcgrc9F88IQKpHZGZMNznULyQdLyTtz4nZ9xd6k03TWmh/LtZaZolZbkA1I+L2aR2JNW8FD9KC655PHGl+y5GoamjmZ6DjBaGxvLoK6dgIjIo7Rgm1+Vff3osCnjmmdwceI6rS5S7KcwUAn+zAjU3lt1qr7ugqbmkrbrfxb93O/vxj31BfNgCAs0Ph2rQznSLF4PRv2Rg1DRKto9M/ySOExor9NCeY8dbn4o4RQmNBZSZMPUi8amH0VbWimd9KI6q0jn/Lph7fOjClClA/orARj/5RXX89o4ILABC4JvOGvrr/x+qOUbHO9mZyGwOea4lpYWygORVtz24YwTXD4s4Zgc24NAMiN2KqAbx1xjf6uVg3gE1dsK6w4a2jko7n4tfv99J+hDRj2lFJxwuxzopOPimTG1ClZcrNZeyHaIRQm3/2ju8GVGnBdaPiaYHNNmv3pr40U/syYpohcfsLcfsIoZoyjS/VIwoLrhuVdIyKddY33mV+PVPAM2f0HkULMgK2aYRS45TfCivx+Dly81RMGDAA2KUHsq+aq7u+E5w7GJNMB44LFz+dX9suvN9WcUtTcUs7YV1lXVtVXTu/oWe2TUVnBR5jybZFfg4AjmFuq5uqWixitenVKeQArugRnvjU19ceINZvxdWK9kFUbsI0JqTxelyCOws4jsLDBYpB/vGtQe5Ao/n4bX1YLhsRK/So+jly82a6KJgFAM4RXouO51zU8e/qKu508u/JSveu8HLiAqQF/zTwGFDSjCrMP28fizcAj8KIyE2Err/i4GfBgfYAntzyrwuOfxkS6T05w0O02oS3rydmcNgAjKwvUmtM81qn7jVvRFVD4gdXUpEIBnA5YesyKeD58wEPZZkeIS244gn/zLYANwBgOAgP5N6fTMWj/Ic2BTxzTL8IeNryluS7AkBAceiex6hqgNDYMJUVU1kxlY1o+45QPSrZtTjAj0YDYKZuTDmvl+gmbupyI6a1YXKj8OKZlKWoX06Jz7jL/Io+TzrQXKm2YsoplR6n2Ygq+0XN97MWLwsuX5O4Ty7oflJ++lBsTolvdolPTrlf8cLYrddLH1ox5dT7ogFVWzH1AHK7MX/z8oD8Ut+xHrNLfAsWRa6uLZb2i1Q2TGFCFWbRheNJixDf1GQXbw4AAxxCXZMLfPPLfHP4YctPFDRYELlhtj8BU4GH7ly6K09mqrx8OrG4wi+7xCe7zK+oOmrdxaJGM6qc+uDjGUJaqmoupy2eCCmnxCe71LdgadTaa6WkCVOZUdKIkkbRxW+SFqEBZativrhfRRrRKUSHKgfRBrJo20dBVUTAJzVFt3oIpRlVWTDNIHKXLP7y4+DiUp/s8RH2xz5POt4mlFpwtQl9+9NchQlVDyJ1ZP56Irio1Ce7xCe72KdwWeTGOxUt/cgkxkgNqMqCaQeRe4qSndP7QtclHWsTtFhwtQlVmLCHsvxNa4OL+UGSz9MuGBCFFVPoEWk/qh3B6pvy1y0MLEYDlp4vvPMUfbX64DcxBTxzRu83w/N4YoZnRNz2XNw+KtF1le751NcJAMBl3vmCu0Ni3Qhx71ZWdTQAA/xXpV7owp/8UN39Q3X399Xd31c/+q66a4QgDYjMgMgNs31oZ8vh0TzHrhyJz/cEYNLDFyaf6hDpXorbR8dj6BxG7txMK/FmAdAiV8Sf6MY1ZkSmRxQ2VPaMvxvz8GSACz/koy+TiVA6jceI35l7qwdvtaIyPab7VnDuaEwcANPesfpaacsPi/p+rH70Q/XjH+ep2yp2VTvxOADpPzXDY0BkeqTlqbDxieDhM5Fs1uuabWBnAs9YBrJF3GauOLQhwB8AHB1yClzdXRjgOJ7Dox7CmnWlG/J4dgD2sf4ra8rlz4m2UXHbc3Hbc3H7CKHrLd1c7eMEwInwWHW38qF+tkzyD8AU8PypjSpsaKO27Mul/ulZHjlrU77RTEtZofwHNgU8c0zvBTz+hSFftYtkxulP/ftR9TChfMLfVe3iygFaqM+Sc6WqYVSmRxRmVNUnqNkbkxbHYwKNybMLinMOi3YOi3YKDeQAANhxEkURX8iEChsqf/3eZsLUz0SNJ6N8eQAejlEZ3jlBLAd/x9Bo54ho5zAvJgAAh5e2JO5YL6IwoqR+jHbQBzcy5lW681h0AKZ3uGNYjHNYtHNkBNeBRQOg+8d7LbxYct+E6YZEp7+OqUxxDgzgOjIB6MBx5wZEOIdHO4cm+WF7c+utyOwTUJPAE84BjlNEhm9eGpPr5xAc5RwR4xLhxwYAYNjHiiL3dQvlJkxhREgz0XQ9FcmwZ3HZ3iFOodHOYVFOodHOEeH2PA4d7HmJC2JOdYvkVlxpxusvxOf5AQAjGE+41I+Q5olnsSairb/y6JZAFwAAe+xsfp1Z0jaAPmzI/ZjwcnRgcNzsA8OdI2Kcw2JcQv3sHFhA83XI/DTtUpfojVSpR+RWXKkq2rnc18WNae/IDQhzjohxDo939vVkOwbwSg8VNvSNLfNDVVb04YPcT8Rejg4Mjqt9wPS+wNchY3XqxU6R0oarjOWH1waF0gHozIQ1qZd7UM0AoX6Ok405SwqcAIAbHbyppaLZ8lvnJVPAM2f07sDTnrei2A0AnMLdxQczdp/P3ncua8/ZrL2XcvfsjhOkcwEAuHbZmzNrHyEaKyo3Yhqj4PKJ2Ew3BgCwgr2wbcl7arP3ns3acyH7wJmMHWuC/D2Y0Utjj3dIZkkDfn3j0SGcNBGtj8oPbQry4wEAsGJ8F+xO3Vubvfd89qEL6Z+vCgyiAQDLVxx9UMHXDWKTvzAKA0Y2pRRHcgFoDCaDAXSnpJCDHXzZeIE4VDWC3r+XvTieDQD0MB/JztR9tdkHa7O2bI7KDmDQWDQWAGQFb7g7BXhmbDxqwrR6wY1z8Sn+PBc3TvzKuENa/C3pza8GtjN/bGC90gO2TQEeWT+iGCKUnWW7PvJxn1xW5+hWtTe3aQQjTZhKjzbdSi1L5gEA2PFSFsfuqMnaez573/msvYdiS2N4AMCM9iJOFUrN6Adb/ZICnj+/DYjCimuHCN1Y/Tdq3P4cpoBnjuk3AB49Ijdj6l7R7SPhAe50AG7RxvTrL3GVFSefCE5u9gtk04DBS5off1DNV78Y2yCPaO2vOnMgJjPIHoDuWRS4Sy2SGV9bnDYGPOdiI/w4AMDwdUhdkfj1wyrdCNE5Km57XLl1qU+APYA9L2Nzbr0BUVox0oTXXYwrCWMDMDzSgz+9WtI8iLc+F7cOizsG0bt30qsLXNkA4OW0qKbonkGsteEdfxXfvZ4p8gaaHUStz7rWK37yUqwbwtVvWZU6DjxJaZFcAKB72MctjNt6r0I9hHe+kHQ94+9eGxTuBMBmR3+ccaNXpLRiciPWoi7auzfp8xO5twclT/46/+mP857+bb7+b5JrR+LSPQB4zNhtOXVPUa0V09n4Bz4LCQJg+TkhF0ub9NjYMhjVCH73SjoSQgcOPW5tZs0TVDMsVsqyl+TxgMb0QiL2q0Rdf5nf9/f5T/++sOc5fvVkfEEIAIuZtiOr9gmmm319CKZ9KTi9JzoOABzsKy+Wyr9dqP+xuus7ooksPnw8afeDiqZniMKIyM1ipTx7ab4Djcb0FIXvm9HXqfiCUAAmM+2LzNonmG6A6LQKzuyLiuEBACN0YcKJbkzVlrsog8sAhq8k8lQ7qrLgv84O928zBTxzRu8CPHpEbkTVhuJNqK8PY/aEHF6gS9nniZsuFtcbEJV1fBWu3Iyp+tH6xqz128LSPexmJi7SHLKWhG++W3z76SzJAmPA89VybwaD6ZAdeXBiHx65BVf1Ce/Up3+yLjiBy5oWC48ZXx398YmiO30i9eC0pBq5CVXaRJd2RKb6MgCA4cst/qakWY9pJpeBGVGNXtTUkvfpqsBQh1eRMtw5mStilq0LT3VnszKCN9RPAZ694W7OTIav76raceBp7edfPR4dzGEAgJ8kao8Sb7W+/Y4wMXVW7sFi0Pyyg7Zrp68V7EeVg7iyp+rY5qAIBxaDQWNEeM87XaQeQuUGRGZEFWZCri7afzKmKs3Fefrouqd7o1uzjksrFcMfdK1/CnjmhA2I3EDt+/HnMgU8c0y/CfDIzJj2mbDxfGywFwuAW7wp/dq3ROuw6HZdeimPSQNazIrE0z3VXa9WjSOkBW9/gV3YGZnIA/C0z9tf1NT/2uqmCeAJ92GCnXP5npzGF5KOQUxuQGRGRGGVdD7MwLO4AJwwLOGiQaQcxBS9Ratz3HgArlm+61vQ1ueEaixjx4DIDFj798SDe9lEBBMY4L046ZQObRvA1KPo9Zq0Ki+g2UHEmvRLnWib7afSC18taeMAzSF7Y0bdsLhzCFeMLXexSbqVuSvKHAFYXoUxJ57w5WPpQGa8828Lnv1FIlUXHb6cfaAm50BN9qFrhYf2xFbGMYHDclmSfLNbqLNhpE0sb8xelssFoLvlRx3rEJADOGkk2npKti/15gHdKTH4QLdAMSzWDAqPrw+NogM3xB05lP3N9byjtTkHLmUfuJR98EbBmQsZa0QuAAAxwV80VihGZts8RI+qRpDbNSnCAAYAOFeFbzyZdU5V2WSVPP3rvCc/VLfZMPnYJQ8Kv9kQGk0HbrA7cijr+I1pfZ2+kPEZ6gIAEB287UGFYgQnrbjWKKg5HJPuxgSgJaABOQluXB4jEo8+2IVqrbMnX/3apoBnzujdgEemR+QmUWN75U1Z6RVZae1Ml91sF5Aj4vYRfNoT2H5EZkBVQ0T7c/yhrvL69LOukFXSAUI3jCtnTaU2IOQz4YP2iiuysquaqsa+iTyffkRmRNUjRPsw1qiquDqlwavq8iYL0T5CqE2v5d8aEdJS3dqYJkqxA5Zd/IqU6/0IOT3jV2pAlQN4mw2pV5VPXuN1XWWLTdxqFtWpymrVlfd7ROM7fvaLHnZXXSPLrigq6p8KZcbxMWzpEdSRZVdkpbc6+c39P6vyivyZsF5XcUVWel1T2fBs5qtSPaIwo0qT6K6y/Iqs9Iq2sr5HNPXLTlqJ9peE4ong1vThvfNUpB6RtA28cS76AzEFPJQp/y6mgGeO6beZ4bFgql7RjQOhAa50YDnzd+fc/1bcbhJcORUTyWABcMr3ZV+zSGbU5CGtYnldujiVCfZ2IWszGp+JZpZHmwo89m7Y0QLp6ETXBoQ04u0tWXiBAwAzOCvqiFGkGMCVZCYS7wgAEVjU4V5MYZyWsi+3iVW6st2L3YBDg+LIg/KqjkFc/Ry9dukV8FzsQFtnr7wyxdOKFjiXfJnTODxRpc2AyE14pypvhcgVgOEZGbr7cVXLAK7QY6ohQW1N5scivzif2SoqObK9V6beeiTUWTGZAWsdEp7eGxPHBpoDp+BQ/p1neMcL/PqxhDw3oHlwC44VN+sxrQ1TD5d+gfr5zShcP+OpNI3GiAvZ0jBR0H+Wy8G0/cK79zIXin28xx6Ge/JiSwLRT2PW3iiVm1GVESWNqHq4dDvu5/8TfQEjNmTz/XJyBCf7EbmVaBtC62pj050YYwf4C8N3d4q7Bv9lO6lTwDNn9M7AI9MjpBlTDeCa2ayyvL2MPqqwYurpp6htmMLwtn99Uj1CmjHNAK62zFYsxIAqbNPaVFtnq4WrR2R6lDShqqflW6q9PJjgnOG/XiZSmd/wjMCIKm24emqbBkRuRJW28U3kJ9lMbsLUNlxjwxRTGE9uRFU2XDOAq8w/kek3bXAsmHoAV795DCeb1VgxhfE1Puyf5a1Rva2A0wdkCngoU/5dTAHPHNNvADwGVDtCKLoqNlU6OtGBkRS4+lZV+zChswquXoiLBxYAq3B35lVztdY09SxEMSh+UJPMD2eAg13UxuyfAh5X5FB+88g04GlrzsTyHQCYwTlRR40ixSCu1GWJ45wAIBgJO/CEUJmmhaoYEsuVxVv4DsAGekX0EVIwE3g++wXA41T0RfarstRjm5Upcj8SuAAwPKND9zyukg7hGpvgm+3hSY40AHpAbtBntQXnW8ouPyy5TFZcPptCpHPAnu35Uco48OgRckCsUBZuRpxoAMy4kF0kX9dfvLrSlQFM/9KoM/0iuRlXGFH1UPlXC/x9AJzjPVddK6mRltU+LLnU/Mo1LSW10tJaZeX9HpHsLevHTJhmmGgzi+rIssstRds/CckO5LBZAB4OKZ+m3+wVqgdw9XD5rkX+vgDOcZ4rrxVf+sm+DKhuEG9RFq7EXNyA6e7LtrdjsELcq47kNFkJtelf8xyXAp45o18CPH9SkxZU3ie6sDXQnwYA3ILtOQ8Gf0ZBS8pzwhTwUKb8u5gCnjmm96vSVhK2rwfXjUjahgndEKEbInQDhG4UfSDP+6zU3REAHB0FB7NvGcUqI6oaRhvIwpUJdiwAl6zQTfUCzcuJs4aJ1mGiVV++dZ6PCwAnynNFXWWL4bWaPO8EPAahfBBXmvj7Fvn4s4Dh4yI4VNxow3Ujk52Ku0aE5w/FxLMBmOz8vTnXenCtGVU/R69eTK1wB5odRKzLvNpLPPn2Z+bw/Ezg4cuGCe1QyfpSTwcAr/yQ3T1E5w/zxwpAPfpxIXk3c0EyA+xYnh+lTgKPzIC1DomuXkjOdqQBnZn6Rdr29REZTsAIccVqKlVmVGlE5AZEYcMv7o1M5QJ4O5ScKFMMSZ7+pbr7++ru78bdOSrWDRHan3oyLdMjpAnTDIs7v6vu/r66+y8LDKbyL5f5sACYbp6fScubBgjtIH5pX2Q6F8CLV/xNCfnWvqR6TPsSbazLnJ/ABYCAirgjivKj28NCXQCc7PLXZl+zYirrv2CehwKeOaMPCXhMiLSXf+6blNWfRS8/nHlah6hNVDrAh+I/MPBQpjyXTQHPHNMv3Ycn1wUAPJJ9V1zKP1lXeOpOwck7BafuFZ84nlRd4cxjAAC4RHtUn8q/pce1VkTWP4YryN3zcamhHAAAT9fSTSlHGwpO1RWevltw8mySMNmJCQBhHsix/BYzSr6epToGPGdjw7wYwHERHZwFeNA8HgAjKDvqqEEos+FKI6FuyV5S5soGAGCHE9E7b+Sdqi88VVd4/mbmp/N8PekAdvZRq5IvdwvVVkyuR5RD4qb7eR9l0AGAERu46kT2mQdFp+4U1aiqmt/0j2oCeFJDWQCOhdtmAZ7lfGcAukfU5AyP8MyW0Bg2AI0TKY79+lb+mftFZ+7lbVwWFOPJZNGBwWN5rUi9OQk8eoS0EYquioOrvd1oAPZMOxadBvYJixNqbfirZ71GQv2o5KsV/t50AGAGloVvupR7+n7hqTsFJ+8VXbyWtekjP98QbuWhvOs9Yo151mvBW/tLv14TnpHst/JMzvG6otN1BafvlxzaHV0YQgcAP1Hc8XYBacEUJkL9uGTXyoCxvgJKwzddzJns68K1rM0r/P1CuBUH8q73SDpHicb7GUSGHQDNVxB1pFukGpnXOVh5dF1wOJsGXLvsL7Ju9aIqC/a2j9+vYAp45ow+IOB5lUr0UtI5QqjNv/V2VZT/QP7jAM9//b//64Txh4LGXr7MIKBMea67SmaYJ+0RqV21AAAgAElEQVTbSQHPXNE7Ao8eIU2oqrdwdZGH4xuyNpwC3Eo+iVzxZVZNr1A5PG1rYLkJVRjxxsacLTtDs0K47OlnOsV5lKxO3f+gQjaMKWfd/2EceGJCPOjAchEeeA14mjKRHB4APSAz8ohBKLNgpB5RWAhSV3b0ZExVsbv79B4ZnvbJ1bGfnS2qN6Mqy8SSKiOmeSa8ez0NL3Z7VerI0TF7e06LbTYM008Az9WE5CAmgGPB1teAh8xdVukMQHMLD9n9uKplEFcYMN3jilPfxBWlObGmhMSLcC3+JEpQ6ObEZHksS74xBXhkelQ9jDVpiz9OsbcbOzjL7+M6wYyaCqSVUHZVnTsfj4q8fF97e5g8p5yVoVvry+/3zVZXSo/IDJjaKLh2OrE8hjvjnXWL8MT3Jh7TInLDeKYBaSWU3VXnzsdj6Cx9MbhOOStCtzWUNxjwu5eT+GH2AHRvYfTpbpHKiisMiMxMdBqrDm8LC2YBMNgJ2zKvPEbfUDvu1zIFPHNGHxLwUP6A/ccBnv/nf/1/ur/+c0fXwMqWJ6ukTz+mTHlOe5X06dqWR/tbWrsp4JkTemfgkRkQuUlUT5ZdrCs4VVdw8s4U3y44eafoilao/l7S+YJQm2ZbA2ZAFDai4ztC2lpxafyUcV/tEqpGqtsH35zLYUDkekTaVXGxofDUvZLr7QLptL/sKPmUf11afKqu8EJLRYMemdz7XG7G274Va/oF1+sm4yw4eafggqK8eUDSMTzzr7/UiKptuLa36nx94fjxjSVXO4VvKSMm1yOyR5WXGwtP1RVfaeW3TG3QgCp6+LflxafqCs81lddPbOcnNeGtwzj5uPLiZFS3Cy638VVDYrKz/OzdwnOqyuZnyIz8KHk/2thafP5ewam6ghpVxQP9a8PVj8hMmO6FuNUqun2v6PTk9d4uOHmn8EJLlXxUrBvASL3oTQ+JpQZMa0FlXRWnpr+zV1uF6m8l2qlL+6b2VT9bX8/FukFMYRTVSUvOXss7eb/4cpdIZXp1UXIrJusR3HlQcPJO3tHm8vs9ot+4/iwFPHNGFPBQ/iD8xwGeMf3l3//j1APydKPibLOSMuW57dNNilNNig7z4L/s+0Xpt9O7A48ekekRhRXXDE0kw0wzrrZi8p9MZexHFFZsRguzFzJ63SZMM0johnDVa5VbpQZUZcN1Q4TG9lo2SD8iN2Hq6T1qbPibGEaqR+RmTDs4mZuEz6yR/bqNmHoA1w3hM2stjJWLteK6IUI7MC2w8SJOU0OyYKQBIS2YdgjXzpo1NLmD2RCheUsp535EbkRVQ+NHvmp/4GflyUgNCGnBfu47+4a+xi+2H5HpEdKCaYYI3SCumTE4/YjchKoGCd0QoZ1eQuq3MQU8c0YU8FD+IPxHA57/+3/+z9G//bcXf//3l/9GmfIc94u///uLv//7f/7X//Ev+35R+u30C4GHMuU/pyngmTOigIfyB+E/GvBQokSJ0p9RFPBQ/qBMAc+cEQU8lD8IU8BDiRIlSu8vCngof1CmgGfOiAIeyh+EKeChRIkSpfcXBTyUPyhTwDNnRAEP5Q/CFPBQokSJ0vuLAh7KH5Qp4JkzooDnD2SpEVUPiTteituGXpUq+Ze6H5GbMc2IpOOFpH0Y/8mNlf9EpoCHEiVKlN5fFPBQ/qBMAc+c0Z8MeEgzprJiKvPstSjlRlRpxVRWbPbdsf7gNqCq7oozl9LX7UrZXlt875lI/qsXlzcgpOVtA0iasSZ16fETieu+Stp0tuDGE6HcPFuVyz+hKeChRIkSpfcXBTyUPyhTwDNn9OcBHgMi6xc1dlTe1lTc6uA39r0WqgF5+ERwT1txS1dx77Fw7Kf49w/7Z1+d3IR3ynIW5nIBaC6lcWefCEnrm7dT+0VdSJ+JGtorb2kqbnfym2YbQOWQ5M6F5Cp/AABmZdy5doF24FeN4fczBTyUKFGi9P6igIfyB2UKeOaM3h14DKjCjKksmMKIyMYmVSyYasKKKVMrU19SWrC37A9GmrGpjagsmHLGhssGTDOCy59UbOW7+9oxHEtDtzYjncO42oopzajcgMjNmO4lVnMkId+FwfHnFhwofGDA24fwGSGNB2ZCZ3RHvj4jNBb82EyIEVW8KbDXLnaW7iZOf30EJl9SmFDShHeQucvLnQHY/kjC+adC0oa/bUymviOWWQZwekeY9gXerClene3gasfwEsceUGPdI/i0Zg2IclBypyYVjQSwZ7ouS7neJWy1Yb/3r82vYwp4KFGiROn9RQEP5Q/KFPDMGb0z8Mj7hA1dVXVtVQ/6Ue0woTEI6zsq69oq69oq67oEzWa8bRBTmDDNiFhjED7oHH/pXjdfaiW0NkwxuStuPyIzoMpBom0El3Xz77VNNNJWWddeda8P1Y5tsNuPyAyItE/U3FN1U1r4cY6TIwA93f/j2vKmR1V326vudgsePhM1PxE09lYe2RaZxABwYiVvyrqsrnrQXVXXzn/QI5JNXJTcgrc+J9T9wob2qd3xpVZcN0iojIi0H5HpEbkekfYI7rVX1XUKpBZcbUabxy6kvbLhqUg62y98Y1fV3dbKui5BYz+imPqSAZX2Cu+3V97tqmrRozL9FA4xItI+4YO2yrq2iruPhC0GolMxATxY4mUT3jGCN3ZVTQbZ0IdqR3CVcWKr6H5EZkRVQ0TbENbSyb87dQA7qu7rsdbJfaUNSEuPqLm36kpdzvwYDhuAVxq29U7lw0dVdW1V9x4JWyZCUgyIm+9mLcliAYfluiT5GgU8lChRokRpiijgofxBmQKeOaN3AR4jShox7YMMJNuRG+JWsCu79mTS8goXHhvGxPRxTFyacExaIbMJak7nfFTp4s0FAAAajevHzf88eb9cINWjyompIflT4Z3GnK27I3O97e1gitgMx4LgT04W1PchSiumfo7evJ6BBNHp8LoYLsXRh9Slu5b4Bs32Mrh6iA7mN49gpBFVmTHNo7JD59LmF7l5M18dQrfjZq+M2dZQ0fAM15oRmRnT9gruHI8OCeRwC0LXnc05uDowymHsCsFzUeIpraht4BW3yE0o2Y9d3x+eGsK293cr/yr34SBKGlGZHpEbUPWo6PT2qHRHplOkE/9sWXM/pjGNnYjpngsunYpP57GdHHnImfyb5nlPVLnLy52BZucvSjhyPfXLNQF+buOB0jicgILQdacL6owIaUXl/YjciMof8a/fz1y7OSzFgc2cetU8tldV+Oaa4kYDorRg6hH08jeJxR6zjQ+N7S9KOPdUQFoxUo+QNrG8MWdVsT0FPJQoUaJE6XX9IuAxYdphcfsoobVi8t+mEo50/ImmuH103LpBjJwrVXf+OJYaUOUA0T4qbhvC5lJdozebAp45o3cGHt39tLIkHrAZbDc7Ny6Nlx248qukHUfTN6wOSQ5iAADD2zE+w9GdQQ8qDV66K2PniZRPlgcnugAAsMNCtjVVSEdwhR4hbYSitWz3Yg8Hrl3CgojVB9K3HUjZdCB1+8GkVUv8/QCAzsnZlnaph9ANII268tPnUjd8GVcey+UBMCPdy9cmbT+Usml/6vbaoltP+NfrcvccT16K+4WxAByYYWjkmt0p2w6mbDqafUJe2WLFNGbRg4bM+elOAMCM9UQ2Je84nLL5UOrmXUlL+K5cAHBxqPg6+6aRUFlwXa/g9uEITycGOHIceEyXAIeclQlbDqRsOZiy6WrR7UdC1dQFYwaENKHqx/lLclzYAP4lYft6UdKEkQZEbsR1rblLi12ZAAA0p7TI44/45ABO6hG5RazWFW2TuDAAWJlRR7V89aikk8xdXuUKNAbbyd7Tg8ZM8pm3OfHLY2k7v4zhZzsBAAAnd3fW1R5Ua0FJG0HKC9fxndgOvKxVMWsPpG09kLLpQOqOAwmLMW9XALC3rzqce/OZWDeA3FeUnjiTsnZTdH4Qmw1gn+SDbUrecThl0/60r66XjBVIkOsR0iaWPchZWWhHAQ8lSpQoUXpd7wg8BkSuR8nO8pO1WTtPZH/zsKLZ+GvnCvcjUhOmsWKqjtL9ZzN3HEvbfjRt+9HMQ7dL681jAfz+d6A5YgOq6uVfv5+380Tmntsl93rH/zr8/oH9hqaAZ87o3YGnIb0y3QGA7hjnMe9s0Z1nWPsLSee31Y++JS4fjcv3AgAAbwfxsdxbeknHi+qu7+Y9fi48fzAiAugA7JIDWVcMYo0JkRkQ2TNR8yP+vW6BfETS8++L9P9Y2P+Phab/fUmPDT26zNWVBZAYuOZ2RccgKjfhbX+RaPX8Lypd3QHYRSFfkHjvX6o7X4jbhnCFAVUOirv/TXztWEKuPYCHXd6hYtlg9dMfqjueExoLqrDhUnXJNtSZATTfBXHHHxPG/1xk+O8L9f99keE/F/WOEFd2BYU5AoR6LakpVwzhrX2C20cjfVxZQGN5FQevvl2mGRF3vpR0jIrbB3HFxMq3SctNqGIAPbclLN4ewMep9EBRkwFVWVHSQtR8GRLrzfIM90iKY7PdnIna4noDoTGiqhfErfPJZb7A9nAgrpU2GAmtFe8YAx6gcYKcKvflXn6Mto2Ku15KHv0wTyEt+KTMDgAgLnRHU4VyGCcNiOyZqLGLX/9YqHw5r/cfYwO4yPxfSx/3VO1AuEw6QEHE1838jkGMNOMdf6tWdJZ+msblAbjgsUc6xM9+rO4YFbcOYuTEhbwCHjbLeVESBTyUKFGiRGmq3hF4jKjCgKlvJ2eFMgE4iavT79gQ8tf9l2zCNL3862fiCxIdpi7/CCkK398jkhkxxR+2FtOfywZEbhWrG7MXZbIAALwCd2gqpMO44rfu93c2BTxzRr9ghie9MpULwE1Zk1k/gmmsGKkfK/BVXX81jYgBsGe6rUir60W7hnC5HpH1o5oXaF19NubN5NAhaWPquW6JzoLI+hHSjGqeE+o+5M7V1IXVflmF3hmF3pnFPtn53kmR9hwmQErgpzfLO4dQmR5VDqDNHWXrS1zcANh5QevrhTor+ipaA6oaRs7tjc20A3DnZO3Kv9uDaixj8zCYdlR0tTalmMNg0hn+KR6Z5X45Rd6Zhd6Zhd6ZRd45Jb75qU72NADgZmzIuD+Ktz4T3jkS6e3CAFev5bWlmh8I5dt/MA2I3Iirtbkryp1owPDNjzqhFykGce2j4o8LXdhertjB7DO7Q9yYTNfimGM6gfq5uKunePNCTztgeObFnOoVkIPY1KIFgUTyFSOqGcLHUERqwbufVp7aEgg0Bjj6rLlT0jRKKPoR0oppnotVT4RXzyWgiO/EAPpm53nFBXPoTIDC8F1NVZ1DmEyPqobQ+/LCj5LtuQDOwqjdMqTNNrPsNWkTSxtyludxwIEd9XnmrceIzvprl8b+nUwBDyVKlCi9v34R8NSlFsbbAfAyP8+osyGkCVOaUMWEybfuwCCfcuSYp/YoN6LqUXFTQ97SZAAAu4ywrbdL6p/y63QVde1VD/qmHUnOaMqIzvKPxzB+GGkYX7/x6uAZgRnfFthP2zBxlmGW1qYGNu2lt7Di1Ggnx/YNO3iMNTVjWMYPnhgBuWFmm6SFaJEVbPvUPyPft2hVytkuvtz66onp5Ik/GcCbBvDtlznLgP8rUJYCnjmjXww89omr0m6aEXLsO25AlIOSusupaBSAHXP6aihUPYLea8hbEM20Y0LyprTzjyQ6C0KaUHlf1dlTscUBDo4ALBeOX5xrVJxLRJxLRLRzoDebyQBIC1pz69cAnheCmgvxWcBkAMMtxDE03jUy1iVi3M7hsc4RiW6JWZ6pZaErThc2DuGtfRPA4+K56GyR9PmUb/SbvrkGVD2MXT4cl+VMY3nzKs6VPuwXy2tiEzxozgXBux+LG+uz8UA6h+u88FrRg2/nt9SmVIXQwcux6lRJYz+qMqPy16u0TZaltuAd3eXHNvgD0AE8ll8vuv+CUJswWU/50d0RWW52bAC2p33g2ADGu0REOfm5M2kMgOKIr5vfAXjkVrHqYe7yHA7QaPFbcm4/RbUWCngoUaJEidK43gt4sjZmPnhBtA1gLb3C5p4xi2RGTDOEz9g+T2pAlTa8dQhX9ose9kweLGzpR1VDhNYyfvuXPkMUA6Lai6kVHkDjQNinaRc7sbYBVG5CSRM6fuc2Y7phQmNGpa86FTb3CJsNqHqI0Nmm3+D7RQ97hc09IpkZU9twxbPJfl8FprDircOEyjAtsIfPENUgobVi5GRpprf7mai5R9jcK5JbcO0grjKIXgWmR1UDuMaCKcyYZphQGcdCEjb3CFsMiGqA0JjRGYOsHiJ0A5i8Z/oF9olkFlw3MHOOS9onau4RNj9DFAO4yjQxLH0i6WwjQM4YAQOqGNvOzzIFZozY2wOYij3SfoS0YJphQj3luma6TzS5kEaqR0gLrhsm1EakZeqA9yHKgem1sH4TU8AzZ/QvAp6793PnRUwFHkz7Qni1JjmfCQDMxIXR+5QCckTSPkx0/DD/8SBx7csAL0eA+IDpwFP6eZGLKwC7MHhjg6j1NeA5uyc2gw3gwcnZW1DfOwk8qGYUuXE9vdyFxmQwi47kN7xc/OwHcesQoRsmWocJ3TDROip59OP8J99JdFZUZsJ0vYLb7wg8Mj0is4jb1Plr+I4ATFc04Xxrxb7FHq4OdrnbMu++qNZ2VR5a5c61h+CVqVc6q/Yu83UAZggWe/aZSG7GSAPyc4GH5rniRlHDC3H7S+HZ/TGJAMCxy16deLwdUT2XtA8THX9d8MSEnFrtwbEHyA+fBjyygmWJ9lwAFzR6L4m2vwY8MgOqeSa4cT9v+6nM42TVw350zqwFoICHEiVKlN5f7wE8DKeszzJqGzO2fuTn7sxicxhsNsPeiZdQFbG9qaTBgk0+15casVYzKu0o+fpQkiiR62LHYHMYbA6dbc/0T/FZcjr7XAeisuDaQdHxzeFprgw2i86gAQDQmHQWh8GxYzhn+X50rUppwdRWXNdXdfZOzmqJb6Qrk8MZa4rB4TId8wKX78+81lb10IYrDIjMhCr0KHkrtTjd0SMjYMm5/JpDscWhbDsOg81heIgidzYL2oZwrQUjH5XtP5kqyXTysB9vjW3P9IzyrD6ccbJNRJowlfGtf8FNmKZPeP9cXEKsg0dZ2LpLxbdOJWB5DmNN2TmwXTL95+/LvadHlEbB2UNp8/K5Ljw6m8Owd2QHF/ouPVN09TGiNIzjnNyIyrr5N6U5mzeHp/LGox0zN9ApaWXi8eZKmRklx8olmYn2ztKDawM8gh0DP005fSNnC+Ed7Mhgcxh2wY75BwqlfYjyVkpuioNHTtCKi/mX9kfnB7PGWvMiovcq0GdPSnas9PP0cQzD4k918hU2jDSisu6qGy05mzaGJXNnBOCcsirpREulzDIRQD+iHERlfcLzxzOWljm4O756Zx1cOe7e9u7ubB6PEbwg7oASabOiUgOmtmDqpxVHazIWl7j58SYat2O4BLghu1KPqAVSI642/XbMQwHPnNHvBzwvhbUXE7MA6MAp2JNze2h+z4/Vj36obrOh1y5kLM6zs2cCpEyf4ems2FTu5ArASAz47J7w8d+qu76VdAzjCgMi06OqYezC/rhsHoADO3FzboNN/PTH6q5RQmtBFVaiRVO2vdrRHgAS/BYfLWgwYh1/qe76VtL5XXX3t9Wdev7ZGzmH7hXf6UFJyy8FHj3WOiI8sy8mgQPOPk7zv4xOC+HZpfivucvvGMJ1I6J7DzJK3Tl2Pr7L1oXnJ3Ig0EVyoUphRhXG8Y1H3wl4Ol4KTu2JigVgOToIzxY3jc57+mP1o79U64zIpWNJWDKDxgQomjrDgzWQxavSOHYA3PyIr0i099+qu16I28ZyeMbqcRux5q6q600FZ+4WnmmpuN8rkr++Q9Gf0xTwUKJEidL765cCTyIXmBxnbwdfH+Ak+877LPqTLXGrvogsTXJyAAAuL3tL1vVniNKKyg2Y1iSo/SY+L4wDAO45AdWfxX6yOXbF5viPlganhTIBwCUteHtzpWwQv3M7Z8fO2HkS/2hHoDHBLdMPWx37yebYjw+lH1eJtFa0RZ77abkHGwDodpEVIUu3xa7YGLtqY8ySRX6hXAYAOMT4Lq0peWhDSTOm0qPklYTEABZw2Y6eXC9XenB56JL1sas2xS4/knVGK+ocFN26lFIZywUAx1Rf9JPxwFasCMuL4QAAN9p/7e3SJutb18GbMW2fsP54pLczA5zt3D3s3J1YPkXBKzbHrVofKyl1dWYBAMs/0zMry8mdSY8Uhi/aEP/J1piqTBc3AGCzoonki8+EpBUjDQhpFUvrM+el29EceVnLIpdujFu5MeajjXGr14cXpzoxAJghritvlj4wECojIrMQne0lu5Z5AQB48Xy4dLdo95LlMas3xy7/ImHjnTJ5n0h+OS7KhwkOHGdPey83ZlhV2LINsSs3xi4/ln2hA+3pKFyPuQLQ7HOijrbxFYOY0iqW3s0gku3oTg5ZyyOXTQmgKMWJDsAOd/vkdtlYAKSFeKgp2CB2dQUAH/eylZErtsat3Bz/0ZKgtGAmANB83ctXRX5eW3CtC1GZMY1FVF+XMS/VEQDYMV6VK2NXjw34J5HlKVwAYAV7Lj1f1PD2AX8vU8AzZ/TuwHMvrTiGDcCKWpp6Yzrw3LmYXBUIAGA3L/Fqp7BtEnieo3X3cnB/AICYdalnuyU6C0LaMLmm5OtFnlw2DYATnOFdQgSWEwG52W5+jgDObB4AxPqtvFHeNYzK9IjcjJK9yI2DYTE+TACmW7R7AR5QggQJt2Zc6haQVlRhFSuacj6ucAQAcHBILPcrQQNLFsVuvVXaMoCprehDZdE6gYeLHQAwPOM8iojAEmFAsSigVBhQnOZsTwf3iuCdKrF6ANf1CW4dCHdiAbDcqk8VSkd/JvAg8gGxWlO8lXCiAXB5LABWyrqk88+qNSZEMYBJOyv2zHPnTVTDDuZHHO3DFEZsbADlJrxTnrMo3wGA7l4Rd3Y68HR2lR/5zAcAANyWXC1seEloBjDpw/z1Ahc6ADDso/J9SvDAciIgK8XFkwfgxLIHgOzQHY1VXcOYTI/IrbjiseD8Nn8fRzoAyzfJs4gILEFDJLtzbvYKSTMqN6DqEaL2SFzuWIhegV8o505GIgU8lChRovT++qXAk8QDoPFi3bGjBdeeoB0vJd3fVXf9UN3eW7pzZYAnAN3VeX5t8T0jrh0QN91MFUYywYGb8XX2g6F55n8uNv9zkfGfiy3/XNyuK/q8kksD8KlOOKZB2l5IHv2jurE+G/cDmh1ErM+8aaju/1t1x4i4bRRvIovXFdqzANiR/svPFTcNE53fSzpfSrq+lXQNYw8as4g0ZzqAQ6b3+maR3IJrDCh5LTE1wh6Azov0KDuY+8BEdH1b3fWtpHOE0A6LHzZkLUrjAIsTvTHthlli+ueSycC6H5fvqHbmALhWRu2Wi7QDb14OPgY8J6MDPdgADK+iwI+vlT0w4l3fVT/6vrpVz/9qsXcwGwCAl+Cx6mpJg0XS+V31ox/mdfYVbcC8eABcf7dVDyoaTbjKiMgMqKxHUKcqu9bKV34/X/+fi03/Y5Hxfywe+L+WtSkKlmcwgAF24sTzrcL2AUxmITo7SnZ/7AtAo7FZXkTU11J++8vq7m8lYzWg1P3Iw5r4+GA7ALpDrCf/WF6TZWIEhnGVTdyhLdwocQdgOhdGH2vnKwYwciwAZdn1VoHqhwWGyQD+z6Wt8vylaQxgAG9+4oU2YdsArn6OXTwQl0YHtr/78vpKxXcLen6sfvT9/N5/E9+9mlbuBRxPtuhsSaN1fpsVIW2ETF6wtowHwPBblni2hzBOGfAnBsGhVZ7uDLDPDN54X6B5y4C/lyngmTN6F+AxoHIDppHmfjTfNybZF9mVU2dCxmsSGhCFTVx/N3s16haT6Zm5Pev2Y6HWMg48qkH0vrRwncgzOc0NPZxz5YlYY0akelRpQtXP+JevpomLvcLCHPyCeH5BDhF5XsvPF569kbmo1DuWiNreWDm56Y3ciCr7Rfdups/DfMIjHf2DHPyinGM/Ta3tEmqsmEyPKM2oQluyd1t4bJxLUIiDXxDPrzjk02tlmgFUbkBJE6bq599W5W6YF5Qc7ugfxPMLdvAPcvALdvAP81t6LKvmqaCpD5WbMU2f8F5NUl6+R0x+2IYbpdIh7GfnIqK6IeGt2xl4kkdErEt0acS2e2UtY7UHTJj6majhWnJxsWdUgmt0RejHl0s1Q6jcgMr0Y2UPsFZt4ZZPAmOSvQrXpV/pEcotE/2asdbHlecORsUku8ckh21tKG0cxhV6VGXClL2Vp08n8TPcg0PHBzC2KmDt9eLTF1KQXM+4pfGHFfy2gfFKa6QJVfUKrl9M5pd7ho6NQJx71rasu70ilRmVGRDFAFF3M3OlwDUmyT21OvGb9iq57efC3h/cFPBQokSJ0vvrvXJ4sjdlPXiBaycz3ftRzUvJvVuZRBiAPYSvyajtxrq/Fez/ODgUgOPOS0GDBfNCqoigCjyoAg+sqA7BiMD8eC4AgI/f2tul5HNc+xy9cSVd4AM0DoR+knq+HW21oTIDphvkXzoZGws0AFbJwZwb5nltU4rwkGZMPYRf2x+V4Q7g6Zi/v1BuRnUmjLyWmBLKBrpz6de5Ld8S6snbsAHTjAq++SIiDoDlZB8vCOLPC+GLJwKTBCPioNI0RwAAR88l54tkb3lQOgY8J6IC3Jng5LngbJHqe0JjQmVjFRrMkppdwSluAJ6ueYcK24Zx7VjGjgHTfSs6vTM6kQlsPzZytvx+P6E2IbJ+hLTiupeStn7hlfOJ4gVBFXhgBR5UIQnh830Tg1nAprOxuLNawSvgWeENwGCnRxxqE+heiF/NjZhQVT/SUhMfF8gClovgQL7sO1w9NV/ITHTqXgOefoS04bqX1W3PhLVnE/D5rwKoqvJNDGIBh2Enjj+vE7QN4Koh/MbFVFxU4isAAAzySURBVEEI3c6Rm7I2/WK3SGnDSDOu6C7b83lAIB1o9g7zLhfeNYvVRkz7QnjhaHwWExh27MhS/8r5oYLJARcHCyXBVbnObABguPD35zX/3KU472oKeOaM3gV4xr/1qNKKawZwlfm1KhpGVGnFNTZc/fpLBlRhxdUDuGpGhRUTprbhmoHptuEaK6a24RorppixFNaIqqzTDlZPSZyTGlDSjE1vClOa0J/obsIqy6vMOrkJVdtwjQ1TGNF32llLqkemxqB88/W+PoBSA6qwYGMXNfOlV82+CmlGX1MHUG3F1AO42vJa/qQRnTECM/qSm1ClDdcM4Gob9pbyKn86U8BDiRIlSu+v9ytasD7z7sC0stTKoeoH9bnLMwDswGVB0sV25PEP5V9W+/sBMO1Ybn5cb3+ut98re/nz/MKcIuNcooSxux9WyAffADxGrNVQeXZfRAAwABzw0/m3rWL19NJnpEksvZFcGUcDHi9uW/Z04HEq3pH9YAh9FaoB076sOPBZSBgAg8109X09MK5vqFNEnEtkWeSWulLZ0M8DHkeP6hMFLSPjB8tNKGkgzu8ISnIF8HDJ2ZuvNCPKsSp2BlQ9jF04GJ9tB2w/DnZuHHjkRkzeW3Zoe2SOjx0PgO7M9vDn+fhzvf153t52Tlw6cOj24vhzuteAJzV8n6pSMVENVqafATzOlXtym4ZR0vATwKMwYrKe0gPbIrN97LgAdBfOzADsGLx5CRdaBW0DmNwsVunLD27wDwcABoPtxHJ0ZTu5cv7/9s40qMkzD+APgQRYCAQUhBpQJIhgkEMuAYMgkJD3yAFVaytVsUu73d3arvagTltsa0GtKMSrVVkVRCD3AeGw9Sh5cxACKmJxj5l+2tndDzvdmd2ZnWndDxxymCikTqfh/5vfJ5O8/Odh4uSX8DwJZNB8fLyCU5by3829cBPTDuByE9E5WnK4ejUXedG8vYMj/MPZAbMWPGIlMzaBFZcXU9mQ3+6A4AFcM//gMWEKasJ53SQfv8nlBac/1ul1nNzf2R2cTvJ0F1nYc+SpZnvsY12M7XwktxZwXr/EX6wQPAAAAO7j7iltzXdJg33yrTgKN4yKL36RjkUjWgBK3b/h7HVxzz3BR5XRKxAKXLu0SoUbRqTGIVIzQExoJ3XD4u4RSZeDUFGYvB/XOvuEZ0jQeCSRi2g0RN94IOustcxof/T+pdJK6IbJk9VxqSyEwoM21vAUVsJgwacHT/OM4MF1d0tr98Wt8UL+0UEvXear75b1DE8bbIDUDom6RyTG8RPnXLxRuvDgwes/SMzwnRY8VkJ7h//xb2JiEaIF/yrnlXWfGYXKQZHeThjuP9/dXfAWwUQMGp14fPAcULsMnuoNV54YPEMi/W1+zSsrYxDyZgXkVSXX9ghVkwMYjQV7hQGI4e0nXnu8S9DlIPVmQe1+TnwEI3IT551jaVX7Ere/Gr/91fjtryW8fjjn3IC4c5jUTKwerh8Rnji0Np2B6Cw/UlbQdqe87zapsU0tOKF1iIwjEuMwqbG4XHC3hODxGBYSPCD4ixOCBwAAwH3c2sPjt4pV9H52fQ9mvCe99q302qhYK895WbiUgZA3e8mvLxZesYp0g+KmxqSSFd6I7rNiW9IhOV8/Iul7UNZ3X9r3bdnX98Tar4rrm3knO/lX+3El5SR4TJh6iGxTbfptvh9CyHtFRPkneZfsZM+YtHdU2ndf2uvAms6lCRIDEEKRfM7BbkxpI7WU8+AxYapB8eXz6dJEH4TQUjLhQEux9s7UYNKv7kkMt0pOtGxs1JW09rv6/pmfNnh0d4ver4iKRIgZG767TaAfK7/xQHptTGqw4LJPkkrXeCGGF4N8hsFjuFP03gvsZQgFxS3b01FqePBogMaDXH68F2LQ/CXc410C45DISOX/XhxOQ14hKSvfusw7Yyj6QlV4RlV4RlV4qmNTQ1v+JbOo645YZ8Xl/ZjKIb7SmrNzAx0h5F/AefPLzephcd8D6fiCXxuVdFMC2ZWNx9VFLd+4XHC3hODxGCB4wEUhBA8AAID7LCh4zqdkc3yRH50ZxYwORPT4MMG2VVt2xT2/jc1l+yGE/Nhh+EleK4VrLbicIvS20sZD3NyVdIQQCg7KFK+U7I6TvBQrfjlu67YVPG4AoqP1+zJPXpfobbj2Ln5WlraZhRBCy3ekHOuaCB65mdBRWMulTDGP5YcQQoyo7OVkJUeyg1NWsYoQhkfSacjbL1ayplrFNwzgCiuhNuHKU9zE57wRCsjZmzkreOQUoR8QftGQWrzaFyGE/ANThCskleODcbZsjylKZ3rRUMIryZ9fkxhsztdkPHg+5YQHeCF6KPlpbvudGcFzbC97jT9Cgcz17+XMCp5j7yekIIRCfUqPjAcPphwkmk+niZP8EUIoLCTv+Rjprrjy3bH561lL/BFieDMQogsTj+oF3YOE3CbqNea/+0IYQgglxlSrHhc8JxI5YTSEAje9kz03eHr1ea/hLIS8/LLiPu7iqxykxk5clqUSif4IIa9lIbytkwOkBYdODODlSyQeMwiMg6T6NnaxKfPF3BAmehw+KKYoprx6g6xHoLQTChOus2MXmzIk6wIRQsjHf83mKHElR/JSrLiCU/7iKiyX5UtDUeXxNV0SvYsFd0sIHo8BggdcFELwAAAAuM+8g0dJEZqWDFFBKDtzufQor6Up63dbl0WEM5jBDGaI75J14cX70k+r+cohQmmZ/JMzC6GhsPbe/I8+4/Jjg8JDfYOCGUEsRhCLwQzxj14XXXU6W9Zb2taPKylcM4yfv5C1LSMwanVg9lsZsh5cP3U4gRlX2UjtjeLG1oydgkhO2MR1mCxGcLhf9h7uOxeKW77B9A5i4s4mXPnHtKK8EPaqCElNTsvgzOAxYXIzoTHjHdcKPj2RTHJDIpdMG4zlF8Fh76zPPNEruOr6AwcLobtV2tzATU9hsddG7WrgtU9u+FGYcSVFymriNicHslOfw2p5KgummgwejQOXHU4uXR0Ykxm643RRcz+psWByE66zYO1d+fv3clLYASEhjKBgBjOYEVscXSXLq96/OiOeFbcz+YRR0Gkn5FbS2Ft48I2V7JjgmNLET/QlysFpW1/MuLofa/8yJX8Dix0XueVQXqtjZvBYSKMx/+09bHYMK6Es6chUlljwtk7evjdik5+bNkBJ9Ksn86r3xa2PD4mvTGnsFhjspNoslH2exE8ICIoK4L+dXnOOd+RCbu253NqmjcfPZL25KyqYhhCipb6eWv+VSG/F5GZcbSaUXxce/TJtS/bS6KXTF9w3dHnE1o/Xf95dcuUWfMIDPBEIHnBRCMEDAADgPvMMnqn/gilMYcKUFkIzKNIN4MqpXaQWXG0n9YNzdpxTuNpO6h2k2ozP3KWKKy2E1iGadTiSq42zVkI/RGqt034ohSkoTDVA6h2kxjr7YCJXu2xNE0cw6R2kZu5gZkLrEGlt+NN+kcUTN9o+3U0d42dJ2QkV9WgkpY3QDZI6G/6Y6zxpn+6TVmD2w59mAAWFqQYkF49zC6IQCvBLqc5T3Zbc/HNZ37fjf6JWduO7cm3P5qocXz+EwqWJNTpy4lQ9ClPaSL2D1Fhm/wYVZkLrILUDz/SEJQgejwGCB1wUQvAAAAC4z0KDx4wrzfjEKwwKV5of6fplh8I8485KM640P+4V/PhNLl7Ez7mO00ONnmIqJ4PNOaDWhRTmdAwKdzqDi/EmL6icXArF1D/OvLOCcrKMT7cCUw9/4gDyaQMoKExpE19pSiWS6AghFnd5ZWNufUfhybZNDVc3nVIX1B5NEaf4+yJEY4Ztl/EuOWZ/l6i7C75AIXg8BggecFEIwQMAAOA+CwweEJSbcM2Q4NSZrEps+Tq299wtPPTYJcXbY/ZeKLxsEmmtP/u040LweAyzgwcEPVcIHgAAALeA4AEXbkc/rhkSGx3kVQ3voCzrw4Zpns09ahQa70qMDkJJPbtjpucrBI/H8N33/9nZOZDdcoMvp0DQsy2RU3w5taXj5gcQPAAAAAsAggd0WwpX2cnO26IZDov0NvyZ/+h5y4fg8RT++d//nXL8ZY+Wqmi/XtH+dUXHdRD0VHd0XK/ouF7V3lfTqrkPwQMAADBfIHjARSUEjyfx48OHPQPDda3qw63qI1c1IOjZ1rWqDjUrRv4KwQMAADBPIHjARSUEj4fx3d/+bh0ds46O2UYfgKBnax0dM4+M/eNf3899IkDwAAAAuAKCB1xUQvAAAOB5QPAAAAC44t8//PCR+T6mNvOVJqGaEqopoQoEPdYSlVmsuHVI0zP04E8PH/74cz//AAAAfgImgqfmwjcgCILgXA+cu7mzvqesrlNaZyir6wRBz1Za11leZ9h9WPsHWc+H52/97E9AEARBd5wRPAAAAAAAAAAAAJ4HBA8AAAAAAAAAAB7L/wFI6FTbrEZ1iwAAAABJRU5ErkJgggA=" 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" 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" 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I'm amazingly lucky, as a teacher to have one wonderful class not burdened by the weight of constant exam pressure and it has allowed me to really look at aspects of life that are genuinely useful. So last night, I was looking at ways to really make students think, not just about how to coach them through an exam but to really think about their morals in life. We've recently talked about honesty but this was a chance to go a little deeper. It dawned on me that students would like to know how to look for a job, how to apply for a job and how to conduct themselves in an interview. I also added a bit of exam style speaking practice.<br />
The class starts out by setting out what morality is and posing a number or questions set to test their moral fibres.<br />
Task two is a FCE/CAE speaking part 2 style activity. Whereby students have to discuss the importance of various different morals.<br />
In task three students are given two specific job offers for 2 very different companies, who the students are allowed to do some research into.<br />
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5Bb4JGV4J2c+SkaJX0KUizOg+eWE7bqFyC244lnCY0CIUbG6q+jTcmdAp3rMTT83gJzfGBLmQotfkHx6vEap5+6ocXNiUuI/y7pgwE9tioqiUjwyQzdpeVIzrjSiqnHBoU2xaS4AUOlR7Mh1jZVXevnNem7TLeR6Y8GSChfAoDnXpNiFB5GZRXqSd2pHuBegggD/5de4mpHKzxBPOqD5FsceuSN4uDoQYcZ0kyKdGWnrr27QVO1YFV2V7OriRAHerJyVOY1GoeIZM00/EJ61UckUAIJdq/aVd8wQHu09/qkDydk0wGA5IYeKz/cj7X3caz0zoq9u7uc19/Pb7ghlv2kMz3TswlPs5gGAY1n4Fy3PFJ7oubPX4bGI+voqdywNAIBKdQpY0VLRdlesv8c/uCk2AQCnQNbcc+VXBpDWx8rf+6D87YPCN6vSEAoPBAJ5tUDheWpIlCAR6SC/9Sa/9aaQMKJy82NvQAgT3tlV9PnS0KqPY7dLBVISU7xRz49XFsKEEoPCK2fTJDXBoq+yTvbjKtPzVs94Wbs2osph7qmj2R8tSN9FsNss6Dt5zqHwQOy8kPCgqkmsXVa6NMeJDkDYorSjtyVDP0p6psQPo78r7vuptvNCBi+SBpwcEj7OuTCIKG3os4RHRuJ6G/fAlqhQQHEJ8V12PBPP82CEeOPHKrSTePeosKkhPcfTgRkXtv5AxkKOG2C5FG8raTehSjNKGDHt3apNNYHeAHimBa/vRfV/mHv7x5obP9T0f1/beTVvQRYdMKjOtamPhMeAqiaxNkX5snRHJgVEfJy8Ynlsvhugh7gJz3III6Z6ULUk7Lgl6BhC1Hcl/T/UDPxYc+vP801k+XK+FwDALTZ4g57XZcGfenOYFp4DX0QmAQACXSu/rVRMSAa+l+gncJUZVY6LmhsL56cAQAG+C9OO9GA3f6wZ+LFm4IeagR9qbnxf0z+JEyPCrhGEINHfOi21AXkoPCuKXN0BcCyJWNeF3v5R0jsl7h7DHo3h+YXCMyXSjosbzmcJwwFgUCJX5Fy4iT9W/r4JXDYi7DIgBPkmDeAxQOGBQCCvGig8T3sIaSeQq1dysXhnV1cHN08vZF/BZYtIM3PaHxKRW0QdF9PLQwHwd55bx+8i8SfnBXonQ1gw+S3hqXXBXhTgzo3cqRXrzL+P8KDKCay5IVccDgAAHh+knehF9LY37LH9Us4wFB7IA15EeEy4bph7cHO4L6AAhs+Shor2u2LlY+8hEZlJ1Her7It5fgwAKB6smvPlzUaR2vpo4VHf6qTjD4XHgCgmRV1dJSvKHOlUEJnk7ujgECqK2a0X6cyochzt7Gdv4Hq6AwdPP6aLI8UrM/BzFSI3YgoSIUhUOYZe2ptU6EMFgOqVH75kX9b2E3lfncj+RBIU5U4BVECn01xrU04/Eh5EZsK0pPDqybgoVzqgUulUCqA6xtWkXLCichNGkAhhxHS3S1egIQkJ/vO+zt56JHf70ZxtR/NXfRQY6woAjZmxIvfSECI3YU9v4SERhVXcfDK5PJwKANU7L2LZt1nbjuduPVl8WsuTWnGtkX/xRHKRPx0AQA3y5q1O3Xo6d9vhnK1Hc3cczN6wLDTEmxY9L35vj0Q79mDhUeYTC4+eWB9Gp/2ShUcRuRUjbgoOLfPzogHAYGUvSNx8Kmfb4bydl8sbBoWEVdTbmSfKdwGAEVGb9qTwfPWJPwAUwPBffr2ibUqkNOIaknfy64RMDwoAwCHaX7whfdupvOny7zyQtfqDIB8PWsqytKMDEp3l9d/rHgUKDwQCebVA4XnyiTgq1ugrvqz1ZgEQHM2iUqiUiIAlF9iqqRlP0GnhuZzJS6Q6RLt/WM/vMuKaMZFuUtw9hiuNs7paKWy4blKsG33ciBTWB68/qIk0YppxUfekuGd2ppfhkxqmF6pD1RPi7pkv2p8WBImqJ0TdkyK1GSVGHqwAqJ0UzdxU97hIbf55Q0CVY7juiTJorZjc3nWNsGDy28Izm8NC3UEQFvO1vqbvrlg/cy+jj58BGYmqx544tFFMMT369mePSzbzuEiUuMm7UJ+36XDWQaK6bRhTkIjMiKrHRN3juNKEKmwi3ezjVT3W23AEkRlR5ehTznPPpLh74okCvI5A4YHY+eXCgyonsKarefNSGVRnamBN6hGdQDuKPfWd6ntY3clMfiSV7kj1FSQf0PLVk+J+VdFSoZcDgxmCppycITwyEuux8S+eSk51ZtAAoPl41xwoah7HFQaEMGGqIWHTkfj4UAaFQqH6eZR+WdAxjj5YsceAyEhMN8y/XJ89R+jnM2MkiVuSt2BD6gdzgkNZTO95s4XHgChGUdkd7jcLg4NdAQCAle2/6JpA+7A5l0SVBv6lo2nsdJfZ41OYsZXhyy/ln7+FK43oU5fieXg70g7xLp5M5xe5PxrnEhe85GKlZgKTmzGlAW3tLFi3NSY/0Inx+CgY17yFMeubyupv4wor3nO7+tz2SHeWg0NE8Morj4Tn1KYIVxbdITpkdcNzhEdGIgoSVXRX7loXlRju+GAnVJo7mnyyj68dF+ul+XPK3BwYTvELMi48ITw7lwc6MOhMt8BVrRVtUyKlASEsuGpY2NiWt2ptZKYH87GBSFRH99JP4za1VjYOvmE1dFB4IBDIqwUKz+OPH0w/Xr1/fWQogxqQH71TWv5FjZ8XAJHzEw/eFmlMj3pXzxSejxoEncN4U3vRvjP5X1+vuHoLmX42E0ZERiJNXWUHzuR/21beOIQ9/LjMhLYoKg6fztvXUFZ/B5GbUPlg9elLRTsOZ2/cl7n+m8wv92VtOpy761z+2X6BzIQrSURuRtp6OCfO5n19Pv9MD7/DgD8cXESYEekI79Kloq+PF55QcdssmMaKSgc4R04VbDuYtWFv5vpvMjccyNl+sfhMt0D21Dlbp4fl3EWbWsr2H8/deiBrugybj+TuPJV/QseT2cRaMyKbLTyh8xP3KbFrjbnbDmR9uTdz48GcHSfz93eyrxtwneXBM0xuwbttgsvNJbuO5GyyH9rmo7k72zmdJqzHhslNSJv+4XHxHj8uA+/SpeKvjxceV3LarJh8UNCoqDjRUnZRz+8cQeVGVDbAPddQtL+xonEEb5OX7DuevXFf5pffZm87nrf3avGVIUxhtP90G0EUoyK1EW1qL9h95MF53nAgZ/uJ/N2n8r46nL3xQNYBGbd1+DX3ToTCA7HzAi08hBHpuMm7SlTWqdiNt4VSA/rM39kkRgwL23rZdYqqC0puy6BQZkTlw4Lrek6dkn1Fz+scmX2DNSHSEUGril2nZNfpeG1DiNz+W5kwIMQg/6qWU6dk13Vzm4cQ5exrR2rEtOO4hhRcU7IvKaqm03BLoBoXa4b5V1Tsy728zseWCjVjKlLUcTIuMZAG3DwFe4o6xnD5jC5YUhLTWlHZbd7DDV5SVF1ScFuHUe098S8ZUSk1YTobprjDq1PaP66vbhtCFOSDShblmEh/F5fqq+tn7aKqTsWTjop0EyIliUgNCDEi7LxRfVnFrtNUt9wRyqanvHvyxede8mZcb0Vae7l10ztSsa8MCGQjiJxEiSFBczenTsm+2svvNMz4XkhEPiJs6+fWKdl1Km7LoFBKPrjLyYyoakKkn8Q6ddwrs8rPvqzhExMi3fjvPvbyuYHC83Kw/f3frk7++fzoHy+O/QkG5t3OhdE/nbX9cfS//fsvvDqg8Mz6HYDIxyTS+ixhLJ0W4rWwqVphESuaM8ojHYC7J3qgXDGJ2Zcbny08jUJiEKvbFhrIACDK/6NL3N5xlCBRlQUlukvmZ7pSAQBxvnMucHVWVGFEFSZUdatieaUnDVAjJcmnLbjijuDoxuBIZ6pbil/10uQl65MWLY4uS2YCALzTIte1cLsmcPU43tZa+FE6HQDgOSf1aA+qH0NlBkRmxHQmwbVziXGOFODps/BUhfonUVtb4celbq4OIIIdUbsqeen6ZAnHJz6PVX2oUmp4YlU+ElWa0C5dyZolYTEsB+DqHCeIXLYx+cPFscWxNACAc4yncFfBhdsitQmVWzD5beHZLeHh3hSXCI+kdO/wSEa0IPqjFfF4iZsTAMDXpeTzzFMDuNKEqkyorLt03YfBIa4050j30kVJS9YnfbgktjSeBvxYGYvTDqv5vd+J2tqKP85yAAB41KQc7kF77celNQubLiTFO1GBh/e8E2XKn2qU8rJVbGfABHnbCusGJbpxsfRajijdmcryyBEGpMXSfdL9eZ+mLMD8I1gAMKhJ4vSjtwSEDZMbELlN1K6q2LwoMM4PUBL9saXxy75MFXN9ghkA0GlhVZEfrk/c2cpuHnrNdZ9QeCB2XmzSAsKIKq242oarTM+cpuzhJa+w4GobrragchKRjSBSElWYMbUNUz053H8EIUhUacPUNlxtxRSPXR1GVGV98KdnXTiECVXZcLU9KjNKkNMvYurHdkeiagvSLiuak+niBCjh8xL3DuBPdr6SkojcjKlnbFNtw5QmlPjFqxVNt4E/+rjlUSO2PajCgqlm7QJX27AHUjTj0NQ2TG3FZs5tQ5genJBnTnjztG9EabGXxzrjWyBRheXp34vUgMind2R72o5IVGF97BS9YJF+z0DheTm03v9HXG6saBtidwzDwLzbqWwfKm4ZbLn311/4AwkKz4wQRrTHytk4J8CTzkhekn3VgmomcI1FuH9pSCgV+JdGbtAJ1SZUQT7ZpU1AWHH1YMWSAncXikPq4rTzNpHSgquHkabDMTGejhQ6Bbg6pS/JbLChcgumMuBd55MyA6nUxMCljXztKEYMCZuUFedklVdvI5p7tTd+qL39D3N7bnM3id1cAIhbknrklkRrxXQmwYXjKaksKnBwrz1Zcn1CojIgykm8U1WxOt+JCWgpa7NODdcMTnD2rAh1B8CtKu60RWz85wVDf6ztNglbe6uu3hDKDI8PuVGMYZ09les5LBcAvPgx69qqCZto4Iea3rsSRR/78I6oeBYATNeKLQWNVlRhxRW3hWe3hkd4AborM2Nu/FYZt80s7r8v6R4WnN4Tm+YPANW54POClu9xaT9nk9CdBWjxi5OPkjWDf1tg+vsC09/n941wt+FerlRK/EcpJww1vVbhpZOp6W404OAmOV786Lg0FV8UOjMBNXlN5ok74t4JkVxRtobPYrhTS3YWXZ4Wnqa8eUVOgE7zS/JbcLTo3C1Me7emf1JUfzpdEEsBzvSK/SVXh0UaC6Ybr/5mVVgAAE5x4et1PO0PtTe/r+2fQo5ti01zpgUXxu4bRtWTItXrrvuEwgOx82sWHn2roxjFZbqqrWJ3CgDAx2/RuQr51M92CYN5NwKF5+XQ+f3f5qrM/K7343YB835HIDPwpIYv5bd6zKP/17//9+deHVB47CGMqMIibj2RmBdIc0kL/qxLqDRhCiNCmHCFNK82zxnQmbFz0+utiNyMEU+O4TGL1GZR27GE7AAaNdy75ly1/j7W1VO+JMvZKSRw7tKoynSGY4zvR9d4ylFMcYfzebmHK5WZvy7n6hiuMCCEEVVPirvHRMoRYdsAr22Ie74hfwUeUZzq4sQA8YtTDvZKtBZEbhOpbvGPfebvwQCsqpjtBNI3KdKbeaf2RPsDCogK39zFUd8VaSaQhotZomRnBtMlmR9ctSnrkLJaM4prxsU9Y0+M5SUxrU1QdzY5jUqnePovbahU/CTRTI+uIVHVuEhj5W7g+XkCEMqP2X0DU9pw5Z0HXdqCJbH7B2r7JzCVcbpCEdcZK1ZW+jgBSjgn7pBVcPVqRiGTAQAjsjiQ80EkXxTKwUM5knCeJLIii+UIgENu0KoWtHtSpLktOP55gBcTuFbEbJs+LhPvzN7oAEABkaEbOzjqu7jCJpIrytYIWEyPWcJTm+VAD3GuvciTWmt6bChhQIhRib63cvMcL+BKi12Rc2EA1dlwnY29c3moL4Xulxv37ZBQ+32NflLc9xNyfGtsAgBOwYFrVNwOK6583TWgUHggdt474ZFbkHY9e/hHoWAAACAASURBVP/O5CWfJ646W3r5Jqp5/yb9fx8DheflAIUH5v2JUGbgy8iVbT2dt0f+/n//63OvDig80yFRhRFTqApr890dAAAAOHowXN0YriwHVzcHdw/69NBP50gPST1XSmJq81MmLVCbMd2NssUVnjTATFqS1TIquHwyKYXFCJ2TckrH3rHAnwEcouZmNZiEbRcS4zyplLigpVere8dRwoTKzcKrTdlzs7ziUr1zOGFsPLiwxCc20NnbnU6jgpRPUw/1SbQWRGZANWNoh6oIj3AEFKfyr/Ja/jpX2ly4MJEGPBll+4sbhsU6EyI1oAoTpuip2LslOi6WFZDoFhboEhjmVbw843A3T0rOHtFrxnvuVJ/eEsFyooG8qG2dXP34owHEcgsqJwW7PgwMAcCnPHSDElPZcOWgfdICUezXPZKHs7TJzahinLd7YXAoAP7lkbv0/MsnklNZDMB08AxwDgpx9g+yJ9g5MJIVlehR9GniHhWmMmOaMaRTUyyOcqIAp7Jtudf/OlfWUvRhMg14MEr3FV0dFnebEfnPCE+ws+Qsp3XEPkvB9Kp8HwcAlkPCZzkXB1CdFVXcFbc35n+QyQCA4pgS/OHX2bsvZs6v8vVh0Bzived8W9ZCogrT65/2DQoPxM57JzyykQe1P733Jb3juHK65uW1lwrmVQcKz8sBCg/M+5Np4fmso1c2SP63f/23514dUHgMiMyAyK0oMSw4sDQwmAk8kn25yxIWLImd80lM7XSWxC9aFlmczqLS6L6ViScHBcoxXPmY8JC40oIobHjdvoQcT+CYGvjh8dJNuIe7izt2rLjlp9qW02lVATRWov+nV8s3iH09qYyctZnnzGK1CdNYhQ312RUBDoDpwtmdf8UgIgyIclLSZ0FPrw3ydQPRi5LtwoMQZkxuQC8fisnwojvGBK++WLrr8xAPKj1ifsa5W0LNKEZMd8e34T33JP13xdoxXGPlnT6eXVvi5QWoQWUJh0cEhGXGGtskqh0VXL6Ymk2jU1h+i65UyP9Y0z297KAJ090Tay3sdRxvFqDG1iQdNWNKK654OEubKGZvX03/FK61oHIjppkUdRvKPi3zcgCUME780VFBw7WMIqYDcPH56HKl+m9z+idFGgumsmLqMVHvPUnffUn32INJ6qaPq/5IbJY3nRkVtPJC6Z51oZ5Uetjc9LM3hZpRjDA8T3jOzBKevr7Krz7yfyA8NzDdKN5zq2rT4uBgb0YkJ3Lh6sQlaxM//jxx0erEj3dm7VYJ+u+LNEZU9gY8J6DwQOy8f8ID834GCs/LAQoPzPsTKDy/IkZUZURamzJKQxjAxQM7VK76hzk3vpP035f0Tee72jv/IK4/kprPAsCVUba39KoB146JOuoyqxMo9Ci3D6aFx4QQRrz7TsVasa+ru4NHln+GO82vOv5rJb97Uqwnq7YvCfKiUZxj3EMYFNfcyI3tvJ4pTEZi3Rb+pWMJMYACvH1rT5R1flczdE+kuMPZeyiDH8tgABC/5GELDyIzIAoLqjLyv5rr70eheQW4BvvRHGP8V3Rwu8y4crpr2W3eVWnZtw2lxxU85ZR44MdavY2/f0VYGAAeuXEHR/iEFZvZLV4xhnX1srfg7m4AuJZFLD9VeqWHp5gSa42C8/Ulaz/wDgAURlzQRxcr1WOowmqftMALADo1pDR48bGKC70C9QTSeL1iy+KAcCaFFuorOl6muofLblR/VevlCYBLcdjSU+XX+gTqH2tu3Jf0jPDOtJQeqis9p+a22wfjKiyoysTfMT/An0LzDHAN8acxo/yWtXM7TbjKiMjswrOa78pwoxTveCQ8NZl0WpCT+Enh+dAfuNDjV+VcvIHpxnC9tmz1PD93D3pQTtTay0VHWsqOXi053FByrLn0ZEv5qa5q6TimML/AuOdXFCg8EDtQeGDej0DheTlA4YF5fwKF54WDKm1YZw97E+LpCkDI/OT9fXjPE5MCEWaRZrBq18ogXwCAr9+yxsqOiVrZ5QxuHKCEuy288mjhUdWEqPFsJhJLAwAAJyZyouwaKdEaUc097NLJDI7/9HIIzsIjRVctkunFTBWjSKe+fOu8kAhnGvByTUEily4KL0h1cwryKsx3d3IEcYuSD84QHpkRkZtwWVsWmuUCAAAuThlr8ptIRGnBZAZEZsT1I1XblwZ7AkAJ8Kz4IHruipjSJFc3F8dwJHZDU5XciD4+7TKJKk2orK98y/roNG8mFQDXcM+KRdG8Cm93AICTawaWsLOT0zmJK+3TUp/eFBbsRvdNDyis8Itwp7ISfCsl/lF0KgAgIDts5eWqjilMQaJKI0IMVGzfHJPp50gDFK9oH87KuAWLY7AyTyYF0ML8PjhW3jlpty8jIjfhRHs2nuMKAADOjmmf5V8z2I9rWnjkZaurXWmuoOgru/A05knSacDfSXT6ceHZ/oEfcKLFrsy+MIDqrJjmPnbhUGqpP6A4MBKRcGxx3JzFMXOXxbCLvAMogOnpWbUz7/wdoeLJWap+30DhgdiBwgPzfgQKz8sBCg/M+xMoPC8ewoh03eHXtZQebSit6+N3PXWJ7hFEbkOlt3mXrpUerS+90MvrIDHiZvWl9tKjbeX1N4Uyw4xZRIcEjcryI9dKjl6vbLgtkJIoYUBkRkw2KGhUlBy5VnKkid08JCQsDzpQSQ2IwoxpLIIr7eVHLhd9cybvq5P5X18qOaPiye5Un2krPa3ktA6jM6cTlZvQHkvlGr6fM6AHV8cdHBYqTJji4RFZkY4+7oWG4kN1hXtO5u08kbfnQuGB9qqrQ1jvk5MWPNymBe++i7XJq042FB+4VLjnZN7us4UHrhYf7uR2WHHdOC6fvoeSiGwEae+uOtlcfukGIieRxq7iAxcL9pwu2FdffKih7PJNgXwMf7jEO2HBu+9h7cqqkw3F314s2H0ib8fJvF1nCw/WF59Uc1tHMOWs6VzRHlvl50I/V0APYsd9OzTruGQkKrvDv0aUH2suvdDD75heh+cW70pn6dGWsssDQqnBPjyJRBXDgmZV5ZHm0jPa6o4RRGkVd1zPxtMYziHu885WdYzXDHxf039f0v997cB95Mz+xBxHAOju86+UX7eJVHAdHsgbARQemPcjUHheDlB4YN6fQOH5dSFRpQ3XjoseXxRiZkYQwoSpx0XacfsyF0ZUNSrSjj6xbIsRVdpw3bhIO4YrjfYNjky/LtKNi3TjuPLJ4SJGVD2G68ZF9uAaGyY3Y5oxkcby2CIPqNyAXTsQl+5DoYR5156v1o2iCiM6s6hyM6Z+tCmRblykG8VVzx+R/+A8zP4gpjAij5WWMGOaMVxtQeUmVDU68/34084hqnhys+MirRWbuf4dYULlJN54KC7Dl0IJ9ZKc42pt2KzjMjyYC047Zv+mRh58C7oxXDV7NicpiSosuG5MpLGgciMit0oaTySXhQCKl2vZ6oxDOn6nASUMiNzCr2/OW8T18QWAmRK1Q8WVj7/maXCh8EDsQOGBeT8CheflAIUH5v0JFJ53PiSqMCHS7rJliH9EmEfFmsxzNpGcfM29sF7Wccm6y5Zj/hGh7mWfZZy14i/zuEhUPiS8fDFrAd/TN9A1qTywDAmtQkLZoqDsVI+QOI+KDTkHNDw5icJpqSFvDFB4YN6PQOF5OfxK4SHIZ+b1/288L1ISVY6K+u5L+qaeVpUM84wQFrznrn2k+n2JfhJXGh6v2n6zA4XnPcmIsGNQ2DWCyI2o/Bmrm7+VeaXHZcJUVlxlRqXDwrYbvOv9vOZ+XnMfr/W2oGu6ic+KEa971VEZFB7II6DwwLwfgcLzcvg1wiM3YeoxXPvUjOKaUVxpevk1qnILph7F1Rbs8RHFLxojqr7Du3Q595N1yUv2Fpzv4xOWt63+dwQhjKjShmtsuOr3GUJsRFUWTKUt27gz9aPP4heujF+4MnHF7oKLI0LZK/iuX1mg8Lw3IYyo3DRrYM+7kVd9XA+2/1iM6JtTlQWFB2LnrRceqRFVj4v77kv047iCfLuqD2F+x0DheTm8qPBg6nH+xYtZNZm+KZleMXFuYZGuoZGs0EhWSCQrPN4zfU7SV00VbWZUacFe2vylJCIbEbboOJdklRe03Ot3fls7kgXv66vY8YEvAACEh23sZMsnX3On9BcNYUS6bvGvKSovyCsv9/I7hl9xw5oJUw8K6o8l5ie5AAAAoDBd6E5OjNCssI1aXqcZ/60K+vsFCg8MzFseKDwQO79KeEhEbsFUNlxl/p0qRORmTGXD1RZM8fhoRkx9k3PybPbyzWlrT5U2DAqJt6n6EOZ3DBSel8MLCo8R7zFxDmyM9AMAAOCf7pPPCymvDiqpDq7gBWQmOlMAAFRG8oLkr9UCpe0pFy9hQpVWXG17GOw5zUEkqp7CFYPcDTxvfxrFsThsTauwb0qkGcVUlieqHUlUYcFUthnbt2LKx4YiW/De/so9SwMBoFFTIrdKOfKJx4XnwQ3KHpUVe/LGSJgwtRVTm1GCnHFQs3cnN6GzCvPUm5692Gor9mB0txFVWbGZ5Sdm77f7R1FDXY4wiEJ3ocR9lnPhlmhgSvSUI31uSOTJ0/XYyG3CiGnvi6WqypVFDgAAZkbE2qZq7d3proDCruHXfR94sUDhgYF5ywOFB2LnxYWHRKTDwpYezhUV+4qe1zb0iisLSURmELb1cutV7Mvd1Y9X1ppF/cqixZWuAADHwrgD/XzFKPZ2Vb7C/E6BwvNyeHHhMXIObokKBBS6E2ve5cquH+bd/l7Sd7/mxg8S/S32vpVhPo5UAFzYW3Prpx5NviozIDIz1n1XrCWFLRp2ndIeFad1BNVOijXmp+yOIJGuO4LWfs7F9pJPitzcAaCmB3xwvKKpm3NZxb7Sw2sfFk7/tJOSqHpC1DOOd/VyrihnbF/LbRrB9HfF2oddv54tPFISVYyK9FMi+c3qBtWjjdR382Rjou4xXGlEpCOIjESIEWHHQPVlFftyL58YxVXDgiY1u07JrtNwmm8JpQZEbsV77ouUg4LGmYVRsuv6+FIrrh+b1fxFDAqaujmX1ZymQUQ3Ke4xCxu0nAfvV3Obh1DdFK4kUZkBkZFIxwDv+g3Oob0ppZ4A0EHogpRvWjnN3Zw6NefagED6y+7eUhJVjYv0E7i0j1s/+3Q1DmM9d8Xa6W5+JNJ5k98ywDl5NhuJcGAA4I3GbW6qbu/j1vdUtwwib1ttFBQeGJi3PFB4IHZeTHgII6a5i0v7q1aXu/swqR686M0ytH8KV1uxR13DSVRhxlRWTGlEZSQiN2MqK6ayYtPNQVIDQphQlRVTWZ7WOmRElRZMZcUU0yODSVQ9gSuNvO1z/MOZVGZu0JIGQc8ErrHZP24W9amLlyOeADj4sBMPD/AVo7jaYt+jFVO+7jWvYN6UQOF5OfxK4QkCFLqja83ZsutjNT2jmMqKqcbFfWNY67mEeFcaAI6lG7MvWfEHM/qQiNyMd9/iHDybNZfvH+oAZkCPZoctOlV8YQDVPH51o+pJ9OqVXCycCp4CxSknZreKqxjD5Ga8hxQ0tBcuXR6dE0Cf9W4nRgA7cs3e3PO3hDILriCfLTwmTGtCpKrSLzYnVsQ7Oc3YBsPDtXhF4qZWbocB05gRqQXX32Af/iKU6clgIAlbD2V9Vu3tRwEAAODqELsm9+pNVK4q23U4kZfr6fFYqUM9iz9NPyqvlttQgkRkJCI34t1tuWieKyPII+fL3DPfpizFfV0Y9oNwYIaVRq0+XtpoQRRWTGUT7lsZHu8AnoKDa/aqnEYbIjc+7yZpxnuMwuauok8/iy0IcaDP3AjTwac8YsXunLM3BDKrSDeFntydWMB62u7CWdUHK7sM6As3K73OQOGBgXnLA4UHYucFhIcgka47wrZb3IstRR9kujgDwCgIXX6B3drHvarlNvTxO6frMocE13u59Vru9WFEPYrLblQ3aDn1Wk5DP699GJUbhJ03eVd1nPoeXtuQcOZtljAgsjv8xh5uva76+i2BzIhIhwTtN6rrleWrOF4+AIAE35rDFc16boOOc1XPax8SyiwzhIebdGIE65/C2/uq67Wcei2nXsttuo1oJnG1GX1pwwNg3tJA4Xk5/AbhYboI9uad7BY0d3Pqe6pbVJWHdsQnhTl5BjvnL0s/qEPVNkRmsC9Tri5eXu3DAACEubM/z9h+JGfr0dytB3M/XxwS4QEAjZY0P/nILVRhnL1+oBlp7+Wcvpi7+es0YZqrGwC0OO/qzzN3HM3Zcihne115w22B3CLSDrG/XRsZ50YDALikh3y4O2Pr8Zyth3J3Hkz/APP3BQAAil913C5FNTGKy58qPCSuM/EvHUspCmYAAHwrIj7ZnbPzWM7WY3lbd6XVVrhRAKD4eNYeK2k0i9RWvPcG++CaUCqNAtwYzg5U71RffGPWjqM5W47m7mhjdwyi1w7FpwUxAwuCP/o2d9vhnC2Hc7Ydztm2M6EkyhkA4FUS+iUhJIyYwoTIjXh3aw4v2xU4UOkeTA9nGqsofPnurJ0n8nZ/lViZNb2ounPFvuKGYVRrRa51lB08m7NqWVSGO6A4gABO1Ke7c3Yezdl8pOBAJ6fD+LwmehLXjnCPbIlO9qQBAJhJQfN3ZGw7nrv1UO7OQ+kf1wQGAAAA8KqI2SrlKibxVmXlsXM5a79MKA6mO1CAW37I/K05u47lbD1TcFzDlxrejnn57IHCAwPzlgcKD8TOLxceVD2FXjqVwQ18Wu0doHtWJBzs5ynHxfrOPEkRyzHYI3dL7rE9CZVRzOnqRXp64MLLvNsj3JObI1zdHBwTwtY2Vz3qDW9C1SNI59mU9BhHR3dvdE+x7I94c2vRvATGU2snaSmRm7s4inuSgWnhoTB9qpJ2nc/csjI0zNv+CRrdJyt08TeFlw1CuQ06z/sdKDwvh18nPNFh4KmtLgAAemptzKd1FY3DWO8oKhtB5FZMdoO3/9MAHzrwKov6UoUM/2Xu8F/mDv1l7vBf5w3+YW7X+ZTycBpwdy35qriFRBSmWSsEEiZU971Ea+Jv4nv5AuBQHPZFF3b7R0nvXXHPGK40o4pR9PjG6FQ3AJyYmctzz99Bdfcl+rti/V1x711J/xj/1IGkdEcKACBxZcaxfrFu/CnCoxoTtTXlz09nAAYzeUNug1VC/m3edCFH/jb/Fik8uMzPgw6YWeFfNPM0d0W9NziH1oY6UKnAyTFqYdJuFb/3nqT3rlg/Je62YYQB6RoUtN8WyKyi/j/OHfrz3KE/zx3+x3kjf5nfdiyxMAgAlkvqpkIZiagsqNyId7flCPJYAFDdUv0WnK1oNuC9d8W99yT939XKructLGQCQHHMj/tGW60cxZRWUf9fJNev5iL+gOIEYtfkXhmRDP4o0U+JtNbn3BUJElGOo6d3xOd4AcBwSFmcfeomorsv6Z0+XfckfeOCc8dTc1lUAEDMJykH9aKecVHfnyQyVdmiZAaTAnznphzqlwz9JOmZEGnMb1HbznSg8LyimDDNhFg/KVKbXu2OCDOmnRTrJ0Sqd2myaZgXCRQeiJ0XaOGRm5FWLfvYmay1W5OqYp2cAGAm+wm/yNx2MGvDvuxtdeWNQ0KFRaRvz0XyWMCBSndnspwpEYKY5buyth7I+vJE4ZFuwcAdzvG1IYACQEjw6mtVj+Y7mhaeU0lxATRAded+VdR5D+saqD59Pmfj16lotpsHAJRwj9Jl6ZsPZG3Yl7XxTOnlGwJiVNyvLl6OewMKle7q5O1Foaf6S9anfXU056sdyeIKz+muGxnrsk/fQrWWt+5xC/PyAoXn5fArW3iCAYXm4Jj7cfyq/bmb92d+uTdzw4HsTbvTF6E+7nQAnBjx8xL3yoUqK6aeQFpUBbWhzk4AeES4Jeb7pWV5J2V6J08nxyc71c2DCQCgByAp5wxCuRl7rEeWwoZ2DrC/YHv6AOCQH7LiGl9rfdgfDFPfLvmk3JsOgG9+0AYdqrDgM1fGU06I5D3sLSIPZwagl0Rvaef13hU/JjyKCVH3ff6hrXGpANAcGaHp3qm5vilZXtOFTMr2Ts/2To50AgAAuhd+oKTrB3HfDc6hz0OodBqIj9hKVOu+Fytm/meSqGoSV5nwttaiNZ+EpGV5J2d6JWd6J2f5JMe7erkA4MNK31QwS3hynAFwTlua0zyBqm0PzoDULLrRX7ntY38AqMzgsA0KducErjCg6im07mxWtR+gOILoZVmne9Fu6y+4GZIIYcS0Q6UreX5MADwz/D9XCeWWWT8dleMieT9313xvNyag5kWsa67uHcPUE1hTW9H8BAaTAnzEiXsUaI/tLb33QuH5bZGbUaUFfWzaDcKISfXso2eyN53IO9UjkBpezRTGJEKQaKe24tvjWVvOFZ7vR4h3YDlRmBcPFB6InRcZwzOCEGa85w8S9SDn81I3dwBcqqO3qUVDP03XnmIKIyIn8Z6OXKzIDQCqS5RX2e6CxhGs776k955YPyHSjIl6bnCOrw+lO1BBRMiaxieE53RyYogDYHjwdha1j6MKE6b7TtI9LtxZ6xcMACUraOl19OYPkr57Yv0ErjQiMpOob1p4AMUhiFW1o+DcDbTnrrjvvmTgx1q1quJzxJVKBSAqbM01tvJtm0wW5mUGCs/L4Td0aXNizaur6Pxu3s37Yv1dsf6epPeepHtEcP7b2DQ/KgAOaR+knbbhuinkuiIH8XB2BBTPCLeEPN/0XJ/UnBnJ880pCyiqjqjdVdhgeMrEjM8Rnu6ihaWeAIDg4ojtfUKZcdZCPYQVVw9UH1zl7+oMQGb4umZO//2nCg93/7roOABoTEZImlfKY4XM9Ukv9C+oDCyak7ixsUo63cIzLTwxYetaZk1sTRgRghRebc1eUODjTwU0Jj0w3Sct1zc91yct1zcl3tXTGQBfVsbmwieExyl5UeZlk1D+cCyTWdTXU77pQz8AqExW0BpZVdskrvyNwtNb/AnHBwDgnxW6qVsgNc6aVJqw4Kqb/BPrgzxZACSHrKpn909A4Xk7ePXCMyJsv8lv7ue13hE+Wn2SROQWcWddJjsCAF+nmgvVHQZc+QqaXwgjKjfizUcT070AiPNc2oLKjb95TS6YtzBQeCB2XnSWNlQ5hrbpKpYXstwAcK6MXN8m7H44mSyJyI14T0culu8CgFPy4uymcexh7aPMgMgsuP7mLxaeCVROogorKh3kbsJ9AwGgpAd8dImnnjnbwYxJC3x5KaeGEe0EPl11KrXgfXeqz26NYNCowNl30fmytnsixfMPEOYdDRSel8NvmrRAfLKkwSRWP/x5Y8S0k+KengIsiQUAiODH7LmNayfRNm3pR4nOTgAkLEs7M77A9Kea3imx3p6e+zU3/zR36E+1feOPt+1MR2FDOweq1lR6egPgUBT6WbNAZ31QiUyYUBVZuVrg7w6Ae5rvp+1C9bhYY0an/z2kBlR3XyRTl32a78IEgCWI30kI9VOiJ4QH190VntiTlMUADn5O4vpq7R8WDP8k0U+J9XfF+ilxz11x7/e1g3+ee+cHidaCSM24/gb7GcKDKm1I163SxcluTAD8CkNWXq1qG5P03pX0fSe5+Q8Lu5szefEU4OaavvnJFp6fFR6P4M+Jqna78Fw6k8nxARQnELsq+2wf1vNLhMeAEEZUY65cLwnyAoAV7/VxM18xLtbOOF3aeyJ5T+XqMpYLAM5VMZu7BPpRTD2BQuF583mVwkOiKgum7in+qNTLzcOzclth26R9EiEjIreIO+uzhck0hwjWgrrqTqNIY0UVZnuetkomYZzxhme/7bGPyI349ZPJ+aHAOcN3Zdsj4ZGbntiaGX1s7g5i+j1PTOjxoq/DvPZA4YHYeXXC45jwQcYlcsbD2DBbeCJDPm96XHi6zqYkhv5K4XkwS5vNPi21Bdff5J7YGMagUAHwnHeqpOm+SPn8A4R5RwOF5+XwG6elruj6ft6t7yS99yR939X0T4ll8tK1C/0DXABwZVWsy28Yx5RWXH5beHR9UIQjBfh5lK7OPqcX6L6X9N2X9N6T9N6vuWHmn72cv+VMwfl+REY+pTuMwoZ23eB+yffwBoCaELT4Cq//jzXTaxMrTYjcKmo6mlQaRgWA6lMQteZqZdekuP97Sd+9mhv3RXJt6ZoFgd4AADeP+adKrptFStvTxvCMijs6i5aWOVEBcMgL//RYWZsF7/2xpu+epPe+ZGBKrO6r3HM8Z8/1iqZBTGF9vvB8nOzmBEAwO2ZbL97/Y83A95Lee6LrbWVf1PhHsgDwZqW/aAvPLOHBr1zIEQQBQAMBc9NP3cZv/7Gm765IZ0V/fqVmgkTko+Lrp9OqY6gAUDyzI1ZcquiYEPd/XzN9uhQ9ZesXBQcAAFzdxIeKmswipRGFwvNW8KqEhyAR6bCwVcdtuJbFj3cGwCltScbpPk69hlOvqW4dEhJWcWd9tjCJxoh2W9QkJAxoZz+3Xs2+ouM2DfDbh4RyK6awdz+TkqjKhqnNSMcNfqOOc0XNvqxi13dXN98Wyiy47tni/nThMSIKMyobErb0VTdo2JdV7MtqzlU9r+Umv8uEKsyYfOTByhvtN3ltN/ntQ7PapmQkKhsStN/id44ghHHGro0oMSxsv8lrvSXohGOF37BA4YHY+XXCU/5pPosFgAsnakMH0vNCwnODc+yLEECngvCQta1s1T2RYgSRGhD5KN43LiLOJCcGPyk8nI2obwAAlKzAj6/wNb9GeLzmny5phsLzPgcKz8vhxYXH/GjhUe8Ez4yywPwy/9xS/7zygLwC31g/GgCA6utZtTXnwgimMSIyA6Iwo4o71d+sDI8LoAIA6D6s9Ar/vDL/3FL/3LKAogx3TyZwTPH69DpCGJ+yLidhQhXDaMPBuPQwBgBU5xD3zEr/vPKg8pVZJ3t5ChvePcI/dSC5PN2JAgCgOEbn+uZVBuSVBRSVekcFMgCguqUGzT9f1kaiWjMqeXxcYAAAIABJREFUteB9fRU7P/QDAICosE2dHPkkLjegmlG0paVwUZm7Mw0AQA9I9s6tCsgr9c8tDygs9kuLcAIAxH2ScrhfohvD+waqDqwIBACAwOA1zVXyqRld2kwoMYLU70/Ii3QEgMLwY6VX+OdXBOQU+0R60xleDBcaBTg5xq3Pfyg8PS1Z7CQGAA7R89LrZgtPf3fZ+jneAABAD1glrWyfwpUGhLCKVNrKrxZ5MykAAEZohnduZUBedeSHh0vbLM8b2kBiOoPg/LE0drYzFQAAmBHZPvbT5RMbwqQAinN8YO2p0usGVGdGpQZUNYk2thRKwigAAGd+/E4C1UPhefN4RcKDKm3CVl3pl/Oj+Vy/CC8HABx8k33LxKFsLIw3J+UbNadrqkZan42mOzgEuxZ9nIIVuYSleufzw8vyPYJ96D7J3jV7K5pMqMKMEgZEbUXbpEVLawJDPB0iC4PK0XCuKLww0z0o1j33s8wTeoHmGcufPyk8CguuJNH6M0mlUS7u4W4Z3HCuOIzND85JdmZ5MFJqE/fIhcpxVGHDiW7unsU+/kGOIfNT9quRXhsqM6AqG9KqKFlc6BnozYxdmLhLhXVbEZkBVVqRrr7K1XzfYC+X0rVZ502YEg4WepMChQdi51cID9beXbWq1IUFACM7fE2b8NY/1PTfF+vHcfnDMTzPEh4z3jPCPbUryhNQAGDmLM84PiS68YfaG9+J1YOcb/dlICkuLgAAN+/ZwsPbWuMTCACI8pt7trr3DzUD30l6Z47hgcID89xA4Xk5vKDwGDD1OP/S5ez5Bf5ZBT7JqZ6xie7RiR4xiR4xie7RSR7JhaGfnik+qxcSRlRledTgQBgxtVHYfrti98YEdoZnbKJHTKL7g08lB0o255y+w2sbeubvCsKIKg1IW3P+ogUhKemeMQnuMeleGZ9lne8TaKyYzISpzZjSwDl5MWt+gV9Skkd0gntMont0okcWFrb6CvvqTVQ7iilMqHQEkZkx3U3Osd3xmQX+WQtSD2iqiVGMMCAyElWYMJWRVyctWC4IyUzxiEmwlzDRI7kwel1D6dVhoXQEJcyY7jb3zIHErGL/zJrkr+VcYmxWZzyCRNUmtFNXumFVdG7G9Clyj0n1EGzLPU5UbF8ZlV0RKjlaKiMRpRklSEyjKF6+KCSzIES8o+CaccYoJhPe3V+1f3tsZoF/Hidxt5bbMYZN9+NVmFDVzeqTB5JLynwTpotaFjr3WJnCgsqNz7ERqQlTmzEVyT1dn/NhsX9y8qPTlSEIWXGx6soAqh3FlGZUOoLIDKhyFG1RlK+bG5RX6Fu+IftY99s7YQwUnl8XI6ay4pruwrmZLABcCzbkt93F1TZcZUbl9i5t4nxHAICDq1POR7FfNLBbSbFcV7l5aXAcCzj4uX94jd1qFmlGxS1X0vnxjnQf5/KNmSf/f/buO6ypq48D+AXcde8NMtQiIILKJmFn3AxmEvbeyBIBAVEQlCVLXAzZK5MQEpaiIISwh6JVW0dtnVXbukff94+Aq7ZFqw3K+Tzf532eagi/63r5cu45t4lQd87i+AULdiMy2GrRMgnxuQiZWB6K1oF7711wfy48jFPYQ4dUfILkfdI1DzcTOD0ETheuuESDpPPNNEhijc26hBYCuwPH6UQfPaykNE0CmjnXKlWHdobAEOC5rajDcbJLxMQhCIIWzTdN0GUP4ugCHKcNU5Ipv2aWGCS9xPmIIbsPtJ2xFVB4gBEfWniw9A4c8wTmYKSk9DwJCJowd/VcdfRSbeMVqKBNB06gWd2EutKNJkqTIWiClLnSwXcKTxvM6sOVc5CBRvPmTIYgaML8b+dpYpcjjRZvUJwxayK0UmXuoikTIWgGIlS9dABm8GG6AGa04QpT1qpJT4Ig8anLZ28yWapttAzhtiGxxoTZT2ys0nQymAFBYt9ordnT8FbhqTtmlLxlGQRBEDTLbJ9WwVlQeMZxQOH5ND608GCpbVhGB666n1DTT+D+KTX9BE4Pnt31noUa4WOIq3vxf/5ATi++6j1f5MDUVhNWh35NH4bOh6l8mNlp3HAO1fgdsaaPWNOH5/Ya8vpRTAFMbYWpbSbVvYYNZ3E1/cSaPkJNv8mx8+jGc0ROL6G6C1vdZcB99cpWY1aXAe8MnttPrOnBMfkGnB6jqi7hm6BZXQb1Z2HuIJHTR6zpQzecNTl2nlDTT6zpw1d3G9UOmLC7YGorXNmGruoxPH4Bx+vHM/kw9ZQhu9ugulc4M4bG1+f0m3D68OweAqcPrjtjfPwCnjdA5PQQqjqN64ZMGs8R2B04aiuGztev6TNhduGqugk1fVhenwFXeLGtMLXVoLrHkN0DMzoJNX147oBh7cAbl9CpXzMIs3sJry624SyhavTnRPOxjA4cuxvPefv3saaPIHwM9Fs3FrZi6e1wVS+hpp/A6cYJnzct+n8BPiag8Hxc+DBTADOr1c2VZ0DQdDX/zYV9MEMwcnJIJ7EiRxWrKDFh+TfEZL2yHjPh9y+ZA+Zctq67/jRo5oT1ARp5zfi6bn0/9MKZELRAZYX7Ea24gxq70tWi0tVicnR2hq/VWi4OzZlsmKBXdAr/5+Ot33NLGx/H5GNZfabHr1idumTReIZYf45Q3Yk+dEAn2HrR4m+gRRjp7WxidQeW2YOnn0TF2y5YMFFsEVY2vBrfMEQoo2o7a34zdeFCPaM5yxZOWEVYu7sJXzOAp9YZBBvNmjFlsmbYpkMdxGpw/vUYCyg8wIgPLjw04XdPT6GPHlYhwotXr50pKT1j5bp5Kn6bsk9gqrvxNSwtN9tlCqpLMNvUcvl/PkMJZghwrGbjIxnrUUaL5NbMXCk9Y6XcXBWKQjwDWVSt7UpcobBppX2qblkPTOfDtDYsjY9l8bFlxeqOlOVr5WdJSs9YuWaWrJ1Scg2K00fg8RCh3lIKqou03FQymtCMzld3d+BqTpgc2CuvrLpAQXWV31FkyQAeHFowfgMKz6fxwYVnOPy/zkd87PtfaVzV6XSQHrEj3ZjVacDpRdSe9k886ptSqFt3xqCmD80UREalWRXWI3kDiNpBu+zq7dGZhtU9BpxeJG8weE+OZ1qpbt0Z/Zo+LLU1KjLVrOS4HndAt/a04yFmaEyWfk2fIadXjzsQsvuQ6/5K3brTejX9+IrmqMhUfEWLPrdft+6M635qyO5DerwBQ06vfk1fWEyW00GGbu1pPe6AWWlTVFQqTGvTr+nTrT3tmVYaFJ+N5A0aVPcaVvdsj86wy65G1J5G8gatChsio9LQTIEBp0+39rRvcqF/4lFE7WkDTq8xqzNiRzr5KA/BG0TUnrY+yo3YkW5c1WXA6dWtHQxIyPVJKRJeApohiIpKsyxqQHIHELWn7bLZ4TszDat7Ry422zO9TLfujFFVlx63H0Nvh0f77/8H/d598WdigcLzceHDzHaYyX6j8PSOnArAf+PQglUzbPJQVP7IKW0dhIZaZLDlAmjm5PWB6nkn8fUNmiSNuZMgSOy9j/ASE5uyfKpRPLKoBc/ueHeG9+7hYXXhmHzD3cHrzM0l0VbSRAcpQ8MFS0feT8ZcLqqGWN2BpQtw7HYsrVBZbcUkaPpc3F5kw0V0RuyaNVMmrrBWPnB0s7nKNGj6LONYZM0gOjtlrdQUcehbycASI94gXtR/ZEHeDSg8wIiPKTy0NiytHa7qxlf34jkjqe56vcmQ1Y3n9OLZnX99w4kAx+5+/bGcXjynB8/uxrM6cFU9eE4vvkrw9m5aPszqeuvTCb9xSGvFUvkws0s4AO6dU6epwseO9eI5vXhW+z9szwX5ygMKz6fxsYXnv4hhdY9LFrXC3KHc3NEtsyLDM4yOt2bgKft8Ij3Sy8otHMvNHZkwOTjuSMSOdCZMrjCzL6S4u+6vPOgaTCPYMmFyQsAur9SSSlP7cnMHBt7aPyEvensKCyZVmtrl2Xm7ZlGPOPpTibZMmBQXssc3pZBGsC03d6QRbH1TCuNC9jBhEpVoe8TR3zWLmmfnXWlqx4JJ0dtT/BPyGHjrcnOHSlN7r9SShIBdTJhMI9gedA123V9ZSHGvMLNnwuSIHenBcUeYMLnc3LHcwtEjvWyfTyQDT6HjrTM8w9wyK0osnSvMHJgweVvsgdCYLCZMqjCzL7ZyccusyPAMpROsGThKil+UR3pZubljubkDA0cOis+OjEpjwqRKU/sCa0/X/dSDLkE0gg0TR94bFOufePSojRcpv9a4qkvkv31jMKDwfFyEhYelZqo0HYJmaASplfTBTAHMaMfS+e+e0vb6WOoOQj0PEWg+H5o5WTlIPe8kvr5Zy1Zjthg0+VsLxQSu3kGGflYFMrMCmVmJ3E/Vy6LpHarSLzyJpba9Z6Xyz4WH3Y2j1iG8sPPnQRJL9VZ6ZOgm5mglFCIyyvRifFasmAUtgWWGC08bltkJ05qNwswWzheDJC0VdpcjA7CzZs6eY3kEWdyNS3BfsVxMTMpsXUqdQRhh7pRJEspBG/efJNb8qXeBiDyg8AAjPrbwCMPH0l/lzz8+ij+H7/lwPvYvn0L295/uLz7qb34KZBwFFJ5PYywXHuFtXQac3m2xBzkos1SfCDSjHUtry/AMrUabB+7J1qvpdzjMqjSzLyK5kfNr9Tm926MzakxMEwJ2mbA68RUtB12C2BhL3+RCPW6/SxaVjrfOt/a0KGo0rO7ZuT25xtg0bmu8UVUXsbQpx96PCZM800r1uP2eaaVMmJRj70csbTJid8dtja8xNt25PdmwuseiqDHf2pOOt3bJoupx+32TC9kYy4MuQfiKFhNWZ0LArhoT0+3RGfqcXnJ+bRHJrdLM3uEwS6+mP3BPdjXaPMMzFEtrQzPaU30iOCizkNhD+jV9NjmccnPHMgsn69wa/Zq+0JgDHBOzfb6RwhvY9rtvq0ZbBO7N1avpdzzEpBLtishupII6A05v5I60GhPThMAYY1YnvqL5kHMAC0sKSMiFK08Jf6FA3gkoPB8bpgBmNmnZqsyUgCavd1DJHsLX9OFZ7TBtlIUnUD33JJ43gI33XCk9EfpGYakXE1U9YHrsO7PG78yOnTWtHSBwuvFVAviv/uC+W3jKcZwuuCRHUXmKBDR1nlWmHvdHi6ZzZscumLJbUJGkhQsnQUvxsq8KD60dZrTjqUUbjFZPhmTnbIClEYsnzNNds7cBVTVgymZsttz0zZSl0+SNVyrNkvhGadV2hjF7AA9274zBgMIDjPh3hQcE5EsJKDyfxlguPMLfaDSj3YjdjaHzjas6UUwBitlhzOrE0PlG7C40vd24qgvNEKCYAuOqTjSj3YjdhaHzjau6UEyBCavDZOSVGHq7UVUXmtEu/HA0o92oaviVaIbAhNVpwuoY+cHhVwo/HM0QGFd1Yej8kR/sRDHfeCW7C0PnCz8cxRx5JbsLzWgXTiv8cPTIK41ZnSim8JWdb7yyC8UUXkLXG5fw7sVihi+2/fXFVv35Yod/rUT9uzZGAwrPx4YugBmdqIQtq+SniEHQlDWYVXY+0htR66JphswhM+qhDforIWjuFNOstwpPA1fXFz0LgsRWe2/ObsJxuwnsRkSY18pVCyZOgiYuWLnYcqdyWJZGbMS3+uqzZi2dsZGknHYKTe98zwO5hh88mrhWcRYEycx2Ksaxe3HUWi1n9XmzIHExyblIP+W9ySrulKWLVs2WXToJgqD5xqvCOUROx/D3U+kCuKoLE+8mKTUZgiBIbMYUdKZ+aRuB04njDJrscpZcLrwTTmKSXpJOfisBLO+MzYDCA4wAhQdkfAQUnk9jzBee4bzzRfyb/4mh89/5zzde+e5P/dUr//xTo3/lm19ejnqwT/9KzNsXC/LngMLzb8LHsduMUpJVbJ3lzOxkzRzkrMI2p9ejGD14WhUicvta6xDFWBa6sm3kXOl2XHWTUeo+ZbKvvH+OfnEzltWOpQtwNaexBaWaWxxkTe1kzBxkzR1lzR1kzexkzLesCy02prZh33/OIB9L58PlVK3g4NV2URsSuVh6O47ZAbOa9HdGKJIcZc3sZc0dZc0cV1tvV8ss1vAL/dZ1r1rW8TeOT+Fj6QI8ja0bFbmW5CLnsF01tRFDbccx+Fh6J6GUphMZvprsusZh6+b9zWha1/ufggwi8oDCA4wAhQdkfAQUnk/jSyk8ICD/PqDw/MvwYXY/oW5o5LHBA8LdtBiaAMcZNK0/Tax+e1WEyoer+oj1Z0y53Tj669P9YFY3nvfqTc6Y1p0xrR8yrT9N5Pz1g0eFoXfiuadN6wYIr45xowtwnEFi/ZBp/chb1Q3gq7rxvNOmtX141p+OFKR34GoGTeuHTOsGCexXXagVy+jE15w2rR8yrTtNqAJbhMdwQOEBRoDCAzI+AgrPpwEKD8j4CSg8ICBfeEDhAUaAwgMyPgIKz6cBCg/I+AkoPCAgX3hA4QFGgMIDMj4CCs+nAQoPyPgJKDwgIF94QOEBRoDCAzI+AgrPpwEKD8j4CSg8ICBfeEDhAUaAwgMyrgIKz7/06QvPe5+U9XePz+K/9Qiv0f4UCMgHBxQeEJAvPKDwACMu3v19x6kz+hWnjKltKBofBOTrjhGt3bLyxG5QeD7WJy48dAGuuhfP6cGxBCMHHfGxjA5cdS+e04t//YPCtMNV3XjhTwlT3TN8iiyVDzM7cdU9r3+K04uvEsDgqFiQfxFQeEBAvvCAwgOM+P3ZC/612xktfUGV9f7ltYEVdSAgX3H8K+q2ltWkMGpbBoZA4fkIn67wCODqFnR+ppK27gIFpOyWXD1qH8wQ4KpPorKTFdS1FqzTkdmSo1fRh2O0YWltWEY7XHUKffSQCgG7ePXamZLSM1bKzFqnJRvOMaroxnMEMLVSy8t55bfrZknJzFgpM2OlzDKn/ToFfXiWqP8PF+SLDSg8ICBfeEDhAd7w4vmL3u8uZrNrDzBqDrF4ICBfd7LoNbk1je1D34HC8xE+XeHpwHGbUdlR0tMnQNDkeRbJOtTTOFYPnlVruNNmLgRBEDQDG6tZPIRntmHpHTjmCcyB7ZKr5klA0IR5q+eqo5dqGy41sFyznWlc3mlGO6RkpDgFgsQmLJypYrhE22iplqGUZ5ZOXjueBb6WA/nIgMIDAvKFBxQe4A1//PHHw8dPbt27f/Pu/Vv3QEC+8ty8e//2/V8fPHoM/tH7CB9feOgCXM0gceTJgUTuaWJtMypnl+yCWRLQ3IWUVF3qII7ZDtNaMAVMRFKe1t4ivdxGNI2PZXTga783q24x3oL4ZiYETdaQDqkmdt8j869aNV8wrT9nVn+OmOi1QlYcgpbPxWeYnLxO6rhOOvWDGa8bRxfO2Yqlt8PsAWLtmdePLuT146va35qQyoeregl1Z4i8HhyDD7N6CbzhJxMSqzvfesIhsxtfc/r1W9WdIXK6hleiXqcDxx0k1g0SqjvgyjaY2Y1//frTBE4XTH/vr2ErltGBqzlDfOPNTWv7Xz848fXLOnGct2eo6cEx3/OGMKsHz33zwnvxrPZ3n68I8r585YXHtrrThNqKFvWvMgjIfxAjUHgAAACAUfuYwkPvwHH6COyThvHxKl6hih7bFD1ClcMO6zN74eK9qxfNfl14GHyY2Yopr0JEpWwKTdXaz0MxeuFill78HiUXHzlNyclTIGjyugXG7opbIhS9d2+IzEckp6gEbl+HUZs9D4KgJd+oUL71DlPy2q64NQeR14RlCWC6AMc5TWC3ojNSNvgKP/s2RY8wpZBM7bwOPKcXzxLWHj5cdcI46/Bm3x0bQooNaB1wQZ761jBFj22KXnGq8UwUrQ3LaIeZ3XjeGUI5XTc6auStQhU9w1X2sIxp/aY1XTC9DUvjYxltWFo1ImrPBt89ain12KY+uLRCyztMSfipvWPUktio6tP4qva3ehSjE887i6c3GsRtX+8V+vr9g9LVD57Es9ph4TcrGZ143hCRxtWP26XoMfzrqegRpryrTL+8z7SmG2a89Ya4ojKd7WGvLlxxa55e4Sl8TSfoPP+Yr7nwDN76lcQWGFa2mtD4aBCQrz0GtHbL8iZQeABAJI4fP85kMm/evCnqQQBgtD648LB68IwG4/gQ6U2K08QgCIIgCQkxCTHxKTOmKWjPxxGWzZg+CVowUng68LyTJofCpCZDEDR5HjkNwb5COJy2wWS5mJgYJPxwCILExCAxMWiKzLRNnkpk1ekLJ0Fir38OEhODxCZB0nZKiTVw3QC+ulZ/V7ickuLMOZPExCExcXExMXExMQiCJkos0V1quUenoBmu6oRpHYQGjranySwIEptgIONEXKywYOIECJIQF5NYPlMjUpsmgDmdcMXRzWSrZdJLp0yBoJG3EoMgaPLS6cqO8hFlJqwumN6Bq2rFUtPkZedC0PxZquZyLoZzpFZMERcXExcXE4cgCBKbtnIBHKia2QEz2mFGG5bGx7J6CJVUnQD3Zd/KTBVejfD9JSAIEhNbri8XWYOmduCqOnCMck1Xp5WrV02bBkFiYmLi4mJiwguaN3WtpZx/nhGjA2YIYEYbzKjQcHZcvmrxlEkQJPzsYmKQ+MzJayny0UwspxMc6jB+C8+tR0/Lh67urO/0pR7zqmjwqQQB+ZrjWdm4pZR7gFX3/TVQeADgP3Xz5k19ff0pU6bs3r378ePHoh4HAEblwwoPvYPAqkeGOy2eD0GQ2GQ5Z8W9TCNqM7qiwSAxQQG5fvbiqeLikBi0dPGrwsM9aXI4SmbuDAlo/iL7TATtNI7egqG2onIrtew2fjMDgqbqSvnkGdNOooqOmZScRFecRJUcNwylLJGEIEhmDnYPovgYquSYSfEJNLWdUFOvs8V8wTcQBEnPMU/QPnoMQ21Bl5+Cy1mIYMelS6ZA0Ixv0Ak6eW14TjehvkbHz3LhcK+aOVXNWzmZjapoMilsMClqxla1YQoPK2qumAxJTFxBlIuqNKG1oMtbMOVNmJwDG1AbpkyGoIVIqRA2htWJr27DUrMUFKWnQhIQNG3CfOUlmB3q+Q0m5U3o8lINktHcGRAEzfxGK1yrqA3L6oAZAgKNoeaAmD0JgiDpeUY71I7UGpcfRxUeQ1OZOsGeckirtTu4KLoATytVxSh8A0ESc5CSgQVGFScxFS3o8pOYgvzNlogZ0yFo5volnuUmjG48q1Xf33DeDAiapLrUrciE2oypOIkq5Bns8F1F9Pl2OxVTDQrPOC48//vf//548fxU72B2FS+Tyj7A4ICAfMU5yOCkV7JzOI3f/3wDFB4A+M88ePDAy8tr8uTJEATNmTNn7969op4IAEblgwoPzB7AZ+1V0pkNQdMnqAZq5LQRagfxrA4cqxPHGSLWtqKS3JfNmSYOzV/0l4VnEMfg4ziD+MpapJv69JkQNM1QZisVrh/AszpwzHaY1YNn92B2OS6XhiBo9VyzDCN2N766G8fqgFk9cFr4auVp0BTJeaZZemUn0ZUnUcXHUCXHUKVtODoLGWoxBxKHJm6UDacaV50hNtTo+JnPhyDxaWuXUA4hK7vxtb14VgeO1YGr7seVc5C+yJnfiIlJmX0bXY2uOoUqOYYqOYYqOYEub8GVpivoyEyEJk/b6K1W2AVXt+No+xUUpSZB4lOVHJVS2/B1/QR2F47VhWP3mdUUbzTdNBWCJi1FKaSdQjN78VUdRtvMliwRgyavmWuRjeL2E2p6cMJPzezCc/oJvH5CdQ9MPW4UbrZgvgS0SE86gIpinUKXHkcVH0OVNKHKWvGVOSqEDVOgCZNkrFWO8DEsgWGQ0fzZEDRp7SLzTGTFKTSjl1h/zuzEBfP6AQKrHQuevTbOC8/Lly/v//7g+i/3frpz92cQkK89P93+5cbd+4+fPhP13zwAGC+ePHmSm5s7bdq0kZtwoHnz5u3du/fly5eiHg0A/sEHFR4cZ8g4LkBGFoKmL5/rXGZU2kF8fU5AB457Cl2wZ/XCN/fwvLfwtMFVvXApB+GiNn0mBE3Tlw4sw3C7h3e/MDpghgC1w37ZKgiC5OYSUw0Y7TCzHaa3w+x+/WDC0uUQJCYhPmnSq5vehom/+oGly7wK9RlnTRtrdPzM5kHQhNl68vtOoNl9I2cetMHsAUx++UbUzCmTIWjCRPEJE959N4nhH5gkab7+UBdcLcDR9isoSk6EJsw2idKmDuEY/OHtPXQBvpGpQTGcBUESi5Vko1tQ9F5CNVfdcuNsCIJW6EtFNsD0dhzj3XOz4KpebFmdhqXUjOkQJDFRfOJfziA+C7E26SSa1U1gUTXcbJYtnzMBgiDxmRPliGs8d6qG5SMLTuFqe3E0UHjGd+EBAAAAgM/k5cuXTU1NK1asEBcXnzBhgri4uISEhLi4+IoVKwoKCsC9bcAY96GFxyjWT1oKgqYvn+dSYljyZuER4HinMIUJqxfOloDmfK7Cs5W4dDEEzVg1BxWo5B2h7LtdyfuN+ESu949WDtinfbABRe8hNowUnlk6a+JqTZg9rw5eg9kDmPyKjagZUyZB4rJoKdsoFb+It97KO2K93w5l/5iNOwr0SztgdhtMHS48swzCNEr64TcLTx1NnaQ/E4IkFq+TiRIWnhoNq81zIAhaqS8V2fh24WnFMjpx7F5CTT+2rE7dUnLGVEhsufYyUoSKX8T6d2bwjVL236kafgRZeApDb4cZnfjaXkxuoVZozHoXd9lNSyTEIQiaPlXWbG1kuRGnG6aD44hB4QGAz+ann346e/bslStX7t+/L+pZAAD4Tz169EggEBQXFzc2Nubl5RkZGQUFBQkEgr6+vps3b4JFHmCM+7Bb2qrPoJPD166fAonPnqi+S6dYQKzvwzEFMLMDzzlL4LUYxdksm/WPt7R9bOFh9cAJ/tLfikMTpWdbFcEnLlud+t688ZxZ43dmjefMGr4zb/rBsvVHq5PniGwBliog1P914anqw5VUIZ1Vp0yBoBUUxZQOUs81i2PnzF69W+N58+YrVq2XLRr6cHStht2UAAAgAElEQVQBXNWKHVXhUZDZ0Yyi9+HZHfp+xovmQdBU+XmkPDSvn8DpxjEFMFOA45wh0OqND+VrZ7diy48ZBRjNng1B801kIk5Ydl2zbPru9QwN581PXrFqvWJ5bADPaMPS2nGcAUJNH4E7QGw8b1Z/xpTTZHw0XWH94okQJKFoq5TZg2PywTYeUHgA4HM5f/68jY2NnJycpqYmDodzdXUNCwtLTk4+fPhwV1fX8+fPRT0gAAD/hatXr9rY2GRlZYl6EAAYrQ88tKCLyGbpbiHMhiAIWjgLHaF2qA5Db8XQm4xSUxX0N8ycIzxf7W8OLfjIwoOltWHpHUQ6U8PFaM4UCIKWztH32ZDKNSpvxZQ1oUqbMYx6w5Td8nrwMvt03bwWQlX33xQeLL0Dx2zBHEyQU5k/ERKftExTyitdp6AVXXZCGAyVpulmvxLpsGZHFczowLHbRl94TKi9+KoOXHHmeuPVUyEImii/kLBb42gjinYKU9lmmLBrnbb0DKlvF3qxUNR2QtEhBT3pqRAkMUd5uV28Zu5JVFkzuuwEquwkhlGlE+glrUOSDqlE09tx9Gotd8oa5+hNmU3YihOo8lZsZRM6NWLF6mlikNhUDT/Vwx04JljhAYUHAD6n2tpaBQWFd+6/VVNTq62tBYcHAMA4cevWLXNz85iYGFEPAgCj9cHHUrO78WVMvS2UhXJzhs9anjxZYvKUidMXzVDUnod3kpKSkIAmziEm6VBPDx9LfTBUahIEQZPmkVN1aadxjDa4qg8urda1U5gsDkGQuqRvCYbX81bh2W61aCEEQYtnoJP0XxUeWhu2qpdApesGuS9dLTVZeKD1xMniEyeKT5wkMXmC+CSJiQvWzzJL0c1tJrJ7CA0cbU/0LAiCJFRkY3gmzN63niXK6IBZfPhIsiIONWfBRHEIgiQmi0+cJIzEJEhi6pwp8mTpUDrM6MRX87HUNHmZuRAETdMKUi8eeKvw1FduJqpPhSBoupTU9mYTajeOyYc5PYTcnE2O6NnLZ0AQBIlNEJ88WWLSFGjitAkL1i42Ctx06BSG0Yljd+LyD6qSzeYvmykBQZDYpNczTBaTmDx9sjR2mW8phi7AM9ia9upzp0pA0ESJSZPEJ06WmCAhDkFic+VmGWzdkMDDV3eKvFGM8YDCAwCfAJVKlZGRedV2pkyZcuDAAVEPBQDAf+fJkycwDAcHB4t6EAAYrQ8uPNQ2LLMbz+nAlZSqbwlb5+Qv77BF3iFw/bY8A+YgntWot2PHereITQlMY1onTG+HWafQxeVaftsV3aI2J1cZ0zphehuW0YGtbDLel7TBJ0TBK01zfx2WJRh+f3o7ls7HHM5WCw5RcNu9MZ6JovOxb25NYXTguWfw9OMGu0OVXIWffYu84xZ5hy0KvnFaeV24qm4cow1L4+PYTUYZBza6hSj57tPOOYGmC/50uxcfZvXgeWewuTkaQYHCNxn+Xwf/DbHlhrQzhKp2LI2PZbRiaVW6YbuU3Lap7Co1rOjA0t94k6oGg4Q0FbcQRf89WodPoWnCT8SHmT2E+g5sfpG6W+C64bfdIu+fqZndZsrtxQ+vxvBhZheedxYuKtcODVr3agbHLfIO/usjcvUqThOqBDCNj6W34zjH9HftVXba8vqqXbZuTmtEs84Q2ILR/g6O44DCAwCfwMuXL3Nzc6dOnTp9+vSQkJADBw54eXm5uLjQaDSwtwcAxgkUCuXl5SXqKQBgtEZfeGBqq0F1r35NH4bOx9L4KHa/YfMVbNNF0/oh0/ozmMYz+rUDaFYXruY0oWHIuPGMAacHQ2vDUttQVX0GLVewTecJ7A6Y1mrI7kFy+9HMDpjdj68/Z9J8wbi2X/gpTFidSO6AMasTy+oh8IbQJy8YHRvCMNqxtDY0o12P229Y3YOltWFprSbsXv2mK/Cx86b1Q8T6IXTzJZOWK4S60wQWH81sR3IHDNndWCofrurFNF00bvkew+7E0loxdL4+59UltKGYAiR3wIjdDVf1EnhD2KaLxqeu4o99Z1o3RGw4a3LsrCG3F0PnY2mtKGYHkjeEajxvWn+GyOkyru5CcgdQDAGW1oah8/U4g4YN5wn1Q6a1A5jqTiRvwLiqS3hFhuxe/frvcI3nTOuHCA3nTFquoJu+w1cJhi+WN2DMGl6WMeQNGZ64Qmg4Z1o3RGg8Z3LqCubkD0RuL57RalzVieQOmLA6sDQBrmYQ1XzJpOUyseGsaf0QvvGc0bEhY063cBI0o/0ffx/Hc0DhAYBP486dO2VlZcXFxU+fPv3f//73+++/U6lUJycnCoVy8ODBK1euiHpAAAA+LwqF4uPjA84qAL4Uoyw8GDrfiN2V5L8zwzMMzWhH8AZts6sLKe5b4w7rcQf0avrDozMLrD3IR2sRvEEsrS3LbWuKX5QxqxPBG3Q6SC8iufon5CF5A/qc3ujtKUdtvS0LGxC8QUJF82GngL1BsUbsbgRv0D29vJjk6r2vGMEbNKju2R2yJ8fBz7T0BII3aFZyPNfeNzZ0r0F1L5I34JNSWExydcusQPAGjdjdCQG7DjkH4itaELxBy8KGozZeOyL36df0IbkDAQm5RWQ3x0NMBG/QhNWxzzcyyz0ES2tD1A5S8rgF1h7hOzP1uP163P5tsQcLKe622dUI3iCGzs/wDE3zDkcxBAjeoP2RqiKyW3DcESR3QK+mL2JHer6NJzm/FsEbhKmtB1yDk7dEG1d1IniDLlm0YpLblqR84cXuCk/Ks/OxKG5E8AYJ5c1HHP33BO82rO5B8gY80suKSa5eaSVI3qBhdU/c1vhsxy3EshMI3qB5yfFce99dYYkGnF4kb8AvuaCY5Oq6n4rgDRpXdSUG7DzkEoSrPIXgDZIK6o7aeEVFpurX9KGYAvPiY1hwODUoPAAgEs+ePWtubg4JCTE3N4+Nje3r6xP1RAAAfC4eHh4+Pj4PHz4U9SAAMCqjX+FBMwR22ewcBz+qqV2qz3YmTIoN3Vtm4ZTt5J9r51NMco0LiWfBpH0+kXSCdapPRJbr1nJzx3SvcCaOHBOaUGFmf9AlKN/aM9/Gc0/wbhaWnOIbycBRkv2jjzj5l1o6Z3pso+OtY8ISqUTbLLeQYpJbjr1vYsAuJo68zy+KCZMTAmPy7HyKyG5ZblupRNuY0EQ6npLhGVpq6XzYOSDFbwcDb73PN4oFk+KD4wooHkdtvA45B1aYO8SEJjBx5DTv8Aoz+yy3rWneETSCzT6fSBaWtDtkT7GVa669X7bDllJL593b9jBhUqpPBI1om+4VlukRWmlql+odwYRJsdv2llk4HnHyz7PzLiK7xW2NZ8Gkfb6RdIL1Pt/Igy5Bwotl4CgxoQmVpvYHXYIKrD2O2nrtCYplwqQU3ygGjpLkH53tsKXEyuXVxdIINlnuIcUk1xwHvyT/nSMXS9obGHPU1ruQ4n7ALZhqahcTmsDAWWd4hpVZOh1yDkzxi6LjrVN8I1lYUvzWuAKK+1Fbrxx730KKO66yxYTZIfJqMTYDCg8A/BfOnDkTFxdnaWkZEBBQV1f34sULUU8EAMAnFhYW5uPj8+OPP4p6EAAYlQ/aw2Nc1YXgDW5Jyj/kHGhefAzJGzCq6koM2BW/Nd6wugfBGyTl1x52CvBKK0HwBpG8geD4Iwdcg4nlJ5G8ARNmxz7fyF3hSfo1fQjeoE0O54ijv3DVAskdCNuVlemxDaa2InkDGDo/3Ss8Mipdj9uP5A06HmJmO/rbH2YheIN63P6oyNQ073A0ox3JG8BVntrvHhIacwDJHUDwBt0yK484+tvk1iB5A/qcvpjQxBS/HcI7x4hlJw66BgftyUbwBhC8Qe99xYedAqwK6hG8QcPqnj3BuxMCY4zY3UjegEVR4yHnQN/kAgRvEMEb3JJ49KBLkFnJceGNakkBO3eH7DHg9CJ4g+T82iNOAR7pZcKL3Rp3OMttK6GiGckbQDEF+3wjd4Yn69X0IXiDdtnVRxz9XbJowosN35mZ6REqvFgsrS3DMyxiRwaS24/gDTofpGc7+tsfqULwBvVq+qMj9qX6RAgvFl/RkuUWsi32oPBi3TPKjzj6U/K4SN6gPqcvNjQhyT8azRBgwKN4QOEBgLHg+vXrOTk5NjY2jo6OFRUVv/zyi6gnAgDgk9m1a5enp+fZs2dFPQgAjMqHHloAU1uN2F0I3iCa0Y6ltmJpbXo1/fo1fcKfQjEFwtuuYGorTG01ZHcjeYNoejtMbcXQ2vS4/fqc3pFXdiB4gyasTpjaiqW2Cu/ywtD5WGorhs5HcgcMqnuwtFaY2mrC6kDUDpqwOmBqK5bWasDpRXLfeCVvwLC6R/jphHfQoZgCmNqKpbXpc3r1uP3CTye8Dc+I3T38yqouBG8QxRh5ZU2fXk0/ltaGffXKkUsQ3muHZrTDf3mxne+5WDpfj9tv8N6LpY3iYpnCi237u4ut6kTUvnmxfcKLBQGFBwDGkIcPH3K5XC8vLwqFkpaWduHCBVFPBADAJ7B//35vb28+ny/qQQBgVD74lDYQkC82oPAAgGi8fPmyvb09IiLCwsIiIiKiu7tb1BMBAPCvFBQUeHt7NzQ0iHoQABgVUHhAxk9A4QEAEbt48WJ6ejqJRPLx8eFyuWDHMwB8oeh0ure3N5PJFPUgADAqoPCAjJ+AwgMAY8LNmzcLCwudnJzs7e1zc3Nv3Lgh6okAAPgwjY2NHh4eOTk5oh4EAEYFFB6Q8RNQeABgDHn8+HFDQ0NAQACZTE5KSgK7nwHgCyIQCLy9vTMzM0U9CACMSsnQjwSmwLCiFUXjg4B83TGh8Y1o7Z6g8ADAmNLT0xMVFWVpaRkSEtLa2gqOsQaAse/8+fPe3t6xsbGiHgQARqX/1v0DXd+FcNo8Kxu9qMdAQL7ueFCPhZZxaCf5N+7e/8e/HaDwAMB/5/Lly5mZmRQKxdfXt6qq6rfffhP1RAAA/KWffvrJ09Nz27Ztoh4EAEbr5i93qSda95bQE0sZSWVMEJCvO3FF1PLjp67/AlZ4AGDsuX//PpVKdXNzs7GxycrKunbtmqgnAgDgPR4+fOjp6enh4SHqQQBgtJ49f37r3q9Xbty6evM2CMhXn8s3bt28d//ps+f/+FcDFB4AEI3nz5+fOHEiJCTEwsIiNjZ2YGBA1BMBAPCW58+fe3t729jYiHoQAAAA4F8BhQcARGxwcDA+Pt7GxiY4OLixsfHJkyeinggAgGFeXl4YDEbUUwAAAAD/Cig8ADAm/PTTTzk5OTY2Ng4ODuXl5ffv//MOPAAAPrfQ0FBTU9PHjx+LehAAAADg44HCAwBjyKNHjzgcjpeXl42NTXp6+tWrV0U9EQCMa7t27bK0tLxz546oBwEAAAA+Hig8ADDmvHjx4tSpUyEhIWZmZtHR0T09PaKeCADGqdTUVGtr6/Pnz4t6EAAAAODjgcIDAGPX+fPnk5OTra2t/f39uVwu2N4DAP+xI0eO2Nvbd3V1iXoQAAAA4OOBwgMAY92dO3eKi4sdHR1tbW3z8/Nv3rwp6okAYLwoLy93cXGpr6//448/RD0LAAAf49dff3348KGopwBEDBQeAPgyPHnyhMfjeXl5kcnktLS077//XtQTAcDXr6qqysPDg8lkgsIDAGPZH3/88fjx46dPnz548OCHH36or68/cODA1q1biUTili1bBgcHRT0gIGKg8ADAF6anp2fnzp0WFhZhYWFtbW3g6zAA+HyOHTvm4+Nz9OjRly9finoWAAD+0pMnT6hUKgaDkZSUnDt37uTJk6ERmZmZT58+FfWAgIiBwgMAX6RLly6lp6eTyWRvb++qqqpHjx6JeiIA+Ap1dXUFBgampKS8ePFC1LMAAPB37t27l5SUtGDBAugNvr6+4D5w4H+g8ADAF+3u3bvl5eXu7u4ODg45OTnXrl0T9UQA8FUZGhoKCQnZtWvX8+fPRT0LAAB/59atW4cPHyaTyRs2bBAXF4cgSElJ6ezZs6KeCxgTQOEBgC/e8+fPT5w4ERAQQCaTExMTT58+LeqJAOArceXKlfDw8KCgoGfPnol6FgAA3u/GjRu5ubkODg6RkZEXLlz47bff4uPjtbW1KyoqwLcqACFQeADg6zE4OBgfH0+hUEJCQpqbm8E/9ADwL929e3fHjh0uLi6g8ADAGHTnzp2cnBwnJ6ewsLB3jo+/f/++qKYCxiBQeADga/Pzzz/n5uba2Ng4OztXVlb+/vvvop4IAL5UL1++jI2NNTU1BU/BAoAx5cGDB8XFxQ4ODmFhYQKBQNTjAGMdKDwA8HW6f/8+g8Hw8vKys7M7cODA5cuXRT3RWPTbg0ffX7ne1jVUe6KzpWOw98zF3jMX+4Yu9g993ywYEPSe/fHnWzfv3Pv1twdPwTf4x6vdu3cbGBiAwgMAY8SjR4/odLqzs3NAQMCpU6dEPQ7wZQCFBwC+Zi9fvmxtbQ0LC7Oystq5c2d3d7eoJxK9H3++xTkmyCqois0ocQhK3IT3k9F1kNSwXq5OkdS0XqlpLaVlI6lBltKkKBg6a5n5mdhuM/eMdt6a6LsjIzI5b09W6f58ZinrGJ3b3NIx0NF39vylazdu333w6LGorwz4LFJSUlRUVEDhAQCRe/z4MYfDcXNz8/LyOn78uKjHAb4koPAAwLhw7ty5PXv2UCiUgICAxsbGx4/H0Vfnz1+8/OnGHX7PUMZRln1gorZF0Fp9lyWbSAtUzFeoU6S0bKV17eQQ9nIIBzmE3Sot61Va1lKalJUa5BVqpKWbLJdstFikYr5A2XTeeuIcRfxMeXieEmH5ZitJDYq8gaOSsctmnLeOub8eOQjrGE72ifWJTI9IzE04WJZdyqngnKg92dk1cP7M+cuXfrx+7frtO3d/ffDw8ZOnYL3oi5GVlaWlpXXr1i1RDwIA49erR2+7ubmx2Wywpw74UKDwAMA4cuPGjYKCAicnJ3d395KSktu3b4t6os/otwePTnWePlhc7b/zoD45ZI2+80pNmxXq1svVKVJatmv0nFYjHVcjHVYj7GR0bIQ9Z5SR0qRIapBXqpOXq1kt22w1XIpUzReqmC1SMV+sar5ko8WSjRZLN1ku22S5bLPVss1WK9VJG9DuGkRfjEMYxS/WeWtiSNzhHSlH9+VQD5dUl1Ud5x4XnBT095y+8P3ln67f+gU0orEjNzfXwMDg4sWLoh4EAMapxsZGPz8/FxcXOp0+rr5bB3xCoPAAwLjz8OFDLpfr6+tLIpFSU1O/pu09d+//NnDuhxLWcf+dB7FOkSpY76WbyYs3klZq2kjr2Mno2snq2q9BOqzRc5DVtZPVsRW2lw9qO6NsRK8iqUmR1KBIagy3oyUbLRapmC3YYDpPiTBHET9rHTxXibB0k6W0ts1afQdllJs6wUfHwt/EdhvWMdzGP27LjsywPdkZR+mHS6qZdafqm7s6+s9duHTt8o83bty++8u93x48fPzsOXgm5mdUXl4Ow3B7e/sff/wh6lkAYHwRCAQBAQEODg6lpaXg1DXg3wCFBwDGr87Ozh07dpBIpKioqPb2dlGP85GePX9x+rvLVG7zrvQiglu0gpHbKi07KU3b5erWklo2cnoOcgiHNXqOsrr2cgg7WV3b153kU/ecj21H1pIa5BXqpOVqpGWbrZZutFisOlyKFqqYLVY1X6JqsXST5bLNlivUSCvUSSvVyas0rRUMnXUtAtD2YSSfGLewlMCYA7vSClJzqEdKOZWcE9UNbac6B3sGz5+/9OOdu7/+/uCRqH+XvmAsFsvS0rKpqenFC1AsAeA/0tPTExoaam9vX1xcfPfuXVGPA3zxQOEBgPHu4sWL6enpdnZ2vr6+XC73wYMHop7onz16/OTqT7fqTnZF7yu08onTMAuQ0rJbpGq1XJ0ii3CQ1bWXHd6TYy+HsJPRsZX5bIs5/0Eder1YpDG8WPTu/qINpvPXE+cqEmatg2cr4JZuspTUoMgbOAnXiwwowcZ228w8oq39dm+J3r8jJT/lSGVeBY/GbW481d1z5sLFyz9du3775p179379/dHjJ+A8unc0NjY6OjoyGAxwbgEA/AcGBwejoqJsbW1zcnJ++eUXUY8DfCVA4QEA4H//+9//fvnll7KyMicnJ3t7+6NHj964cUPUE73H9Vt361u6U3MZrqH71Ahb5JCOKzVtlqtRlqtTpHXsVus5rdZzXKPnuBpp/6Hbcr6mvLG/yHLpRovFquaLVMwWKJsuUDZdpGIu3Fy0fLPVCnWSpAZZ+CHrUa46FluwDuG2AfEu25IiknJj04v25zPzqbW0mpMNLd2tnacHzn7/w9Wfb96+9/jJU1H/QfhPtbS0uLu75+XlPXoEFsoA4DMaGhravXu3jY3N/v37b968KepxgK8KKDwAALz2/PnzpqamoKAgKyuruLi48+fPi3ael3/8cfuX+5393x0s5riGphpYh8obui3ZRFqmTlmlY7dK21Zax04WYb9Gz2GNnoOc7vAda1/iSs5/k1frRa92Fq0cbkekZSPrRQs3mM1bT5yrRJitgJutgFusai6jY/OtvqMKxkPLzE+fHAw7bTf3iLYP3BMUcyAyKW9/PjO3nMvgNR9r6+noO/fj9Vs/3bjzy73ffv394aPHT168eCnaP0L/Xnd3t7+/f2pqKniGLwB8Jt9//31cXJydnV1SUtKVK1dEPQ7wFQKFBwCA9+jt7Y2JiSGTyeHh4S0tLf/xdu3fHjzi9wwV0BqC444YWIfKG7mu0rZboW69XI2yStt2tZ6jcFuOHMJ+5Iw1m1XDRwWIvlR8ZZHUpKxQJy1XsxI2osWq5gs3mM1XJs5XNl2kYr5Y1WLZZqvlasOLRdLaNnK6dvIGTkirQKxTuLXfbu+ItJD4w/H7S/fnMwvp9YzalvrmTn73mcFzP1y4/NOde7/++vvD//KP1kcYGhoKDw+PjY0Fe6YB4JO7dOlSQkIChULZu3evyL/FBnzFQOEBAOAvXb169cCBAw4ODp6enpWVlb/99tvn+1y/PXh0/tI1Krc5JD7bzGPXyAFrVis1bKR17aV1bOUQDquRDmuQ9qsR9jI6tjLaNqu0rMfIwQPjM+9dLFqhTnq1v0jYjhYojxxJp4BbrGoupUmRN3BSxXpqmvqZ2G3DOoZT/HbbB+4N2JW1O7M4NYdayKhn1rY08fv6hi5e+vH6zTv37t3//bcHj54+ffZcFMcGXLlyJTY2Nigo6M6dO//9ZweAr9WNGzf27dtHJpN37dp17tw5UY8DfOVA4QEA4B88ePCAxWK5u7tbW1sfOXLkxx9//FTv/PLlywuXf+Ica4/fX2bhGaOM9pRDOq3UtF2ymbxCw1pG114O6bBaz2GtnuMaPQfhwQMgX3QkNSnC/UVL37iDbv564jwlwsINpsL9RSvUSZKaFOFikRzCbr2JK8IyAHba7hiU4Ll9X2RS3p4DpQeK2JWcE6y61pPt/YLes2fOX7587catX+5/jv1Ft2/fTk5OdnFxAZsKAOCTuHPnTnZ2NoVC2b59e39/v6jHAcYFUHgAABiVP/74o6WlJTg4mEQixcXFDQwMfNz7PHv2/PqtX+qau+L2lzkEJ+mSgqV1HBZvtFqpYS2tay+lbSuDsF+NdFiNdJBD2ssh7MG2nHESKeETXTXfXix64266RSOnL8wf2WK0QNlURsdW3sBpI+ypaxlgbLvN1H2Htd9ul21JW+MOxaQXZhxl5FNrmXUtJwX9XQPf/Xj99p27vwo3Fz19+myUN2r+/vvv+/fvJ5PJY/MkDwD4gty5c6ewsNDOzi44OLi7u1vU4wDjCCg8AAB8mHPnziUnJ1tZWQUFBR0/fvzZ6E4x/vnGnaa2viOlNR5hqRpEv7V6Tis0rJdtJi9TI0tr261GOsgh7NfoOcgh7OQQ9q8Wc8C2HJC/idTI/qI3T+gWnriwYIPpYlXzZZstV6qTV2lZy+rarkbayxs4rTNwQlgFEl2jrP3i/Hdmhu3NTjpccbi4upx9nHOM38Tv6+w/N3Th8qWr1+/c/fXBw+FnuleUlaJQJnd/uf05/2IBwNfs7t27BQUFDg4OISEhra2toh4HGHdA4QEA4GPcuHHj6NGjTk5O7u7uJSUl9+7de/Nn/3j58vHjp/d+fdBz5vsDZbwte3Nh33gFvN8KhKMU0klG31la31lW33mNgcsaPcfVwmfm6NpJa1lLaZAl1UlSI5FUJ0mpk6U0KauEEfVX2CBfSoTn0b2xuUi4WPS6HS1WNV+oYiY8gGHeeuIcRfyCDaZSmpR1Bk6bcF46Fv4YhzBT9x0OQQk+URkGBDtJabldSYcrOCfZjW3NgoHB7364fO3G/d8eCJeLnj9/8R8f7AEAX4qHDx8WFxc7Ojr6+vo2NzeLehxgnAKFBwCAj/fw4cOampoA/y2uzo6FeTlnzn7X8/3PJSf7Iguq7RILUNGHdMIzNgalKG5JXL81RT1iv3ZEpmZomlZ4umZYmlpw8ubAxE3+CZt849V84lRdoxXIIYqWQQqmW9ZiPOWMXNYYu35r4rbG0Fla126Vls0qTWspDbKUmpWkGklSjSSlTpLSIEtpkKU0KK8akRToRSAfG6nh/UWvnuhqJlwvmq9iOV1STXzyN4uUMKt07KW1reUQdt/qO64zdN6AcUdYBeJdIp2CE/x2ZOxIztuXTT1SymHVn+I2Cdq6z/SevnDu4tVrN27fvnv/yahvogOAr8OzZ8/YbLajo6Onp2ddXd0LURw6AgBCoPAAAPBv/frwcUpemTwSXqumu1IHu9oxRHXnIbXEQo3EfM3kfO2UQp19Rbr7inT2FemkFum+TrFuarFuWrFuSqFOYr52Qp723lzdPbm68TlaMYc1dh7UjMrS2p6hFpKi6hO30X3nRtcd621C11kGKZG2KpOCFUz9VqM95AycZYXnGWhSpLWspbWsV2laS2lQpDTIUuqvQpJUJ0lpkMEyEchHRAbhuFhebxoPJvoAACAASURBVOK0WUuVMVJatq9OoluuZrVs8+v1IuEBDAuUTecrE+cqEeYqEWR0bBUMnTfjvAwowRjHcLJPrEPgXp+o9G3xR+L3lxwsYpcwGzmN/FOdg31DF6/+fGt4c9Gz58+fg68LgS/bixcvamtr3dzcHB0dq6urnz4dX08rBsYgUHgAAPh413/59QC3zSq5GJ1UrJtYsD5krxTRduFGzaW6xooe27QT85CZFbqpxTophTrJBX+XlEKdlEKdfcIM1yGdfUXCH9dNKdRNKUQI3ySpQCfhqPbubM3oA+oRmZphaZohKZv896p4797sG7fZK1bZMUKBtHWd6RZ52HsNyl3W0HmNsetaY1cZhP0q4UnWwi6kRhpZKSIPrxS9unEO3EEH8kZkEI5LFAymzJi/VMlklfbwQ59Gk1fn0Qnr0AJlU+G9c3OVCAs3mC3bbCmpQZbRtlmDtJc3cFqPctuAdte1DDBzj7bZEhey+2Bkcl5aLu0otZbOaz7e1tvWdaZ/6PsLl679+POtX+799ujxE1H/7QeA93j58uXx48c9PT0dHR1pNNrDh2P9QVvAOAEKDwAAH+Pe749KT/ZQ0srUdx3ZvCdXMylfJ6UQkVaKyCjTiD241tZ70SadRZt01lh7qsccQGSUI9LL/rn2/H0deif7inT3vbFSlFqsk1yok5ivvTdPe0+ublyOTuwRrV2HNKKytCIztbZnbPTbo+IZs9Ft5wa7cEVS8DqLwPWk4PVWgWuxXrKGLnL6TjIIu1Va1m+sFL2zTER+dRMdqEPjKjK6DkuVjKbOWbpYHimlSZHW/gTHowv3Fw1vLhpZLFq2yVK4XiQ8gGF4yWiD6Xxl4oINppIaFAVDZzW8tx4pEOccQfKJcQ5J8t+5P3TPkZQjlVkFrIrqptqTHS0dA2cvXr1y7eaDR4+fPnv24sULcBsd8J9paWkJCAiwsbEpLS0FVQcYU0DhAQDgwzx+8qy0qccurXxz9OGN8Tnayfk6KW/1E93UYmRmhXZinqLHtmW6qIUbNFbhyBvDEhHpZciMct2Prj3/3IveXCkq0tk33IVedSThSpFucoFOUr5O4lHt+Bzt2MMakfvVw9M0Q1PVgxJVfeNUvGM3ecVudt+pZBsqb+avQPD9Fuspq+8kZ+C0xtBljYGTDMJ+lZbNyF1zwmUiq+HDFTTIUpqUd1eKRP31Osi/jIyuw9L1JtPmrVi0VkdKg/xJCs+HRkqTIqnx9v4iZdN564mzFXCzFfCLVMyXbrSU0qTI6dqt1XNYb+K6Ae2uTvDRIwWZu0e7hiQHxmTtSivIOMrIq+RVN/Kb2vo6+s6e/u7S+R+u3bh999Yv9588fQZqEfBvdHV1BQcH29ra5ubm3r9/X9TjAMC7QOEBAOAD3Pn1wUEeXyf6iGrMEa2kd6vOW7VnXzEyo1x3X9GGoFhJlPlCFfWVhnjlLdE6yQWIjHLd1OLPVXs+bJmocGSZ6I2VoqR87YQ8rT252vHZunHZOjGH1aOy1CMztbZnqAcnq/rGbXDbqeoYoWwTKm8eoGARoGQZpEjcsgbtIWvgLIu0l9axG2k7I8tE70T9jWUi0IjGfGR07ZcqY6YvXLVATl1S3VJ67D0Ad3i9aGRz0bLNVss2v14sWqxqLrynbpGKmfBgunnriVKaFEUjl004LxO7bRiHcLuAPa6hKYExWVEpeYkHy3PLueXs47UnOtq6zwyeu/Tjz7d+f/Do+fMXL8FqEfAnPT094eHhNjY2R44cAc+qAsYsUHgAABita7fv7648pr0rWysxf5Q1QzelULiwsylin6yZw0IVzSWa+vJO/prxR5CZ5Yi0kv+69oy6GumOLBPpDHehole35OmmFCKSC3STCnQSj+rszdOOy9HceVA9IkMjNFUjKEnNf4+KZ4yqR4yaV+wGxwh5i4B1pv7ysPdqYzdZfUc5fac1hs5yeg7DG4o0KVLqpFcbiiRfHT33qguBUiTqyOjaL1eBZy5ZPU9aVXKz+RgsPKOM1Mhp3au0rFdqkJerkZZtthTWofkj+4tmK+DmKxOXbbKS1CDL6drKGzgqmbhuhD3ViT5Iq0ALz50OgXtD4g7vTC1Iz6OXVh1j1J5q6z7T1f/d0IUrP1y9/vPNO/d+/f3xE7BDfVw4e/ZsRESEtbV1VlbW9evXRT0OAPwdUHgAABiVM1dvBuSwVSIOaCYe/YgKgUgrQWaUa8YdknfwW6Khv2iTzmorF7XoDGRGOSK97DPe5/aJu1DBOwtEf7lSlFKok5SvvTdPKy5bJy5bJ+aw1o4D6pGZ6tsztMLS1AITNrjvVHXZoWK/XcEqSN50i4K5v5J5wDqCj5yRq6yeowzCXlrLWkqdvEqDskqTskrjTytFw2ctgGWizx5pHbsVqvjZy9fNXqm0YpOptI6dyEf6rBHePidcL3rzJLolGy0Wqwpj/irCvUYr1KwUjJzVCb4GlGBTtyhb/3iP7ftC4g5Hp+Sn5tByyrlUzonGU90tHQPnL127+vOtBw8fgxO6v2jnz5+Pj4+3trZOTU29evWqqMcBgH8GCg8AAP/s2fMX0SX1G8IPaCWNdm3nvdFNLUbur9BOyl/vvX25HnaBioYUxlJ1azwitQSRUa6TUiT6SvOpq9HwedzCDUVpxTr7Xl+jbnIBIrlAJ/GodsJR7T252jGHNXZkqYWlaWxN1ghKUvXerey2c6PHro2u0cp2YfIWAd/ifL5Fe8gZOsvoOcjpO63Wd5TRtVulZSP16nwF4YYiNatXTyh6XYc0rVdpiv6L6S8x0jp2KzYR56xQmrVMfsVGwldfeEaTV4tFwkhqUFaokZa9vb9ojgJ+1jp4gbLp0k2WUpqUNUh7eQNHVaznZry3joW/oXWwhcdOz/DUrbsPxe8vySpgFTEaao63t3ad7j1z8bsffvzh6vUbt+/evffb4ydPQTcaOy5durRnzx4LC4u9e/devnxZ1OMAwGiBwgMAwD+raOkjJhar7c75m007H1B79hUhMsp1U0tUt+2RwlgtUN68XA+z3jdSJ7kAmVmhmzom73P7xHXonX1EI4tFr4+eG7mPLrlAO+GoVnyOVly2TsxhnZ2HNCP3q4Wna4Sna2xNUfWK3eAWvcFhu7J1iIJF4LdEP0Uzf0XTLatN3GT0HWWQDtLatsIHtq7SIL9nmUjjT0dyi/or6TEYaR07STXzedIbZyyWW66Ck9a1F/lIX1BerxepkYSHdC/dZPnOMpFw4ejV8XQr1clKxi6bcd7GNtsILpEOgXu9I9NC4g7tPVC6L7uykF5P4zY3tHQJes+eOX/5pxt3fnvw6H+gEn1+ly9fTklJsbKyio6OHhoaEvU4APBhQOEBAODvvHj5x9kfb9nsK1fZceiTtJ03v+hHpJciMsrVd2auJrst2qyzWB35rb2vxu5DyMwKRFqp6GvJWMjIhiLdtzYUjTykaGSZSFd47tyeXJ3d2doxh9XC09VCUjSCktR841Xcdym7Rm90i97oHKloFfwtwVce9l5j7CqDdJBB2svpOa7Wc5TRtZXStB4uP3+zoWhcRlrbVlLdcoGs+vSFq5arYGVA4fmkkdJ6vVI0sl4k3F9ktWSjxSLV4ecXzVUkzFwHz1HEL91kKalBWY2wUzByUcF4aBB9dS0DjKxDLL12um5L3hZ/OH5/SWY+o6K6iVXf2tF3buDcDxcuXbt2/fbN23d/e/Dw8ZNnov439ctz/fr1tLQ0S0vLsLCw06dPi3ocAPgYoPAAAPB37v7+KKq0QXdXjnp87icuPK9qT1oJMrNCa0/2OufApZoGCzeoy5rZb45KQwxv7/mK7nP7xL90f14pKnp1H93IMlGRbmqR7r4incR87b25WnHZ2rGHdWIOa+3I+j977x0XVX7v/x/pHZQ+HYbeplCmFxhgymkzFJFqb2t3RbE3bCCIYheUKgjTGKrYC8zQQV2zSe735uaXb3JL6iY3uWk3398fMwOj7m52E11W9zwfrz8Uz5zP5xTmnJfv8mHvPssqq+HsrOZsr2SuP0pftpdZXEZbsiMK2RiDboxXbYqFP4qUrqamLqMKikP5BTaFQ1+oDzJMFMovonDyAiJ5br5EPF1BFS6d9yl9lzUXL0pZbE6iM5cSmYNFwdZIkTmUhE9ZTGAtjk1fwcvalF6wI3f9oaXbT246ULunov74+dbzjbpmzaC2/8lD47Rp8uUPfvSTn/z7z3/733+Y7y/dbxG//OUv6+rq8vLyPv7445GRkfmeDgbGPw5meDAwML6Mn/3ys4IzHSlH6viV7/b1XVjdIq69JaxqZmw5RMpU+jPYZKmKue2osLrZ3N56/g3Ge63PKyiyLFJ0upFf2Sg83SCqbBBW3OCfqOcdr+Mfvcrdf4G160zK9tPszSeTPyqnrzzAWLE/adUBetGuGNWWKHhDlGxNRMZKqrgkTFwSnrosTFgcYq7rsCzY+mqk6P3NmuMXhvAKgmLELl4BuAQpVbRs/qeE6QtkW1lE4eaT36wvYlj60XnHQosS0OCkHDInPyp1aVzGihRkPS9rU9qSjxVLd+esO7Rx/7mdx6+eutR2ubW7rev+7UdjpsmXL3/4b//nxz/7yb//189/+ZvPfvfff/xw40W/+c1vGhoaCgoKtm/fPjw8PN/TwcD4Z8EMDwYGxpcx9X9+Ch9vST76dqp3/q7M5T2is21JuytD4SUBDDZeII1bU8qvuC6uvSX6LpT3fPN6M0xU3Syotraesw0WVTUJKhp4x+t4R6/wj1zmH7zI21fL2nWGXVrN21mdvPE4bdleRske+pLSuKwtUfBHMfCGOHRjtGKtpe+coCjE3Ib7yyNF3zZfxC8M4RcFx6c7e/oGx2dghueDEYVriRcRWHkEazO6oMTsAEZWADPLXFxkDhbhU3IJKYsJrMUk9pIYyXI2ukFatDN77cFlH5/aevj87lN1VVc7aht0N7vudd8x3huanHrxw5c//PG//9ev3sd40WeffXbz5s3CwsItW7Y8ffp0vqeDgfF2wAwPBgbGF/Kr3/3hyu0R6Ykm9onr34zhmZXo7E1x7S3O4QuR+WuDUoRBbHFU0XrO0Uvi2g6svGfe9JopOmONFFU3W26PygZhZaOw4obg5HXeiXpe+VX+oUucveeSP65kbatgbTrBXHWQtmwvY/m+xKV7aEt2RKEboxTroqRrwlKXhQqKwkQlYaISqqAohGctKGLnzUaK5jFrzrz2qKOrZ1CcBDM83xG9VlxE5pi1hMieqy8KYGT50ZSLElDvWNgrBgpOyqFwCyLEJQz56mR4vSh3a0ZhKbx8z5KNR9fvqdlzqq7icvul5i5176O+ByOj05/+8Ef/90c/+Y///Pmvf/Grz37/h//505/nOV70+9//vqOjo6SkZM2aNffu3ZvfyWBgvF0ww4OBgfGF/OTnv9nTPCg4Us85eeMbNjxmmct7+Keux6/dheNn+NNYoUhB8u7TopqborNtWJ7bt0u2yxNVN1tMUZVNpMgqwelG/ol6XvlV7pHL/EMXBQcusHfVJO+oYu+oYm+rSFx3lLZsX0J+aULutmhkYyS4Lgb+KBZaH5Gxkpq6zNwVmsIxR4reDBblUyzN6N5mBh1VuJTAhBxdvQJjxFgND6YvEpmTb64vwqeYm9FlBzKz/RmqAEZWIDM7KNESLCKy8ojsPPPG0WnLRLlbMwtL8zeWr9xZuf3oxSM1TdXXOq+19V5t7am/1WcYHBqb/t5nv/3vd/pV/+c//7mvr2/FihXLli3r6up6p2NhYMwLmOHBwMD4Qn7xm/+u6RkSl9/45iM8trKW8bQwth0hZaD+dDZZqqJvOSw43SSuvSWsbpn/d31MX0tvtp6rMS9S1MQ/3civbOBXNggrbghPXecfr+eVX+MfucI7cDGltDp5e0XKpuPJa4/Ql++nlexJXLYvsWR3jGpzJLguSrYmQrKcKiwJFRSFCYvDRMWhZl9kLSiyRIqsBUVfK3GOKlxKSIScPX0Dovgh/EJzVQ8mTF9LbwaLzPEiXHIuLjknkGmNF8Wji2ioP0PlR0N9ExAiKzdOsjQ9f9vi9QdX7ji589ils/WdzZqB6U9++Lu3kS/3l7/8ZXBwcPXq1SUlJbdu3fr973//z+8TA+NbCGZ4MDAwvpCf/+a/zxiezrvhMUtY1Sw+1y4+156y/0xYVok/gxPMSYtZvoVTfllY3cyvbOBX3jC/K2N6TyUw67TN4rbmTnSnG/nWvwqrGoXmH1Y2CE5e5x+v4xy+xD14gb//PLeshrXjdPK2CtbWU6xNx+kr9sUX7KQt+ThOuSlSvjZSviZGsS5atiY8bXmIoCiEVxDCWUJOybXRYotYryuEW4CnKZzdfX0pSeSUHAo7781tML1zpSwmsxZTOEvm3bq8U1EFReGi4lB+AZmTR2LnEVJygxNV/jR4YRzoGw/6J8DBTBTHQCP5eeiyneVnGzS9D17+4Ef/2Df8o0ePNmzYsHz58ps3b3722Wdv9emBgfHtAjM8GBgYX8h//vp3FbrHoqPXvw2GZ1aimpupF9WC040J63aHooWRBWtZB86lnu9MvaDG9N3SRXXqRU3aJU3aJW3aJW3aZW3aFV3aZV3qBbX4fGdqbUdabYfkXEdqTbuoqlVU1SqqaBYeu8E9eIWz5zyv7Bx7x5mkjaeSN51iba5I2XCCueYobdkBWsnehKI98QVl8QW7ZpVQtCcmdytRCFNlxXF5O+ILdtv+K6ZvSIVlcUt2hmeuCuEXhHDn35m8dYXyC8OFxWHCwhDuEjI7j8zJI7MXk9m5JFaORSk5JFYOMVmFT0SD6ZBfnMwzXOIXK2NkFC9Zt3ffqcu3DHf+7Sc/+yrf7SMjI9u2bcvPz29sbPz1r3/9jp8kGBjzD2Z4MDAwvpD/+NVvj3c+EB+5zvn2GJ7KBmFVk+SKHtKOIN2ToHpYdvOBvP0xqB7GhMkizTCoMc5Ja4K0JkhrArXWv+pMkM7ywzmZN/6yPQ/N/6F9hwXpR+U3HzFWHQkVFH14cZ5QfmGkqDhMWEjmmK2Oxe2Q2bmklBxSSjaJlUNm5RCTVcQkJTFJSUhECYkoIRHB0SG/WKl3ZJpvbEZgnEyArj5aXTc69ckXfatPT0+XlZUtXrz46tWrv/zlL7/JBwoGxjyCGR4MDIwv5Hd/+OPNRzPgqeZvUYTHanjAziHQ9lV1vt/GML0HsnVBXyroTdncbJjmRXDXmKL9MeOjY6GSpZRvVePyt+F2woTFobwCi9XhmK2OObCTTUrJJrNyyCnZJKvbISaihESEkIgQmLBZpESYwARxNJlvdJoHVRCagq7Ydljdffe/fv6r2e/zmZmZvXv35uXlnTt37mc/+0qBIAyMDwbM8GBgYHwhf/3fvz168a/KUy2sY/X8b6Hh0RhB9TCkHobm/U0aEyZM70azv+CQbkTe9oi++URo5nIKL/8DyGqjcPOtaWxFIdwlr7qdXEsOW0o2mZVDSsmyWJ0kJTHJ6nYSYQITJjJhUhJCYIJ4uhxPl+PpMhxd5hct8aQKguMz+fCKAxVXu3pvn6k+XVJSfObMmR//+Mfz/WDBwJgHMMODgYHxZfzgp78Ay5uSjlw1147Pv94wPKB6CMs1woTpw5XlF/zDMzxhwqJI8dIwYRGFO1exQ2bnkixuJ5uUkkNhv+J2zGlsZp9DYELERJiYBM+6HRxdhqNLcTQZnibD0eRB8Zk+oewFnnjA3kOOLJ6aeT7fzxMMjHkDMzwYGBhfxk9+/hlyrCnxMGZ4MGHCNC/6MA1PmLAowtyNjWuO6ljcjjW2k01m5VBY2aRkFTEZJSajxCRL0Q7R1u0kQniGAk+X4elyPE2Go8lwCVI8TY6nKQKjRd64SBfvQM+gMN9wLjERyV61e+C+cb4fKRgY8wNmeDAwML6M//jVb1dd1LKP1PEqGt65mcEMDyZMmF7Xh2Z4QvmFEcKScEsa22JLbIeVS55txZaSQ2blkFlZ1qIdlJCEEBIR4lzRDkRMgomJEIEBWtLYaDIcTYanKfB0RVCMyBsX5eoT5BEYGhDFIzBBYiKMo8m9IyQEJrxhd8XMJz+c7wcLBsY3DWZ4MDAwvoxf/e4Ph2/dE5d/azpTY4YHE6bvlj4ow0MVFEaJS8KFRRROvqUhm7lox+J2LN3YyKwsYjL6WkM2AhMmJMJEJkxKhIlMCE9XWDLZaDIcXU5gKIJi07zxMa4+gR7+If4RXDxdQWDCBCaIZ4IEBkRgwkEJCu/I9Eh+Xl2b4bdvY91SDIz3BczwYGBgfBm/+8Of6gbHpCcaU47VYYYHEyZM37g+HMNDFRSGi4pDeflk7mLb3tPWZXayyawcCjublPJqNzZrKzYCEyIwIVISYg3syHF0OZ6uwDPA4DiJDzHe1SfIw48cEMHGM+R4JoRnKPAMEM+A8ExzewOEmIgSE5WBNIiYnHXiQgvmeTC+O2CGBwMD48v401/+2j/5/dzq9pTy99rwGCHdCKQzQZp5eV0zgvop5cAnyp4xSIN5s/dIQ6BmFO55rhp4huiHMV89b1fhPTc8lm5souIwQWEIL9+yqKi1G9tsJps1sPNGNzar4SEmwsREmMAA8TQ5ni7HMxQEBhQUn7GQlODqE+zuS/QPSyHQZXgGiKcr8HQFgQniGRCBCRGYMIGJkJKU5CQlKVlFSs4KZiiDGaqdxy7/9D9+Md8PGQyMbwLM8GBgYHwZf/vb36b/9WdLz6lTjtR9KzpT/2OGp/Opov2RvP2JovMbf13TjsKdD+RVRyJQVcSWa+KWaVj7T++z0whqx5G+Z2jvOKw1gt/8QX146jRBXVNo/wxqGLV2OTeC2jG05SZnQwlZtT6x5om8cxT6568dpq+t99vwULgFVEFRlLgkXFho6cbGWUxm55LYOaTXVtoxtyhIQue6sVncDkRIhIiJMJEJ4+kKPF2GZyjwTAiXkLGQTHddiHP3JfiGJuLpUgITxNNls2EfPMNidYhMhJSkJCariMkqUnI2OSWHzMrFJWYF0NCizcc+/Zf/b76fMxgY7xzM8GBgYPwdfvbL3y6t6WQcuPJeRng0o7D2kaJ2HzWO6hJbFF0+oOwe/UZf13STSMdtWSnk6gy4iHazr38P0f+T+zRCuqfyJo3w0AX2ic70lsegzjTfr6Tvu4yQ7kHmhUbewcvcs72yzmFQYwTVRlA/raqvimV7AG4Uyu5Hss5xWDfvU/0O6hXDQ9t0PCR9GZmTR2HnU7j5Ibaab2/zOW7HsqhoEZVfYAns2PaeZueQWDnklBwKK4f8Zu/pRGtgx1K0A+IZCjwdJDBAHE26KCTRdSHebSF+UQgzOD6DyIQIdJmlXZvF7YDWuBBKSlKSk1XE5Cxzq2syK5fCXhzCziMm5wbQlOiKvf/yo5/O93MGA+PdghkeDAyMv8P//PHPK89paPsufSs6U39twzMGax8qzmwlBLoCAWDY/l5Vj9nwGEHdONo7hXSNgJoR2DCF9j1D+56hfTNo18jnZ75px5CeGbRn8tW3XhNkmEL7ppGuEduNIf0k0vsM7R6D9BNIx6Bsd66Xr6On9CCn4fvKvr83lmYU7pm2bvMM7Z1G9FZL0zkEamdUj0zSynU4wAHAlTAuPlY9+r6qdxLRGV9/TdSMwIZptHcK0dv8U6cR0k8ifTNo9+jcgq2dQ6B2DO55hvZOwNph6/m0PS3P0L4Z1DBqmW3nEKgZgbufoX3PkC4T9Mr5N4K6CbR3Bu0egzTmLU1Ql81+use/NMZlBLVjSO/M3PY9rx3akOV69YzDWhPUZT1Rhtl0wSFQbYS6ptHe2ZlP28RtPmdEqOtZ1pM+bh7bHfB2k5yUdD9T3f1E1T0OG6ZV18/Gi3F2AXHU/Y9l2mfKgZnZWcGvn3Dr3Lqf2Vy7yblrZ3Mjwd2zBziDvH4PDIEa49xx9T1D+6YQw8h3eHXdOcOjaH+cVFoVjq6npi0LEy+lCooo3PwQjtXwcJZQOEso7CUUjlXmP8+THQrlFYSLSsKFxSE8a38Ci9t5pRsbhZ09m8ZGSFTO9p4mzPWehglMEM9QEJgQji7zpSa7LSK4+gQvJDOC4zMJDDmBIcPTZXiarduBCEzIXLRDTlaSk5XEFBUpJYeckkNm51LYeRTOkhDOklBePiE5J4xftPXw5d/89vfz/ajBwHiHYIYHAwPj7/A/f/pL6Y0+9sFr34rO1P+Y4an5mETwBvBo+ME+Vc8oqDFBnU8UNzr5JxpEN4xot1F2uYF9qJZ96Dz7yBVB3RNQP4nqbVPFjKB6GGrSCk9dYFd2SFqttUCaYbDrkfRcI+/IDcHVu6DWaNlYMypvaBceq+VWdKZ3TCEdd8yGxwuqELU+B+tmx7osuGY7lvl1eUZluC+prmMfqrVsdvyGqGkUMYwjOiOoGZU3GiS1VcyVkJ+9i11gZthHpzgnr3BOtIjqH0Aam1dwjQm+2ZtWfZl1vFHc+BRUGyHNMKg2QoYhWV2H8Mg1Xm2/NZQxDGrHFS2GtMrznPKm1KYnCrUJ6ppR9hllV1u5s9M4dIF/5YFCP4V2GUHtqKJ1IK2ymn30gqj+kVw9bvU8Rkg9BLXoBScvsCvV6c1PIcM00mUE6xq4Ryz74Z7tzugYR970PJ1DoHYc6Z1GNX3iE5dmD59T0Z7WNjnntTQmqH1AcraBV22QqifkV+v4R2vZh2p5NbqMtlFQbTRbTfB6g+DYectODtfzLz6A+6eQrhGo89VbRWME1cPSq02i6sMx4lhXwMeVuYJ+oJZTfpFTpUtvH89uOBcvCrYLYkQcG4Xb+0WVl9iHatmHz3NOd0rap1CDrVcxwj2fIPqn0trznMO1lqHL21KbTejtKVgzbHFihmdo54CkxnqAR68Krj9RaEZnTSDUNYP0TCquXeMdtc7/SIPg6mNkYBrRmb6T6YtWw6M1yW89ZpdfoW89lvJxBa+0irX5JHPdEebaI8lrDieu2B+3ZEeMcnMM/FGkyn1WTwAAIABJREFUbHVY6rLwtOURkuXhqUtDhUUhvAKrBcojsxaTWYvNL/1zduhth4mogsJI8dJwQRHF0orNJpONlUNimfPKzEU7ljQ2YhJKTHqlRcHsuqIEJoxnKPzDU9z9SK4LcQtJtOC4dDxdgafJ8HQpni61prG9msmWiJKTLUU7s7EdMjuPws4L4SwJ5RWE8gtD+YW45CUxklUdvY//9Kc/z/fTBgPjXYEZHgwMjL/Dn/7y19P6J2nlDezj9fOf1fZWDI9uAunol+7K9fCKcKelh4D8hcFugJUFRB5pfX1q04hNYGEE0pqQ5spImu8Cx7jgNbfkXSOQbhTWmtDGE+F0XwBY5J1+IrVnAtKNQNoRqPupYFmyp7OLh+iAoPM5qrkr25vn7e/iFpNJzgAX4WzGInCJ6+vMY0G6caj9tuTAxrB0uoebAzCHg1OsMmK3OrN9VNn/vYyDqyghwOv4CYI3dyL6EUhrnbNmXKluTFLGOQG+XtC51LZh2DACaiZU6htMNMYBsHekbmS3PAV7xiG1ERmYkuwpwvkCDuFLk648BbvGFNXHEhaLFuG9bQdZEJyCX3FR2GBCe55BLe2cohg3O8CJf5B1bUzVOwJ2DoOGGajNICyMcbFzcMs4yGl+obyp5m/IDqJ6L5jdi2dkcP5Z8a1xSGu0jWxA+kmoSS38uIiYEuGywGZUx4XuvNUJJwfknSZYawL1k6q6yjgRY4FnUrBU4kdaYAcAAAC48dYxL32K9o5BbRrOylwc2dF+bhf2C/xYeNVxXvMTsHvMNlQC6cYh9VP+0lgf9zdOafxa2pmhJTcvJqSH2HniAiVFBGaEo+PsrHw9RBtpFXcUahOsNYJqE9xjkp2/QJOzfXxs97LQNUoVtbVB0jUG6UYhjVF+rjIBZnotspkcWRV72CDTT8IaE9w9qmhsTSmQB+AAm3Pg7IATUgrOCNuHwS8LVX2oetXwnKhPOnCWd6peVNMiPNMiPNMirG4WVDTwT9TzjtXxj10THr3CP3iRvbeWvecct6yGteUUY91R+or9jKIy2pLSaNXmuKwtCdlbY+CPIjJWhqUtowqLQ/mFFI41UsTJnwsQvaqv7ohC+YXhwuJQXj7Fsqjo53VjY2WTU7KISSprbAd5rSEbMQkmJcGERAjPUPiHczz8Ka4Lg32I8cFxEovVoUnxNKm5JzWeIcczFHgGhGdC5oZsJIvbURKTssjJOeSUXBJrMYW1mMLOC+Hmh/IKqLzCUF4xVVASyi8mc4vZyq1Tn/zLfD9tMDDeFZjhwcDA+Dv89a//2/H0GXq6NfnotQ/I8NyW7cnz9vcCnNydoxWU9RfTLulSq6+yloq9vQDATRy6vUPRPzH3cqkxQb0Tki0Kf3cHV8ZWTsckaJiEOx9mbM70S2e6BpKCQ0URp4YU2nFEPwxdOxoe7e9MgSOPP4Z7plD1oGxvvneAK+Cy0Dkapay/YBlrWaqPFwC4CkO2dSj6JyD9FNSiFayHfLkrYg+2Zd68m9lwV97cKdyR7+cCAMH58RUD0MAU2HpH2niDvTUv0MHNHodGlV0TX9GIL3RJmh+Dr2bHwQMvpCe2h5IAh0Al7eJDRc8UbJhUHFodoohxDIsPXEglf6yTdEyiXeNo2xV6RqSrdzxhm0GmnUD0Q9KDKwhChLTqoqT1TmbDHWlTb8aZfaFUd8CeQVjXIuubRHrHwIbL8YxFdvbRweuup/fMIJpRtOextLqUsMhhQQAaU96PPJ6S7Fgc6A4AIar44/qM5vuyhpsphUVReTvZzZOg5pWmeVDXDHTtclJ++sLU7Uk1+syWO5kNd+VNTaxioTtg7xC/nV3/COoZh/STqvozNFkMADjZB4QGLKlgV95KO9+eem1ApnsG3riekhXt4hXgkbGPVdOjaBnMbH4ovXIlOTvKCfDykB/nXh9GDbbJh0ZQPSxv7Mq4cY4mY7oDvm6cLSnVbeILHeIrA9LOiawb52jySMDO0cE33CNjZ9KxVsllvfhgaQRrkT3g6pS0h9f0GOoeh7om5JWlYTQvR7/EoNXX0uoHpM2DmU33M0/vDIv1sHNLwG/RSLVjiFaXko5ztFvkpTjAr38gbelLO10Vn66M29OU2jmN9kyDl8/SM4iOXiRP9DjvQp+8ZTCz+ZH0QjVdSrQHAhbmnRc1G19LnvwO6A3Ds6+Ge+Ka0DbDtqpJUNUkrG4WVDcLqpuFZ5qFNS2CM82zWbjC042iykZhRQP/1A3+8Xr+sWvc/edZu85wSqvYW04lbyhnrD6UuPpQyprDtKKyaNXmGHRjtGJtuGQFVVwSlro0Im15mLgkhFdA4eabw0QUljlSlGeJFHHzQ7j5lm5swqKw1xYVte3GxsomsbIprBySpWjHpkWBjdshJcHkJJTAhPwjuB7+Ia4+gT6E2KA4CZ4B4ukyXEImnibF02U4uszckA3PNBftzDZkQ2cbspGSs8kpubNxrRBuPpVvju0UUQUlVMHSMOGyUMFSMn/pkk0nx5//YL4fOBgY7wTM8GBgYPwd/va3//f4xY+WX9CmHP0WNGp7e4ZHWpbj5evgItrDqn+ZNTCFdM+gt2fgzpuJIrwzQA0quiQZnLb533QjqJtE6o7HpCxc4BmL29Kn6BpBNNcT6LF4sJS2cW0II8IdOpuumUAMw2nrUrz8KX6La9MNM7BNDY+LsCyl7hPV7FjqtkQxwQUIDSy8KBmchjqHQe040juB3mpjrdsYpiykKovDcopDMgSLFjrZAeKwA2rp7SlYO6W8P5RZuYHg6GlPWcG88BC9/xI1jH9OSYl+Bm1tYOVEOTkt8s6rS20dz77XwwJFhKTc6B3lsQKKE2cX68pD5Z3vSfcvwVEWurHL+G1jkG4EVI/A3dNKQ7/4wL4oZSFVWUTNKqaiSFDIQgcgNEB1RjwwBekmYO1DacVqvJ8jEIBEHhpA7v0AbmhIAXH2joF+JddS26ZV/SOy2uOxvAgXZ09vzpIQdHl0aUNq67SqfxJ5s9FCpxHST6J9I+CNq8yilWHKIqqyOCy3iMyjeTo7O3rnJVy+I++bgPWTqvqa+FTcgkXRxJ135frnqv4ppHsS6ZpEBx+kHVpHcAMWLEoITF9MzVlKVRZRlUvDcpdQRPHuAAAsUsWe6IYGJl8Nkhgh/ZTqYQ+3QOgFBHpKKyT6SfT2DNo1BnVNqa6fjU/FL1gUTdwxKNc9U/VPId0zqvvj6QeWE9wdnPyL6PUPFH2TaJ+encXycnBxChWT0CKqqpiqLKYqS8LzlLgIf3vAwzlln7DdCBvup5Xm43CLHIPjA6Wrwwq20ivugvppZc84pB1Fbt8VbcsLdFpgF5CMky2hZpdY5r94MYkV7gIAAHEZs3YQ6hv/jgV5voLh+RJVNdlKWN0kqG4SVDUJqpuFZmtkUYvwdKPg1A3e8Tpe+VVB+VXBocucvbWs3efYu87wSqtSNp+grzzAXLaXUbQrNntrNLoxVrU5XrkpBlwXJllBFZWECopC+YXhgsIwXgGZlUsyKyWHlJJjCeywckgp2RRWDoWVTZxdaef13tMQMREmJaPEJDgwSugZSHX1DvLGRwfFpuIZIJ4mxyVIcQmZBLoUR8/E0WdjO7NFO7C5IRspWWnbkI3MXkxh51HYeRRuXiivgMovDOUXU/klVOHSMNGyMNGK8NSVYeIVRO4ydf/QfD9wMDDeCZjhwcDA+Pv88Ke/2HytO+XQ1Q/O8Dh6KY5ymz5F9MOg2gQZRhStjQwBzhmICC658qrhGQbVJrTvSerW7IBFPs68Q6Lmu4rKNb5EBWltO2y4wZAzXfFKxuWn8uYLUZEBXrTlCWeNaI8J1M0ZHi/5YW6jzVg3mxhCvAsQHlR8WTI4A3eNgY1t3KJ0/1B/F58AZz+8m3+QayDeNSDAxdlhgV1GxEGN9PYUrB5DBu5Jjq3BO3rah65k1t6BByZfqd6xmTDSZ8qsKAsN8bQLW844e0/VeIiSkLYo42ymwSD8SOruww7brZf3GBLTorzw/NAD9yH9CKwfgdR303asIDPxbr5+zotwrv5BrgHBrkF4Vw9nOyAqMOds6sAUpDFCXeOQ/r4wn+bh4OSReURkGEvfXxzg4ejM3cu5+hTtHgPVY+jt58reocyaOu62pfgwiicp3DMkIVhRmnRlCNLaRniMkGFMfvFCIpLkHezn7B3o4o9z9Q9yDSK4+S1ysndz9C2gX7k7Z3jEOLvAhLBDQ3L1hLWHxBgyeCd1/4pgALBz8XPDEd2Dca5+Qa7+ga6+wW64cJ9Yrm/6ruRzA2DP2GuGB9SMILc17FyuJxDkKT2VpjbB3aOwxgTqpyxNCwLjww49tY5lQvqH0/YsxXs4OgctZdQ/VPRNov3tyYpkT8DB3hvnSSC4BQRZh8Z7hMQvokGEwprUtiGo+1nWvWnoZr+k8gQtJ31hIMEzJMojVBy66UZq25TqXr9gY5Y/ACxwC/TAE92DgufmT4j0iRP5Kw5xr957LSvvO6B/zvB8dVkdkSVSZHZBNS2C6ubZbUSnG0WVDYJT1/kn6vnl1/iHLnH21qaUVrO3VbA3n0hcd4S+fF98fmkUuiE8c2WIsDCEn0/h5pFYOcTkLGKikpSURUpR2ay0MxfbIZoDO8lKUjIaGC3yCgpz9Qn2wkUGxogJTBBPV+ASpGa3g6fL8HQZztyigPFaQzaElISSkpWkJJVN0Y7F7Zgz2UJ5haH8YqqgJEy4jCpaHiZaHi5eGZG2Oix1FZG3/Gr74F/++tf5fuBgYLx9MMODgYHx9/n9//yp9Hoffe+lDymlzWx4PGWHOQ0vbQxPwxcbnmGw6xnadIGRGe4WyA3f05CsovlkbE44/TT30Xha2VJyBCVw+WXBBtibIsCvvi7teQZrhm0Nj6f0IOeGzVg3G20Mzwv09oOMqo14AACASNKOW5l3fqDq/ySr+55kX7HvQhe7BanhtoanfA0OsLPzTos8YpD3vUC/qDO1fga5pRGs4nt6kgkf1aUslwcJIfLuu1l3J2Tnj0fH+S5ET3B2rCHEMbylx1J105B2FDYMgZ3nYsJ8AMDJW3pM1Pd9tP+FqncUvng4lObvAITMGh5QMwJpTUjjsbBoHzufDHLhtjihn703N+LEPVnXNKIbQTq1/F2HEtacS1W/QG+/VPXPZNUfDYt2BoDwRStbIa25+sU81VH0zoBwK7IQAAB7SfSZe+CdT5X9L7J0Ot7qdE8nZ8eF+bTLrxqegHjqgcc2raKNcO+kvPZUXMpCO1960Ko6Scdk1sAM0jONDkxDrZ28LRtoB26mNZveaGdnMTysHI4H4OzC2MBuNEHdU4jOxvAExFH3z7alNiH9Q2l7SqyG54GidwLpNqbvXILDOzuG50YeG4C6p5V900jPtPL2hKzmdNKGHczq+wr1U6ihnrl8b9IRnaz/B6rBT7MMdzN3oR72AEApjq+4l33/mayiLCLWbUGggLC1NVM7peqfQXqm0dvTihuNnI0baeW6jJu2J+07om/K8HyZF3o1UmQxRW9GiloEp5t4J+p5Ry7z9l9g7TqTsr2Suf4IbWlZXM6WSPlqqriYmKwiMGACA8YzYDwTnus9nYiSklW4eIkXLtLVO8g7OCIwRmxeQnTO6tAyCXQZni7F0WV4upzwSkM2mJiIEpNQUjJKTFKRkrPJyTkka4sCCntJCHcJlV9A5RWE8ouo/BKqcFmYaHmYaEWYeFVE2urItDXhaWtDRGuKPq4Zf45V8mB8gGCGBwMD4ytR1jAQV3ZBUD3fnan/EcPzQFG9EecDAN4ZoXt7Vb2joG4S6RiQ7gBdnQAX8V7Wje/NmZCWelqSxwIg2D/vQtqdmTf+K92E9hvTD66nRNgviGD4ABGhqy6JNM/Qnpdw/XkGRAUAf3c/wEOxP+nCqKrHBKpt1uFxAlxEu1nXbcZqvU5L9rQDgvwWn0+78wzpnpBfb0xURHl5ODn6+LoE41wD8B7EUG8K2R4AAIATurdTOjgNq41w96S87jI9zc8ZAABHLyffYDdaLnVfD6wzvRHqMSE9I/JLp2Ppbo7RMe4OoSRJKat9Bu5+Dt/sEq5OcnbFObkD7ry8qPIhtNsEaYyQbhRS3+WvVgTi3R3dvJyDg10DcG5BBJ+wSBd3AACCfeEq8e1py0CaEah7WLpnOSHUd4Gjg6MXwTvrkqR9GDGMgpoxZWcLK0/oYWe/wDPAxS/I1T/Izc/L2dvXk7M6odr4WoQH7pmQ1pyK5QS7Ojk6+ga4BuFcA3BeIRFeeP8FAAA4qeIv3ZH3T8L6KVVdZQzLA3CjUPY8fmVtHM04YrifWV0WGkZ2dndz8vF3Dwx29Q92Cwx2XeTl4kfyK7gguDGi7HrTHBrhnvH08o0hEQ4AACzw8Hfxw3tk7k2+NJrXXBPD8gDcyDbr8JiQgaHUnbmBALDAYzGt7r6idwLWjKMGLf+j3CDfRfbu7i5+QW4Bwa7+wW5BgS4+nq4RqSFltxWaIfjqkfCIIHsHNwdfnKt/kFtAgOtCd+dFIUEllwSNE2jXJNJ9O+3oRhI+yMHdzXlRgJt5/kHBLgu9XIKjglY1prWMoG/2uf7A9S0wPF/DGlmqiczRIWF1s+B0o7CyQVhxg3v0SsqOSsaKvXGLt4ZnLqNwcghJCJ4OEhgQMQnFxWf4EGJcvAM8AqmB0SICE8TRFbgESw6buWiHQJPh6TICwxzbAW0aslkW2yEl2S62k2Mp2uEsCeHmh/Lyqdy52I7Z7YSnroxIWx0pWRMhWReR/lG45KNY+dart+7+7W9/m+8HDgbGWwYzPBgYGF+JU5pHrP1X578z9dc2PCOQ5omi/mristXUZSdY5+8jehOoHYU7H8jPVsQWLovZ1ZR2cxLWDoNqI6QzKdoNgm0bIlXbGUe10s/NHdJPQa1d4r0bqEhBKHqUc+mOomcM0ozA2rsZ1RVxSH4IUkgr78q4NWVpNKwdhTsfWsdqTGu1GeuWQbB9Y5RqG/2IVto9Zm6pDGkeph3aGJ2VS5FlU2TZYUsPJJ/W83esjVp8IKX2ttwypRHIMKxoa2IVrwqHcimy7NDlR1NqH7/W98wi3TjUcT/zxJ6oxfmhSCmzXC/tHQM1I7D2saLuKrNweQhcELOzLrV1Bp79rGYUNkxKa44zihabpxGiXEEr7xYe3hu/eGPC3o5Mw5jVWZlAzbiqry0ZpTsBji6MTezmEVA/Bpv3ox1H2/XiA6UhihzzfsjyxdHbr4hbnyF6E/j6VI1w1wzYZhCWloRBlu0jNtZyqlrZ65ZHFp3mNzxSdI1C2lGkpYP38Ybw4tKU80/lnSOQbYdrjQkyTMHqx5IDG6JUOWRZNkWeTZFlh+R8lHjmkUz9JUsAjSJ9DzNqqmjKghBFDkWeG77turhpTNWutoxV+8Q6lhE2DGWeO8NcsiyypEbQ8lihH4HUw6B2BO55Dja0czcsDlVYhibLciLWnuJdn4S0ZoNnROqvMFevNM+KLMsJUa1iVA7KNFOwzgh2DoFaE9Q9A7UPppatiEDm5k8t+Dj5wrBCPfr5K0R94HqvDM8XWCBrIKhFWN3MP1nPPXCBtaMyce3huNytFF62Nz7axcPfw48SEMEjMCA8E8LTZXiaFJcgsxbtZBLoUlyC1DawY+5SQJxzO0pSUhYpOYeUkkNi58623g7lFcxmsoWauxRY63YiJKsj09ZGStZFZnwUmbExSroJL1izr6btj3/6y3w/cDAw3jKY4cHAwPhKNNyfkB5vZB+rf88Mj+XNewId+EQ1MI3ojQrzijdqI6ifUt5+qewZty5YOQx2DoOaEbj3hWrwOWoYfX3NFss2Q6B2FO55oRp8qRqcQfQmsNM8ARPUNa0cfKkafKnsHp3b55eMpbaO1W0zlmYE7nmhvP1SNfhSNfhS1T+DGMaQvk9sxrLYA0g7gd7+xLrZ9Curi772vqgxQd3PlLdf2ow1ZG7DgA58ohp8qeydgLWvHawRMsygA9Zp3P4E7R5Fep4pB18oe2xna4J0o/ClwxG0RQ6LWKSd/aBu5JX2CdoxuOe5ZSfmk9P72sqtr0o3hvTabNw3iRgmkP6XqttTsNZoPtUKzSjc+0I18BzRD3/+pde+eg4HX6puv3h1zZzPU6cJMliuoGrwpbJ3HNZ8wVidw5B+Cr39UjUwBWuMNhdlGNKPI30vXzne/mmbJDojqJ9E+z+xmdgnc0sMze5ENwr3fqK02Ylq4DnaZfpOup3h997wfJ4FEp1rS72o5hw+T4ULfKPpwckiauaSUEEeng4Gx2fi4jNxNKk1k02Kp0nxdCmebl5XVG4t2oEITIjAREhmt2NtyPZK3Q5nSSi3gMorpPLMPdmWWjLZxCsjUldZYjvp6yIyPorM2BAt3RQt3UIUrq2o02MRHowPD8zwYGBgfCV6xz7NPdOedPTqe2l4ML0TmSCdEW6rpwlI9oCrp+SAsHMK0pq+YyX1mN61PijDIzzTKj7Xzim/FL54hV98El6Qydh2WFjVJDx1g7WzKr5gOzW1gJAIBsemB8el4xIyCHQZgSY1tyggWJcWnW0/bYntJKpIKdmk5BxLTzZrs+xQa5cCKr84TGCt2xGvCE9dFSFZY85ks8Z2NkfLt8TIthJF68809s730wYD4+2DGR4MDIyvxPS//mxjfU/K4Wt8zPBgssgIqoegti7xyUusw02iugfQm62xMWH6Z/WBGB7hmVZx7S3usSuR+Wv9EpKC2WLahr3C6mbR2TahZfmgFuHpRt6B88x1ByORNSQWaqneocvwDDmerrCJ7cBzsZ0klSWwk5JLti4tal4mlcq39mQTWmI74aIV4amrItPWREjWRKSvi0zfEJm5IUq6KVq2JVaxLUaxnSLZfLZ5YL6fNhgYbx/M8GBgYHwl/v1Xnx1su8s6iBkeTK9KMwr3TKN9U9+9BTExfTN67w2PsLpZXNvOO1kXXbLBn84KShHGr90pON0kPndLaNPzWnC6UVDVZK7z4R67lrTlRGzOJjInC5cgxdFktm6HmIgSE5WkZCUpWUVMziYlmwM7udbFdpZYF9spogqKwwQlYYJXYjsRaWsi09dHpltjO7ItsYptseDHMWBpmHT7+Zt35vtpg4Hx9sEMDwYGxlfij3/6yyn1I+aey5jhwYQJ0zeo99vwCKubueVXoks2BiRyApP5sau2CU43imvfsDpvfEpY0yo4dZ215XgUtJqYhOAS5Ob1doiJKClJRUpSEi2L7WTPuR3OkhCO1e3wCkMFJdaebCvCxCsj0lZFpK2OkKyJzFgXmbEhMnNjlGxzjGxrrHxbLLg9Di6NQ3aFZGw7fR1LacP4AMEMDwYGxlflrGEorvQ8ZngwYcL0Dep9NjxVTaKam/QtByny3OjijfxT9eLaW8Lqlq/68epm4ZkW/tErzNX7wyUlhESEwIDNLQqIyVmW2E5KLpmVS2HlUdhLzHU7VF5BKK+Iam7IZu1SEJ62KjJtdUTamoj0dZGZH0VmbIzK3Bwj3xqj2Bar2B4L7YhDdsUiuxRrK3ofTs33owYD4+2DGR4MDIyvyvU745x9V3gVNzDDgwkTpm9K77PhOd0oON0gPNMirr0lPtf+5VGdL9SZFmFVM3fvuYTC0lBhATERISapLO2n52I7eSHc/FCeeWnRYqo5tiNaHiZaHi5eGZ66OlKyOtKcyZaxISpzU7R0c7RsqzmTLQ4qjUfKEtDdkYrSvWc7fvqfv5rvRw0GxtsHMzwYGBhfFc3wC9nxRs7x65jhwYQJ0zel993wvA1VNQlrWvknryd+VB4hX0NKziYlZpFZ1sV22Hkh3HwqrzCUa43tCJdSRcvDRMvDUldGpJl7sq2NSF8fmbkhMmNjtHRztGxLjGJrLPhxHLwzHi2jqfbQVLvDpNsv3Lzzl7/+db4fNRgYbx/M8GBgYHxVhr/34+UXtazD1/iVmOHBhAnTNyPM8FhV3SysbOTuqolVbSaz80jJOXMN2XgFVF4BlV9EFRRTBUvDhJbYjrloJ0KyNiJjfWSGxe3EyLfGKrbFKrbHwaXxaBlNtZuZtTcW2RUNlmrvjM33cwYD452AGR4MDIyvyg/+78/3tAxyjtTxKxsww/NuXuyMoH4K7X+OvrJ06VeUEdKOwvpRSIv1hn4b0oxA+jFY9/eWK/32q3MY1I0j/S+U/ZPWxVvne0pfT5jhsVFVk+B0I3vPubjFH4fwCsgpuSHcJVR+QSivIJRfRBWUhAktdTvhqSstS4uaYzsZGyIzNkVLN8fIzT3ZtsdCpfFoWYJqNz1rTxyyKxbelbHy5KOx7833cwYD452AGR4MDIyvys8/+31111P+4ToeZnjehbRjcMdd6fFdoVJF2Obrqa3TiO6rf9wIdj6R37wrbb4ra3ui6JzvY/kH1GmE9JPowHNl7zikGQbf3SF0GiHDFDrwDO0e+7I1Um89kLXckbY8kHfM95n5p2SEu42ZZysTZHKSdD+r7r7C8KVH/W0UZnjeVBP/0CVayR6qaGkIN5/KL6Tyi+fcjnhFuHilpQO1ZG1k+vrIdHPdzpYY+ZY4xbZY8ONYqDQO2UVT7aFn7U1Q7o6Bd8Yiu1bvr3v+g5/M93MGA+OdgBkeDAyMr8pf/vq/1++Ms/ZdxQzPO5FuCrnVm7E53dkJcM8s5zZ+D9V/1c9ChufQ5bN0ie8Cd1/vxZfEjSNol2n+j+hryAjpH0uvNnN3VaccU2e0PQXfVZzKCOkfZNTWs3fVsCq7pB2zd5HthRiD1E8yS1X+gQuAMFVU+SNEb3pv4zwmZMAoObQK7wwscEBiz92W90/A8z+rryXM8LyhqkbhmWbOwUsJJfsiMlZb63aWhYmWh4lWhKWuCk9bFZG2JkKyNtKayRYl2xIj3xqr2GruQB2P7qKr9jKy9iagZfFoWQy0Mw7ZdeSS7mf/9ev5fs5gYLwTMMODgYHxNeh88pxRepFX2SCoeo8MjxHUTaB902jXCKQdhXueKfufK/t5SDVuAAAgAElEQVSfK/ufIV0jkHpIoTZBhinU+kNlzxikNX5OhEE3gfQ+t372ubL/GaI3QXNDD4FqE6SfRPumEb0J0k9aNu41B2rMm43A3dOozR5Qw+jcm7RuErnVl7Ed9ljo7A2f4jW9RPXDoHoI1Jigrmm0z/qp3kn4zciPdgxs7U49cZJZeiqlulfaPgxph0HNKNw9jfZOwFoj1DU1uwe0ZwLWDoHqYVA7jvRZz0bfFKJ/1SOZVxTtGYc0Rkg/OTeBN7c0H75mFO6esTk/z9Hucfi1xDztGNI7jXaPwdoRuNuyGdI1AutnsoaepJWqFgEOdtHbOa1jqoffV/VOwDpzCpYR1NlMtf+5sncK0RnfGN1ysKBuAp3duHfSZksjZHiRNTzIL+S5A24uwmOphhnVve+pesZh2yuuMYHqIfnlOs7uo4z910X1TyDN3F2EdI2AmhHYMP35F/Hz39dNUNcU2jeF6EyQ7V3UZw3iaUbhntlTN4Ma3syjGwLVr1xEZf9ztHfqc+6ETvPe5m5y1b2xjCMfkRY5Ovksjj8/KO+zGp7OIVAzdxWU/c+V/dOvrx5rvl49r1wv1DAKqZ8q1COwYUrZNwlrjaBuHOl9NndQ+rdrVjHD87mep0lQ1cQ9eJlRsp8qWh4qWBomWh4uXmGbyRaZ8VFkxoaoTGvdDmjtyWbOZFPtoan2xKNl8WhZFFgaC+9q7Hrypz//Zb4fMhgY7wTM8GBgYHwNesc/Fey/xj05f52pv67h0Zgg9WPF9TbuoauCa08hzf30qpqksoqkssrkvTXC60aw9/vZA0PyK43ssoqksoqkPWeSz/TL1KNol2nuDVg3jvS9QNs1wmNVyebNyiqS950TNY0hvc/RLpP53RHqfCC70sQ5fF3cOCpv6hAdqUgqq0g5dEV0fUihHoEMM6rexxlnr7Gse0jac4Z76aFCP4l2GcHOzzM8uiFQPwl3jYB19ex9lk+lnGxPuzmGaF8/TLjzoexaO/90U1rDE4V6BNKa4LbetMqr7BOaTPUEdL2Rc6Ayqawiefdp9ml1hvYHyv4ppaZHdLgm2Xw2jjQJG4xzr9oaE3zTID51hV3RJdNPIc1t7AOnLeftaIuoaURlTjyzTMAE93yi7Hokrb0we36Syiq5Z3tlXZ8qe0YthkEzDLXoBMcucWtuyzqfZFRXmofmnb+dfrkj9fShOJTrBbg6UJCITceSD1QnH20R1z+E9JNI7yTSoRccqLbuvDK5vDm1dXLOaWhMcFtvauUV9gmNVDuN3FRzD1UnlVUk7T6dcqItrW0KNYxAWhOoHpZeui44uTdKFOcGeLnEFcSWnkreV5V8/FZa0xPYxheB6mGorS/1zA1BbZf01pjlLqq/ab6LUMNT6fkrs3fRKxfxc+7AEajjbub5G+zDjWmt4/BNrejY6aSyiqTdlSlH69PanyN9L7J67klOX0ox73D/Zc7lR7B+FNHN7tAIGWbQ3knoRoP5IpqHZh1rlHR+ouydhLWzvwgjcM8M0vUgveKM9Ta7Jm56lH52Z4jfa4bHCPe8QLqGpGerUvZYL9m+68K6J8jtKVhrBNVGUG2EWvXC45e5Z/qlnU8zz1SmlFUklVVwz/ZkdkwiHQPpNXWs8rb0zillR5eg/Iz5oJLLG8QtE6hhFNJ+wa8kZnjenucRVjZyd52Lzy0NE68IEy4PT10ZITG7nXW2bidWvjVWsS3GWrdDU+2hq/aarY7F8ChK49GyByMv5/sJg4HxrsAMDwYGxtfg8Sc/UlXe5B6rn7e+BV/X8OgmkM4B2e5cDy+qaxSfIIz39AZmcQoVRCzbFZOrXBjsvWD2p17RQUtrxY2jiM4Iqk2QfgS8peetL6bEBDk5ALY4UVODi8/xrz1Cu0dB/RTarkldJ3VyDvdKFAXSA50dAAAA7ANjqYeMss5R+ald0YokL1932z0sCErCr7wkajAhOuPnGJ6eCahZK9ycFxzhZ29n/YxzsK/0ML95FNTa5FnpZ1RNN1jKMMDJK2itRnLrGdI9qbp2MoafALgmBEkE/lRvu9kjdAsKkK5JWL2RwIx0tp+di6dj0jJaxR1QbYJ0I6BuXHVpfxgjBvCg4aSioBj83McBbyd6ScxBvUJjhLVGUD0Cdz9OP3k0LpXp4/PK+VmwkLooozTuaDekG4F0o5DWiFZvxVMj7ANSgsVML+uF8Cu8ylxXRCIAr0NRhh28q2pTCzZlB8eHOC+w+ScHHzf2ivjjA/JOE6w1gbpJ1bXjUdx4wC0+OEMcHEe0nz0uex93/jraqTugbgLWGYUrmYu83xgodlX8qTuq3jFrWGMU0jxFTq4LCATsovMYF17Chkm0s1+6K9vdg+oWzSOlp/gEus19PDBx7iK+eQfqZ5StTbwCob1DxEKOKJhOdHae/aS9Z3JO3OodVAnXw9NpbodkSdiuzsz2EfMdCHeb5PX1SbnpQQQ323MAOLi7Mwspm5szbg4jXSOgehTpfZh57mQMl+HpOLuRhwuJ6ZcU5e7s6rhwScIFs+ExwT1G2YVamjTZ+5VL5u5ESgtdcUFsbtigHVGe3UGKjLTzSw5OTfRaaNlooeoUt/XHuS21THkS4BgTkCrGJVKd5g7K2TmxMOZwj6zDBL+dvETM8HyxqpuEp25wtlbFQJvDRSsiU1dFps31ZIvK3BhtzmQDzR2oS+PRXTTlHppqd4Jyzu3Ewrti4Z2yNRXPv48V8GB8sGCGBwMD42sw86N/X3e1i3O0jlfxHhmeO/J9hQsDPQEXb9d4JXVLfcb1gbSaa4mqcHcHAABcHf25+KyjnOt96Zdvij4u8AtYALjwQ7a2ywcm4a4psLmDW0B3twfsvIQh6y8JGroll7vSr9wS7d9ECHYAAO9F2ZXCtmnYMIW26yWbFa7uLoC7r3f6Znq5Nv2qNu1qd+atUbDjUeb+5YS0gvBtjZkdj2StjxRtAxnVuylEJ8CJTd7SLh+YgPST6CuG51PV3ZH0w+tJvgAQkBp1UJPRPqRo7+Jt2Bibs4V1fUShsTU806rmRnZuvIN3IH6DVnJrBumeVNVVJWRGAQtcHAIjfZBDnCp1ZsNtYWkJieoAAMAC9xCPyOK48hbxjT5p1fGY1BAHwNOVvV/Q+hQyjEG6cdXl8kheCODo6RrBxa84LzinS7/alX6hlo4kuzkCdmQk4eyQQjeJ6I2Zh1YRKcCCBYE+gt0pF7VpV7skl3XptTXxkhhHALAPy0k4+0ShHYd1JrRmJyUBB9i7OUelhmxqEF/USS5r05seyVruytsaWSvlCwEPx6gV9JNtafVdadcGpJ2T8LXLyUWQv2wf51K/7NZDWesjqK2NXSx0BxydaKWcG4+g7jFIN6mqOx2XHmk+WG/4AKdKnXG9L+1oWSTb1wFwd2bt47c+hQxjipZ+aetVJsryABa6sbelnOtMu6ZPqxuUtg9Bs8U8ZsNTsSmY7OhEL2Ze/AQ2TKKdg7K9+T4BHoCLj0u8irqlLr2uT3K+kbNGtmghALjwKeaL+DmGZ1rZelOwQujg4LTAK8Bd+BHt0M3Mxrup5Qeiud4LAABw9HPGg2GbLwgaBzPPX0ou5Ls4LAAIS+lnbkP9E7BhWnHhdILQ3w5Y4EAojD3cIr5ukFzuyrjSwF6FLHQGAKdYyscdGepppHdaUXs4hukGAO4u3B1JlR2S+i5JXTt301JSyCJHexfHhUtoFwflfZOwYVJetSeC6ePoxwhcdU3ScE/R/lDWNiS/UB7D8bV3CA1Y1ZR+axQxjClr94QyCYCdq3OkkLLhhuiCTnJFm974QK57ltV4OSmLAdg52y8iemSUJp+4lXljQHKqPE5CdgQc7KM2p1x9APW8lQYJmOH5YlU1Cqoa+UfrktYdj5ZvDBeveiWTzbzYjnl1UXMHauVuZva+BOXuOJvwTgy0k6bavelY47/99Ofz/YTBwHhXYIYHAwPja/DTX3x2UvtIcPQ699Q8ZbX9Q4ZHtjfP28/eSbArpf7TrIEppHtG2T8CNZSHkX2BRYrwQ32qey8QwxR6ewZWtyWK8c4ANajoUtrgC7T/SeaZnSE+jnae4ohD3eDg95TdE4hhAul9jhqGFSdW4YKdAKIq4vCgsu+Z8lZX2kfpLt4unmiNsPXT7IFJxDCBdI1BGnNZxZRSp+dv30KVqsjSbLIim5wh8ce52wPRwcUX0wan3zA831P2jSquXWRCTE9XVw8GRJTmh607w6sfU/ZNIq/1JJgzPEE2hqc6ThS8wC+WvOcR2PVc2TeFdD/LHtRziwRuC4LcFNXpmgnlwAximFLdH5PsLgh2cnDGr2A2PVb0TMC6cdXlYxFJ3nYkUXTVC7jnmbJ3AjFMIv2fZt04myBaBHiGBG80SNXjyp6bTHG4M+C3EKlI7XqB9kwh3RNI9yTS91LVcp4uwds5Eb0K6jPaR1HDKFqzkxTlYhcKxlTNoL3TaM8kYpiAdSZIO6l6+CC1dLE/4O1E38FpGkbvPEO7RiGNCdJPob1GxdXahOwlFKmKLM2mQFn4pGgPR1dH30Latbvy3glYN6mqq4oRBCzwT6DsfQwaniv7JhHDlOr+ePreYpyrgxNuOaPhoaJnHNFPKR/28YpTvQF/97TjYs0YOjCDdr1aMzNneJxeMTy7c7187V3Ee1k3Ps0amLLcMJr2xFSCCxAaWHgxdXDqc4p59NPK1jZecbKDp49vcVNax8usgUmk+7lq8EH64WUBzt528VtSrj7NuvscMUwp783ILxyOoLg62kkiyvWy28+VtweFG1BfwNEpalVyvREeeI6a78C+76m03aINqZ6uTnbsspSLQzmP7vBXZi4EXJwZm9hNo3D/M7R7AjFMqe5PSU9tJfuaU9ruyPunlQM93EKxj72jA4GDl2ZT5NlkaRZZmhOCKIKjguwBJ/v4bdzGJ3DfpOrcXkqsmx0lI7pyCrG9XvopVeOVRChsgTcJt7lXpnuR1T9pGatiG8XX0dFDFXtuYK5eCDM8707VTYLKRm7ZBXrhgSjphgjJusiMDVGZm6JlW2LlW2MU221XF2Vm77PNZDMrUrEjMWdf1Y2+X/76d/P9hMHAeFdghgcDA+Nr8Ls//LHh3oSk/MZ7aHgcPTL2cxo+RfTDoHoE7n6qaK2KDgm0I+VEHhvM6hkD1SbIMKJobWAIcM5ARHDJFcngC3TgYcbpzURXV3u/goTa++iDZ7DGBGlNkH4K6R5DLuwgk9yBQAV1X5+y/7nZ8Lh6u/kuuShqfWntsWYEdSNgR59ofRYu0tdlUZBrMNWDQPYghniQyG6eTnZAAn7pZcnnGJ5PEN0o0vdcdXtMfrVDdHBLSCLNJyTckxTuy1mVUPMA1JjmyiS+yPAIg+2CaOFHjDL1BKw1gupR9E4Pf1m6jz3RY/GVzHYj0jUCqk1I/xPxjsVBzk4upNWJtoYn0ceOkhZb+wO0ZwrtMkHaEaj3+1k3ahJEQYAHMWC1JrNzTNl7g84OcQQiAkoa5PefIfpRSGuCtCNQ9yfZ2sYUONLOAeeeczGjbQTtHkNrdhIjXR2ilLTaF5BtSp56FB0cEG3N8gO8nRilnIbHcN8ErDHBPaOyc1U0aayH7yIXP6I7IdSDQPYgUz2C/Jzt3Z0CS+jX7s0ZHn6gXTAz4qhJppmAtcOg2oT0P03dmR/s6uRMXMVsfKToGYc1o8ignpMv9AIC3CXHxZ1GuHscfq1R25cZHkcv+WFuo/kuMkGGEcXNRoYQ7wKEBxVfTvtSw+PotSh4zS1J+3NEPwyqx5Db9yXH1xHcFzlw93CuPM7qGQXVJrhvJPPMvjCyq6NjZuSxLtnt58rBXv4amQ/g6ZJ8QKgZRQYmLXeg4YWq+05GmdLH3QVgbEuqfZL7uJ9bLPYCvFy5+4SdY3DvJKw1QZox5f0ZWdUOiq3hua1jLxZ6A/b2PkSv0DBPIsUDT/bAk91xIV7hDL8kiJBfLW4dgrsnVOf2UmLc7cMVCWefvZpCOa1qvJIIhtktDKXsvCPtnEJ05hNuTC/fSPZ1cvLOiau9jRmeb0JVjYLTjbxj9aytZ2LRHRFp68xuJ9qy3s7HcdDOeMRct7MnQbn7TcMTIf+YlXdAe2fsz1jHAoz/n73zjovqyv/3BYYZeq/SpffemRk6M3PbDJZobDF2jRobiL2AgoAKWEHK0GF6o9kL04GhaMqWbLK/3f1uzbZssmn7+wNQbBGNSIzneb3/wsu9d87cF+c+nnM+5+cLEB4AAPAcfPvddyLlvbRDdYkl9bNTqO1HCI9pxt6EunsPhKfpRICng75rrt/RHtaThWcYkwzCdbUxmS6GkLVZ0vaY81cRiQYRaDHeDdqJvZ5htgYQ0SxrX3zdICbR4e3CceGxWXiG0nx3UnjG5arEz5EEQZa2CyrSej5ido2xpHLGyZ1uPpYGUOCcJwpP08csoYi690DQ4qMpbDXaNYZ3j81rqQhJtIUgB9O3LtE6FQ+qpf2A8DiG+Ry6Q+NoJ4SnT5y8It3SwNVs/rmsNvkPC49/koueqZNV6trgIzIaR42JNHhLe/TCGFNDiOCKhZ69wxANYqJb6VsRB0uIYJc9d3dHDk+FCNWIQIU3NsYsTDI3hQzmZPgVXqXztJhQOSE8/nhYxcgThccW0jOYwwo92UcXD6I8Nd4nI29iWEEQRKQFn7kJ933A7BrL5XUmvEM2I5AM7Zc9KjxOkb6H+2lc7Q8LT8IisjlEIIWsjqm+zRBqEW7/Q9tx/qDwmOccTKy/92LC47S6Nb1tZEJ4eq5mFK51MbEmJOxOuHCT9SThyenVYdJBWmmBnz8R0vOzXXyK0nwHFasRwQDeKUvdudR+jh5k4Oq0pj6tbYjZM5BzbJu3lx6k72n7VhW1WY5KNKj4dlZZYTAl2IxEmlzDM4hJNdkH13jMJRHcaF57hQzREKtbh0mGmL2DtKpTMWs3RhT30DrVmFDNHBceH3roKd1ThMfLY2dPducgEJ7Zd549F8LmF/hnbpysQL0tGN4Riu4KxXZHsPZE5u4Nw59gO6H4bp+c7YlvHxr64Dez3b0AADMIEB4AAPB89N/7TdKei/HH614T4RnEOH20fMyEBBGTdsXVfjAhPNI7jMYiXzsSZEXzPtTNkk0KT3NteIyZHuRs/9bZ9MvDCFeDim4zLpUExUeaGxsYEI2J1jZESxuSuakhgaBv7WWLH0o4ewsVa2ChDm/np61OJOhD5vhpctP9ER45ItTAnb3Jq3Ic55gaGpsSbWxJVrZGds6W3oFGJhAEeTguOpN+eRgRDuEdsszNGSQCZJJVmNT0q3liPnk9bkM0gEgWhpY2JEsbkpUp0dLWPHZpSMltBk+FPhjhGWY11sVhnpC+ieNabnrHCCYdYtWUBMaaQqZeXvumCM9lYdLieBPIgoRWZt4Xnp7b1K2oHQTp2yyLZN9iyCaEJ4DsoWdoSrRxNnF0IFlZk6xsSEaQHtGEFLrQL19KFyhQoRLmaTBhR+Lq+Y72VgQDPYKFFdHSmmhhTSIZ6JvYGMe+FbBHROepEYEG4Svxk1udXSHINSvk1OjDwqNAJUO0MyXBSZYECIIIZoYWNkaxq0NO3kbOnwqhuBuTDAiWVkRrG5KVrZm7n4WbowEEQSYLw6qv0LsGUcEQq6bYP9oIMvOdu3+K8PTcSd3GtIcgPeulEQ03GTItwlWgksGsEzt9Q431IAgiWRpaWBun7oquuMGUqB8SnuNr7W0hyG9+xJl7qHgI5/TSdiHGRMiIWhBf98ED4WmpC48114ec7BaeSbuse5LwDDObm5MWBkJ6BnbLm9La7o/wXEk/vNwR0ofCtsWdu8mSqWGuEu1WZZfnedlCEJTsc0SQ06tDeQOYpC+jaJunpyuRABmYmBOtbIiWNiRTIsHQmOCZ4LKyOq1JgYrUME+LS3rSD61xc7bQgyB9YwuilQ3JztPMI8HWy93EFIKIWEhlL717EOVpcYk0NX+16xwnQxNDooU1ycqGZGlDsrEmWpgZ+1I9dwpzOjW4WMM8vcvVA4KcqUHlw48WyWg4G5nhABFsXbZ2Z3dOjvD0KDIOr3YhQpA+I7Cih949CITnlQkP5VBN9MqjQfC2INrWiQrUaF4ovjsid08ka2/oU2wnBMv3Z+zCNpX/9v/+Ott9CwAwgwDhAQAAz8fAL3+Xc6Q+sag2ZVa69ucuS61CODcZZ06Hvbs+pICd3jKI8OUwV4EI+hntHUnr3/dfW5544TomVMJcBSxQMDoklLztQYt2Rx8T5kg0MFcO8xSIaBATabNLD4QvW+7NXOrNXOrNXO779sGk6luwdHhiNx6+Gu28nFN2LHjFxvAj/Kz2AXRqWV6eBhUP0k4XRb6zYvwMvku2RZf1ph7dG7Y0L7JQmCPRwHw1yrlGO10a8s6GsAPtGW2DqFCLcXqzThz1n7/s/nWDtp2htow8uhUmX4O1S9MP7w1YsS2mrC+Ho0EEaqyZk5K33X/VvoRz/QzO+DIVJSq5knHsWNjiHSGHBbROOcJXwFwFIrqTXXEqasn6oHXnqW13GEI1MrGGx9rAKzOo6EbG0YLAt5Z6M5d6s1YE7zif2jKKSaZsPsNXY7K7cH1T4uYVk/e51Ju1MeJge5ZwFBNrJstSK9C6+thNGwM2lZHrtY/u+MlRodJ+ekN93JI1frnLvJlL/TafSalR4LJRpF1G3b3af95EIwTtvJRS0Z60eX3Qqkpy0y2GUIXw1FhzZ/Kubf6r9yec72dwxz+sAhH1Z1dWRC9dH7T2HLXtDmN8QIyjxrpu55w9G/XWuz65y7yZywJ21aeyFQ9qrPGUMLcfqamJXrc+cGsVlT2ACNQo5waj6lToyvWhe5vSWyeeIligYHRIKXnbgxblRxUJc+4rE/ehrwbt6M4oOhi4YktUSVdOpxbhj8vSrZwL52OWbQnY0ZDeeGf8CURECnpdY8K6jYFvH0+8eIUuViPcfpinRCWjKOdq2r4NgQsmnwTWysANlaltA6hk8EFBbZ4G61Iy2A1xS1b7spZ5M5d6v7UvpvwqvbUzeev6wJWnUhpuMEQqhCuH+SpUOoa0Sii7VvrNW3r/WwvYUJxcP4TwlQhfAfMUaD077r1NARtLUuo0D31ffA3WJqTuz/d/Z1dcxXU6Rz3Z4HLaheq4lesDV5x8cC0gPK8kyUV1ce+fCl+wJ4i2NeihdTt7w1kFIdgTbCcU3x0I50Ww9mw73vSnv/5ztvsWAGAGAcIDAACej7Hf/N/iUx1JhXXJs1KZ+rk3Hu2HuQpYOMTsvceUTdkHkyOHeRqs5y6rR4cJFAzO/R+qUNkYq28UF6uRqdOceApEMsLsvcfqm0zvCPbQYvfx/SWHmb33mBI1wnv8lhSIeATvuf/rY7hYjUpHmX2juGT8Wv0wVwGLdMzee0ypBuH1T24NOfLgon33mF1D2OPbTXL7GTwVKhll9Y7hIuX4HC0GT4PJxlg940MK9z+4EhEPM/vGmFPfzjlyRDSE991j9QyiPDnMVcICLetCoV+0lZ5rSsCJIUT2wbwrP3wDckQ4gHVPaZ++u0ypFn1kxIM/gHffY3XrJnY+feSb4igQ4SB+/wxdg6hADnP6Yb4Gk01pAdkgJtJi3fdYPUMof3xn0vEPe5fVM/Lwh5Ujwimfi3P/QkpEpMMfnFCL8uWP7qIjGMB77rG6hlB+/8Tmp+NPkVSLTH2KuJMPjOThB2bq5+KpEMkIq/cuLlY92KmWo0AEg3jvXVaXFuXLHzyBfC3Wc4/VN4wJlI9MtENldx96Erp1TyiE/Ugb9o7gYhUi0GLd91i995tr8isTaLCuqV/ZPVb38ENfLl/7lO+rn8FTo9Lx503xUIMLBvDee6zeIezhawHhmemknGAn7bsYseRQEO39iZpsrD0RrKfOZJtcwLMzcfGhqpa+f/77y9nuWwCAGQQIDwAAeD4+/dPnBc295KO1icWzMavtuYUH5PnDU8ICLev8Ud9IM8g50f+4hsFToy9tH0kQkOcKEJ7pCU8pO+VQbfSKomD6jlC8IJy1JyJ3zw+ozni8c7ZlrDzWe2fkm2+/m+2+BQCYQYDwAACA5+Mv//jibJcis4gNhOfnHJ4Cae/JqGpIOdmR2ayAuS9lB0kQkBcIEJ7nEJ6YlceD4V1Pq0D9eDwztzLWl/7ysz/OdscCAMwsQHgAAMDz8cVXX3P6R5HipsRZqVsAhOeVhadCxTpcOgDGdkBmNUB4pi88ddHvHA/H8qPm7Z2O7YRgu+dmb1uy69wX//lqtjsWAGBmAcIDAACeG/kHn6LHm+KLaoHwgICAzHCA8ExfeGpj3y0Ox3aHP2m/nSdVLNgVmbt3XwXny6++nu1eBQCYWYDwAACA5+bj//dn2hF2zJEaIDwgICAzHCA80xOeE+yUQ3UxK4tD0bzp2M54xYLU5YW1vBtff/PtbPcqAMDMAoQHAAA8N5/96XNWcUvskUuzUJkaCA8IyJsVIDzTSzE77XBD/KqSYGTXNIVnbvY2bGP5VeXYd99/P9u9CgAwswDhAQAAz83v//rPdeeFSUdrk0/UA+EBAQGZyQDhmVZSjjWk5F+MWVoYgkx3hMcjY+uSXed+/VtQsQDw8wcIDwAAeG7++s8vjnReSy2qSzj+ypfxAOEBAXmzAoTn2aGUNaYXNyZsrgibvy8Uy59WxQJ8t2fG1i1F7G9BQWrAGwAQHgAA8Nx88eXXTTeGGCVNca++bsHLFB4FItCgIg3Cn9GaywqYr0aFGvSZV+EpEYEWFWlRkRYVqhDec92VAhGoJ35XpEVF6hn+UCAgryxAeKYhPOWNGcea4teVhTILpik8gUheRO6e0jrpbPcnAMCrAAgPAAB4br7+9tsrul++dbIjobA25TUWntv0pp7sut6clluM57OL6UcBc+8wWi9n13fntNxicBQwtx/mq1HpGKtnFBerEN7kK51gABWqkbaurLqurLquLPY1ekf/5L8+K8JBXKJFOq9M/G5dV1bddRyrkK4AACAASURBVIZwCO8aQvlg7AvkdQ8QnmelnE0ua6QcaoheVjT9+Wx+9J1Zq453dCtmuz8BAF4FQHgAAMBz8/333w9/8oclpzrjjtS8nsKjREQquK01OsffzCRkzorq9J7B6drFc0U4iLcJ0jblmDk6OK64lNoyios1cLMo9ejh8PcLY09253QoEL4C5mvRzqupe9e5BxINIAiCIMiEOvf9ZlrPIPKMSyhgnopR307Zvsw91Am6j16gA7wpqkKY3aFDZ+JzgYC8ugDhmUZONKYdbohZXhQMT7digXfO9kU7z/QPfTzb/QkA8CoAwgMAAF6Ev/zji7fLOyL2XyCffLWvHS9TeJoiKXOIkIfDonPpvUMzIzxDeBsvdQ2ZaGJku/gitWUM7xpFzpWHkc0hEwfrJbVpTSpcpEK71FkH1rrbQxAx0HlxQdi2wsitp5Mqu2gi9TPOz1MhAg390DsuSVGW6e9FbTscub0wYvNef6qjEQRB5knumzk0IZjeBvJaBwjPNHK8IW3fpZhlhdMv0eaZufW9Qvb/++PfZrszAQBeBUB4AADAi/DFl1+/W8WLOnDxVVemfkHhUSACNSodxnvGmD1jzJ57rCujGKc9Ot3dCPJ2fPv8A+HhqxDhIN41ypw4cozZM4pLtBMrcDj9MF+DyUaZ3SO4SPnQOxlPhUpGmN0juEj1wJ2EQ3gbP3VdqpGFmd2SamrLGC6Uw5x+mHMH5soZnXdgTj8s0OXeGs7au8TZ1Ng4JD9F9ssF2v9beP0uLlbCnf0wV4EItZhsbMr9jOBSLSqYcvX2azmtt+gCHav3Lqv3A9blu7ioLYYWagJBJtEbYtkDMF85IzoHAvIqAoTnBzM+xl7UkLClImLh/pBpb8Ljlr7l8Fk+KEgNeEMAwgMAAF6EL776emdDV+LhS0mvuDL1CwgPT4GI1EhnF2Xbau/kFIfIRIfIDJes3TGV58IyPI0hnynCo4Q7r9LPl4disGNkokNUon1UsgMl1y+/PbNNhQlVqGiIVlUWkZvtQlsRVnaTztGgfDnMlcP8IaxdlJq/yjWd6bOjLaNFiQkVMPdJwiPW4q18ys61Hsjy8JJrOdxBuHx/EE6x9XImGREN7PxtIhIdYpJ8ttSlNg9jYg0qGWbUtiSszHCJS7KPTHSITHRIWOy7mZ3VqULFKnhcY3gqRKB6MIzD12DdH2Rsy7AzgozC1wPhAXnNA4TnGaGWN2YUsuPWnAhlTbdiQTCaF4zlX+i4Ots9CQDwigDCAwAAXoSvvv7mjEyRdZwdX3TplRZqe17h4WlQwW36xQO+oe4kiEiw8rAKirAJirD2CTS3IRro60FQuMuy8+m9Q6hIhzYLKO8mmDm7mHqE2IZF2wZF2wUFWjpb6JMcLejHkmru4LJhrLM5fmGUEWRgmHCE3CzHZGqYI0d7dTkn8ubOgSDjGO/9omzB4IQIPS480mEWuyaa4QYRrOZslmV2jiBlef7ZkZZzbA0NCfrmruY+IdYBoV7rq6mtH7FE3dS85S5u5vpWLpZ+4XYhUbYhMTae7iYWtqYh74Sfv04XqNH7ZQ+4SkSkY/Z9xOodZtTs9fW1NDCOcNnQngOmtIG83gHC84MpZ1PKGlMP1scsLwrB8kOxaRSkxnYHwnlZq4pF1wZmuycBAF4RQHgAAMCL8M233/HkY6zy1tijNT9h4VGgYg2DXR+dNoeoZ2SetCu2RsO8co/VN4aL+lJ3r/X0szaEApyXnE/vHUL4aqTjanbFmZhDzakNdzDZICoaYnb355TtdHckQYR03wM8Wu8Q1jXCuFAaGmupr+/juKExo1OLS4ZZ3IbYeSGGkIPlvAvpbQpMrJq4gScIj47VWBfLCjSwcnN7X5rZocMkg6wbQ1l7ljg72ZimFqbyhlhX7+EiDdalzNyz0s2VaOCF+x4Q0PgDTOkAKhllchvjFoQZQxYmaYUpDbdRiRrhymGeBuN2ZxTt88tmumXhTj4e9ilLgo7wMzuHJ9QLBOR1DRCeZwlPaSN5X23k4kMh01vAE4Ll+9N3rtxbPXD3k9nuSQCAVwQQHgAA8CJ89933d+59uvIsL+7IT3mER4123cw5u9vTwlTPAgk83o1fHUG4cpirRCSDmFgcl+NlDM2dnNKmQngqpJWTeniTe4CrIYGgb2ioTzQyMDImEAz0oFSfvR3ZfUMoV4N13ckq2epmDek7MkOKe9DbH2QXLHOxMyQELos6dwcWaNAfWMPzuPAIlVj3nbQdC50crU1S9qc03UbEGoSnxvoEiUszrSE9PZI5ydzUgETSJxD1DYkGJkYGBAiCDPX8N8XXXENkWoQrhwU6Vltz4uIwPQgikfNiirsYgkFMpgNlqUFe/wDheUYoJey0fbVRiw9Ns2JBCJbvk7N9XwXnj3/9x2z3JADAKwIIDwAAeEE+/ePnm2skMQerf8LCo0Jlclp1SYCXmQEx2G1TY3bXR6yeUWb3GLNPh7Y3RFLcJosWjGAyOf1iSZCvrQFkZkFeHrDpSMSmfRFbCoIXYw72RgYQ1XtvZ3bfEMrtR0SjaJuAvDyESDAzxytSL1VHpLkSLKLc916HBWpMMGX+2AsKjxrhqrDey+R1iJ2xIWFuztzlO8Pe2xe+cU/YeNbnha7ZE1bQnNF6Gx6vXsDX4gIJdfsCB2cfxxX16e1DTInqR7xigoD8dAKE5+kpZ5NL2SmF9eQd5yIXHphmxYJgNN8r8/2zrZe/+w5ULAC8KQDhAQAAL8iX//1ma400bM+5n7DwyBHBINLZlbYty5oIQUZRzm8dii+6kFhYFbftPc8AFxMTPQgKnrPkXHrvKN7dn11Z4GECQZCP07JjCWc51FPtqcWlUfNjifr6EETxmRAeOcxVYdJ+xqXSAH9HAzuyU2yAlYO9GeVQqmAIFigf2jlnXHjWUkhmxrZvX5wUntpYpr++hYvr1inCs32+o72lcdK+SeGRIyIdUn0iNNWJYOBiRtsbd4yddrqZXN5ErWqM3/SOV0Ksx3ZeVptqwq/4aqRNll58POK9gxGFvKzWfhSs2wH5mQQIzw8JD7WsMfVIfeyaE2GsPdOuWJAfgu/m9alnuw8BAF4dQHgAAMCLk1/fHVZwLuVVvnk8d5U2BSJQIkIpNW+Nu7stYWJjToL+nAz3edv8MuYYEfycF59P7x1CBQNwx/W0Q1t9Ym1IBpMbeFp62qQscPY2MzSkeO+5LzxymD+A8m/Ti9e4uJAgCCKFvxNy+g4mfKwY2ouP8MhhrhKV3aFdaopZsGCOB6QHTdlW1MLNDtsbWdpL71SMFyRAxKPI+dMRaVYQwRwi70+uvsWUPGsPHxCQ1yNAeJ6alHJ2anlTxsH6qBXHQvHd0xGeYCw/GM1nrCu9qf5gtjsQAODVAYQHAAC8OCd4N5MPXkoqeYWVqV9kHx4FzNNgPRpGgzi9oo1a0Uat4KbV96NdOqRVlF7Jzai/zuArYG4/zNegkhG0VZhxZvywtrTqHhpvAGZz088Is5pvMR4Mm6hRkQJrK/fzs4OI0e6b2+HuIYT32KAKT4FwbtHZ4rQznRkN1+kcJcJTIJ03aHX81DPczKbbDK4C5slhvpzeJMs425lWc5nOkcP3z8NRoOIRvGsAZnemVU7cErWiLa26my68i4unbPjDU8Id13JqOqmVHdSay7SO/ifcDAjIaxkgPE9POZtS2kQuqIl86+D0h3eC0bz1h+rHfvH/ZrsDAQBeHUB4AADAi8O+NkgvbowvuvTTFp7xKBHRACYZxCSDmGQAE6kQngIRDGCSAVSohDkPjkSE9w8bxMQalK9ERIPY+N6jE4cpEJEabm5LZIYY6RsYp+2Nb9DhwqcJhgIWaDHJICpQIhP3qUSEA5hkAJ262oevQcWDmEiFPP62x1MiwsEHtyQZxMTax/bVmXLY1J1PQUBe+wDh+aFQTjSm5FeHz9sXgkxrAU8gkheM5hVdFP3xL6BiAeANAggPAAB4ca4O//LtSk7M4VdYt+DFheflhadGBddzKg56hwdbBi4OOSpiyAYfExUQEJCXEiA8T01KKZt6jJ2adyFi/r5pViwIhHcFIruaJf3ffPvdbHcgAMCrAwgPAAB4cUZ+84etdbL4w5dSXlkf/1MQnvvhqxGhBn2kUAEICMjLDBCep6ScnVLKTjl4KX5deThrTwg2XeGJnLfnlvbD2e49AIBXChAeAADw4vzh838daL0Sd6D6jRQeBcxTgqUyICAzHCA8T05KOTu1rIm6/1Lk8qJQvGBaFQvQ/BAsn/neqeGPPpvt3gMAeKUA4QEAAC/ON99+V8y5EZZ/9s2a0gYCAvLqAoTnqcKTVtZM3X0x/K2DIXh+KPbs4Z0gJC+cVbCtuPk3v/vzbPceAMArBQgPAAD4UZwW3QnNO5NS2gCEBwQEZAYChOcpKWdTShqTtp0NZU5reCcU3x3A2Bk1f29FU8/f/vHv2e46AIBXChAeAADwo7h0WZN0sCa5GAgPCAjITAQIz5OTUsamFjeRt58NYxaEoNMSHl/6jtgF+8XXBr8FFQsAbxhAeAAAwI9CpvmQVdYaX/iq6hYA4QEBebMChOcpwnOCTT1an7K5IoxZEDK9ER4f2vbExYfAAh7AGwgQHgAA8KNQf/zbdRdFsYdrgPCAgIDMQIDwPCnlbGppY8qe6ph3joXiu6dVsQDLD0Tycrec/vQPf5ntfgMAeNUA4QEAAD+KX/zuL3tb+pJeWWVqIDwgIG9WgPA8ISnl7IyyZmrehfBFB6czthOK7w6Ad0XN25tX1vbHv4ItRwFvHEB4AADAj+KfX3xVKZEnHah+RXULgPCAgLxZAcLzpJSzU0uakrZWhbEKplOfLRTf7Uffmbzk8CXu9X/958vZ7jcAgFcNEB4AAPCj+P5//6u/rI0pOJ8MhAcEBOTlBwjPk4WHerwpYePpEDR/miXavHO2Z6w8dlV1F1QsALyBAOEBAAA/lo5bwxF5Z5NPNLyK3XiA8ICAvFkBwvOEpJxgpx1rTH7vOYTHM/N9+toTn/4eLOABvIkA4QEAAD+WLu2H6Yfrko7XvYplPEB4QEDerADheVJK2OT9l+JXlYRi09pyNATL96XvWL77wr+++Gq2ewwAYBYAwgMAAH4st+5+sqC8Pamw9lUs4wHCAwLyZgUIzxOSXtqcvONc+FsHp7vlKLwresG+Q2f5X3z539nuMQCAWQAIDwAA+LHc/eyPW+tlCUcuJZ8AwgMCAvJyA4TnsZSzM0qakzdXhrH2TLdiAW1H2opCtvDWf7/5ZrZ7DABgFgDCAwAAfix/+Ns/ykS3KUfrfubCw1MiAjUiUCK8l35yBcJXowLVDJz5Tc34l8VXzv6dgPzYAOF5gvBQjjXGrysPRac1vBOK7/bO3oZuLLup+eD777+f7R4DAJgFgPAAAIAfyxdf/Zd9bTDtSH1SSf1PTHj6Ya4CEQ7iXSNMqRblK2DOwwfwtZhshNmtw0SqR3+Xo0BEQ3j3CC7RIBM/uU1vvUZru8ngKJ7xiiYcxLtGmbJBVDC9VzrObUbbdVrrDXrnrL9c/lzSeYveeo3WduvZXxbITz1AeB5NSik7tagxfk1pCLJrmsLjnr5lSd7ZP/z589nuLgCA2QEIDwAAeAnINB+m7KtJKqmf8UJtzyU8PBXSeY127lLsgVOxJ/hZLf2o4P7rrwLhypFmAbmoIm5vLfniFZivgB8MsCgQ8a2ci03JeyoTTgiyOUpEoMQr93lGOpvGrYg6M4LwnzLOw1PA3H56TWPywRMxR5tSG+4gvB9+4VbAAi2ztiIk09fYPyPouILOVaP86b8LqrGuUVbvMC5SwZw3b14fRw7zNFj3GKt3GBMqJ1qAr0a5N5Hizc4BjhYZO+IujWGCqd/szzJqtGuU2TvyM30MgPA8JjzF7LTD9QmrS4KnJzwh+O652e9vOdY42x0FADBrAOEBAAAvgTt3f5OypzrhFRRqey7h4Q9gwt7Mw0ttCRBkwwoq6sJ7Bib+SaBFubfoe3JtbCAImmOLlqd3DSF8JcKVw1wFzNOyJK1xuaEEyJyUVZrepsQkGubJbS6eevp+zLCK0acKj0CDcG9n70BsrSHIA/U/ehMT/vAUOAUsGGBVlwTEWkB2Eb5HFHSuZnrCo0SE/XBnS/ySZR5ZW8KPiRhi9Rs2I06JCPsZbY1xi5Z65GyPLJEwxGqEK4f5GpR7Ezm60sYeIsasi75472ctPEqEL0d4nYnvrPTM3Bh6mE8XqZ/l2K9dgPA8GkoxO3nnuajFh0OmV7EgENkVs2B/eYNstjsKAGDWAMIDAABeAvc++9PKM7yko7Uzvozn+aa0KVCphtFYG5XgQNSztl1YTm4fxgRymKtExCq4sy0mda65CVGfQCL5Y/6lcoSvQnhymKdExFp60SZPT4KBS6Z/6R0GfwATKvBTO119SISg+eFnPsRkY7mX77H67rH67rG6hjDhQ2tFGO3X6S3XaC036B137t8JzFeikhFmz+Rv9d1ldQ+hAhUsGGDVlAYm2uk7x/oVqRnie7mX704c0z2Mi560sIfTD/MGsCtjLNm5YA9zCApz3SbA+3+V2zfKlGgQ4SDec5fVNYgK5A+m8PG0WM/Yw2NB/TBXgUpGmb1juESN3G9Dvvrh+7zH6hnFxSqE/6yhKr4alQwz+6b8YrfukZaB+QN49yizawAVarGuicNwiRrh9Y/fKiLQYrK7rN7JM/SOMqXaJ1ya0w/zB5hXR5nC0wHOJhAU65EvZvb/Ord3lCkbQrk3kcLVdnMIRgmbYmp/yeoeY01+WcyuwSmjfPcbR4mKh/GHvxpMqEKe8RauRMQ6Zs8ILtagoiG8e/Jb6x3DxWqEr0AEWqxr9P4PWbIB9PEPMt7avc9qbb4GlY4+aJZuHSZUwJx+mKfFeu/m9tWHBdpBkJ/j+nbs9q9y++6ypBqEJ390AufrGiA8jyajuClpc0XYvH3TLNHmR99BW1PC6VXNdkcBAMwaQHgAAMBL4PN//edijzqzqCHxeF3KjM5qe96iBfwBlHst58hSR3tDyGtRYNF1lkwF87UY/zqtdIOTvZl1Gss1OspI391y3rkcgQoVqmCeEusSxrOiTCEbi8ySNLEaEWsR/qTwhLwdVX4tff/77hl0FyrdNR2fu/ZkUo1iYhUQTwnz+tHq8xHvrPDbeIrCHkJ4coSnQERalKfMLNoVzIRdqXRXKs01Nddj2Wly3U1EqssdFx6XpIDDV7OKD/kiqAuV5pqGeS45EFN5AxE8+n/2iHCIweYmbUI90mItLYz19OxMA1JcMmBX2jve2+syTxwNWrDIa21lSp0CEygmR0Ka4hYt80IKosq7Yaka4coRgRbm3Ezft86PsShwV2MGZwARqFDxENp5Nasozx9DXKk0Vyrdhcpwx9dFnbpB4w1hQuVTHYCnQjnStCMFvql0VyrdlUp3SUU83ylKON+PCseHnpQIT45eOh+xfJP/ezWU8y3xqxhuVLorlR6Q15zWosNEalQ6CjdykzexPMfblkpzzV4XtLsjh69BRaqpozSIaIhR1564nuFOibY0M9LTdzALorhkwK45y73zefT2m9jxtXZzCEbJW+Mre6l561ypNBcq3TWD6bP5AqVBOWXJlgIRDqIiTdbxPSEsxsRFU3G3xSXJF2+g0oEn2NGkgWAdsowj+33n50eXybJOl4QtwlwoNNc0xIO1LqrsGp03iLU3xa1Z6UGhuaTCrrQV3juastoUmFA18dDyVahYh3Zezirc4YfA91vbg7Ux+vQtGn8QFSqQ8UVooiGkVUjdtcojgz5xzPKjcWfvYJIhRrMkZUuuV2aCtbWpHmRt7Jvkkg67Zi3y2NyQ2dz/qG2+rgHC83DKG9OPNcatLQ3BC6ZfsWDxrrOq4V/OdkcBAMwaQHgAAMDLQf7Bp1mH6+OKamd2Gc9zV2lTIiI10tEZle5qpOdiN/9kmngEkw7DTe1xNCdDozD3fG7a8Y3uzoaGc3NDK24zBAOoQIOfK/AKsNB3yvQ5fBXhj9f7UuCndrkF2+qb2pi5+xMd3E1dPM1dPUxMIAjSJwQtDjjUgwiUiECD8O5gx9fa20GQ/1sRZ+6hQi0qvMO4VOQf5W9sYEgwszN19zJz8za1dzA0IliwTiQ3DC9klweleumTzMzc/IiOHiZzPM3d55paGEAQBLmleWzj5nQqpr55o+IRem1jTK6PtbsDkUiAICOCtbOpq6eZT7L9qvMZZ4/5e5MgKNZjKwfuG0AEQxinL+fAPHM7AgQ5zVl4Kq1rDOEpUbGKwb4YEmGkZxrpvrmNLhvFhTezTu7zCXc2ggwJVg4mHl5mLl7mLo7GFoZ6JDdjcl7C2auYRPuo8/AUiEgHn9wXSPE0tHEzc/Uyd/c2d5trMcfa0MjEwBf12SNl8JToeBue3Ooy1xMysDX1sCLaOpnO8TBz9XBdfZHS8hFLcjlt71r3uVYGZlamczwtPOaae/iY29mTLJwsYjdG195iCB7M2UMlo/SLtdG4l6WrPdHQANIzNrSZY+rqaeabbL+6kdZ2Ey9Zb+9hTrBwNHP3Jzp6mLl6mc1xMSZCEEQyilkfXnoNEylhvhrhK2F2dQQjysLCnGjjYuEx19zdx9zF3djSgmib5LG1PkM0hD1xOpxQx2xro7ybqgfZkxzMSU52JAcXC08fE1sLAwjSt3J1Tky1dPYiWjmbePpYONmRiBBEcLLOPUmpl+NiFczToMIbWScKvEMdSJAhwcZxsrUdjCwM9Y09TagFiReuoxItKhlkVJaGZfkb27uZeXhZeMw1d3clmTrYpGxJ7PiY0chNWBRk4+VIIhnqQSSClZOpq6eZV5T1oqr0xjv446U4XssA4ZlqO2xyWSPlcEP08mMh8LQrFmRsfa+Q/ce//n22ewkAYNYAwgMAAF4Ov/3L39+p5CQWXkoubZhB53mBstQCLcLrz96N2tlA+v4LQ07pWLJbOWU73V1NjCLei6pSLRTVRdG99QhuVksbc7gaXHqNupJsaeVqjZakC3UITwHzVOMjPO5BVpDFXBtaXnhJNyoZZnYNobUngykuRMjOMv0YVayBRVqUdwc7sdnZg0iMXBF17h4uG4DZ7NgsNyJkb0ktiKu9g/cM411jaOfl9KO7oo62pjUPzqsrC6a6QUb25kmr/Pfx6bxBVs9dvK0xZl6oGWRMCtya0HQbFmuQqa+APA3apcX4Z0P85xjox7tv60SujuESLS4ZQnh30jckWhmZmKXtSWy/i8kG4bpLsbCPJbLYxcfVPgLzLbrDlI1gnV3p2+mWZvbWzBMpLSOs3kHaqSOBISQIcrBOPZRQJ0cvj+DSYWaXmn76qF+wpR5kajmvPKVxEBc+Pi9LA9c2JO4tjjwqoosH8a5hXDbMkgrj50cbQ2am8fvJXCUs1qJ8JX463zPUGjLzsIH3xJ7pRyVDuHQQFagxmTrrwBp3D5KBF+q9X8QQDrG6dXjXPRa3ITY3wAiyNssuoTTeQcdX6Uy2ANajRTtPBc11NDAke+Xx0at3cbEWEw2g3JtI4RoHd1PINtieeSj69FW8a5Qp08BnD/tF2RAgT/sFZzK6BlHJANzUFo94G1m6WyOFSWwVq1uHd40xpf208nWuDkTIlu6zV4KMTw97VHiGmG3c1HVpRGMCwTvTbc0FKluZe+UXeHtH0rIwEz0IIgU4ZOXHVV1mXPkwV3Yj6/BqBztDyCgn4KiI3jOEyQZyyvb7BxhCes426YWJDQq0bwSXDjO7VbTyg76BZnqQpfVbFeSmIdYVRfrupc4mEORADjx2lSG9l3tlkFZRRzlandaqgnkaVDaAS2vDIz0JUMScDc3w5TFcMvhzGdsBwvOklLDTjzTErjgWPG3hcUvfcvAMD5SjBrzJAOEBAAAvh6+/+e7W2K/x4qboI9Xkkz8l4eEqEYESE7REpHoTCX6OKzsYAgHlnWgjop3Du3Vpnfdye+9k7HlnjjXR0GNJdPV1pLHUJ8BMzzFr7t4+XKqaKjyuPkSDoLciLvyS1TWA8pWwQIV13ySvJFtBpuax+5KeIDwfMXtv5ZzN9zQ31bfKDS7tw6+PoFw5zJUjfDUqu8eUDqCiAVZ1aWCirb5zvF+xDpMO40IlzFXiVzQZBUvnEAlGrquiGm8xJJqHh1ZUiEQOd5wO8nM20I9z29LC6B5A+AqEp0L4cuTSMb9QKz2bZLedvazL17OOb3OzifPe2kjdt9wxKMZqXhXt8gdwXU1kkhXJZ37IsR60exTv66HuXGAHGRGD3otnK7AeHcqVwzw5LNThkpv04pUO1kaQ7zuhpVdYMs1jLaxB+XK4sTZ+DW5jZUU0tyRaWBGtbIlmxgaQnVnojgSuYlJ48tz8jQz8c8PPfcyUalC+AuYpYZ4K6xUkLMm0gvT1TexM7O1JVtZEcyuiuRXJ1oZoZABBBMh/U/yl64h06viSCpX2M1pKA7wcDAxTPHe0w92DCE8xUbSgcLXdHAIpYUsc+5N5XRqEr0REGlTSnZgbYgbZ29BKKd0jWNdtWs0RH3tzgr4p0cbB2M52/KJEK2uSzfj4WqTLmjp69+DThIe6mkyysLB7pyWT98t5MhXM1eC9N3NObnMzt9IP3x5fq5x/RYdwlWj3AK26LCjA1BBK9t7PzekdY/Z1U7YybSETUvj7iS1KrGdosrVHmJLrOUeX2VkaQQFrIk9eZfXo0LaOlPeWzfHztQkOM7NzMI1fEbSnPbv5FizUwFwVIlIg/Auh4R4EKNx5bT1dNoDwlT+vIg1AeB5KyrEGSkF19JKj06xJHYzmRebuudh5bba7CABgNgHCAwAAXhpfff3NobbLlKO1icUzVp/6xTYe5asRkS57T66Tjb5x3HsRhWUB4aZEv1WRFVfQrgFENMasOxed7QiZujmubkpel2VjaWPJOErm3UXHXxwfCA+JELwgvGoM4SsRngLmK1FxT9LSBEvIwiLhQPIThOdDZo+cduGoJzPKsgAAIABJREFU7xwTfaN0n/1C+PoHTJkOl+lw6RAmUiN85dSiBf6FyskqbUqs+3bqjgVORKKRx9roJwqPuB9uLwv0dtLXi3PfxkGu3WPKBjGhChGoEPHtjPdybGwcLLJL0xvak95JJYVsiaq8ypJcDIrxtQpaHlt/M2P3YhszT6d3atLah5hCNd57I33vO85EQ4L7qqjqm+jVuxP32fMBk9+VtjXb0kRPL+K9yIrbLKl6ym0oYJ4SlV1OfW+Bk72+vkWQE7bOb+mmwCUbApe/6xEz1xiyMgvb+bDwGBMCmGGVUyvdqbCe3pRVdFuiIcEzzWP+2oClGwKWrPd/e73/2xsClmwMWLYjeGdDRsttWDB14EKFSm4zmo/7u9vrE1K88vjo9Q+Y0kFMPPCgaEHippiaDzCBAuYpEKEK4fHj0EBTyMkWLqd2D2MyOb22LNDbkmDqaZ2yyG/5psmLrvd/e0PAso0Bq4rjT3YxnjgxbIrwOKyoT20Zw4VymKvBuq9nlW31MLcyiHo/puo6S6qBuUpUpso5W+Tva2qoR/E5wMvpHWX2Xk/Lf9vJ0NBw7vqYutvYg9b+kMmTpG5KMzcy0I/ZHlN1mylRIwIt1n2P1TuMtTbHb9gWjFKt7Y0NXeneh7phngYTyxHe2ZAQdwMofM6GZvjKPaZMhz2x1sXrGiA8D0IpY1OL2AmbT4cv2B+K5T27IDWW78/YiW0s77k9PNv9AwAwmwDhAQAAL5PP/vT5ykpO6J5zPy3h4SphvhprPhee4U8yNSe6zbWwdLVfWZ/WrGaKFDBXg3ddSStY4WhuRPBIsfciEoMW+B/sZfZMDmVMCM8OV29Dg8B54RMv65PCsyTeEjK3iN8/RXjec3YnGEYsjzp3F5MOwy38hLd9zCA9A/tMz/UnU043kU+2pRw6HsIIsqDnxZyRL2w8GZhgq+cU43dU8bDwzHcyJJDc1zxJeJSIWAG3XwwJtidARhapmyJL2sjlLeQLffROBSLQ4q1nQxLdLQLSPN4t8A/3cVpdl9aszb2sy9hCnxMRYZezKQwOMYrZHF11FZENIFw5Ih6GG6pjUE8CZGDguygw/xz5dBO5vCX1WFnUgiSiPgSZhHu+35rJ1WEPVc1WwDwV1iOMZ0WYQJChx5KwCkF6rTSzWpxVtMMrykEfsjQL25n4QHh2ufmRDPywsIqpexkpEJEOPnc0KNHGwMjHav6JlEpB1iVx+gVRZr0gZddG33Sqd54gu12FPVRCQIlK5IyWM0F+VgaQmVXm1qgT7ZTyFnLNDYRzEy1abeesT4rfEFN97yHhQQJMIEdbRjm1exARDaId3WlbM60sTIgBiwP2tmbXijMuijJqROnnaqLwZLcFedFnVbjoSXULxoVnVQrR3Nx+Wd1DwlO62d3MUj9iy8PCU+jvY0yAyD4HeDm9Q5h4GK47F0V3M4AIBgFLgwouTLb2iYjcOEN9CDKNmbuzM5M/lstrjHub5RTECtrbkHKam35RlF1W4B1oCul7267lwDwNJlEifHZ4rJshRDBLXB1+rJVc3kw+30Pv6P+51KcGwjNFeMobM4vYcWtOhDILplOiLQTL96XtWHPg0vBHn8125wAAzCZAeAAAwEuGd2cUL2mKPVI9I85T2kA91ZxZI3lO4ZHDPAXaNZC+a7GLLQRBkL4lGlp5lSYZHB/DQSR30QZ2AtNVH4IgyMRq3onkRh3z/mKVceE5ud3FS1/fnzW5D8+k8LwdYw4Zm8XueyA8JZucXPQIYUsjz95FBSpUpET43OQNC51sTfWgKZiFOqyoorZoF9SXBcRZQvaRU/bhUWLdt1O35zrq6xFdVj9pSpsc4WkQXn/WibVevtYG4yckuVgsqslsUeBiNSrTZO9e7hZGgiw9rKywiMorNMkQKtRhtSXBqYEQBBk6OzpvFmS2DUyuyVGh0n56U1PsgrfmeBEMpt4n0dUma03IEWlOhxp7fAEPV44IBukXq6MXJNnYPvglkk+aQ0SwGcnUNHj7gxGeUztdfQj6Pkjo6Uc2b1VhXbdyzp2PoOXYOU29NqRn6mSTuTX0WDe9U/loWWe+BuHdzjz2joenxcQNm3harWihtd3Cj6+2dYCIseujHxIeXizsawzZ2dDLqN2DCE+FCBSIQJyyecfcSBdjwkPXJfmmeayvptTJn1yoTTjEbONQ300yNDG2W1r7kPCceM/N2FQvbHN05RThOXPUby7RYGJK2xDKVaHSO/QGdnTufGd3Pf2pFzbysKVtCCmU0To1mEiD8brSd69xm2s59RCCa7T7qipKwwDCVyB8FcJXZZ/a6h1iP/EJCLamrDNpjXKmGBQt+HllvGLBwfqoZYUhaH4oNo0tR7F87+xtB6q4f/n7v2a7ZwAAZhMgPAAA4OUjVIzCxxviCmtenvM0Uk42pVa2p1V1Usobqadb4M47zyc8XDnM0zCaJRmVdSklbPJJaQ6nH37wAq1AebfhRhH5RF1KSVsG+yaD//DELa4caZWlna4nVwqy2qa8R/Ju0y51UEvY1LPdNJ5i/JaQFmnaqXpylSi7fbyYsgLha7FeFf1iB7X4UvJEGlLOXoEFakykRtr7Ms82ppzsyGyeuBbMlSP8fnqDIO1EPfmUJLvzvt09ZnEyJa2aQy2pTS6+lFzWklZ/i8FRIDw5zFMjHZezztYlF9UkP/iwCoR/i1bLoRTXJJ9ozmiSM7jKB2UAOApENIz3DCPsFmrp/fusI1dI6OIxXDrw1B1ROf2IZBTj38w5Vzv5W5fS2ApGe1/m6TpKpSyHK59omdau9IoGcgU/q+2xVfUcJSoZw2UaxqV6csn9q1+iVIlyBPfwp22rylOgUgXtQie1uDa5+FJyeWs6+w7MlSPN4tST9eSzkuz2ycldPAXMvZlzsZVS0pR6oY/On7wBnhbr+QDrkGScfnDR5OK69CYVKhnBhE/ZzYanRDg36bWd5DJ26qVrdM74VRQIv5/RIk0vY6dUSbPb+ie20+ErGG29mRUN5JLOjKabDIHyQWt36+CG5qmtTamU0cVjuFSL8uUTO+0I5XAjL+XBvdVSa64yRHdx4YPnE5Wp6Jd4qeOPQWlTWt2Nicdg9nUFCM/LDOVEI+VAXeTiw9Ms0RaM5Xtmvn+u7cr3oGQB4M0GCA8AAHj5fPvdd01XteQDF+OP16a8+H9nNlJOtVAr2qgVbZRTzYlHz4Vv2jcXXexCpYes2Ulvu4kK1VPfh6b15sTXoJLxJTSPlN7qh7kKRDiAy3S4bAgVKpHHz8lToxIdLtEivKn/pECEA5hMhz0oICaH+RpMosPFmoePVCLiQWx8qcZ4JOO7Q/bDPBUqHnrUKDjju3DqsMfGdh7OlNNKB6eMwPTDfDUqfvzDKhHRwPgiIlSgeKzpJjZ+waRT71OLPvvVecrlZDpcpsOEKkSgQaU6TDKlZZ7chlNOwlMioimXlukwydNF64ktMD4gw9dgUh326FegQESDmGwIE6mQhzSmHxFoMcnD133iM/D4AyN9+EjO+CahQ48aGk+FSnT4+N6jnP6HTvJwa2MS7WNPpnLyyZw85tHPJYc5SkQ0MNkIj+6E+5oHCM9EUkrZ5OPs9H21UYsPB0+3YkF+ZO5eXq96tvsEAGCWAcIDAABmhM//9Z8LXXLKgYsJx2qfbyvS8kbq6da0sxxqRVti4fnIbYf9Fq5yTWM4RCfNSc6ciy8N27iHcrIZ5vTDE/9JP33hAQEBee0ChGf8DyObXMZOOVqfvO1MxIIDIei0KhYEoXn4ppO3NB/OdocAAMwyQHgAAMBM8e8v/8vvH0GPN8QdrUkubfiBvpxysol6uoVa0UY93Uoua4jJLwlYst4tE3NKSHWMo3jksILf3Ra//3RKaT31dGtaVUfmpedfwwMCAvJaBgjPRFLLG9OONMSsKgll7ZlOxYJgND8Iydt0lH3vV7+b7d4AAJhlgPAAAICZRfPRZ6vOcOIPVSeW1JMffkehnGpOrepIO9NJLmXH7ikLXrXdi7HQKY7iGE/1yMkNXLYxeuex5OLa1DOdqZXtlFPNlPLGF63SBgIC8poGCA+bXMYml7OpZU1pB+qjlx4NxaZVsSAIyQtE8kouSf4KKhYA3niA8AAAgBnn93/5e369NH7fufhjtZRTLdSK1tSKNurplsTDZ8M2FMzFFs8hZzvFp85JyfJd8G7U9sKkoouUk82pVR3UyjbKyaaHen0gPCAgb1aA8EwID6W0MTm/OmLh/hDk2fPZQvHdgfAuf8ZOTo9qtnsAAGD2AcIDAABeBf/+77fdul+tuSCI31cV9v5hnwXvulBpDtHJc1KyvHOXha7fnXCoKrWyPbWqg3q6lXKyify0txkgPCAgb1aA8LDJZeyUMjalpJFSUB0xf1rCE4LlByF5sQv239aCBTwAABAeAAAw83z//fe/+Pij9tbW9e+9H0nNcY5IcsnAg1bviDtQkVLaQK1sS63qoJxqIZdN4w0GCA8IyJsVIDzjf/rYlKIG6q5zEfP3TUd4gtH8ECx/wbbK4Y8+ne0eAACYfYDwAACAGeHrr7/+5JNPurq6CgsLly1b9u677x49ckQiFOhGRq7pPtrc0EUuqo8tqk0qYz91MAcIDwgICBCeMja5nE0payQfqo1bUxo2vYoFgciuMFZBXlnbb37359nuDQCA2QcIDwAAeJn84Q9/6O7uLi0t3bJly6pVq7Zv397Y2KjT6f7+979PPeyfX3zJl4/uaJBlHGuIOlKdeKIeCM9PPTwVItSgoskIlD+4OxAIyMsKEB52Sjk7raw57UBt5NKjoXjBdIQnAN4VmbvnbOvlv//zi9nqDgCAnw5AeAAAwI/lz3/+88DAQHV19datW1esWLF58+aqqqqrV6/+7W9/++Ff/PK/X2s+/u2B9svphXVRhy7GHqtNLm14xqY9zy0843s76vDuMabsmVtYgjypAXkqRKxjivppzX3ZDT3ZDT3ZDZdzWpRo9wgm+uHdOUFAfnyA8LDJ5ezU0iZK/sXwhQdCpmE7ofhuP/rOqHl7u2/qvvv++1fTEQAAP2WA8AAAgBfhu+++GxkZqaur27Nnz7vvvrtq1aoTJ05cvnz5d7/73TfffPN85/r+e+WHnxVybqw8L0w4Uhd95FJ8cV1SaUPKSxEengruvJFTdTZ21+HIIy3pjXKEr5jtF7jnDEcO8zRY9yizZwgTKmHOjAkGRwHztVjPKLNrEOUrJi7EV8Od13NOnohekGxmTYQmsDRyR/3yysmNSpinRXjAeUBmLkB42ORyNqWkMWn72VBmQQg6LeHxpe9IXHxw9OPfzkwPAAC8ZgDhAQAA0+XLL7/89a9/LRaLjxw5smrVqrVr1+7fv7+9vf0Xv/jFSzn/n//xxe17n57tUS8/J6QWsWOP1kYW1sQdr0s8UZ9SNrlv6XMKDyIcQtpkqavjzcwgvcj1EafkuFg52y9wzxUVIr5Db6yOQnJds3ZGl3fBEs3MzCVTodKbOefLQzNwN/xQwvkriFiDcOWIaBipb0pcEm0UCnst3hW1dX/41sKQRaiTCwRBEClxX/yFm4hUDaa3gcxYgPCwU0rZqccbKTvPhU1PeILRvGAsf+H2KrCABwAYBwgPAAB4Br///e97enpOnjy5cePGZcuWbd++vaWlRafTff755zN0xX//57/9H35WLlXsaLmyolqSWdoSfbg2+kht/LH6hOK6pNKGtAuC51nD08/ouMXovE3vuMPoHD9YiYiGmD3DuFiDiobw7rus3rus3rvMnlFcrEb4SkSgxWSjzN7xn4/PhVNMef1SIWIds2cYE2kQ0SDeNTb+66yeUaZ0ABU8MoKkQAQaVDLC7Jm4Cqv3LrN7BBerHjonT41KhpndOkykwaSj4wczpQOocJB5XYe2HvOxMIT00n0P97Dkv8rtGcHFKpgrh3lKRDiAdd2/1busnjGmVPvw3SoRkW78wyLCAbxrdMrdTh7J6YcFI6w7WnrVVlcIgmwWhVXdzr3zq9xuHS5SwZ236C2Xs9pVqHQ0t+8uq+/j3GvK7ONbPKz19SA/j+2tGYJhDMwVBJmpvPHCU85OOcEmH6pN3HAqjFkwnSltAfCu6Pn7DlRy//S3f87QX2kA4PUCCA8AAHgCn3/+uVqtrqqq2rx586pVq7Zs2XLmzJmbN2/+85+vuvv849+/GPz1//Xqfl1zdeg9dh9S1plT1kG/KJ2u8PDVKOcG/XRRQO583y3Vqc06VKTBOmSZh3bPRbaEHxNklBWGMjMdY8lOCekutGXhx3ponAG0pT5mxWKXWLJjfKozdb7ne5cyWuSYSA1z5TBfi7ULUwt2eKI7osslOZWlwbmwYxzFMS7VKXWh5/sNGW1KXKRCeHKY0w/z1ahYh7bK0vet90pPdYqjOMVRHONSXeE1USdv5vAGUIEC4cphvhZv6Uh+f4tn7r7YCmHKtsVzqRTHOIrnimNxxa1xK8jO0YGmJEM9goOZf7xTUppT2lLvPA6Do0T5txl15yIXzZ8zcWaqE4Xlu6slo1WFCVUTd9shzTiYPxfZGnFcSDtfFb4Id4wlO8WnOWcuDijozGpXYUIVKhqmVZRFvpViHzLX2ICgZ+xqEZLolJjmlLM+8JAY4atQoQYVKBGeHObKYU4/1vMLhM2OTDY0NPBy29KSwQfCAzJzedOFJ6WcnVraRC6ojlx6NBTfPZ2KBX70HUlvH2oQ3Pz3f756xX+xAYCfJkB4AADABF999dXAwEB9ff3+/ftXrFixevXqysrKq1evfvbZZ999991s393//ve///3nv9/89Z9ffvqXfzUM/ArnK7I7+6e+Dz05gkGM00fLx0yMIGLyrvjaDzCZjtnWQV2TbgDZGdoYEx3sjVx8bALCLOY4GOpBemYOjjGJZg6eRBsP88Awa083U1MI0re1gItTLvXjYhUsHGY2s5PeToYgG6ItydjT29w7xNo32Mrbw9TKEIKsSHHvx1VeQcVahK9FBVczjm728LUkQCSis6eFf7CVd5C1t5uptZEeyc2EvDvxwg1UokWEw6yGM1FwFATZGDkaEZ3mmHkEWPsEOOfuizrSEM3yt/aaQzI0gPQtSM7elr6BluEMt218Rkt3xuZMK3dnYxd/68BQa79Qaz8/CydzfaKtedahhAu3cbEKFuqYbR2Ud9P0IVtDG2OS8xxjN39r/1ArV2cjQwgytLdEipNr+pm993LKDodk+1m4OhD1DfQMbYxdfSx9Ai3jFnkXCFG+Eh13S54G6xplXfkVSyYlb8qy0YNIYVujq64j0hmaZQcCIgfCk1LOTi9rpuZdiFh4YDqrd0Lx3d4529NWFN7UfPAT+dMNAMw6QHgAgDear7766pNPPuHxeAcPHlyzZs3GjRsPHDjQ3t7+ySefzPat/RBXP/0zS6DM6rgz9X3oyREMYJzLtL1vWdoZmmbsTai7h0mHmG281A0ZJFMCwZfmuaEurVkz79qvmVxByuoYM30IIgU5MvYlnL+GXPvFvJ47Occ2OTsS9YiZvgd5tN5BVKhjtrQmr0ggGBmZxy8LPCDO5g6zeu+yegcYZ44HhNvoQ2YOy6up7XeZvdrsYzt8PPUggqc9Uk5u1eJX7jK7xnL7NPSTh3yDzPQga5vFZ8nNA7h0mMWujmUFQ0Qz4+ilIUe7GaJRVs8wJtagggH8ihZpLvZzstE3Z/gf6cJvfsiUDuJiDdx5LaeiMnpfLbnmJtatwyTDzB4l/czBuR4mevqJc3e103qHUOEQs41HXZdGNCEQ/OieG2rTmtW5Vz5mSa5nHFjh7EiADNP8DvBovYMoX8e8oaRV7vAwsjBwXR5eeYN540OmdAAbn6HHUyI8OdrUELt69VzkbfekOLu5wS5L9sVfkDN4WpQPihaAzFzedOEhl7OpJU2JW6pCmdMqSB2K7/bMfD9nTfFv/++vs/2nGgD4qQCEBwB4E/nkk0/6+vpOnjy5du3axYsX79ixo729fWRk5B//+Mds39qz+fq773t//ccfKzxrqUYWZrbLGzN4v8yVKmGuBu+9RavM87C00g/bFlejmH9Fh3AUaLeWVn0yOMjMEEr0KujI6huaEJ4l0YaW9nO29uQIP2ZK5DBXDotGWbze7B10Y0tDInV/woXBeTe7UtbRrSFzo9j8lA411jWITtzSCEt6LefgIlszYyh0U9Tpa6yeMRa7OhrxMbD2cs+/QReMMkX3F+GoUdlt2qXDPo7W+mY5vvv4cM8gwpXDvP/P3nlHRXH9ffguSwcRRBEBewPpvbP0slN2Fywxmij2Fkvsip1eRMVGr9K2FzqKKGynFzXGJEYTTfypMRpLLO/7BxaImkSj0u5zPifHg7Mzd4adyTx+b5GgTClaxPeJ3TTRdpKKigpRRY2opqGorqmopEAAzuPX5vpWNj8XnkXuKlpDhs8/8fxk6WKsrIGckWRmpqUEHMZvKfKrbMIYMry8xjfuq9GqQ4iGn5vHl6Flja/qNiwpyqrHD603NAJAw9JoaaZ3Wg0qaMd5EjhFG8xHTr8SnoScd1tJ+d+FFJ3rvOqgOb753wiPKbbZGNk4f1vyb3fhCjwQyHOg8EAgg4U7d+6IxeL9+/evXLlyyZIla9euPXr0qFAovHv3bm837d34gMIzfG4q6UQ7hSNEGDK87LT/gfVjh2orWK22PXSKJpAhDDFWIgk4Gm08VVMJuE3YVuz/Unjm2ilp6eovLvAuvkArb6GWttKqLlJO5DtSxygpAU00zjWzLfhUjefXM/QUlZUmLbfLrMOqO2mlrZTSVmrFeSqd6bbASV1JUdF1m8OxOlpZGy07xRadTNQZN2ZDuV9RE85+eQpSrKQ2MG3nxOHaBI2AKbtL8NoL1JIWark4KDPJwtpIiaCsaTd98pIw8yWbzJdvmDabNtJAnQgcx63L8+spPCO+zHhxsmKsRBJ4PNbEZIgScJ6wtdj/ufCc9I1dYaQ4hGg4x+JgDfX0BaqgEeeIEYYQYUpQlhDLSTRxGK9pMn1anJgikMNFjWA+SfqP8MRlucdleSTmeR4qJB048aHMxy02yys8y3XlgX8pPMbIBoeZO8OPceAAHgjkJVB4IJCBzN27d+VyeWZm5vbt2+fOnds1LKempubq1au93bT3532EZ9tMrWFEde9tr4RnsbuKprru58k9hCdx3ZghWgSLVT2FJ8p4sroicHkuBpxm6ol8twXuRCKBoKyh4bJo2objbjEZ7rv2maPWCgCAIeRpESWBpc04twXNOGwTaEgECgqTZ5lsOOASk+ISke6+c5dZoBkRADCMNCWM489qwnnNtOxkW2SiwtAxo78u6yk8EkwgDMpImDpaVQFo6wSstQ7PconK9ciuCEjeO0kXAGCkN3OfczLH6zDTe/8Rxy9J6mpEABzHdxeeha7KmhrD56b1FJ4Yk6kaisBxwpYu4ZHiZXV++7eM0wRAYfTIGWG2EZmuMXkeqacQpghlihFGPTk923nTDsuvk1yO1aBMEcLs9VdhmMGQfiI8CTkukSnTQteOQ2aaLlrvuOsQ6WChZ1KxR+J/NR+P2Gy37akOodH/UngmB673mh+Rx697+Ogdl0SDQAYuUHggkIHG48ePL168mJ+fHxYWtmjRopUrV+7du5fJZF6+fLm3m/ZheK8Kz8yhuooa3t0rPB6qQzSGz0n5i/CM1Rqq8FfhiTaeoqEEXHtUeOY5K2oM0bQNHuNoqqHxYjVOFR0d37UWUZWBdAnOFiJ0CSaoD8rKs58123CCggJ4hcKQqSNDNlrHVZEZUpwtQjjNtOwUW2QSUXvsmPV/ER4hwmpAGTU+4XNHG2kRny/7aTpiOSuo6Kxf1MbJTvqqSi/2qz5S2ylEf9IQJaLDuDXdKzxuKkM0R3yR/tcKj7GmEnB6UeERouwmtKiEtAkZqaVE6NqhgeeYjQKMLcG4cpRR57+RqqcPgI67wepinCPpf0u4wvTL9BPhic92T8ix3xo/eeZCQ1KgvrOXISnIeM5yh7BE9/gc0sF80qFCj/15777PbO+4PLf1Ry1n7vqXA3jG+62jrNwvbb307Nmz3n5aQyB9BSg8EMgA4dKlS+Xl5fHx8YsXL543b96WLVvy8/NbW1vv3bvX2037wLyb8DBECKOOnCfwSsr3TK0MLJYgTBFKPxOUxfE8VOCdWRNE75ptWYSw6skF5b6HCknHygIK69Hn85IJyYXVfkcLSAfYvnm1ZJYIeTmGR1vPYE2pf6EwMPWER2KeR2Ie6QgngNVG4csxlhChCxGGEKGLUG4LpawZzS32OpjXtZlHYr7X8SpE0E4RyJ5P9MwUo8U1AWkMUhLdN7eOTH9NJFgijC8OSmF6JZ7wSMzzOMz2zatDWFJM0I4VcH2Snu/Z8xg/gNGI5DC8DjJ9sk+TWeIXJ8v2PFTY7WSFCFNILqr2O1r46rwYQoQuRNlilFsfcKTYs+uMjvL987u2FyEMITmX552U53GI7ZNTC8s7MJ8q/Ud44rNJiSc8Dxd77M+13xZvMm/NGF+Knq3rKFefyTMX2KwPd41O8zpM9zxU6LE/9x2EJybPddVBC9o2c/xfTdE21mfN5xuPXPv1Y62TBoH0R6DwQCD9mNu3b585cyYhIWHlypWLFi1au3ZtSkqKTCYbeJLTnXcUHiHCECIsGc5vwrkvR9iLELYc5zdiHDH68rN0IcKUYvxGnCdFu7/NMyUYrxHvWqOTLkQ4zdQTeS6fmSsoq49YWOBddJ5a1oQLmnBBE85veNOwlnqEIUI5jTj/xWaCJpwnQ/8qDGKU04DzX1+3tNsGvIYXB3q1tCjKbni1Z54cY3UdqwFji59LF0OEvn6yr59X95/zG1+2s8cZsWQYvwnny9/eSBiYD57+JDxd8UjIJR3IJx0s9Eg84RJ+3GLF1nFB00c5eo5y8R6PzrJYuc0lIpl0IJ90qJB0IN8j4W/lJyGbFJHjsCTeDNv0L+ekHuuz9vMNR+AUbRBId6DwQCAHATbNAAAgAElEQVT9jJs3b8pksvT09C1btsydO3f58uVJSUmnTp3q18Ny3on3EZ4PGHYjJZ/hsZIyzNRu/Hqmb2Ezxv74B4WBGbzpf8LTTVdyPPbneh4q9Ewqco1KtV67e1LwlwauviPt3cf600wXrnMI2++xP9czqZh0IP+NQ33c4rK9InKclsaboRv/je1MQzdZh4TtPcp59PhJbz+qIZA+BBQeCKQf8OzZs4sXL+bm5m7ZsiU0NHTJkiXh4eFcLvfKlSuDsJd2LwtPV5hilCV5rUoDAwPzwdOfhad72Scxj3SwgHQw3z0+2357wtTPlxmRgkY6eBi4+U39fKn91jj3uCzSwQLSwQKPxFdDfdyiszx3pTstijFD/7nCY4ZvnhSwfk1U3k+/wP5sEEgPoPBAIH2Xixcv8ni8mJiYxYsXL1q0aOfOnUVFRS0tLffv3+/tpvUmfUN4RChLDMexwMB8/AwQ4XmVhByPxDyvI3TSwXyHHYnTFqwdGzR9pL27gYvPpJD5Vmt2u0Qkex4u9kwq8tifR4rJcVl/xPqz3f84Y4EpvsWKts1+1u5jxTW9/ZCGQPocUHggkF6jtbX1l19++csPb968WVtbe+DAga+++mrBggWrV69OS0tramrqd6vlfDz6hPDAwMB8ogw44elmPqQD+Z6HCj0S81yjUixX7RhHnqnv6DnK2Xtc0AyzJZuc9x3ziytwXXPEYsZOi38q71jRtltQt/suii+qkPf2QxoC6XNA4YFAeoEbN26sX7/ewMBg//79jx8/vnXrlkwmS0lJ2bBhwxdffLFq1arDhw+fPHny+vXrvd3SvggUHhiYwZSBKzzdzMdjfy7pYIHXEbpbbKb113unzFxo5ImMtHcf60mZ5PvlVL/l5pQtVtN3WwaHmVO2vm47FtSt1iFhppQdYUm8n379rbcf0hBInwMKDwTyqZFIJH5+fl3LnIwbNy40NHTNmjXz588PDw8vLS29fv36n3/+2dtt7NNA4YGBGUwZBMLTLR77c0mHCkmHCt3ishy2H5g2e/Uoc5K2oenwifaGlgGTvBaYU7ZYBu+wCA6zoG1/KT/WwWEWwTsX78lt//bn3n5CQyB9ESg8EMin49atWwkJCcOHD++2BCUwMDBITk5++vRpb7eu3wCFBwZmMGVwCc8r80nI8YjP84sqcFoUb+y3arzzTP1pnsPGWg0bZzXKzGei+xfTyOssg8Ospu+yCtlhPX2X3+LEs40Xe/vxDIH0UaDwQCCfiJs3bx44cMDMzGzcuHFGRkba2tpaWlpDhw4dMmTIsmXL7ty509sN7DdA4YGBGUwZpMLjHp/tFpnltvGYzed7zfEtliE7LYPDTJH1k0jzDS0Cho2z1hljoWfsNt5pxrSgde6hCRXib3r72QyB9F2g8EAgn4g7d+788MMPly9fvnLlyoULF5qamhoaGhobGyUSSXt7OxSefw8UHhiYwZRBKjweCTlekTkOy/dbBG9/OUWbBXWbBS3MMmSnOWXLZO/FY+1wvSnOWkYW1u5YSlrGN99cgD2iIZA3AoUHAoH0M/4iPChDiPb+OxkMDMxHycsbfBAKj094tsOiGHPK1jfNSb3VKmSH9Yzd9p+FL9h2nMXh7d2za+HChatXrz506JBMJnvyBC48CoG8AgoPBALpZ/z59FnJt9eD6ELPwrpAhigApu8lkCEKYorJLDHKlnQPxpZgbOkbg7IlGFeG8xowtvRvNoMZtMG5coRR7xydMSiEJyHbPT7HfVeGzdzwNy85im+xCdluSgmbvSX94o83up6Nv/32W3V1dUJCwtKlSxcsWBAVFVVbW/v64gcQyCAECg8EAulnPHn2TPrzrU01rbMZZ2YXn55Dr4Xpa5lVVEM7cZKcVeGdWuqRLCCllHimlnimCDxTS7zSSrzSSrzTS3zSS30ySn1fJrPc6xjb40CBb3qJb0aZb/e/goHJKPXNLPdO5TvsPWYXljjwhSc+2yM2h7Qrw+bzvWbIxteFxzYkzJSynbL6cEV9x+sPybt377a1taWlpS1fvrxr0Wo6nX758uVP/7iGQPoIUHggEEj/4+mzZz/dvH2MX7U3lxlTyIXpa4nIZ+/KYW5JL1qXnL/ySN6iA9mzolMCdh5y3hRn83W01bposzWRU1bunbhi94QVuyev2jN19V6zTbETPls60j3QbM1uy43RFusjYGB65OuuhNtuS3CNShvwwuMeleW5LdV29h5T9K/CYx28zYIW5jQnMpl+5h+flt9//31xcfGOHTsWLly4fPny9PT0zs7Oe/fufYIHNQTSd/gUwvPg8RPpz7fyO68Un78KAzPgU9h5tfy7X366++AT3FyDmQcPHzac/7a2ub2+rROmr0XYdk7Ufk7cfl7ScV7aeV7cfr6+tbO2uaOmsa1S3sKua0ivqItnVu3IE3ydzl58pJgak+UZmT2eEqo1xcJsbZT5tkMWWxKstu233r7fevt+27BEux0H7HccsN9x4OUfYAZpdh502nfMLTbTfQALT0K2e3y2+74Mp1UHLEN2mGE9urRZ0rZZh4SZ4Dui0srv/vHw3z8zr1+/XlVVFRERsWDBgqVLlyYmJtbU1Ny9e/fjPaUhkL7DpxCe/z34M0p0wSn3tGfBWS8YmAEdz4Kz7ifOzCttOH3lxrNnzz7B/QWB9HcePn760617bT/f2RIeazRu4iF+XWxF0+LMcjSRGZhQ7JdQ6BqdYx+RZRORbheV4RiT6Ryb5ZaQ7b4/x31/jntCjsf+HI/9uR4JMIMnA1d14rPd47Pd4rNJCbnee7PsFsaYU3vMWGBB3WoVvN2CtmtVZMG576695x338KFIJDpw4MCKFSsWL168a9eusrKya9fec28QSL/gUwjPzQd/JkgveheeJff2ZC8wMJ8gQXTh52xhbEV904VvP8H9BYEMGLIz0i3Mze/eufN///d/9x89vn3v4ZUbv4u++alYfG5/qXRbUe2a3OoFaSXoAbpzeJb1nnS78Az7yAyHqAynmEzn2EyXuEzXuCy3+Kxef2GFgflPScgmxed67siwmbvPHN9sjr+0nS2WtG1WIbvwrw5L277/73fcw4cPOzs7MzMzv/7669DQ0M2bN+fn5587d+6/7xkC6Wv0ivDAFTNgBnKCGMLpxbUbCkurpU2f4P6CQAYMycnJ5ubmd3777W0bPHny9Mad+51X/3e640dew7fZZ9pjBeIVORWUgwz/uAK/uAJSTK5DeIZteLpNRJp9VLpjdIZLbKZbfJZ7PBQhmP6ThGyP2Bz3ralWM3e+mqIN32xB3WoVHOb2RUx5Xfufjz/wrNPXrl2j0+k7d+6cP3/+0qVLU1NTm5ub//jjjw97FAikt4DCAwPzgRPEEM6gn9lcXH5K3vIJ7i8IZMDQJTy3b99+h888+7/7jx7fuvvgyo3fm77/RdD47eHKhu3FtWtzTy7OKAtOYrpH5djsybDem24fkWEfmeEYndG9FuTW66+2MDBvCikm23NbqtWM58Jjhm+2om21oG53mRuVzqq7d//RR7sL/++XX36pra2NjY1duHDh0qVL4+Pjq6urb9269fGOCIF8AqDwwMB84EDhgUDej/cRnrdz549HF6/dqrtwld94qaC+80C57Ov8k58d5fjFFXjHnCDF5DlGZNmHZ9hEpNlFpneJkGtclnt8NqwFwfRmErLd47I9wjM91h+xmh5mhm0ywzdb0rZa0rbbzdz3dTzj9p1PVHV58uSJXC4/fPjwmjVrFixYsHXrVi6Xe/XqVTg8FdIfgcIDA/OBA4UHAnk/PqzwvM7DP5/cuvfg2u17567erGr9If106z52/eqc6qUZ5TOPsH3i8h32ZVruTrN9MTSoqxbkEpfpCmtBMJ8sCdmk+ByP3en2C2MtaNvM8c0WlC3Wwdun4WFfbs+8+svHujv+hqdPn164cKG4uHj79u1dQ30yMzObmpqePn366RsDgbwfUHhgYD5woPBAIO/Hxxaet3H/0ZPLN+7ILv1c0nipoP7ckcrGbcW181L4gfGFntEnPGNOuERl20dk2Eak20WmO0RnOMV09YjLhp3iYD543BKyvRLyvMPSrefuM6NsMcM3204PM6VsD153/LTswie+NV7nxo0bpaWlO3fu7FrVJz4+XiwWP3gAl2GA9HWg8MDAfOBA4YFA3o/eEp7X+fPx09/+ePjzrXvf/HzrzLkrJ+o7onmitXnVS9LLvkjmI4lFzhHZ1nvSbfal20c8nyaua1wQnCYO5r8mIZsUl+u2Kdlq+g4zbJN18HYLWpjXgvhcgbi3b4se3L59WygUHjp0aNmyZQsWLIiIiKioqLh69WpvtwsCeTNQeGBgPnCg8EAg70ffEZ638efjp9dv32u9/Gt5y3cFws7k6uYIrnBZZhmaSPeIOuERneceneMQkWkfkW4XmW4fle4U83KauGxYC4L5V0nI9ojJdd1wzIK2zYqyxTpkh3nw7rjsqt//6KNVlCdPnnR0dGRlZa1ZsyY0NHTjxo0nTpz48ccf4VAfSJ+iDwsPU4y+Nb34OluPMEQor4Va0UmrbKXwJAj9ff2NLkJ5zZTKTlpFG4Ur/vBNpQsRlhyv6KRVtlN4UhR65qcKFB4I5P3o+8LzOk+fPvv9/qOfbt29dP12w3fXOfJvDpTLNuSfWpxe9mUKn3KQ4RGdZ7c3w2J3qm14un1kumN0pktclms8rAXBvDlucdmeUTmk9Uctg7db0baZUneGJXF7ZejOe3Dp0iUej7d9+/b58+evWbPm6NGjcrn8/v37vd0uCKTPCg9TjHKk2Jsjw3iNuKAJ58l6wXxYEpReGxAfYTF/0ZTZu+xi+GSuBGGIXvytDOM34YIGjPOPAiNCObW+MTHWsxdNmb/NJr4yqFiEskT/qW09Ika5Z4Oysxy+WD511lqbKLY/Q96rojiIAoUHAnk/+qPw/A237z0899PNms4fi0TnU0+2xPIla/KqpiexSFEnXCNz3aJznCIz7SMyumpBjjGvpomDGbxJyHaLzXbbmea0NME6JMw6ZNesjSkNnZd7+7v8zvz+++/V1dX79u1bvnz50qVLY2Jizp49e+/evd5uF2Tw0heFB+M3Bx0/boNNHTZxipahofoIPVXdlxmpNmrSiOCdduH5PpmngtjNFN5HqI28PSi3BS2ocp2lrwYAAFb6CzPIpXKUKepyHnIuzzspzyOR4Z1xisz8G3sRIUwxXs52QM3VAABgiGpIql+B+IPWeaR4WY1/0vrRAACgNmJOEonZjrN6XwYGQ6DwQCDvxwATntf54+Hja7fvfXvtdssPv5Y3f5d8snl7ce3i9LIvjgtCkli+cfkO4ZlWe9Js9qW/nCbONS7LFa6aOmjilpDtFZ/nsTXFem64VfAO0vy4s40X+3XfsHv37snl8uTk5GXLln3xxRe7du0SCATff/99b7cLMujog8IjxkslfrFbJxoAAADB0FHfa8YEZPq4oOnjyLPGk/ExTlNVAQAAgBGW+nMT3DLEOFeCvsEuRCinAec39ghPiv5lM7oQYUkxfiPOl6FMEUIXoRx5t4/IsR5VFzEmkCMFuVYOw1QAUDQLNY2to3DFCFOE8lopfHlQ2Ax9QwCAqd7ctKCKNkpJC85vwN5ctxGhnFrf2FjrOUumLthu+7zC0/VzOc5vfEP9ii5CWTLsDa0SIgwhwhSj3O5n2kQpO+1/ZOv4IepEoD8q9Jgns62H8LCkGK/xr9fn5VmzX1MvlhTj9tyMI3nHklH9G3bCb8A4kr/+Uvp5oPBAIO/HgBeet3HvwZ/fXf+t/sJPTOmFtJqWhFLppsKaL5J5fnEFrhE5blE5XdPE2Udm2Ee9WjIIDgoaeHFLyPaMzSVtOm45c7fznKhsrvCjrjH6KXny5Ml3332Xl5e3fv36ZcuWbdiwISsr68KF3p93DjJI6JvCI/aLC5s0GigQiZrBR0hF38yqvUCr7KRVnQ+uaqPxanwSMmw+d9MdBgBQVLP+zHy/CGFKsZdv83QxymulljVhBTyvpALSwZdheKeeQcvbqSUvXUKEsOrIJ8p8DhV6JgkCmI3Uk81obonPi494HhYEslpwQQPGqkfoQpTXghZxPBY4aAAi0Xj6tEg+ym1GmSKkuDYwm+eVdMJ1kZ/uCADAxGHkna5Hij2TikiHWL65tWTGm0o3TCG54FRAVrl/TlVg4YtrwqwNSOd4HSr0Ol4aUCR81VmOIUJZdUF5JT6HCj2TOH4nzpKf/1U9wpBg/GZKqYycwfB60XKv1JNYdTOSvnOCVk/hodcjLCkuaKdxT/sl07tdnALSoULPQ4WkgwWkJI5v9mnkpUMyZXh5B5VbG5BW1G37Qu8cISZopfKlCP1faABTipedo3LPBKYW9DjoQY5fnhiraMEGUPUJCg8E8n4MWuF5nQePnty4c//S9dstP/xa0/FjXn1HOKd+WWbF3OP8WUc4QfuLXCKzrfemWe5JtYtIt49Md47pWiwI1oL6eRKyPaJzbFccdJoTGZ5ccvePh739TfwoXL16tbS0NDIyMjQ0dNGiRUeOHJFIJDdv3uztdkEGMn1YeMYABSJRA411SZNQX/VbEyEsOV7aSikT+m8LHW2kDBRGqHtEkQrrMZ7kxYu1MDAly372nLFmOgqgO0SijvPo0C02iVVBDBnOESEMGV5R5b07dBRQVyKiUzfusNoWajRJX+nlJwgGur6hVrFlAfRmjCOjsCq8ts4doaOgbrLC6uBZpKIJZ9aj3BY0u8Bl5hQlIngTk8esOeHDaunZnUyEMMVYySn3pYieEgDDzQ2+YgcUSXGuBC/NtwuyUwdAbdpc62QxmSV94WZSSmU5aePsEQAQ1R0m7eb7s5swlhBhynDu2aDUZOvPp+uPUnx5vgTtiSM/2zT1q0VjNdSVwKgXwlOPchoQeq3vvvUWqJ26JuGNLQYq9gYL0wNL5ChTgnIkGK/Mc8sec397bZ2eV3Oi75g5iW7HT6IC2d+WaEQIU4QVMtzDwqf6Og3T+cvBhmoYU022Z3nT5Sjzk/ZOhMIDgfQ1oPD8Iw//fPLzrXsN313nNVxMO9VyoFS2i3l2cXopsr/YaV+2474sl8hs+4gMh8gMh+h0x+iu+bKhBfWfxGW778uyX560eFfuT7/+1ttft4/O3bt3hUJhXFzckiVLFi9eHBERIRAIbt261dvtggxA+p3wvHiHZjcGM7Nsg+2UASDqWE3adzKA2YixxTi/1mv38jHj1RQAADpOYxfF2O857rw7yTkyyXbRLEMjRQAA0HafuLnYj9GAs2R4RZX3rkUGgEAAGkoaqkT1qXroeuvoVJeoRLtVXxhpKwIAgAE+dQcfKWnCiqv8D6c67E32zBEh7AaMWY8whAhTghSdCjie47L3oN1n7jrDAQDjtL3X2O074rT7sNPuDM/0U0GMv/TaeiE8S4JGEAEYZjpqVTfhCbRRA0DVeM4bhGfDZ8MBUFC1m7irS3jEOP+sX9SmCVPVAABA3XPc0kj7qGSXyEPW82eMMlJXGKKuSCAogDGGXcLDbaAUCbzWTR+qBQDBcCRls83uFOc9R132RNvMQ4ZpKgOgo+27ynxngVdaNZklwXgSJD/Pjmo1BACgbKE/c6djxDGnPUed9xxwXBtqZKQBgKKS1QKL/WcxztunzmOKUZaEkpdkTpqqPsrO8Mt4pz2HnfYkOe057ByeYIk7DCUCoGIyfH6mX5HoX0z20A8ChQcCeT+g8LwHT54+u3Xv4Xe//Nbyw6/C8z/RxefjSyRf5VR9fpQ34zAHPUD3iM613ZthtadrmrgMp+iu7nCwHNQX4xWXZ7P68Jzdua0XrvT2N+uT8uTJk+bm5tTU1HXr1oWGhm7evJnJZF66dKlfj1+C9Cn6rfAwpZQqnut8RAcA4rCxYzdV+Re3UPiNSOyaCdM0AdBUtV/plFKPlXZQy9qopa3UsjZqVSv5SLy5nQYBADB5gWVsJaW0Ga+o8t692AAAAkFL032j3cEavKyVUtZGrTgfXFobFLV05AgNAhgyIiTand6GscQot4lS0oJzxN1mea5HmGKU304tbSbv/Ex/NADAYuSXmeTqTlp5O6W0CWeLXzvlD1Lhacb5zZSUeAtvfQCUFKZ8bp1wCi0/Ry1vo5a1Ukrb8AK6+wqfoSqKBGBo0CU8gjYsPdU+UJdAVFFD9pMKLsw6czG4+kJI7Y8h3ArPeVZq6gCYLLVMPDO9ogFlN2LFJd4bcW1VQDAINtlbjdf/MP30tyE134ac/n56TWdIXswUq5EKYLh24D5SseyfppirR+hClNNIqfwmpKZrJ5dCzlz+jJlqjUwhAFVlo8V2uWfI/L8vFvWPQOGBQN4PKDwfjGf/9+Tps//9fr/9xxtlzd+l17Qklsr2sOpW5VTSDjHdI3Mdw7OdIrMdI7O6Fk51jMnoWjIIThPXu3Hem4Vsz8wvkfT2F6jXePr06Q8//FBYWLh169aFCxeuXbs2NTW1qanp8ePHvd00SP+mPwtPJcdlXtBQAIi6k8dtO+nPaKaU1LjN89AlAjDC0eDrUpQtxTnd3sI5LRRWmc+2kGHqKkDBZeLG/ICKdmpFlffuRaMAICpYTtrFD+B3UNjPBQMrqSfnJxiPHq4IFLQCtzhmduDstzebJUMZdf6bQ0Z2TVow+6g/V4qy3lav+DDCQyntCNi7fMIEADQnDltUFFAs6zbPm4xSWR+YunuilsarMTy8RkoBm7QS0RqmrDjMbtyyIx5pFX5pJf7phR5blhjqEQAgaJHDndIbKVwRxm8np2XZ+g9RVgYEnTFDJpjqTJyiNb4rU4dOMNaeOl5dGQAAlKfOsU5vQFh/uz4StwXniLDcHJfV8w2nGA99sR/tieM1hmkQwFC1cUuh8EAggxwoPB+b3+8/unzjTuvlX0Xf/MSVXzxS2bi5qObLZP70JBZ+gOETd8IhItN6b5r1vjT7yPSuaeJgLeiTxS06y2L90UR2/ZMnT3v7m9InuHHjRlVVVVxc3Lx58xYsWHDgwIG6ujo41AfyfvRb4eG0hBSlWmNmREBQ0qOYH6kN4jVS+KUus92HAQAMXMZuqSQzxBi7m/AwG3BulX/0Mn1NdQCsxq7J8a3s6CY8ZuM3031fDbaRYoKzQdnRU4x0FQHQ8PnaLqXzkwqP6Rc2KZIewlNV6bl5jl5P4fHdsWCsIQBDJ+uvYPoXSvFXXcKkeFltwPEdE7rP0saWUjj1gQn7xltpqGhrEgk9Rh0pGLmPooW7pp5CBXKUIcT47UEp6ZYkBWUlQBxpNszGx8DZS9/J81UcfQxI5NE+IZMXxLvnSRGm6M3CwxQhTDGSWWA/x334SAAUFBWNHEY6ehu4eOk7eRs42uoYaBPAULVxy6DwQCCDHCg8n55nz/7vz8dPf7v38Jufb53u/PFEfWdimSycLdxYcGrOcZ5vXL7j3iyHfZldSwY5vqgFvZgmDlrQB4trXJb9rqzNOdUXrvza21+KPsfdu3cbGhoOHjy4YsWKJUuW7N69m81mX79+vbfbBelP9DvhEaHsRkpFB5Vf4bmSpj9MASiN0cIOeRcJMb4M5Yq9vkL0dQDQMtWdl0vmtVD5L+ahpouw0nMUBsd9vp26CgBDEeMdbHJ5G+XfCY+m73r71H8WHr+NtJEGAACLkXNTAvjvJzy5tv42agCoTptrndaIcmQYU4gwRCi/M+T0Sa8N03V7Co//7iXjxwOgaqRBPe5Hl1FLZAhDiNCFKLeNdlIUcHD1GE014vNJCzooZdLAQ3tNTHWIKtbjtmS5JxW57zvqvPeo896jztE5XsUdISfP0QRShF6PMIQorxXNynemGSkpAQXrDfbpnbNlP4RUdtAqXuZ8yJnLM+u/D6lsej6c6c1XRoqypV7LXXU1AdCxGbUwxetEE63yXHDVOVrNlc9Pcpw/t1MEaqpjYYUHAhnsQOHpOzx49OTa7XvtV26IvvmpvPn7rNq2Xay6BakltINMygGGf3yBc2S27b50y72pthHpDlEZTjGvakFwvux3ilt8tktspltk7jb6mR9u3Ont33xfp7W1NSsra/PmzfPmzVu/fn1hYeGFCxcePXo1efeDBw86OjouXrzYi42E9EH6rPBsfz4tNS3JI79zxskOalkbtbyDVt5EKea4btoz1WuihjIAhOE6/rtccqUoS4IyxQirgZqXaO49kQiAwlDLMQuPkvKbKBXnaOXttOp2vJjpsoiiNxQAoDtsTpLHCRmFI8c/qPAEhc0eaUQAwFCXEucjOE+t6KCWvdsYHqyk1Hmmq7YSAJrjhocc9CxsoVadC65qDDqe6fQlxXCSKgBAQdNpStcYHm4jtSDNLsRKCQCg6jJmXY4vr5VWdY5W3YYV8FyXzjWaDAgAADDWMPSYJ7OdWtHgFxc2cQxQUNDQ8Vtt9vV++y1RtpuibDdF2W6ItFm71yqKG8BsopU2YkwhwpLjzCr/fUtH6CkAYDDMa4Xt4YqgkvPU8jZqWTu1vI1WecY3PM569X6nI9UoU4S8rT9bl/Cs9Bw+FAAdS6MlhUGCTmrlOVpFO55X4LF6xqgp2gBoqcIubRDIoAcKTx/nz8dP7z96fPXmXem3PzMkFw6Uyfew6jcX1ixIKyHvL3Lcm2W7J8MxIsshMsMhMsMxJhPWgv5NXGIzSTG5q3NOfv8rtJ134Oeffy4rK9u9e/fChQvXrVt36NAhsVj89OnT/Pz8yZMnk0gkuVze222E9CH6pvBI/WK3dS08CjTHDJliM9zcRtfUWtfUdriZuc4YbSIAQEFtiG3wlK1M73wZzn45ekSElojIRxIsA5w0lQkAACWDaTpm9rqmNsMtrYca6CoBoKhrN/rLVM9CMSqQInQZXlnpteOLEQAAMH7M+iIfVusr4Sk5G5S1b+IwZQCAittXtinn/k54mGKUJcQLj5r7WKgDQCAMVZ9sq2tqO9xiptk+tj+7EevhA28UHgnOESPsZrhjdgsAACAASURBVCwtzhK1UCUCAAjKYyx0zOyHW1hpj9JRNpymMc1SVxEABfMJ23n+7GaMJUJLpejxJBt/CyVlAMAQtbFmupb2wy1tdcYaqg3XVzJz1xsGCEBrxOzDJGYbzm3BmNXeO+cajXkxIfXLiam7/qBkNNQMMf463bOoEWMKUY4MZZ302xE6esIoIgBASVfD2F7X1FrX1EbXzFrXfLyGqiIY5mm4loFzJG+dtIApQlhiLP+IVZDNEAUAgKrqROthZna6ZtY6Y0Yoa+ipDFEnAoKi3nybHCg8EMigBgpPf+TJk6c37tw//9NN0YWfqlp/KBB2RvPFyzLLpyexsER6YEKRR0yu3b4M671pNuFp9lEZjtEZLnCauBdxism025f5xbGSb67Br/178vvvv58+fTo+Pn7NmjUzZswYPXp013uNiYkJm83u7dZB+gp9UHiEKLc5KC3HcZ6Pkau3vp3zCEs7XXO74c9jP8LOZ+qmPM/0WoQhwfgtPaYlYAgRugTjyXCeLOBolsM8bwNbh+EvP+s6a8K6HL+cM5igEWNLUHo9wpBgJTV+iRHTXLwNXedbxgj8mQ0vzESCcuvIJ9JtUIqRi/f4pYlu2f+4OKYI4UgwFttt9YoJDq4jLOyGmzuOsF5qlSAIFDRgf9mSKcZKatyXoSOVANA1G7WSGVAk6ToXlC3DeBVee8OMndxHWtkPN7cbbu47cUmSB13il3TAOsjbyHuJdUJFIEuOMoUIQ4xxGnB2hU/MzqmeXnqWXdu7jKZtd8w4659d6DQXHeNCM9lS4MtsofDqAg/GmnmaqGqMG4rvdjpaRj5R7Z9d4Z9VFZBf4Z+aZOM6VQUAoOMzbgMDE0hRpghhijGeFCk647VzzVQ/lxEWdq+up7njuIXxLqlicnHdPzoAypVi7NPee8Km+bjpWb7YA7LFdj/fLyrMxDNgLB7peuIsmSuBwgOBDFqg8AwYHv355N6DP6/f/qPlh1/5DRePVjVGcIRbi2qXZZYHJzHdo3Jt92bYh2c4dA0Nis5wis1wjs10ict0ixssPeJc47McojK84wvDGPXyS9efwvmX/zNcLtfAwKD74GR1dfXIyEi4sA/k//qm8CD0eoQlxQRt1PI3payNwpdjXCnKEr/l5ViEsCQYtwEvaaOWdf9gC0XQgHEkPcbW00UouwEvb6OWN+Ocnn3P6EKEKcVLW6nlbRS+HP2bYSrdDo2yZJighfLqoE04W9w1KubFuYtQbgulvDOkRkhajg4nAoWR1uO3nwqkSzH2y/ZLMX7Tq52Ut1IEDRhbgnEa8NI2alkzzhZ1a6oIYUkxXhOl28lSSppwjhRjy7CSVmp5K86VoOwmWn6G40xzABSB/jybNBFV+MP0kxeCqy8En/wm+OS3wdzTAZspuroAaLqPWcvABLLnF4opRtlSjN/cff/PjyJoxDkSlPn3E1L3PKnuOyltwnmy5y0vlWN/M8lbvwoUHgjk/YDCM+C5fe/hd7/8Jv32WnXbZbr4wsEK+YaCU7OPcpH9xUEJRd6xJxwjMm33pVuHp9lFpjtEP58mzj0he2DVgrJc4jKdo7O/TC3lNHz74M8nvf1rGQhcunQpMDBQW1tbqxtqamo6Ojpbtmy5fPlybzcQ0sv0SeEZwGFKkOLTAUeSHbZF269dPNZ8FABEVdMF9hkShC39u2md/3tYMgq7nPT1bF01AICimtM8k5XRDluibDdE2G6Ot12zeZrPZGUiAIp6w6dHuee8HMsE886BwgOBvB9QeAYhj588vffgz//9fv+bn2/VdFzOrG2L4Ai3FJ5enVP12TGuT2yB7Z4M6z3pDhGZ9pEZjlGZzrGZXbUg135YC3KLz3KOzXSIyvSMLdjFErZf+V9vX/6Bw4MHD65fv/7LL7/c6Mavv/567dq1a9euPXjwoLcbCOlloPB80qCcJjSfTwq119DoGjmjr2W91OJgBZkt+qeFO/976lFOE1JY6RO12fJzf52hKqAHBKBsYzh7nXkEwydX1G09H5h3DhQeCOT9gMIDecmDR4+v3rzb+P0vVa0/sKTfJFc372Cc/TJZEBRfHBBX6BuX7xqVbReebr0vzTby+TRxXQrUJ6eJy3KNy3KIzrCPzApIZHyVWyNo+v7O/Uf/fBUgEMgHAgrPJ44IodeR88p807g+KTyflPKAfBFWIv9EA1fo9QhLhpe0U/nCwMwSnxRet/B902sRQSu1vAlnixB6r1+ofhwoPBDI+wGFB/I3PHny7O6DP2/+/uD7678JL/xUIOyM5ok2F55ek1s9L1UQtL/QMTzLZk+63b6MrmninGK614J6pUdclmtcpnNspmN0pkt0XvARbkypvOmHG/cfwT5sEMinBgrPp48IYckwrhzjyTGeDGP3Ri2FKXnRgG7hfuQ+dYMmUHggkPcDCg/kPXj85On12/daL/96qv0yV34x63RbOEe4OKOUcpDhF1fgE1fgHpPrEJFhG55uG5HmEJXuGJ3h0jU0KP6DDw3Kco/PcovLcorJtI/KsI3IJMXle8XTF2dX54svXPoFzjoNgfQaUHhgYD5woPBAIO8HFB7IB+Hp02f3Hv558+6DH2/83vDddW7DxcOVDduKa1fnVC1IK6EeYnpE5drsSbPek2YfkWEXme4Uk+kS9yqucW+dMrvbbNpZbvFZrnFZLrGZLrFdZZwMh6gs2/As+4gc9BBrRV7NLo6E3fDdt9fv3H34uLcvCQQy2IHCAwPzgQOFBwJ5P6DwQD42N+8+uPDzrTPnr3BkF/POdBwola3Jq8ITGV4xBZ7RBd6xBT5xBR4xeU6R2Q4RmXYRGbYR6TYRaV2xjUi3j8zsil1Epn1klntsnk9CkW8CPSiR+XlKyer804nlzfymH1qv3OwL/dbuPXpSc/kG68JPvG+vwcAM7HAv/sz79lrd1f/de8u0h1B4YGA+cKDwQCDvR0pKirm5+Z07sOcP5NPx4NHjX+/88dPNe1f+d7f9yv/OdF4pabqUU9cRxRNvKz6z9sTplbmnVuaeWpV7akNR7V6ueB9Psocr3kqviyttYMkvib69/u0vd679dv/2vUd/POpblZwrvz9YXN7oeqLWv7geBmZgx7forH9x/bpTbZfv3H/j7QCFBwbmAwcKDwTyTjx7seRiWlqahYXF3bt3//JzCATyHly9+2BpRaNHfm0QvR4GZmAnkF4fRK8P5YoyT0t+/d/N128HKDwwMB84UHggkH/P48ePExISUBSdMWOGtbW1lpYWhmE0Go1CoZSVlfV26yCQfszVuw+WVzZ5Fpx5/r+nf7VKOAxMfwtTiDCFXYoxq/j01lz2ue9+eP12gMIDA/OBA4UHAnknhEKhnZ1dz5XBwNy5c7/77rvebhoE0o+BwgMzKNJNeGbTa3cV8r/54cfXb4c+KzwihClC+9TNyfxvTfqPH3+f9L1rODgChQcCeVdOVVY4WFu9tB0ailz9HtoOBPKfgMIDMyjSv4WHKUG5XSvD9JH7U4SwpBhXjnHeb7EaEfr845JPtdbNiwZz5Rirj1zDwRIoPAOMP58+vXznj87//d5x4/fO/8F8lHx378/YrPzxju66JpY2gTi7Xvbt7w97vVWDM2037ly8dffB496fZAzyH4HCAzMo0m+FR4qVnfSJ3jxxksmwyei0fVw/VhPG6sVLKUIYErysxGNtqNEkk+GOC6yTTgexZP+6SSKEKcZKOK5LPjOYZDKCtMouuT6IJcU+rvZIcUG1T9SmCRNNdCZ6TtnO8KU34SwhQq9HmBKM306r7KSVN2FsEUKH3Qs/fKDwDDB+vf8wQnR+Fk86nSOZyYX5KJktkM8WNFCKzwTkVAYz6+eUNH7Gl/V6qwZnMKZwZVXL1T8e9fadB/mvQOGBGRTpt8Ijw6sqPXd8oQcAAJPGbqT7slrxXhYeKaWK7TyXNAQAgraXcdypQJb8XYRHglcUOeB26gAQDXGzpPogluzjCg+rkcJmuC/3UwMAAFX9xVleRe0UthBhy5B8gffe7dPmf2WyPMk99RTClfTehR2wgcIzwLj+x8NttR0BdKFP0dlen3lzwKaoLpAuRNhSjCNDWJKA4nr/4rreb9WgDKnw7HS2iNdy4ef/3Xr8BNZ5+jFQeGAGRfqx8FRWee1aMAoAooLZ+C0MX1Y7tbSVWtlJ60pFB4UnQZlv2QmnkVLWQXu5cWUnrbKVwpOi9LccjiXDStp7bt9GLZGjr7YRIQwppZLjMt9fGwAl/cBpCS+Fpx5hSjFBG62yk1bRTuGK0TecmghhSvDyYscQ1yEAqEyYbnFYGMRuppZ3O2h5K855+RiqR9gNeGknrbKdWiJHmUKkR8vrEaYY5bfRKjpp5c04R/yWEo0IpdcGZfO8koo8k3j+J86QGSKELaecvBJcXORC1QMAgKEzLBJrg0XfBVd2Ust61NBQbjOlvNsFKWvC2GLkbRfwtaC8lh4fr+yklTZgbFGPPTDFKK+F2mOzDlpFE84WP9+A3nVt22mVnbSyRoz1l2JU/at2lrdQuOIe585popT12DNV0LMiRxciTBle3kGrbKVwJShThpe8+M684VjvHCg8A4xf/ni442wnyhQFwooozAAOU9T1QhzAEFGKasOKBGdbOu8/fNjb9x/k/YHCAzMoMiCEx2LiDkFgldQ/PNLy82XGc5YZz11hsmCTY1INmdtG4Yq77UqMchvxklY8O9dl41rjOcuM5yw3nrPceM4Kk3mxzkdPIpVtFK60u8agbDle2kEpEnjt2Woyd/mL7Zcbf7nTdh83sKKVwu+qw7xNeMQor4XGLPeODDf5Yrnxl2vtEioDiuXoXys/PYVn4mzrdDnKK/FYvdF0TtcZrTJbE+ee1YTxG3G2GGVJyakZzl+vNgkNs9xFD2AIUXa3t3mWHC066R8fYbFkjcni/a5HKt9SohGjvLOB6bnOK8OsVsa5HqsOZDehGdkumzcZT58+2lRHgagAhljoB8wzDl1lPGeV2erDpFwRmSlG2XK8tJ2cfMRh1QrjOcuN5ywznvOV8eo0r9w6jC/7B+dhilFeE17SGnRkv/2Kla9+BXNXm2zL9zkhpHDFCF2IMCUov4XCkyJHD9gs777ZGtOlyZ6FEqyiGWeLUbYcyWV77txkErp+2rpMr5wzKK/bmTIlKFNEPnbEbtXaactiHQ5WYiwR+rwBzVhGquOar7r9QtdZRfEDmM1UgQxlChGGGGXXkfOLXFZtMQuNcDpaizB5pLANxnOWG89ZZbzqGCmjBv1vhS8oPAOMHsLDFCKfaBgeDEzvJIAhohaf2ceqEHdcePAIdmzrx/QD4aELEZYU4zXgPBnaB8cbMyUYrwHnyTG2GM4w3HfT/4WHqKgwaQxlxig3R02dYcrq6opqGkRFAgAA6EweERzpfOwszpMiDCHCkqI8ETn7sHVQoJ6+piIBAGUNoqqaoqoaUUUBAEDUHj+MvNIyqhrldr3yihCOHGPmOy/4wmicvqoiAAqqXdsrqikDAABRb4hb8OSNzEC6DONIXhOemkB2K7VUiman2U1301AFQGmUduAmx6TTZKbstTkJuguPgpqh84RZ03WmTFbXHKKkrq6opqEAAABAcaLPmKXZPickuKAZz9pv7jkKAAD0EbODp4PYDS+qE2KsRBZ4NH6aMQAAEMxXWO2vpQikb7+GX+oBAMDo0esKffgX8cRtxs56RBUVBSIBAAAIigrKqkRVNaKK1hCLeTYpUoQrxgrSbCio3sihSsoEBTU1oqo6UVmFoKSlYjrPPJKP9Ch89QxbjrHPBB3YZUxy0xqiQACAoK5OVFFTVFMlKgEA1IcE7HROkVAETRj/lF/CTmNrq6FDCIAACCoaiqpqimpqCgoAAAXlsWb6n0e5JNdTyjrwwkLXhS4qAABgPHZDoR/nZc9GMcqVosUMh8CJqgAA/cCJu05SeA0Y72xgWryFl8fwkTpKKopENXWiqrqiirKCAgAqBprWoeZ7GIG8BowhxUrOBKbvnDBECYCxwz2p4wKnqaopKqiqEVW1FEfMNIvmBZU1Yv/h3oPCM8CAwgMzqAKFZ8DwzsJDr3+ti0S3vhKljR96QLUIYdWRT1T4HmN5Hxf4558lM/qS8zDryUUn/ZPZ3sc4fjmnyQzx+++KXo9yX1zYivYX//z6WlhySlk7rbKDIpC/qccQzNt+U/1beBYbEgABAKBsqGU623RHgS9HhDCkQbls1xV+w3W63qF3OGU14RwZzjkTlLR3vKm2IgCK+k7jlqV4nhCTi+sQeh25kO++bo6RkToRAOXJIVOjqxGWDGeL8bw08wBjdQAIauP1qHud084EFdcjxWcR5imfiM2TrY1UAABatoZfF/sVSXGO7JXwjELMjojQ8lrfDfMNR2sCJV1112VWsdUIpxnnit/U0e6l8JC0AQBAiTB02gi3r+2OlgWyRShTHnj8sBVuqk4AQGGswYpc76ImWmWD/57V40cDoDhcEzvkmSvE+RKEIUQ4LZQiuvtSNzUAgIrDpG30AH4r/uZ3LxleUe29d4kBIBDBtHEbi3xZLTizDmE3klPTHCjjiEpEoD/DLJxD5kvIhWfIRXUIpxEtrPQItdBUBkAnYMJmPloiR9kScn657641E2dttYriI3zZm4WHKcM5tQEJW8dMUFUAqmqTZ5rsLPbjiMhFdQijNjAn3T5k+qR5cc5p8hBBpdfWeXq6AABFNZOZprvZfsUSpPgswqoLzMi0/8xNRx0AoKHls9UuRUIrbyInH7F00CQCoGi91vbgGUppl982YoxTAfu+HKmnDFQmG8w76stqowjqAg/vnTRBXQEMUbdbaXWwChXIUbYc59QjqYesvEyUlAAYTZm6qxzjN+AlZwMzIqYY6CoBAgBKSgYBEzYX+NPryMVng/LPkIv/61MGCs8AAwoPzKAKFJ4BwzsKjwhhyQKPHXPasMl8yQazhWunhb6K6cLNNjvy/NhtFEHDh9MeGaWynLR57khFRUVNp8m7eX7s3p2kqnukWGltwLEdE4dpKyoajAo9QmK0vW/bRAhLFnj0qNP6TeZLN5mv2GsVU0pmSnBOd4MSo8w6JPuE8/od5ku32YUX+Ra/RYpgXk8/F56FBgAoEMaOnJfixWwLrmjCWBKUJcEELTjntPcSd20tADRJY9cWo5WdSGaOQ5CuogIA44Kn7aukVHXiHAnKlqBsCcZppFS0Bu1dNHacAgBGGv4xPiw5xq71XOQwVBMAbTvDpSeQ0g4KT4axJShbgrJklKoL2PFYc0dtAFSBySqHYyfxkiZKJcdlfoAOAEr6pIkb4i2nOw3T1lO1mD55c4EfvZkq+JtS7EvhcdMCQEnfZ+KOMnJpG1Ug7zojvOIcnp1h7zeKSASEKUus4yvx8k5qcb7zPCdVAICmy9RwQQCnGWeK8DKZf8zWiaMJQEFbd04q6YQc573t3xveJDxsESbowLJznIInEJWIYNRnFjFlWGUzxpagLDHKaUSLqjyXOw1VBUDNyuDzJFJ+TUCxnFp1IaT225DKFgr7beOFhCi/DUlNsfEeQgAATFpsfaCWVtOGs7qupwTlNODl7dSSBkpJW1DsVmNzFQA0FR03uWRIqBWtz39TLClW0kbhnvJa4qatBYCKk9GyHHJ5O4VV6bdrzvAhigCMNVh4zIvdhjFFmEBGzkq3chquDIC69w6HjNbgslYsJ895tokKUVHRbKlVDD+wqNovTeCbLvDNqPDPKQ9M3j3RRI8INLT9d7gWteKldUGZ4ZNH6SgCjaHuX9sdFWGVTc+/AGzxf3/EQOEZYEDhgRlUgcIzYHgX4REhLDHGr3ULddcldq2GRSQoKil0RbnrR1qaDrRJ64v9CkQY+z+UO15FRqksJ238bAQACsq2E3f2QeHZNl5TTQHojvwy6X2F58WFne86TPHFQmPDrSdu4gcwmnHui82YMox1mnxgjYEuEQCg5bXFubANrinyb9PPhadrDI/lxJ1cf27bqzoGS4YxzqCRS/TGqgEwVf+zo/41LYFHYownA0UAVPz2OibLaPzuXxERwpJRi5KtydOIQEN96honppjMott6jVEHgGA6Z1qMkMrt+Y7LaqSxme4r/TWAMlEJM00sDSxvoVZyXOYHDgMERTU9rXEjAQAKE/wnh/HJpd/S+H9/2/ccwzPpM6sUKZktfzVLG6eZWsDwXOGlqKwM1AONdzGDypvxUnlQUoyZtTYAyqqkPc4p9dTyDmp+hsMMMyWgShy32D6tFi1tfGsHszcKD0uI8lrRjExH2niiEhGMmmUeJUDLGl7sRIyyhQij0Cn0c8PRWooAAKClPAWfsmir5Zp0z1whWtaAvfkXJ8ZKJf77d08aDYgKQB2NcUmT0d5gYmK8rN5z4zxDDQA0DHQX5vvmS6ndJxtgSjFWHZocNn6yLgBj9KgJnuVNuKABzcu39zVSJQLCpLnTIk7i5e0URon3RnSoqgLQ9JmynUmuaMEFHUFHDpk7AyIREBSJ4O1oOKyyz2l/Ljz6OkSgo/fFYRL3PP62OTDeK1B4BhhQeGAGVaDwDBjeXXgqXOd56RIA0LMx/Irhn3eaXHg6MP90EP2kT9SmKVYGSgAADYuJYQI/ZjPG7v5xMcqRYfxmSmkrtexFSlso/Ia/XX5QRqksJ236XA8Aopr9pF09hYcpRrnyv+6zrJVS2oRz5Rir6/2hHmFKUG4TpayVWtKAsUSvvWGKUG4TpbSVWtKIsUUIQ4gwJRhXjgta3rBbnqzb2o9dwrN9wlBNItDTn3f4vwlPheuXnrrKgKA1VNXQSBUAMMJj6m5+EL/9eV/9LuE5tHHMGB0A1IcF7XQpbO0mPCKULcV4jXhJjzZTy5op/AaM/ckWeOyrGSDCs4vXU3jkGLMOi16sN1YNEExHfZESUNMSeCTWeApQBEDFd69jsiy4h4GIEJacWnjMKmgqEWioTVntxBSTWQxb7zEaABCmzTGJfl14mmgshvtyH3WgpKCEme4veSE8/tqAoGIQZLrzqOUstyHqQEHLbvT8LB9uI84Tv/0dqIfwqE6abZ0q6yk8LbRCltdKkqKyMhiKTdvLJpc3oswGaskpv6hleioEQJw2dn1BQHV7wPaFRsMAYcjkUesF/sVyCudvr+E7C8/za0WpaCKn5brtTLRdvmySgz6RAADQVJs0fdoehr+g6U2KJcZKpf6JeyaPA0QFoIZEu6RKewqPCOU2UXiN1Eqh58Z5hpoAaBgMW5Dvmy+ldt+MKcNYdeixbeMnDQNg9AhqvGd5I8puwFhnguJXGBppAKA7jBLpWXKefDRumomyAiAOnX7ILaeJxhVhgo6go0nmzkBRiaBs96XxihjHLVE2GyJsXyXSdnOM3Zb9znFMv+IGrORsYEaX8GiPmJXgTn/vOvWbA4VngAGFB2ZQBQrPgOHdhafSdb63rgIAI+1Hry9D2HIKX4ZxpCirOaS+KSBqtZEGIBBUdeZmeuY2ULgihCFE6EKUI8VKGpAsgffWxeNdrXWmmusYm+sYWw6z9Rv/VQYpXYhzpRjnjYd+i/DQRShXhgvk5DQmacO80Y7Ww4zNdYwtdKZaDJvmok/aZHeY68+WY2wpxm1EM7KcFpL1bHz0sXC39NNo9773bBnKqPXftXyil6ue04Jp25lknhhh1Pmn0J0W+BpYWehMtXixW+eRbuvtDpYE8eQYu2vWog8rPJVdJkkY7z56WYKtzwQVAIjj55hGVqKljRjjb4WHKcFK5Gjx2YDYcHOqu66JuY6xhY6xhY6xpa7FrKlrUzwZIvI7rJUyENPPhaerS5vhiM8OkwqbaRXNOEeGcRrwshaczXMLcRiiAYAhNmlHOa2iA80+4YQbKCoCYIQa7yrBK89ReDKMI8M4MozXRKloCtjx5ehRACiO1wk+6stqwFhnvJe56QwlAC3LUQsygwQdFH4Dxu36iJxSfR49HD7NSh0ANSX7bc4ptbigsfsYHtMkMcqr8lzmr6tGAGCUVsA252w5zpe/pfj4UnjctQBQ1PMYt5EbKGilljRiHBnGaaBUt6LJBy3tRigQAMFps8PhMzSBFGEIUX4rmlvkjBsqKQGi9Ub78DgbdIICGKpms9GtQITy3jKc5uU1fJvwpGc44KMVlIjAcK5lfCVe3YpzZBhbgnbdVPxWiqCZUtZOq/4muLKTVlEXkBpnMkmTCICy81c2x5spb3pmYYJ2cvJxaw9lAgBgXKhlwilqTTvOkWEcKcZrwvmNaEaGa2KxV34rmrjTxEYDAHWizRqnFBG1oo3y4rLjZe0UdhVpvr2WOgDaPuPXMRCBDGWKUI4UZQhcQiyHKANgRJuyMdlthYcaQREMC7FIKEfKm1CGEOW1Ytk5ztMnExQUwJSV9qlNM2VXplefD66+EPz8vxdDan+YceZicFkDypBggjNQeCD/Hig8Hy4ilC3FODKMLf7bJxhMbwYKz4DhPYWHAMAopzFba/CyzuCqDmp5B+1UA3IkzoxkqkIgKoyfbhFTFsR+PictypWjdLbHuhmjdNQViLrqEyxH2LvqWbv+P3vvGR3Vte17zspSlXLOOeecc6qwU5XIwYCNMZiMwRiTs8lJiAwCISShqtqVlQmSUOVSQuBwfM6575537zs9+nb3GN3jjR7j9Zf+oIAkBDbGPrbF/o//t9p7rblXhV2/vdacyzst1S3IhQZ0mm9J2I77lfKB2TZUnB14UPUA+rA5bw3qyWXRAFi+cW6phV6puV6Zue4RAWwAYPK42etST3ejuhdihbJwg8gJAMDfb2NDmXSYGJ96MmFqA3K3Ni7JmQ5Aj1+ZeMFardGVfrnAjcNiuEe4JOR6p+d6puR6ZeS4RwXbAdA4od6rrhQ1WMRKw28CPHQAn9zg3W3Cu5eTUrwZAPSIBXEHO9EOG0rODjyowoyq+qrOfhkZH2YPQON4OCTke6XmeqXleqUmO3KBBsAIzglaU1cps6Lkr7LO8E/oPznwrPEHGg1oY3CQRwAAIABJREFUwHLjhmPR22+XPnwqaHxUefVyKhHDBQAI91xyvlBmw0gLrn4qvLwnONCZDkB3SwlYeb7g9hN+fRe/oavq7sPc1Yi3O4sOHo75X2TWG1HSgikMeFNtfEEUBwCYvu78XZmXO6rqu/n1nfwH2uKv14VEuDGBxQqqjjvfJVRYcfnMKm1C1YhE/bhq/6bAGGcAOidpfuLRRyJyAFO+/mmbWrSADsCi8YJdUtemnCUrm58ImjrLvtkZmeJBBwC7wvB9skqFbXJ+E1f3Cmv3BHrb02meXG9Pe0dg+uaFHnyKyE244u1v/+zAgyiHiMbmwo8zGQDATgxef73kQZ+gvr3q/mMhaRTeb8peIgpfeTjrYqewobPq/hPRfU35vs88vQCA6yw6lHvXhitm+7kkrZiis+LoGn8XFgCLE4JFfllX2vxY8KCn8sbDnBUFXr5sTv7m5IsDCzrbSnYucWcCALBD0OivGkrrnwrqO/mNXRW1NamiBAcGAER7r6wplg+OT+vJzShpQq/uD0/2ZIAT283f0YMOHG/3zx6UNdnEY0+Y5GZc2cM/ty80ikcHJjuoKHRjbVHdU359R9W9Lv79Dv69W+mEyLtwTfyxNkI5VrSAAh5KP1e/CHj6UeUg0Toqbp/NrYP47M8757z7hA1dVfc6+A+eiqQf5gj8CUwBz5zRLwMeDzsAthMnKNk9MdMjKdMjKcszPZbnwASGj4twd8rJLkxrI9QmRNqPyK2EqrVkx0J3JtDsC4K3NvG7/rbI9B8L+/9jkeHf5qvIgpWlDlwAL2HUbtVshV5fB54hXDUgbrqftTTHDgDYkb4LTxbUW/HO76s7Xki6X4rVnSU7PwkKYtAB2Okbks/3SDpHkdvXMyq8GDSgRXyScroTb7OhMj2qGsKataUbihy5ANzcsK1NgtbnuPwJ/+rNrO3fZF/sxbr/2yLDPxY++8dCy/+2qL2z7NMcexaAfUnElw+FHYOozIz/JsCTGbi9E1GY0Nv7I6PcGMBkJX+UeKkP1wzhyteAR2nD5U8EJzb4BrAB2A7py5K+aRfqvpN0vJB0vpB02kTXLyaVxzsC0JzSvDc95D80vGEmba77Tww8XZ0le5d4AgDkhixdEFSRxHO0B/pY1TYA4HLjcsK33C1tGCY0BkSqR0gTqugT1Z5LJAgPPzsGAEwcCgDAdOdFlkZ+drGowYapxx4rGhClCbtXl7X6Y99IP87UJA8aAI3H8k8PkuzOvqpHVGaUNCIyM9FF5i4rdAAAx+KY048EpA1TWMWtI8KaY3GFfmwAoEV6rakrbTQRM5nHgMhNeEdzFpZkB0y2Fxb1GeYVF8xhMcaADgAAfFxL58Uf7hLIbbjq1YcVVQ2g0q7iz/Ld3caKVwc5lx8tVdpQ5U8+HB2DxpVeAADBgduaysmxms4mTNMnvHUuoSDJ8dUFO/IS1mY2WkQtspzFaS4sGgDQaK/GkOGf4VF9LKf2MaG1vLFHpRUnnwqP7Qrnp45X2qbTgEYDoIODn3MsFvd1U7l0AFNbcXl7xdE9EXm5Tg6TAUx0xQtyTZqfsKelQjY4dRwQ0oSqrZW7Fvj6jUdED/0s63YvorNNnbnGlH2i2hNxQr6rJ21Ko+NiOAc5FmxJPD4GPL2C2wfCHJkADFfJyQLpKAU8lN6idwYeuQGRmwU37uTv/yZ9x7G0L46kbjs8xUfSD9aVNAyJ20fF2jfNDP/B3Y/IzZjmubh9VNxqw0jDz9iY2Igq9Sh5Mzk/kefg7Fa1K6dhACV/hRohlH91U8AzZ/TLgMfTDoDtyAlIcItLc49PdY9PdYvP8kpJdA7wZHJ8eEFo+NdNFXIjrjKi6lHk8qmkAgdgOHAz1sRvO5n19fG0sR+6L77J+Pp4xpZlPq72ADx34nhBy8hrt9qZwFOlGCLaBiv2fBzkC8D2dxBfLm8ZlLRO1GiW6lH1c0L1tPILgZsrA5iZgWvvCjpGCfWjyuOf+zjRANw8ll0qejhCKEy4Ts+vORIRzKKDk8fSy4UPRwllPyIzopqX83r+Pr+1q/TI2Veh7tiXsqzSmcsBSA3aUFfeOYT9dsDzhVYotxI6E1ZzODzNkwFgF7M8/pKJUPehNTunAM9zXDeE3L2fXu7EpgMtZmXCqd7qrpFXCRFyE9b2krh2OC7bjQYunNQv8xt6UY35Q5w8/9MCjxFV9fJv3cvdfDht6+3SJjPR9rj8m7Op63cnrd+dtP5Ayhf15VIr3j6Ik/opd1kjqhok2l+idXX5X+9NHj94d9L6vcmHpBUPB6rbB7FpsxMGVGEl2r/Dm9Ulh/Ylb5g8fnfyrluFd02S9mFcZUInD1Y9rrx4LWvLgbSvrhff6xPJx+7TRkw3gDaQRbv2J2/cm7i/qfx+32ylSwyosrviTE3GliMZB0m+dgCXkQVfHR4PcsPxzMMqQesIMUtddjOmMhHy2rikICbQ7NM/TarV4z+rjJgRVfUKbjfkbjmYuuVcwbVugdw8cZYJVVtwdUfp3hNpG/ckrd+dtP5oxr6HFXIjqjRjmkdlh06nTx2NrcfybxpQzYxtXmf9wJkwzZC4vafimwsZ4y3vTtp0OOVkm0g5JNFZUHn/2MajmO45obMJas5kbtsz2VHS5uNpZzsR9ZCk1fZayTsDIjfhzeri42dSthxI2X4643y7qEX/2j9FI6oaItpGkZvXc3dO/QzsTlq/J/tip1D1glAZEJkBVTwTNZGFXx1L3XIs55y6SvYrF3+kgGeO6R2Bx4CSJlT1pOCjbFcmvEEcVlCOT+nC6J2N5U0DhMaK/aplM35ro8oBtO5B/voF/kWo/4ITBTcfo+qfvMuOAc/VhOQgJoBD/tas+4MU8PwxTQHPnNEvX9Lmkx206wne+qK6c1Tc9lzc/rK63SS6ejZRkGYPAOygwI315dIRcfu3VSe/jkwAGgCNTpvtt45OZ9sx7AJ85p8sePiTwKOpUgyL258WbZznwwJwifBZL69sMk8v32zBFD3I1T3BQa4AoT6LL5V2DGHqAbRZUfxJjoMdgDces1+LPfoeb2jMW5bIptMhdE3q+W68w4bK9KjSJrory/tMFJQWyKbP+uOcG7LpXsVvDTxSI6a0YDoL8s2WkAgHADYnbXNOXS9yZXdIyCTwjBKtJuHN83HxXBYAu+irjFqzWD29KJfcIlE8yFqcwwaOnc/HqfU9Iu3b8x3mqP+0wKNHpAZUMUB0jIo7BjHSgMjMmHZE3PFC0vFC0jEqbh/ESMMbSySrBom2sSMnrLNhijc9gOxHFFZcN/34tkH89ZVpUiOqHiI6XojbBqf9z5bqUYUNb3sh6RiVjBHLrB1JjahmWNwxKm61ojIDQlrxttGJHp+L37ChJ6qwovKuyi+rPbzY4JgfskWKtA2gP3OnZKkBVdiIjhfijhFcaZy5g5Xcgrc9F88IQKpHZGZMNznULyQdLyTtz4nZ9xd6k03TWmh/LtZaZolZbkA1I+L2aR2JNW8FD9KC655PHGl+y5GoamjmZ6DjBaGxvLoK6dgIjIo7Rgm1+Vff3osCnjmmdwceI6rS5S7KcwUAn+zAjU3lt1qr7ugqbmkrbrfxb93O/vxj31BfNgCAs0Ph2rQznSLF4PRv2Rg1DRKto9M/ySOExor9NCeY8dbn4o4RQmNBZSZMPUi8amH0VbWimd9KI6q0jn/Lph7fOjClClA/orARj/5RXX89o4ILABC4JvOGvrr/x+qOUbHO9mZyGwOea4lpYWygORVtz24YwTXD4s4Zgc24NAMiN2KqAbx1xjf6uVg3gE1dsK6w4a2jko7n4tfv99J+hDRj2lFJxwuxzopOPimTG1ClZcrNZeyHaIRQm3/2ju8GVGnBdaPiaYHNNmv3pr40U/syYpohcfsLcfsIoZoyjS/VIwoLrhuVdIyKddY33mV+PVPAM2f0HkULMgK2aYRS45TfCivx+Dly81RMGDAA2KUHsq+aq7u+E5w7GJNMB44LFz+dX9suvN9WcUtTcUs7YV1lXVtVXTu/oWe2TUVnBR5jybZFfg4AjmFuq5uqWixitenVKeQArugRnvjU19ceINZvxdWK9kFUbsI0JqTxelyCOws4jsLDBYpB/vGtQe5Ao/n4bX1YLhsRK/So+jly82a6KJgFAM4RXouO51zU8e/qKu508u/JSveu8HLiAqQF/zTwGFDSjCrMP28fizcAj8KIyE2Err/i4GfBgfYAntzyrwuOfxkS6T05w0O02oS3rydmcNgAjKwvUmtM81qn7jVvRFVD4gdXUpEIBnA5YesyKeD58wEPZZkeIS244gn/zLYANwBgOAgP5N6fTMWj/Ic2BTxzTL8IeNryluS7AkBAceiex6hqgNDYMJUVU1kxlY1o+45QPSrZtTjAj0YDYKZuTDmvl+gmbupyI6a1YXKj8OKZlKWoX06Jz7jL/Io+TzrQXKm2YsoplR6n2Ygq+0XN97MWLwsuX5O4Ty7oflJ++lBsTolvdolPTrlf8cLYrddLH1ox5dT7ogFVWzH1AHK7MX/z8oD8Ut+xHrNLfAsWRa6uLZb2i1Q2TGFCFWbRheNJixDf1GQXbw4AAxxCXZMLfPPLfHP4YctPFDRYELlhtj8BU4GH7ly6K09mqrx8OrG4wi+7xCe7zK+oOmrdxaJGM6qc+uDjGUJaqmoupy2eCCmnxCe71LdgadTaa6WkCVOZUdKIkkbRxW+SFqEBZativrhfRRrRKUSHKgfRBrJo20dBVUTAJzVFt3oIpRlVWTDNIHKXLP7y4+DiUp/s8RH2xz5POt4mlFpwtQl9+9NchQlVDyJ1ZP56Irio1Ce7xCe72KdwWeTGOxUt/cgkxkgNqMqCaQeRe4qSndP7QtclHWsTtFhwtQlVmLCHsvxNa4OL+UGSz9MuGBCFFVPoEWk/qh3B6pvy1y0MLEYDlp4vvPMUfbX64DcxBTxzRu83w/N4YoZnRNz2XNw+KtF1le751NcJAMBl3vmCu0Ni3Qhx71ZWdTQAA/xXpV7owp/8UN39Q3X399Xd31c/+q66a4QgDYjMgMgNs31oZ8vh0TzHrhyJz/cEYNLDFyaf6hDpXorbR8dj6BxG7txMK/FmAdAiV8Sf6MY1ZkSmRxQ2VPaMvxvz8GSACz/koy+TiVA6jceI35l7qwdvtaIyPab7VnDuaEwcANPesfpaacsPi/p+rH70Q/XjH+ep2yp2VTvxOADpPzXDY0BkeqTlqbDxieDhM5Fs1uuabWBnAs9YBrJF3GauOLQhwB8AHB1yClzdXRjgOJ7Dox7CmnWlG/J4dgD2sf4ra8rlz4m2UXHbc3Hbc3H7CKHrLd1c7eMEwInwWHW38qF+tkzyD8AU8PypjSpsaKO27Mul/ulZHjlrU77RTEtZofwHNgU8c0zvBTz+hSFftYtkxulP/ftR9TChfMLfVe3iygFaqM+Sc6WqYVSmRxRmVNUnqNkbkxbHYwKNybMLinMOi3YOi3YKDeQAANhxEkURX8iEChsqf/3eZsLUz0SNJ6N8eQAejlEZ3jlBLAd/x9Bo54ho5zAvJgAAh5e2JO5YL6IwoqR+jHbQBzcy5lW681h0AKZ3uGNYjHNYtHNkBNeBRQOg+8d7LbxYct+E6YZEp7+OqUxxDgzgOjIB6MBx5wZEOIdHO4cm+WF7c+utyOwTUJPAE84BjlNEhm9eGpPr5xAc5RwR4xLhxwYAYNjHiiL3dQvlJkxhREgz0XQ9FcmwZ3HZ3iFOodHOYVFOodHOEeH2PA4d7HmJC2JOdYvkVlxpxusvxOf5AQAjGE+41I+Q5olnsSairb/y6JZAFwAAe+xsfp1Z0jaAPmzI/ZjwcnRgcNzsA8OdI2Kcw2JcQv3sHFhA83XI/DTtUpfojVSpR+RWXKkq2rnc18WNae/IDQhzjohxDo939vVkOwbwSg8VNvSNLfNDVVb04YPcT8Rejg4Mjqt9wPS+wNchY3XqxU6R0oarjOWH1waF0gHozIQ1qZd7UM0AoX6Ok405SwqcAIAbHbyppaLZ8lvnJVPAM2f07sDTnrei2A0AnMLdxQczdp/P3ncua8/ZrL2XcvfsjhOkcwEAuHbZmzNrHyEaKyo3Yhqj4PKJ2Ew3BgCwgr2wbcl7arP3ns3acyH7wJmMHWuC/D2Y0Utjj3dIZkkDfn3j0SGcNBGtj8oPbQry4wEAsGJ8F+xO3Vubvfd89qEL6Z+vCgyiAQDLVxx9UMHXDWKTvzAKA0Y2pRRHcgFoDCaDAXSnpJCDHXzZeIE4VDWC3r+XvTieDQD0MB/JztR9tdkHa7O2bI7KDmDQWDQWAGQFb7g7BXhmbDxqwrR6wY1z8Sn+PBc3TvzKuENa/C3pza8GtjN/bGC90gO2TQEeWT+iGCKUnWW7PvJxn1xW5+hWtTe3aQQjTZhKjzbdSi1L5gEA2PFSFsfuqMnaez573/msvYdiS2N4AMCM9iJOFUrN6Adb/ZICnj+/DYjCimuHCN1Y/Tdq3P4cpoBnjuk3AB49Ijdj6l7R7SPhAe50AG7RxvTrL3GVFSefCE5u9gtk04DBS5off1DNV78Y2yCPaO2vOnMgJjPIHoDuWRS4Sy2SGV9bnDYGPOdiI/w4AMDwdUhdkfj1wyrdCNE5Km57XLl1qU+APYA9L2Nzbr0BUVox0oTXXYwrCWMDMDzSgz+9WtI8iLc+F7cOizsG0bt30qsLXNkA4OW0qKbonkGsteEdfxXfvZ4p8gaaHUStz7rWK37yUqwbwtVvWZU6DjxJaZFcAKB72MctjNt6r0I9hHe+kHQ94+9eGxTuBMBmR3+ccaNXpLRiciPWoi7auzfp8xO5twclT/46/+mP857+bb7+b5JrR+LSPQB4zNhtOXVPUa0V09n4Bz4LCQJg+TkhF0ub9NjYMhjVCH73SjoSQgcOPW5tZs0TVDMsVsqyl+TxgMb0QiL2q0Rdf5nf9/f5T/++sOc5fvVkfEEIAIuZtiOr9gmmm319CKZ9KTi9JzoOABzsKy+Wyr9dqP+xuus7ooksPnw8afeDiqZniMKIyM1ipTx7ab4Djcb0FIXvm9HXqfiCUAAmM+2LzNonmG6A6LQKzuyLiuEBACN0YcKJbkzVlrsog8sAhq8k8lQ7qrLgv84O928zBTxzRu8CPHpEbkTVhuJNqK8PY/aEHF6gS9nniZsuFtcbEJV1fBWu3Iyp+tH6xqz128LSPexmJi7SHLKWhG++W3z76SzJAmPA89VybwaD6ZAdeXBiHx65BVf1Ce/Up3+yLjiBy5oWC48ZXx398YmiO30i9eC0pBq5CVXaRJd2RKb6MgCA4cst/qakWY9pJpeBGVGNXtTUkvfpqsBQh1eRMtw5mStilq0LT3VnszKCN9RPAZ694W7OTIav76raceBp7edfPR4dzGEAgJ8kao8Sb7W+/Y4wMXVW7sFi0Pyyg7Zrp68V7EeVg7iyp+rY5qAIBxaDQWNEeM87XaQeQuUGRGZEFWZCri7afzKmKs3Fefrouqd7o1uzjksrFcMfdK1/CnjmhA2I3EDt+/HnMgU8c0y/CfDIzJj2mbDxfGywFwuAW7wp/dq3ROuw6HZdeimPSQNazIrE0z3VXa9WjSOkBW9/gV3YGZnIA/C0z9tf1NT/2uqmCeAJ92GCnXP5npzGF5KOQUxuQGRGRGGVdD7MwLO4AJwwLOGiQaQcxBS9Ratz3HgArlm+61vQ1ueEaixjx4DIDFj798SDe9lEBBMY4L046ZQObRvA1KPo9Zq0Ki+g2UHEmvRLnWib7afSC18taeMAzSF7Y0bdsLhzCFeMLXexSbqVuSvKHAFYXoUxJ57w5WPpQGa8828Lnv1FIlUXHb6cfaAm50BN9qFrhYf2xFbGMYHDclmSfLNbqLNhpE0sb8xelssFoLvlRx3rEJADOGkk2npKti/15gHdKTH4QLdAMSzWDAqPrw+NogM3xB05lP3N9byjtTkHLmUfuJR98EbBmQsZa0QuAAAxwV80VihGZts8RI+qRpDbNSnCAAYAOFeFbzyZdU5V2WSVPP3rvCc/VLfZMPnYJQ8Kv9kQGk0HbrA7cijr+I1pfZ2+kPEZ6gIAEB287UGFYgQnrbjWKKg5HJPuxgSgJaABOQluXB4jEo8+2IVqrbMnX/3apoBnzujdgEemR+QmUWN75U1Z6RVZae1Ml91sF5Aj4vYRfNoT2H5EZkBVQ0T7c/yhrvL69LOukFXSAUI3jCtnTaU2IOQz4YP2iiuysquaqsa+iTyffkRmRNUjRPsw1qiquDqlwavq8iYL0T5CqE2v5d8aEdJS3dqYJkqxA5Zd/IqU6/0IOT3jV2pAlQN4mw2pV5VPXuN1XWWLTdxqFtWpymrVlfd7ROM7fvaLHnZXXSPLrigq6p8KZcbxMWzpEdSRZVdkpbc6+c39P6vyivyZsF5XcUVWel1T2fBs5qtSPaIwo0qT6K6y/Iqs9Iq2sr5HNPXLTlqJ9peE4ong1vThvfNUpB6RtA28cS76AzEFPJQp/y6mgGeO6beZ4bFgql7RjQOhAa50YDnzd+fc/1bcbhJcORUTyWABcMr3ZV+zSGbU5CGtYnldujiVCfZ2IWszGp+JZpZHmwo89m7Y0QLp6ETXBoQ04u0tWXiBAwAzOCvqiFGkGMCVZCYS7wgAEVjU4V5MYZyWsi+3iVW6st2L3YBDg+LIg/KqjkFc/Ry9dukV8FzsQFtnr7wyxdOKFjiXfJnTODxRpc2AyE14pypvhcgVgOEZGbr7cVXLAK7QY6ohQW1N5scivzif2SoqObK9V6beeiTUWTGZAWsdEp7eGxPHBpoDp+BQ/p1neMcL/PqxhDw3oHlwC44VN+sxrQ1TD5d+gfr5zShcP+OpNI3GiAvZ0jBR0H+Wy8G0/cK79zIXin28xx6Ge/JiSwLRT2PW3iiVm1GVESWNqHq4dDvu5/8TfQEjNmTz/XJyBCf7EbmVaBtC62pj050YYwf4C8N3d4q7Bv9lO6lTwDNn9M7AI9MjpBlTDeCa2ayyvL2MPqqwYurpp6htmMLwtn99Uj1CmjHNAK62zFYsxIAqbNPaVFtnq4WrR2R6lDShqqflW6q9PJjgnOG/XiZSmd/wjMCIKm24emqbBkRuRJW28U3kJ9lMbsLUNlxjwxRTGE9uRFU2XDOAq8w/kek3bXAsmHoAV795DCeb1VgxhfE1Puyf5a1Rva2A0wdkCngoU/5dTAHPHNNvADwGVDtCKLoqNlU6OtGBkRS4+lZV+zChswquXoiLBxYAq3B35lVztdY09SxEMSh+UJPMD2eAg13UxuyfAh5X5FB+88g04GlrzsTyHQCYwTlRR40ixSCu1GWJ45wAIBgJO/CEUJmmhaoYEsuVxVv4DsAGekX0EVIwE3g++wXA41T0RfarstRjm5Upcj8SuAAwPKND9zyukg7hGpvgm+3hSY40AHpAbtBntQXnW8ouPyy5TFZcPptCpHPAnu35Uco48OgRckCsUBZuRpxoAMy4kF0kX9dfvLrSlQFM/9KoM/0iuRlXGFH1UPlXC/x9AJzjPVddK6mRltU+LLnU/Mo1LSW10tJaZeX9HpHsLevHTJhmmGgzi+rIssstRds/CckO5LBZAB4OKZ+m3+wVqgdw9XD5rkX+vgDOcZ4rrxVf+sm+DKhuEG9RFq7EXNyA6e7LtrdjsELcq47kNFkJtelf8xyXAp45o18CPH9SkxZU3ie6sDXQnwYA3ILtOQ8Gf0ZBS8pzwhTwUKb8u5gCnjmm96vSVhK2rwfXjUjahgndEKEbInQDhG4UfSDP+6zU3REAHB0FB7NvGcUqI6oaRhvIwpUJdiwAl6zQTfUCzcuJs4aJ1mGiVV++dZ6PCwAnynNFXWWL4bWaPO8EPAahfBBXmvj7Fvn4s4Dh4yI4VNxow3Ujk52Ku0aE5w/FxLMBmOz8vTnXenCtGVU/R69eTK1wB5odRKzLvNpLPPn2Z+bw/Ezg4cuGCe1QyfpSTwcAr/yQ3T1E5w/zxwpAPfpxIXk3c0EyA+xYnh+lTgKPzIC1DomuXkjOdqQBnZn6Rdr29REZTsAIccVqKlVmVGlE5AZEYcMv7o1M5QJ4O5ScKFMMSZ7+pbr7++ru78bdOSrWDRHan3oyLdMjpAnTDIs7v6vu/r66+y8LDKbyL5f5sACYbp6fScubBgjtIH5pX2Q6F8CLV/xNCfnWvqR6TPsSbazLnJ/ABYCAirgjivKj28NCXQCc7PLXZl+zYirrv2CehwKeOaMPCXhMiLSXf+6blNWfRS8/nHlah6hNVDrAh+I/MPBQpjyXTQHPHNMv3Ycn1wUAPJJ9V1zKP1lXeOpOwck7BafuFZ84nlRd4cxjAAC4RHtUn8q/pce1VkTWP4YryN3zcamhHAAAT9fSTSlHGwpO1RWevltw8mySMNmJCQBhHsix/BYzSr6epToGPGdjw7wYwHERHZwFeNA8HgAjKDvqqEEos+FKI6FuyV5S5soGAGCHE9E7b+Sdqi88VVd4/mbmp/N8PekAdvZRq5IvdwvVVkyuR5RD4qb7eR9l0AGAERu46kT2mQdFp+4U1aiqmt/0j2oCeFJDWQCOhdtmAZ7lfGcAukfU5AyP8MyW0Bg2AI0TKY79+lb+mftFZ+7lbVwWFOPJZNGBwWN5rUi9OQk8eoS0EYquioOrvd1oAPZMOxadBvYJixNqbfirZ71GQv2o5KsV/t50AGAGloVvupR7+n7hqTsFJ+8VXbyWtekjP98QbuWhvOs9Yo151mvBW/tLv14TnpHst/JMzvG6otN1BafvlxzaHV0YQgcAP1Hc8XYBacEUJkL9uGTXyoCxvgJKwzddzJns68K1rM0r/P1CuBUH8q73SDpHicb7GUSGHQDNVxB1pFukGpnXOVh5dF1wOJsGXLvsL7Ju9aIqC/a2j9+vYAp45ow+IOB5lUr0UtI5QqjNv/V2VZT/QP7jAM9//b//64Txh4LGXr7MIKBMea67SmaYJ+0RqV21AAAgAElEQVTbSQHPXNE7Ao8eIU2oqrdwdZGH4xuyNpwC3Eo+iVzxZVZNr1A5PG1rYLkJVRjxxsacLTtDs0K47OlnOsV5lKxO3f+gQjaMKWfd/2EceGJCPOjAchEeeA14mjKRHB4APSAz8ohBKLNgpB5RWAhSV3b0ZExVsbv79B4ZnvbJ1bGfnS2qN6Mqy8SSKiOmeSa8ez0NL3Z7VerI0TF7e06LbTYM008Az9WE5CAmgGPB1teAh8xdVukMQHMLD9n9uKplEFcYMN3jilPfxBWlObGmhMSLcC3+JEpQ6ObEZHksS74xBXhkelQ9jDVpiz9OsbcbOzjL7+M6wYyaCqSVUHZVnTsfj4q8fF97e5g8p5yVoVvry+/3zVZXSo/IDJjaKLh2OrE8hjvjnXWL8MT3Jh7TInLDeKYBaSWU3VXnzsdj6Cx9MbhOOStCtzWUNxjwu5eT+GH2AHRvYfTpbpHKiisMiMxMdBqrDm8LC2YBMNgJ2zKvPEbfUDvu1zIFPHNGHxLwUP6A/ccBnv/nf/1/ur/+c0fXwMqWJ6ukTz+mTHlOe5X06dqWR/tbWrsp4JkTemfgkRkQuUlUT5ZdrCs4VVdw8s4U3y44eafoilao/l7S+YJQm2ZbA2ZAFDai4ztC2lpxafyUcV/tEqpGqtsH35zLYUDkekTaVXGxofDUvZLr7QLptL/sKPmUf11afKqu8EJLRYMemdz7XG7G274Va/oF1+sm4yw4eafggqK8eUDSMTzzr7/UiKptuLa36nx94fjxjSVXO4VvKSMm1yOyR5WXGwtP1RVfaeW3TG3QgCp6+LflxafqCs81lddPbOcnNeGtwzj5uPLiZFS3Cy638VVDYrKz/OzdwnOqyuZnyIz8KHk/2thafP5ewam6ghpVxQP9a8PVj8hMmO6FuNUqun2v6PTk9d4uOHmn8EJLlXxUrBvASL3oTQ+JpQZMa0FlXRWnpr+zV1uF6m8l2qlL+6b2VT9bX8/FukFMYRTVSUvOXss7eb/4cpdIZXp1UXIrJusR3HlQcPJO3tHm8vs9ot+4/iwFPHNGFPBQ/iD8xwGeMf3l3//j1APydKPibLOSMuW57dNNilNNig7z4L/s+0Xpt9O7A48ekekRhRXXDE0kw0wzrrZi8p9MZexHFFZsRguzFzJ63SZMM0johnDVa5VbpQZUZcN1Q4TG9lo2SD8iN2Hq6T1qbPibGEaqR+RmTDs4mZuEz6yR/bqNmHoA1w3hM2stjJWLteK6IUI7MC2w8SJOU0OyYKQBIS2YdgjXzpo1NLmD2RCheUsp535EbkRVQ+NHvmp/4GflyUgNCGnBfu47+4a+xi+2H5HpEdKCaYYI3SCumTE4/YjchKoGCd0QoZ1eQuq3MQU8c0YU8FD+IPxHA57/+3/+z9G//bcXf//3l/9GmfIc94u///uLv//7f/7X//Ev+35R+u30C4GHMuU/pyngmTOigIfyB+E/GvBQokSJ0p9RFPBQ/qBMAc+cEQU8lD8IU8BDiRIlSu8vCngof1CmgGfOiAIeyh+EKeChRIkSpfcXBTyUPyhTwDNnRAEP5Q/CFPBQokSJ0vuLAh7KH5Qp4JkzooDnD2SpEVUPiTteituGXpUq+Ze6H5GbMc2IpOOFpH0Y/8mNlf9EpoCHEiVKlN5fFPBQ/qBMAc+c0Z8MeEgzprJiKvPstSjlRlRpxVRWbPbdsf7gNqCq7oozl9LX7UrZXlt875lI/qsXlzcgpOVtA0iasSZ16fETieu+Stp0tuDGE6HcPFuVyz+hKeChRIkSpfcXBTyUPyhTwDNn9OcBHgMi6xc1dlTe1lTc6uA39r0WqgF5+ERwT1txS1dx77Fw7Kf49w/7Z1+d3IR3ynIW5nIBaC6lcWefCEnrm7dT+0VdSJ+JGtorb2kqbnfym2YbQOWQ5M6F5Cp/AABmZdy5doF24FeN4fczBTyUKFGi9P6igIfyB2UKeOaM3h14DKjCjKksmMKIyMYmVSyYasKKKVMrU19SWrC37A9GmrGpjagsmHLGhssGTDOCy59UbOW7+9oxHEtDtzYjncO42oopzajcgMjNmO4lVnMkId+FwfHnFhwofGDA24fwGSGNB2ZCZ3RHvj4jNBb82EyIEVW8KbDXLnaW7iZOf30EJl9SmFDShHeQucvLnQHY/kjC+adC0oa/bUymviOWWQZwekeY9gXerClene3gasfwEsceUGPdI/i0Zg2IclBypyYVjQSwZ7ouS7neJWy1Yb/3r82vYwp4KFGiROn9RQEP5Q/KFPDMGb0z8Mj7hA1dVXVtVQ/6Ue0woTEI6zsq69oq69oq67oEzWa8bRBTmDDNiFhjED7oHH/pXjdfaiW0NkwxuStuPyIzoMpBom0El3Xz77VNNNJWWddeda8P1Y5tsNuPyAyItE/U3FN1U1r4cY6TIwA93f/j2vKmR1V326vudgsePhM1PxE09lYe2RaZxABwYiVvyrqsrnrQXVXXzn/QI5JNXJTcgrc+J9T9wob2qd3xpVZcN0iojIi0H5HpEbkekfYI7rVX1XUKpBZcbUabxy6kvbLhqUg62y98Y1fV3dbKui5BYz+imPqSAZX2Cu+3V97tqmrRozL9FA4xItI+4YO2yrq2iruPhC0GolMxATxY4mUT3jGCN3ZVTQbZ0IdqR3CVcWKr6H5EZkRVQ0TbENbSyb87dQA7qu7rsdbJfaUNSEuPqLm36kpdzvwYDhuAVxq29U7lw0dVdW1V9x4JWyZCUgyIm+9mLcliAYfluiT5GgU8lChRokRpiijgofxBmQKeOaN3AR4jShox7YMMJNuRG+JWsCu79mTS8goXHhvGxPRxTFyacExaIbMJak7nfFTp4s0FAAAajevHzf88eb9cINWjyompIflT4Z3GnK27I3O97e1gitgMx4LgT04W1PchSiumfo7evJ6BBNHp8LoYLsXRh9Slu5b4Bs32Mrh6iA7mN49gpBFVmTHNo7JD59LmF7l5M18dQrfjZq+M2dZQ0fAM15oRmRnT9gruHI8OCeRwC0LXnc05uDowymHsCsFzUeIpraht4BW3yE0o2Y9d3x+eGsK293cr/yr34SBKGlGZHpEbUPWo6PT2qHRHplOkE/9sWXM/pjGNnYjpngsunYpP57GdHHnImfyb5nlPVLnLy52BZucvSjhyPfXLNQF+buOB0jicgILQdacL6owIaUXl/YjciMof8a/fz1y7OSzFgc2cetU8tldV+Oaa4kYDorRg6hH08jeJxR6zjQ+N7S9KOPdUQFoxUo+QNrG8MWdVsT0FPJQoUaJE6XX9IuAxYdphcfsoobVi8t+mEo50/ImmuH103LpBjJwrVXf+OJYaUOUA0T4qbhvC5lJdozebAp45o3cGHt39tLIkHrAZbDc7Ny6Nlx248qukHUfTN6wOSQ5iAADD2zE+w9GdQQ8qDV66K2PniZRPlgcnugAAsMNCtjVVSEdwhR4hbYSitWz3Yg8Hrl3CgojVB9K3HUjZdCB1+8GkVUv8/QCAzsnZlnaph9ANII268tPnUjd8GVcey+UBMCPdy9cmbT+Usml/6vbaoltP+NfrcvccT16K+4WxAByYYWjkmt0p2w6mbDqafUJe2WLFNGbRg4bM+elOAMCM9UQ2Je84nLL5UOrmXUlL+K5cAHBxqPg6+6aRUFlwXa/g9uEITycGOHIceEyXAIeclQlbDqRsOZiy6WrR7UdC1dQFYwaENKHqx/lLclzYAP4lYft6UdKEkQZEbsR1rblLi12ZAAA0p7TI44/45ABO6hG5RazWFW2TuDAAWJlRR7V89aikk8xdXuUKNAbbyd7Tg8ZM8pm3OfHLY2k7v4zhZzsBAAAnd3fW1R5Ua0FJG0HKC9fxndgOvKxVMWsPpG09kLLpQOqOAwmLMW9XALC3rzqce/OZWDeA3FeUnjiTsnZTdH4Qmw1gn+SDbUrecThl0/60r66XjBVIkOsR0iaWPchZWWhHAQ8lSpQoUXpd7wg8BkSuR8nO8pO1WTtPZH/zsKLZ+GvnCvcjUhOmsWKqjtL9ZzN3HEvbfjRt+9HMQ7dL681jAfz+d6A5YgOq6uVfv5+380Tmntsl93rH/zr8/oH9hqaAZ87o3YGnIb0y3QGA7hjnMe9s0Z1nWPsLSee31Y++JS4fjcv3AgAAbwfxsdxbeknHi+qu7+Y9fi48fzAiAugA7JIDWVcMYo0JkRkQ2TNR8yP+vW6BfETS8++L9P9Y2P+Phab/fUmPDT26zNWVBZAYuOZ2RccgKjfhbX+RaPX8Lypd3QHYRSFfkHjvX6o7X4jbhnCFAVUOirv/TXztWEKuPYCHXd6hYtlg9dMfqjueExoLqrDhUnXJNtSZATTfBXHHHxPG/1xk+O8L9f99keE/F/WOEFd2BYU5AoR6LakpVwzhrX2C20cjfVxZQGN5FQevvl2mGRF3vpR0jIrbB3HFxMq3SctNqGIAPbclLN4ewMep9EBRkwFVWVHSQtR8GRLrzfIM90iKY7PdnIna4noDoTGiqhfErfPJZb7A9nAgrpU2GAmtFe8YAx6gcYKcKvflXn6Mto2Ku15KHv0wTyEt+KTMDgAgLnRHU4VyGCcNiOyZqLGLX/9YqHw5r/cfYwO4yPxfSx/3VO1AuEw6QEHE1838jkGMNOMdf6tWdJZ+msblAbjgsUc6xM9+rO4YFbcOYuTEhbwCHjbLeVESBTyUKFGiRGmq3hF4jKjCgKlvJ2eFMgE4iavT79gQ8tf9l2zCNL3862fiCxIdpi7/CCkK398jkhkxxR+2FtOfywZEbhWrG7MXZbIAALwCd2gqpMO44rfu93c2BTxzRr9ghie9MpULwE1Zk1k/gmmsGKkfK/BVXX81jYgBsGe6rUir60W7hnC5HpH1o5oXaF19NubN5NAhaWPquW6JzoLI+hHSjGqeE+o+5M7V1IXVflmF3hmF3pnFPtn53kmR9hwmQErgpzfLO4dQmR5VDqDNHWXrS1zcANh5QevrhTor+ipaA6oaRs7tjc20A3DnZO3Kv9uDaixj8zCYdlR0tTalmMNg0hn+KR6Z5X45Rd6Zhd6Zhd6ZRd45Jb75qU72NADgZmzIuD+Ktz4T3jkS6e3CAFev5bWlmh8I5dt/MA2I3Iirtbkryp1owPDNjzqhFykGce2j4o8LXdhertjB7DO7Q9yYTNfimGM6gfq5uKunePNCTztgeObFnOoVkIPY1KIFgUTyFSOqGcLHUERqwbufVp7aEgg0Bjj6rLlT0jRKKPoR0oppnotVT4RXzyWgiO/EAPpm53nFBXPoTIDC8F1NVZ1DmEyPqobQ+/LCj5LtuQDOwqjdMqTNNrPsNWkTSxtyludxwIEd9XnmrceIzvprl8b+nUwBDyVKlCi9v34R8NSlFsbbAfAyP8+osyGkCVOaUMWEybfuwCCfcuSYp/YoN6LqUXFTQ97SZAAAu4ywrbdL6p/y63QVde1VD/qmHUnOaMqIzvKPxzB+GGkYX7/x6uAZgRnfFthP2zBxlmGW1qYGNu2lt7Di1Ggnx/YNO3iMNTVjWMYPnhgBuWFmm6SFaJEVbPvUPyPft2hVytkuvtz66onp5Ik/GcCbBvDtlznLgP8rUJYCnjmjXww89omr0m6aEXLsO25AlIOSusupaBSAHXP6aihUPYLea8hbEM20Y0LyprTzjyQ6C0KaUHlf1dlTscUBDo4ALBeOX5xrVJxLRJxLRLRzoDebyQBIC1pz69cAnheCmgvxWcBkAMMtxDE03jUy1iVi3M7hsc4RiW6JWZ6pZaErThc2DuGtfRPA4+K56GyR9PmUb/SbvrkGVD2MXT4cl+VMY3nzKs6VPuwXy2tiEzxozgXBux+LG+uz8UA6h+u88FrRg2/nt9SmVIXQwcux6lRJYz+qMqPy16u0TZaltuAd3eXHNvgD0AE8ll8vuv+CUJswWU/50d0RWW52bAC2p33g2ADGu0REOfm5M2kMgOKIr5vfAXjkVrHqYe7yHA7QaPFbcm4/RbUWCngoUaJEidK43gt4sjZmPnhBtA1gLb3C5p4xi2RGTDOEz9g+T2pAlTa8dQhX9ose9kweLGzpR1VDhNYyfvuXPkMUA6Lai6kVHkDjQNinaRc7sbYBVG5CSRM6fuc2Y7phQmNGpa86FTb3CJsNqHqI0Nmm3+D7RQ97hc09IpkZU9twxbPJfl8FprDircOEyjAtsIfPENUgobVi5GRpprf7mai5R9jcK5JbcO0grjKIXgWmR1UDuMaCKcyYZphQGcdCEjb3CFsMiGqA0JjRGYOsHiJ0A5i8Z/oF9olkFlw3MHOOS9onau4RNj9DFAO4yjQxLH0i6WwjQM4YAQOqGNvOzzIFZozY2wOYij3SfoS0YJphQj3luma6TzS5kEaqR0gLrhsm1EakZeqA9yHKgem1sH4TU8AzZ/QvAp6793PnRUwFHkz7Qni1JjmfCQDMxIXR+5QCckTSPkx0/DD/8SBx7csAL0eA+IDpwFP6eZGLKwC7MHhjg6j1NeA5uyc2gw3gwcnZW1DfOwk8qGYUuXE9vdyFxmQwi47kN7xc/OwHcesQoRsmWocJ3TDROip59OP8J99JdFZUZsJ0vYLb7wg8Mj0is4jb1Plr+I4ATFc04Xxrxb7FHq4OdrnbMu++qNZ2VR5a5c61h+CVqVc6q/Yu83UAZggWe/aZSG7GSAPyc4GH5rniRlHDC3H7S+HZ/TGJAMCxy16deLwdUT2XtA8THX9d8MSEnFrtwbEHyA+fBjyygmWJ9lwAFzR6L4m2vwY8MgOqeSa4cT9v+6nM42TVw350zqwFoICHEiVKlN5f7wE8DKeszzJqGzO2fuTn7sxicxhsNsPeiZdQFbG9qaTBgk0+15casVYzKu0o+fpQkiiR62LHYHMYbA6dbc/0T/FZcjr7XAeisuDaQdHxzeFprgw2i86gAQDQmHQWh8GxYzhn+X50rUppwdRWXNdXdfZOzmqJb6Qrk8MZa4rB4TId8wKX78+81lb10IYrDIjMhCr0KHkrtTjd0SMjYMm5/JpDscWhbDsOg81heIgidzYL2oZwrQUjH5XtP5kqyXTysB9vjW3P9IzyrD6ccbJNRJowlfGtf8FNmKZPeP9cXEKsg0dZ2LpLxbdOJWB5DmNN2TmwXTL95+/LvadHlEbB2UNp8/K5Ljw6m8Owd2QHF/ouPVN09TGiNIzjnNyIyrr5N6U5mzeHp/LGox0zN9ApaWXi8eZKmRklx8olmYn2ztKDawM8gh0DP005fSNnC+Ed7Mhgcxh2wY75BwqlfYjyVkpuioNHTtCKi/mX9kfnB7PGWvMiovcq0GdPSnas9PP0cQzD4k918hU2jDSisu6qGy05mzaGJXNnBOCcsirpREulzDIRQD+iHERlfcLzxzOWljm4O756Zx1cOe7e9u7ubB6PEbwg7oASabOiUgOmtmDqpxVHazIWl7j58SYat2O4BLghu1KPqAVSI642/XbMQwHPnNHvBzwvhbUXE7MA6MAp2JNze2h+z4/Vj36obrOh1y5kLM6zs2cCpEyf4ems2FTu5ArASAz47J7w8d+qu76VdAzjCgMi06OqYezC/rhsHoADO3FzboNN/PTH6q5RQmtBFVaiRVO2vdrRHgAS/BYfLWgwYh1/qe76VtL5XXX3t9Wdev7ZGzmH7hXf6UFJyy8FHj3WOiI8sy8mgQPOPk7zv4xOC+HZpfivucvvGMJ1I6J7DzJK3Tl2Pr7L1oXnJ3Ig0EVyoUphRhXG8Y1H3wl4Ol4KTu2JigVgOToIzxY3jc57+mP1o79U64zIpWNJWDKDxgQomjrDgzWQxavSOHYA3PyIr0i099+qu16I28ZyeMbqcRux5q6q600FZ+4WnmmpuN8rkr++Q9Gf0xTwUKJEidL765cCTyIXmBxnbwdfH+Ak+877LPqTLXGrvogsTXJyAAAuL3tL1vVniNKKyg2Y1iSo/SY+L4wDAO45AdWfxX6yOXbF5viPlganhTIBwCUteHtzpWwQv3M7Z8fO2HkS/2hHoDHBLdMPWx37yebYjw+lH1eJtFa0RZ77abkHGwDodpEVIUu3xa7YGLtqY8ySRX6hXAYAOMT4Lq0peWhDSTOm0qPklYTEABZw2Y6eXC9XenB56JL1sas2xS4/knVGK+ocFN26lFIZywUAx1Rf9JPxwFasCMuL4QAAN9p/7e3SJutb18GbMW2fsP54pLczA5zt3D3s3J1YPkXBKzbHrVofKyl1dWYBAMs/0zMry8mdSY8Uhi/aEP/J1piqTBc3AGCzoonki8+EpBUjDQhpFUvrM+el29EceVnLIpdujFu5MeajjXGr14cXpzoxAJghritvlj4wECojIrMQne0lu5Z5AQB48Xy4dLdo95LlMas3xy7/ImHjnTJ5n0h+OS7KhwkOHGdPey83ZlhV2LINsSs3xi4/ln2hA+3pKFyPuQLQ7HOijrbxFYOY0iqW3s0gku3oTg5ZyyOXTQmgKMWJDsAOd/vkdtlYAKSFeKgp2CB2dQUAH/eylZErtsat3Bz/0ZKgtGAmANB83ctXRX5eW3CtC1GZMY1FVF+XMS/VEQDYMV6VK2NXjw34J5HlKVwAYAV7Lj1f1PD2AX8vU8AzZ/TuwHMvrTiGDcCKWpp6Yzrw3LmYXBUIAGA3L/Fqp7BtEnieo3X3cnB/AICYdalnuyU6C0LaMLmm5OtFnlw2DYATnOFdQgSWEwG52W5+jgDObB4AxPqtvFHeNYzK9IjcjJK9yI2DYTE+TACmW7R7AR5QggQJt2Zc6haQVlRhFSuacj6ucAQAcHBILPcrQQNLFsVuvVXaMoCprehDZdE6gYeLHQAwPOM8iojAEmFAsSigVBhQnOZsTwf3iuCdKrF6ANf1CW4dCHdiAbDcqk8VSkd/JvAg8gGxWlO8lXCiAXB5LABWyrqk88+qNSZEMYBJOyv2zHPnTVTDDuZHHO3DFEZsbADlJrxTnrMo3wGA7l4Rd3Y68HR2lR/5zAcAANyWXC1seEloBjDpw/z1Ahc6ADDso/J9SvDAciIgK8XFkwfgxLIHgOzQHY1VXcOYTI/IrbjiseD8Nn8fRzoAyzfJs4gILEFDJLtzbvYKSTMqN6DqEaL2SFzuWIhegV8o505GIgU8lChRovT++qXAk8QDoPFi3bGjBdeeoB0vJd3fVXf9UN3eW7pzZYAnAN3VeX5t8T0jrh0QN91MFUYywYGb8XX2g6F55n8uNv9zkfGfiy3/XNyuK/q8kksD8KlOOKZB2l5IHv2jurE+G/cDmh1ErM+8aaju/1t1x4i4bRRvIovXFdqzANiR/svPFTcNE53fSzpfSrq+lXQNYw8as4g0ZzqAQ6b3+maR3IJrDCh5LTE1wh6Azov0KDuY+8BEdH1b3fWtpHOE0A6LHzZkLUrjAIsTvTHthlli+ueSycC6H5fvqHbmALhWRu2Wi7QDb14OPgY8J6MDPdgADK+iwI+vlT0w4l3fVT/6vrpVz/9qsXcwGwCAl+Cx6mpJg0XS+V31ox/mdfYVbcC8eABcf7dVDyoaTbjKiMgMqKxHUKcqu9bKV34/X/+fi03/Y5Hxfywe+L+WtSkKlmcwgAF24sTzrcL2AUxmITo7SnZ/7AtAo7FZXkTU11J++8vq7m8lYzWg1P3Iw5r4+GA7ALpDrCf/WF6TZWIEhnGVTdyhLdwocQdgOhdGH2vnKwYwciwAZdn1VoHqhwWGyQD+z6Wt8vylaQxgAG9+4oU2YdsArn6OXTwQl0YHtr/78vpKxXcLen6sfvT9/N5/E9+9mlbuBRxPtuhsSaN1fpsVIW2ETF6wtowHwPBblni2hzBOGfAnBsGhVZ7uDLDPDN54X6B5y4C/lyngmTN6F+AxoHIDppHmfjTfNybZF9mVU2dCxmsSGhCFTVx/N3s16haT6Zm5Pev2Y6HWMg48qkH0vrRwncgzOc0NPZxz5YlYY0akelRpQtXP+JevpomLvcLCHPyCeH5BDhF5XsvPF569kbmo1DuWiNreWDm56Y3ciCr7Rfdups/DfMIjHf2DHPyinGM/Ta3tEmqsmEyPKM2oQluyd1t4bJxLUIiDXxDPrzjk02tlmgFUbkBJE6bq599W5W6YF5Qc7ugfxPMLdvAPcvALdvAP81t6LKvmqaCpD5WbMU2f8F5NUl6+R0x+2IYbpdIh7GfnIqK6IeGt2xl4kkdErEt0acS2e2UtY7UHTJj6majhWnJxsWdUgmt0RejHl0s1Q6jcgMr0Y2UPsFZt4ZZPAmOSvQrXpV/pEcotE/2asdbHlecORsUku8ckh21tKG0cxhV6VGXClL2Vp08n8TPcg0PHBzC2KmDt9eLTF1KQXM+4pfGHFfy2gfFKa6QJVfUKrl9M5pd7ho6NQJx71rasu70ilRmVGRDFAFF3M3OlwDUmyT21OvGb9iq57efC3h/cFPBQokSJ0vvrvXJ4sjdlPXiBaycz3ftRzUvJvVuZRBiAPYSvyajtxrq/Fez/ODgUgOPOS0GDBfNCqoigCjyoAg+sqA7BiMD8eC4AgI/f2tul5HNc+xy9cSVd4AM0DoR+knq+HW21oTIDphvkXzoZGws0AFbJwZwb5nltU4rwkGZMPYRf2x+V4Q7g6Zi/v1BuRnUmjLyWmBLKBrpz6de5Ld8S6snbsAHTjAq++SIiDoDlZB8vCOLPC+GLJwKTBCPioNI0RwAAR88l54tkb3lQOgY8J6IC3Jng5LngbJHqe0JjQmVjFRrMkppdwSluAJ6ueYcK24Zx7VjGjgHTfSs6vTM6kQlsPzZytvx+P6E2IbJ+hLTiupeStn7hlfOJ4gVBFXhgBR5UIQnh830Tg1nAprOxuLNawSvgWeENwGCnRxxqE+heiF/NjZhQVT/SUhMfF8gClovgQL7sO1w9NV/ITHTqXgOefoS04bqX1W3PhLVnE/D5rwKoqvJNDGIBh2Enjj+vE7QN4Koh/MbFVFxU4isAAAzySURBVEEI3c6Rm7I2/WK3SGnDSDOu6C7b83lAIB1o9g7zLhfeNYvVRkz7QnjhaHwWExh27MhS/8r5oYLJARcHCyXBVbnObABguPD35zX/3KU472oKeOaM3gV4xr/1qNKKawZwlfm1KhpGVGnFNTZc/fpLBlRhxdUDuGpGhRUTprbhmoHptuEaK6a24RorppixFNaIqqzTDlZPSZyTGlDSjE1vClOa0J/obsIqy6vMOrkJVdtwjQ1TGNF32llLqkemxqB88/W+PoBSA6qwYGMXNfOlV82+CmlGX1MHUG3F1AO42vJa/qQRnTECM/qSm1ClDdcM4Gob9pbyKn86U8BDiRIlSu+v9ytasD7z7sC0stTKoeoH9bnLMwDswGVB0sV25PEP5V9W+/sBMO1Ybn5cb3+ut98re/nz/MKcIuNcooSxux9WyAffADxGrNVQeXZfRAAwABzw0/m3rWL19NJnpEksvZFcGUcDHi9uW/Z04HEq3pH9YAh9FaoB076sOPBZSBgAg8109X09MK5vqFNEnEtkWeSWulLZ0M8DHkeP6hMFLSPjB8tNKGkgzu8ISnIF8HDJ2ZuvNCPKsSp2BlQ9jF04GJ9tB2w/DnZuHHjkRkzeW3Zoe2SOjx0PgO7M9vDn+fhzvf153t52Tlw6cOj24vhzuteAJzV8n6pSMVENVqafATzOlXtym4ZR0vATwKMwYrKe0gPbIrN97LgAdBfOzADsGLx5CRdaBW0DmNwsVunLD27wDwcABoPtxHJ0ZTu5cv7/9s40qMkzD+APgQRYCAQUhBpQJIhgkEMuAYMgkJD3yAFVaytVsUu73d3arvagTltsa0GtKMSrVVkVRCD3AeGw9Sh5cxACKmJxj5l+2tndDzvdmd2ZnWndDxxymCikTqfh/5vfJ5O8/Odh4uSX8DwJZNB8fLyCU5by3829cBPTDuByE9E5WnK4ejUXedG8vYMj/MPZAbMWPGIlMzaBFZcXU9mQ3+6A4AFcM//gMWEKasJ53SQfv8nlBac/1ul1nNzf2R2cTvJ0F1nYc+SpZnvsY12M7XwktxZwXr/EX6wQPAAAAO7j7iltzXdJg33yrTgKN4yKL36RjkUjWgBK3b/h7HVxzz3BR5XRKxAKXLu0SoUbRqTGIVIzQExoJ3XD4u4RSZeDUFGYvB/XOvuEZ0jQeCSRi2g0RN94IOustcxof/T+pdJK6IbJk9VxqSyEwoM21vAUVsJgwacHT/OM4MF1d0tr98Wt8UL+0UEvXear75b1DE8bbIDUDom6RyTG8RPnXLxRuvDgwes/SMzwnRY8VkJ7h//xb2JiEaIF/yrnlXWfGYXKQZHeThjuP9/dXfAWwUQMGp14fPAcULsMnuoNV54YPEMi/W1+zSsrYxDyZgXkVSXX9ghVkwMYjQV7hQGI4e0nXnu8S9DlIPVmQe1+TnwEI3IT551jaVX7Ere/Gr/91fjtryW8fjjn3IC4c5jUTKwerh8Rnji0Np2B6Cw/UlbQdqe87zapsU0tOKF1iIwjEuMwqbG4XHC3hODxGBYSPCD4ixOCBwAAwH3c2sPjt4pV9H52fQ9mvCe99q302qhYK895WbiUgZA3e8mvLxZesYp0g+KmxqSSFd6I7rNiW9IhOV8/Iul7UNZ3X9r3bdnX98Tar4rrm3knO/lX+3El5SR4TJh6iGxTbfptvh9CyHtFRPkneZfsZM+YtHdU2ndf2uvAms6lCRIDEEKRfM7BbkxpI7WU8+AxYapB8eXz6dJEH4TQUjLhQEux9s7UYNKv7kkMt0pOtGxs1JW09rv6/pmfNnh0d4ver4iKRIgZG767TaAfK7/xQHptTGqw4LJPkkrXeCGGF4N8hsFjuFP03gvsZQgFxS3b01FqePBogMaDXH68F2LQ/CXc410C45DISOX/XhxOQ14hKSvfusw7Yyj6QlV4RlV4RlV4qmNTQ1v+JbOo645YZ8Xl/ZjKIb7SmrNzAx0h5F/AefPLzephcd8D6fiCXxuVdFMC2ZWNx9VFLd+4XHC3hODxGCB4wEUhBA8AAID7LCh4zqdkc3yRH50ZxYwORPT4MMG2VVt2xT2/jc1l+yGE/Nhh+EleK4VrLbicIvS20sZD3NyVdIQQCg7KFK+U7I6TvBQrfjlu67YVPG4AoqP1+zJPXpfobbj2Ln5WlraZhRBCy3ekHOuaCB65mdBRWMulTDGP5YcQQoyo7OVkJUeyg1NWsYoQhkfSacjbL1ayplrFNwzgCiuhNuHKU9zE57wRCsjZmzkreOQUoR8QftGQWrzaFyGE/ANThCskleODcbZsjylKZ3rRUMIryZ9fkxhsztdkPHg+5YQHeCF6KPlpbvudGcFzbC97jT9Cgcz17+XMCp5j7yekIIRCfUqPjAcPphwkmk+niZP8EUIoLCTv+Rjprrjy3bH561lL/BFieDMQogsTj+oF3YOE3CbqNea/+0IYQgglxlSrHhc8JxI5YTSEAje9kz03eHr1ea/hLIS8/LLiPu7iqxykxk5clqUSif4IIa9lIbytkwOkBYdODODlSyQeMwiMg6T6NnaxKfPF3BAmehw+KKYoprx6g6xHoLQTChOus2MXmzIk6wIRQsjHf83mKHElR/JSrLiCU/7iKiyX5UtDUeXxNV0SvYsFd0sIHo8BggdcFELwAAAAuM+8g0dJEZqWDFFBKDtzufQor6Up63dbl0WEM5jBDGaI75J14cX70k+r+coh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In task four students then decide which company they'd work for and debate the morals behind each one. It ends with an application and then, if time permits an interview in the form of a role play. Obviously questions need to be written so this might be best saved for the foll0wing class.<br />
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<br />
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Task five is a
Letter of application.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">My next
step is to get students to write their letter of application. Students read
each other’s letters and make any corrections or improvements they see
necessary.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Task six is the final task and the last step towards getting a job. The
Interview</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">In the next
class/sections half the class are bosses and the other half applicants.
Students conduct interviews with each other. Using both traditional and
non-traditional interview questions. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Below are all the materials. They're all shoved nicely on this <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MjViYzIzMDc4MWVkZGFk" target="_blank">here document. </a></span></div>
<a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MjViYzIzMDc4MWVkZGFk" target="_blank"> Morality Plan and materials</a>Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-56064910421569025312017-05-20T15:04:00.003-07:002017-05-22T04:26:37.319-07:00Facilitating FluencyRight, so it's taken me 100 posts to actually get down to the bones of the matter. How on Earth are we to improve the fluency of our students? Well, generally speaking it's easy. Ensure they know that speaking in a language that isn't their mother tongue isn't easy and that making mistakes is both natural and useful. Once they're past that everything should start looking rosey.<br />
<br />
How do we get past that and how do we apply it to a totally unnatural exam situation? Again, there are more ways that one. I'm just going to whizz you though a lesson I did with a few classes just last week based on an idea another teacher, and friend, came up with.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGHzbixuUxS7zcdKYi-6H_7vHAVMr6S8Sm93FB0E45BDbzagV05OUAH4qvJVOqyzX8yLv7JE3b35onW8oebUjEizTjxjMgZ9tkquCNntOHeN_BT68RfzXPE03Idlhp74Cm8dWaRBKh00I/s1600/main-qimg-9da925d799675e139b6800bbb437049f-c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGHzbixuUxS7zcdKYi-6H_7vHAVMr6S8Sm93FB0E45BDbzagV05OUAH4qvJVOqyzX8yLv7JE3b35onW8oebUjEizTjxjMgZ9tkquCNntOHeN_BT68RfzXPE03Idlhp74Cm8dWaRBKh00I/s320/main-qimg-9da925d799675e139b6800bbb437049f-c.jpg" width="320" /></a></div>
The lesson starts with a fairly simple statement. Ensuring students that the day will be about fluency over accuracy. Mistakes are ignored (not completely of course) and thinking (well, overthinking) is actively discouraged.<br />
<br />
The first activity is simple. Put thirty seconds on the clock and students just speak. In English. About anything. Anything at all. If they're feeling particularly shy you can provide them with some kind of stimulus. The colour yellow or something equally obtuse.<br />
<br />
Activity 2. After students have losened up I like to move onto the next section. This is where "the exam" comes into play. Be it a PET, FCE, CAE what ever. go to the picture section of the exam. Remind students of the types of thing examiners listen out for. In PET, some complex grammar, what people are doing, a bit of speculation etc.In FCE far more speculation, questions answering and a bit of comparing. The next step is to ask students to think about what they're going to say for a minute or two and then try and say it without taking a breath. Simply say what thay can in one nice deep breath. Give students 3 or 4 attempts. When they manage to complete the task they'll notice that their hesitation has gone and there are fewer umms and ahhhhs than ever before.<br />
<br />
Activity 3and 4. Depending on class size you can do this first as a group actvitity and then broken down into pairs/threes. For this activity I get students to continue looking at the photo section of the exam, a new photo, of course. This time they work with their partner/group to create "The Perfect Minute" First they decide what they're going to talk about, then they take turns in saying a word each. This can be adapted to a sentence each if you so desire. The fact of the matter is, if students are only taking one word each, they aren't going to say um, ah, er or even... hang on a second. When doing this, they may start by feeling silly but soon enough your students will be working in unison and giving some of the best answers you've heard. This also helps with communication further down the line. But for now we'll focus on our fluency.<br />
<br />
Right, that's about all you're going to get from me. Saturday night has turned into Sunday morning and I think it's time I went to bed.<br />
<br />
'Til the next time.<br />
<br />
HProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-59273870678566063492017-03-22T05:10:00.000-07:002017-03-23T03:38:30.599-07:00Collocation's what you need!If you wanna speak the best you gotta learn the rest. Collocation's what you need.<br />
<br />
While the title it may not be grammatically correct it is a fun throwback to my childhood watching the world's finest breaking all kinds of records from the sublime to the ridiculous. If you were a record breakers fan they have a quick walk down memory lane with the link below.<br />
<br />
<a href="https://www.youtube.com/watch?v=6jzWRYr-b_Y" target="_blank">Record Breakers Theme</a><br />
<br />
Ok, so back to the matter at hand. Collocations. As we all know are what you need to sound more natural when speaking any language, not just English. What is languange if it isn't just a group of words that somehow sound right together.<br />
<br />
I must confess it was again my considerably better half that has again drawn my attention to this most interesting of topics and her material that I use in class and that you're going to have the chance to get your hands on today if you just click -----------> for the <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MWQxZTMxNjk5YzU5ZGE0NA" target="_blank">collocations powerpoint</a>. (courtasy of the delightful Gema Galan)<br />
<br />
I'm not going to go to great lengths to describe this lesson for you. Simply go through the powerpoint and elicit as many examples as you can for each of the examples there.<br />
<br />
At the end of the powerpoint and refelctions I tnd to give my students this -----> <a href="http://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NTc2YTE3ZTA0NmNlNjM0NQ" target="_blank">handout </a>(not my own material, borred from Elspeth Pollock) and get them to close their eyes and choose three or 4 collocations at random. I then set about allowing them to select roles, a situation and a topic in which they have to have a conversation and shoe horn in their randomly selected collocations, while making it sound as natural as possible. They're encouraged to add any others they've come accross that day.<br />
<br />
So here's how it went the other day with a wonderful group of software engineers.<br />
<br />
Me: "Ok, so Juanman you're in a........"<br />
Juanma: "errrrr theatre"<br />
Me: "Great, so Alvaro, you're talking about......."<br />
Alvaro: "who committed the murder."<br />
Me: "Wonderful, now Kiko you're a...."<br />
Kiko: "A hot shot lawyer."<br />
<br />
and so on.<br />
<br />
<br />
Give it a shot. The class should take around an hour or so. It can easily be extended to last an hour an a half and students can thus be given plenty of time to use their newly acquired language.<br />
<br />
Thanks for sticking with me.<br />
<br />
H<br />
<br />
<br />Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-89166473020586651312017-03-15T12:21:00.001-07:002017-03-15T12:50:32.669-07:00What have you got, Taylor?The other day whilst cruising along the motorway on the way home from seeing the in-laws I was doing what I do best, vaguely irritating my remarkably tolerant wife. Every time there was some kind of statement, question or... well basically anything, I was responding to the lyrics of the song. The song in particular was Blank Space, by Taylor. It's not the first time I've done it and I'm certain it won't be the last. It then dawned on my wife, who is also an English teacher, that this horrifically irritating habit could be turned into a fun classroom game.<br />
<br />
I started by doing the same song in class:<br />
<br />
What could you show me Taylor? <br />
<i>I could show you incredible things.</i><br />
<br />
Like what exactly? <br />
<i>Magic, madness, heaven, sin</i><br />
<br />
Fair Enough, Well what happened next and what did you think about it?<i></i><br />
<i>Saw you there and I thought<br />Oh my God, look at that face<br />You look like my next mistake</i><br />
<br />
How long is it going to be?<br />
<i>So it's gonna be forever </i><br />
<br />
and so on<i></i><br />
<i><br /></i>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQtIdX6CgIznADsocLUIzEPGBQ8Tt1z-_4i7z9ecYNUhX3dlkpEeQ" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Image result for taylor swift looking terrible" border="0" class="rg_ic rg_i" data-sz="f" name="C0NSvSz9KHVcdM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQtIdX6CgIznADsocLUIzEPGBQ8Tt1z-_4i7z9ecYNUhX3dlkpEeQ" style="height: 170px; margin-top: 0px; width: 297px;" /></a></div>
This went on a wee while. I then set my students the task of choosing a verse of whichever song they liked to prepare and come back into class and have a conversation with their favourite pop stars<i>. </i><br />
<br />
They did stunningly well. Even my weakest students were forming questions perfectly and it even seemed like they were producing some kind of natural language.<br />
<br />
It was just one of the many sensational, inspirational ideas given to me by my significantly better half.<br />
<br />
Have a go.<br />
<br />
@ELFluencyfellaProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-81166033732803721332017-02-11T02:46:00.000-08:002017-02-12T08:35:56.789-08:00A Fistful of Fillers. Loads of Games!A few weeks back I was asked to do a training session at the academy for which I work. When it comes to training sessions and meeting my opinion has long been one of practical over theoretical. I truly beleive that as teachers we tend to prefer the talks we leave with a whole bunch of ideas and or materials which make our classroom and class planning a wee bit easier.<br />
It was for that very reason that I put together this session of low prep, no technology games so they could be used whenever, whereever one chooses to use them.<br />
<br />
Here's the handout. There is a little powerpoint that I tend to throw up in class so students know which game is which and what they have to look forward to if and when they complete the main tasks of the class. It also gives them the option of which "English Learning Activities" they get to play.<br />
<div class="Standard">
<br /></div>
<div class="Standard">
A terrible two minute transition? An awkward eight minutes
remaining at the end of your planned materials?
This is a simple session to help you fill those gaps with something fun
and rewarding. Activities you probably know and you may have seen in the past
but completely forgot. Harry’s here to remind you and hopefully add a few to
your teaching repertoire.<o:p></o:p><br />
<a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MmIzNDI2ZDI4ZmY2YWE1Yg" target="_blank"><br /></a>
<a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MmIzNDI2ZDI4ZmY2YWE1Yg" target="_blank">POWEPOINT</a><br />
<br /></div>
<div class="Standard">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6_AVekPomtjGg6bD8xsv-efeNXlytGXh4-o1kgG0AP8MT6Qou7AsHU0_wMM8KM6IXGtT99Mv02abnc2s9O3kaRUtAvOgvlTumRkB85xZYrBmyhn3mha7Zme1dxIG4fHj0aiG9RdYPl0o/s1600/Fistful.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6_AVekPomtjGg6bD8xsv-efeNXlytGXh4-o1kgG0AP8MT6Qou7AsHU0_wMM8KM6IXGtT99Mv02abnc2s9O3kaRUtAvOgvlTumRkB85xZYrBmyhn3mha7Zme1dxIG4fHj0aiG9RdYPl0o/s320/Fistful.jpg" width="320" /></a></div>
<span lang="EN-US" style="font-family: "cambria" , serif; font-size: 10.5pt; line-height: 115%; text-indent: -18pt;"><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><u style="text-indent: -18pt;"><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Why is there a Monkey
in your bag?</span></u></div>
<div class="MsoNormal">
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">I tend to ask one of
the stronger students this question. They are then forced to come up with an
answer. In turn I get each of the students to ask a question about said monkey.
You can then get the students to develop the idea and ask each other why they
have various other bizarre objects in their bag. It’s great for question formation
and imagination. Works with all levels
from about K2.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Line of Excuses</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">A great cooler. As
students are preparing to leave they have to give reasons as to why they should
leave first to get their way to the front of the line. The teacher decides who
has the best excuse and that person gets to leave first. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">City Race</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Elicit a city from
your students. Write them vertically down the board two or three times.
Students must then take turns (in their teams) to come up to the board and
write the longest word they can which starts with each letter. For higher
levels you can make the parameters more difficult. Eg. Adjectives or Words
related to a specific lexical set.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">4.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Consequences/Secret
Story <o:p></o:p></span></u></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Students write a line
each for a story and then fold the page. After 8 rounds the pages are unraveled
and stories read. This game is great for working on narrative tenses and the
art of surprise. The 8 topics I use are: 1: His name 2: Her name 3: Where they
met 4: When they met 5: What he said 6: What she said 7: What happened next 8:
Why did that happen.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">5.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Pig, Dog, Cat, Duck<o:p></o:p></span></u></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This is a
pronunciation activity to work on weak forms. You can use any single syllable
words from a lexical set. After Christmas perhaps you’d use. Toy, Ball, Doll,
Car. Set a beat of about 112bpm. Then chant the words. Show them how the stress
remains on the words even when other words are added. Stage 2. A pig, a dog, a
cat, a duck. Stage 3. A pig and a dog and a cat and a duck. Stage 4. A pig and
then a dog and then a cat and then a duck. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">6.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Rapid Spidergram</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This is as easy as it
sounds. Write a word on the board about the topic you’re studying or about to
study and get students to come to the board and write ANY word they can thing
of related to that topic. I usually do this before and after a unit to show how
much they’ve improved.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">7.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Scattagories </span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">I’m sure you often
use this. It’s nothing like the board game of the same name. Although that is
also super fun. It’s similar to rapid
spidergrams but it’s done in a notebook. I often ask other categories as
opposed to just lexical sets. Eg.
Adverbs that don’t end LY. Or words containing the </span><span class="ipa"><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">ə</span></span><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"> sound. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">8.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Stop the Bus</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This absolute classic
has been a staple in my classroom since day one. 4/5 categories 1 letter. Students have to complete each category using
the letter chosen. When each category is complete they shout stop the bus and
the game is over. You can make students write two or three in each column if
they’re getting through the answers too quickly. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">9.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Shark Bait</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">It’s hangman, it just
looks different.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , serif; font-size: 10.5pt; line-height: 115%; text-indent: -18pt;"><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><u style="text-indent: -18pt;"><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Sound Match.</span></u></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Start students with a
word, the next student has to think of a word that starts with the same sound
as the previous word ended with. Eg. Watch -
Chunder, <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Lexical Phone Numbers</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Write 0-9 on the
board. Above each number write a word. Students then have to come up with a
very short story including all the words that appear in their phone number.
It’s a great way to recycle new vocab from the previous class.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Spoken Word Snake<o:p></o:p></span></u></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Just like sound match
except you just use the final letter from the word before. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Would you rather</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">A funny way to drill.
You can make the questions as serious or silly as you like. The only important
thing is students answer and then give their reasons. Eg. Would you rather have
glitter ball eyes or a glow in the dark tongue? I’d obviously prefer to have a
glow in the dark tongue because then I could read at night without having to
run up huge electricity bills. After you’ve played a few times students will be
able to come up with some real crackers.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Higher Lower</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This is one of my
favourites as you can use it to drill any kind of number and you can
personalize it to you students. I usually start with something like Mount
Everest and get students to guess its height. For time I get them to guess when
I set my alarm or I ask them what time they had dinner. It’s great for numbers
and comparative structures. You can use students’ height, shoe size, age of
their grandparents. You can also get them to just think of a number between 1
and 10,000. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Word Sneak</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This is a great way
to recycle vocabulary. I often do it at the end of class to review new vocab. I
give the students 5 words each and they have to seamlessly sneak them into a
conversation. I normally give them a starting topic and see where the conversation
goes. It’s also good to use at the start of a class to recycle vocab from the
previous lesson, especially after the weekend. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Cheddar Gorge</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">A very simple game
here, whereby your students create a story by using just one word each. You can
make it a sentence each if you so desire.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Memory Shopping</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">It’s just a memory
game you can use whatever lexical set you like. Start with, I went to the shop
and I bought a banana. You then add an item to what you bought/need to buy and
keep going around the room. I obviously did this one with Christmas presents.
This year Santa brought me a beard comb…..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Alphabet Story Race</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">I get my students to
think of a word for each letter of the alphabet and then sit with a partner and
include each one in a quick story or a dialogue. Remember to encourage them to
use each part of speech and not just nouns. Otherwise you’ll just get a boring
list. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">1<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Where in the world am
I?/20 Questions</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Students chose a
place on the map. The others have to guess where they are, more or less. This
requires a small degree of geographical knowledge but it’s great for
prepositions. If you’ve got a few maps then it also helps as you’re less
geographically gifted lot can also figure it out. The obvious alternative to
this is just 20 questions.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Odd one out/Throw it
out</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">An old favourite with
a recently discovered twist, thanks to a delightful lady named Gema. Give
students 4 similar options they then have to discuss which one is the odd one
out and why. The twisted version has you assigning each student a word and them
fighting to their lives to remain as one of the three. I make out they’re all
in a boat and the odd one out has to leave. Obviously this sends all the wrong
messages about accepting differences in people but hey, you’re a banana get in
the water. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Tenuous Link</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Students are given 2
words they have to find a way of linking them in the most tenuous way possible.
This is far better with higher levels as it gets more amusing and challenging.
Eg. Table to Motor Torpedo boat. A table has legs, you can walk with legs,
Birds have legs with which they walk they also have wings, wings are what make
them fly, wings are also a prime component of a plane, some planes were built
to drop bombs, others were built to land on the water, a motor torpedo boat
goes both on the water and uses its own type of bomb.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Alphabet Challenge</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Set a topic and
students have to go through the alphabet in order naming one of each letter.
Capital cities, food, Names etc.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Hot Seat</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Utter classic. This
can be played a few different ways, either with 5 words on the board that the
other students have to describe or with a bunch of questions written on the
board that the one in the chair has to answer.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Which one was yours?</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Great for drilling. I
get my students to write an item on a card. Perhaps a present they got or an
innocuous item from their room. The cards/pieces of scrap paper are then mixed
up and redistributed. Students then have to guess who the owner of their card
is. I had my pet students saying. I can’t be sure but I reckon the beard comb
belongs to Harry because he’s the only one in here with a beard like a majestic
lion. (ok perhaps the reason wasn’t quite that elaborate)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Just a minute</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Great for anything
above PET. You give students a topic or a part one question. They then have to
speak about it for a minute. Other students have to listen out for hesitation
and repetition. I make this vaguely more interesting by giving each student an
animal name and they have to interrupt but using said animals sound. The
students speaking at the end of the minute gets the point. I often use this in
a =’s and X’s kinda style.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Platanos Vs Bananas</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This little game is a
great way to get students up and moving. I use it for all levels. I put two
opposing words/views on either side of the room. Students have to run to
whichever they prefer. They then have to question each other as to why they
chose the side they did. Eg. Cats vs Dogs. If Pablo choses dogs then you (or
his cat loving, more awesome classmate) asks Why did you chose dogs, don’t you
think they look far worse in selfies than cats?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Things You Should
Never Say</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This is a lovely
funny filler I use with higher levels. I start with the easy ones like, things
you should never say in an airport. “I’ve got a bomb.” I try and get them to
think of situations. One student once said things you should never say in an
elevator. “I’m just going to leave this smell for you guys.” was his divine
answer.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Catagory Catch</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">I used to only use
this with my kids but have started using it with higher levels as well to mix
things up a bit. I simply grab a ball and throw it <s>at </s>to a student and
shout a topic/category. Students have to both catch the ball and respond
instantly without repeating what’s already been said. If they drop it they lose
a life. I tend to give 2 or 3 lives. Eg. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Pepe, Animals: “Dog.”
Good, <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Carmen, Clothing: “A
shirt.” Good. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Joaquin 15<sup>th</sup>
Century Renaissance Artist “</span><span style="background: white; font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Michelangelo
di Lodovico Buonarroti Simon, also known simply as Michel Angelo” Nice. And so on. </span><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">2<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Instant Role Play</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Simply give your
students a new identity a situation and tell them to have a conversation. If
you want to give prompts and language by all means do. That does require more
prep and thus makes it a bit less fillery. I usually do this as a last 3 minute
thing and try re using the new vocab on the board as some kind of stimulus. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">3<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Word Association</span></u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Just give the students
a word and they have to say the first word that comes into their head. The
following student does the same. It’s a great little game to play whilst you’re
doing some kinda of paper filling in, like a homework list or something. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">3<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">5 words story<o:p></o:p></span></u></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">A simple and
effective way to kill 5 minutes. Get students to use the theme of the day to
write some kind of story. I did horror stories recently after teaching about
fear. The example I gave them was one stolen from the internet. <i>Monday, Tuesday, Wednesday, Thursday, Monday</i>.
One, particularly strange students came up with this classic: <i>I cooked your dead cat. </i>So be aware of
who is in your class. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">3<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">You scratch my back<o:p></o:p></span></u></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">This is a delightful
way to get students out of their chairs and more comfortable with each other.
I’ve used it to drill difficult spelling and just for fun. Students are put in
a line the student at the front is the writer and the others are the information
road. The student closest to the teacher is given a word. They then have to
send it forward to their writer, without speaking. The method they have to use
is simply drawing the word letter by letter on the back of the student in front
of them with just their finger. They will then in turn do it to the person in
front until they reach the writer who writes the final word on the board,
letter by letter.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">3<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><u><span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">Ad something<o:p></o:p></span></u></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="EN-US" style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">A simple sentence
transformed into a beautiful one. In this game I write a boring sentence on the
board and get the students to AD something. After eliciting that adjectives and
adverbs are the key to descriptive writing I set them off in pairs or threes to
create the most descriptive sentence EVER. This on one I got from my CAE class
a couple of weeks back. From: </span><span style="font-family: "cambria" , "serif"; font-size: 10.5pt; line-height: 115%;">The Teacher Ate a Sandwich. To: The
morbidly obese teacher greedily ate a disgustingly greasy BLT sandwich, without
the L, the T or the sandwich. <o:p></o:p></span></div>
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Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-39836488715849080672016-11-24T12:50:00.001-08:002016-11-24T12:50:30.806-08:00Use of English Part 4 Made Fun. CAEI knocked up a little powerpoint with some of my students favourite activities to practice UOE part 4. This is for the Advanced exam but it can be easily adapted for CPE and FCE.<br />
<br />
There are 4 basic "games"<br />
<br />
The first one is to simply remove the word. students then try and guess the newly transformed sentence and with it the missing word.<br />
<br />
The second is a little more tricky. One student (S1) has to sit with their back to the board. The other students (S2) work out the answer and must relay the answer to S1. S1 then has to guess what the first sentence is. This is an excellent activity as it makes students think carefully about exactly what grammar they have used. Whether S1 has to use a noun or a verb. If it's a set phrase or a phrasal verb. It's really tough at first but once they get the hang of it they seem to really enjoy it.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi46gBg4yKzAOecwvLq_4fQtAl8Ys7RjweDiBbFxOKNpeq1LnYSY2q4Naoz-wnVHl4-KYM8Z8Ho5gBKV-cpE05ZMVvOGh3KAQWSLRvtLK0MOmSjdgCoGHtt_gTQXse24qVmBthxuyd_k4s/s1600/argh.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi46gBg4yKzAOecwvLq_4fQtAl8Ys7RjweDiBbFxOKNpeq1LnYSY2q4Naoz-wnVHl4-KYM8Z8Ho5gBKV-cpE05ZMVvOGh3KAQWSLRvtLK0MOmSjdgCoGHtt_gTQXse24qVmBthxuyd_k4s/s1600/argh.jpg" /></a></div>
<br />
The third activity is mix and match. Students have to find which sentences match and then try and guess what the answer is. They are provided with all of the words, however, they have to figure out which one goes with which question.<br />
<br />
The final activity is by far the most fun. It's exactly the same as the previous one but done with glue and a piece of card. Students are given six questions cut up into their various parts. They have to stick them down in the correct order, with the correct word and then figure them out.<br />
<br />
<br />
I hope you find this useful. My class and I spent a full hour and a half working through these as did my CPE class last year. I was told it was the most useful class they'd had in terms of exam prep, so I hope your students like it too.<br />
<br />
<a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6YTFhYjg5ZmM4M2NkZWY4" target="_blank">You can find the PowerPoint just here</a> and <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NGY5Mzg3ZDMwMWZmZTU4Ng" target="_blank">the Cut and Stick workshet here.</a><br />
<br />
EnjoyProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-26082406358567152142016-11-10T12:51:00.002-08:002016-11-10T12:51:34.538-08:00What's a nuclear scientists favourite food? It's been a fair old while since I had time to throw a little blog together. So I thought as the kid is in bed and my delightful wife is yet to return from work I'd add some materials I've made recently and see if anyone fancies using them.<br />
<br />
I've been putting a great deal of foucs in my classes on pronunciation of late. Sadly, it is the one skill that is far too often glossed over by textbooks nowadays.<br />
<br />
I made this little powerpoint to help with <span style="background-color: white; color: #222222; font-family: arial, sans-serif-light, sans-serif; font-weight: lighter;">binomials </span><span style="background-color: white; color: #222222; font-family: arial, sans-serif;">bʌɪˈnəʊmɪəlz</span><span style="background-color: white; color: #222222; font-family: arial, sans-serif;">/or word twins as I like to call them. </span><br />
<span style="background-color: white; color: #222222; font-family: arial, sans-serif;"><br /></span>
<span style="color: #222222; font-family: arial, sans-serif;"><span style="background-color: white;">It starts with a "hilarious" joke and goes on to help students form these word twins. It's just a quick selection of ten sets of words that are placed in a specific order. The aim of this activity isn't only to make students aware of the fact these words come in a certain order but also to draw their attention to the weak and which comes between them. </span></span><br />
<span style="color: #222222; font-family: arial, sans-serif;"><span style="background-color: white;"><br /></span></span>
The powerpoint is right here <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NDI4NTFkZmFjOTY3ZDNhYQ" target="_blank">Word Twins Powerpoint</a>. If you fancy having a look at anything else from this blog then it's all shoved in and around that powerpoint.<br />
<br />
Right then. I'm just about done here. If you have any questions please feel free to chuck a comment below.<br />
<br />
'til the next time.Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-25087160066417792082016-09-16T04:15:00.001-07:002016-09-16T04:15:37.568-07:00When's your birthday?A little idea that popped into my head just the other day whilst doing a wee bit of research (looking on wikipedia) with my good lady about her birthday.<br />
<br />
It was a simple little idea about a mini project. Either written or spoken. Or better still both.<br />
<br />
We're told in the world of TEFL that translation is bad. I tend to disagree with this idea as I feel it has a useful place in almost any class. Perhaps not as a general rule but as a one off activity it seems foolish not to utilze this option. This very activity thrives on the translation side of learning.<br />
Much like many activities using songs! But that's for another day all together.<br />
<br />
Anyway, this super simple activity can make students feel valued and that you genuinely care about them. After all what's better than someone remembering your birthday and not thanks to a notification on facebook. This activity will get it stuck in your mind and you might learn something new yourself.<br />
<br />
I simply sent my students home and told them to research their birthday on wikipedia in their native tongue. I then asked them to choose 5 events from their birthday in history, translate them, research them a little and come up with a quick 10-15 minute presentation. Leaving them just 2-3 minutes on each event/celebrity birthday. I emphasis that it needs to be searched on wikipedia in their own language is that each different page has different events and national events are often more interesting to the students.<br />
<br />
My birthday, for example, is one of the least interesting days in history with very few notable birthdays and a derth of interesting events.<br />
<br />
My quick presentation consisted of a mini biogrophy of Clyde Barrow and his antics with Bonnie Parker.<br />
James the VI of Scotland becoming James I of England.<br />
The Abolishion of slavery in Venezuela.<br />
Elvis being drafted into the army.<br />
The bombing of Kosovo by NATO.<br />
<br />
I threw in the bonus my namesake of Harry Houdini being born on the illustrious qday of March 24th.<br />
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<img alt="Image result for birthday" 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" /><br />
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I found my students got really involved and I could now tell you the birthdays of all of those students in my B2 class. If you wanted to send them a card or something.<br />
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I hope your students enjoy this as much as mine did feel their true value as people rather than just students.<br />
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<br />Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-24129547042784091692016-06-24T08:49:00.001-07:002016-06-24T08:49:14.362-07:00Movie reviews with a twist. Or just twisted movie reviews?It's been more than just a little while since I last posted anything. That's not to say I 've been resting on my laurels, I most certainly have not. I've merely been lacking in what some might call free time. Be that as it may, the summer has arrived and I shall be presented with a little more free time. For that very reason I'm going to try and churn out as many ideas I've come up with/adapted over the last six months, in the coming months. <br />
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Today's post came about thanks to one of those silly games I tend to play with a group of friends that lends itself very well to teaching. We decided to make new movie titles by taking old ones and adding just one word.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4N9izf5h1UphXVRKT28Es9X7lgxKeJ3RkO2AVNaehWatj8h99yVMHHxvvnPYl1kZwbB9oH3dyQ-HNIxKeq49wCErCALRuwgSNjBrc_laLJTcoK8atzOlrYBTo4EMLVdTp9bW9uOYVQ2o/s1600/download.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4N9izf5h1UphXVRKT28Es9X7lgxKeJ3RkO2AVNaehWatj8h99yVMHHxvvnPYl1kZwbB9oH3dyQ-HNIxKeq49wCErCALRuwgSNjBrc_laLJTcoK8atzOlrYBTo4EMLVdTp9bW9uOYVQ2o/s400/download.png" width="400" /></a></div>
Some of the first to come out were things like NOT Saving Private Ryan and Million Dollar Baby Sitter.<br />
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I took this game into a classroom environment. As a warmer I got students to think of as many films as they could in English. After two minutes I gave them an additional two minutes with their phones to get as long a list as possible.<br />
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as soon as they'd got their list at the ready I told them to get started on the game.<br />
Captain South America, Paranormal Sexual Activity, The Rubbish Pianist and African American Beauty were but a few of the titles that popped up. <br />
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After their lists had been compiled I asked students to get together and talk about what their films would be like and who'd star in them.<br />
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Next up was reading reviews of real films. I gave the students a list <a href="http://www.raindance.org/top-10-film-review-websites/" target="_blank">Review sites</a> and set them about looking for reviews of some of the films we'd talked about. I also ensured they took some useful chunks of language from the reviews for later use.<br />
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All that was left after the discussion was to set the homework. After going through a few movie reviews online I set got them to set about the task of writing their own. using at least 3 phrases they'd come across in the movie reviews we'd read together in class.<br />
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The results were nothing short of spectacular. I had by far the largest amount of homework handed in this year with this activity and it was by far and away of the best standard.<br />
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I found that doing exam style tasks just a little away from the exam really gives the students a chance to express themselves.<br />
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right that's all from me today.<br />
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I hope this gives your class something to write about.<br />
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Until the next timeProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-66391088940720740302016-02-19T10:04:00.000-08:002016-02-22T01:36:46.028-08:00Why are you so petrified of silence?Why is it as language teachers we sometimes feel grossly uncomfortable when the class is sitting in silence. We sometimes think, these guys are learning a language why on Earth aren't they speaking it, ALL THE TIME?<br />
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Last year I had the good fortune of working with some great teachers and here I picked up a number of great activities. One of which was centred almost entirely around the notion of a silent classroom. I used this wonderful warmer and have since adapted it for my teenage PET class and will do so with my pre-advanced class later in the term.<br />
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So the big question. How can we make students speak without making a sound?<br />
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It's pretty simple really, they write to each other. The first time I did this in class, I did it with every single level I had.<br />
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I made sure they entered the class in absolute silence. There was a slide on the board (<a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NWZhMGZmYWE2ZWFhOTk2Mw" target="_blank">which you can find here)</a> which told them they weren't to speak to each other but they could communicate through scraps of paper and a pencil.<br />
The slide also contained a couple of starter questions to help them on their way.<br />
For the kiddies it was stuff like: "What did you do at school today?"<br />
For the adults something similar but a little more complex like: What did you get up to at work today?<br />
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It worked really well.<br />
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For that very reason I decided to do it again, this time with my PET students. I told them to make sure they brought their mobile phones to class.<br />
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When they entered the room in silence they could see the activity outline up on the board . I sat them in a circle facing away from each other and gave each of them a piece of paper to write their number on.<br />
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I then gave the numbers out to different students. I then let them chat to each other, freely. In English, in silence. I put a few ideas up on the board to help them out. I gestured questioningly towards my students to see if anyone wanted to make a suggestion at a conversation starter. If so they had the chance to write it up on the board (without using words of course)<br />
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The next step was to see if they could deal with multitasking. I ushered them to change numbers and add the new person to their group. There were then three people in each group and everyone was speaking to in two groups each.<br />
<img height="166" src="https://fd681cd3a0a40380ca85-667b5de929945cccc984187d6da5be32.ssl.cf1.rackcdn.com/icon/logos_whatsapp_logo/GKTw+VGFzfwR4xfeOi1I/WhatsApp_Logo_1.png" width="200" /><br />
At first this caused a bit of an issue, but soon enough their amazing teenage brains adapted to it and their multiwhatsapping brain came to the fore. After a good ten minutes I stopped everyone and asked them to read aloud what had come up in their conversations.<br />
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Some of it was surprisingly deep, two of the students had got themselves into a discussion as to how the Spanish education system was in desperate need for reform. Other students were talking about how good Cristiano's goal was the night before. Best of all though they had been writing in English and correcting each other's work and having fun at the same time. Never in my life have I seen a group of 12 teenagers so happy to sit in silence and speak English to each other. It was utterly glorious.<br />
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Give it a go. If your students don't have phones, just give them some scraps of paper and get them to pass them around.<br />
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'til the next timeProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-25438977974968509682016-02-18T08:17:00.002-08:002016-02-19T02:53:03.115-08:00Talking MoviesI have got a great pre-advanced class. I only get to see them once a week on a Friday for three hours. Sadly for them next week is parents day so they'll be missing their class. As I'm obviously a very conscientious teacher and know that whilst being away from the classroom, even the best of students will lose touch with the language. For that reason, rather than just setting a whole bunch of homework from the book and past papers I decided to set a movie review as homework.<br />
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Whilst having a chat with my DOS, Chris, we came up with a nice little idea. Rather than just setting them on their way to write about any old film we came up with a lesson plan to really engage our students in the lesson process.<br />
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1.Speaking part three with <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NGMwZmUyYmVjODg4MWZhZQ" target="_blank">grabactivity</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz6TveARvoghBtGgBl517zbbog4-Bg3-79GUTRN5hyphenhyphenHier5-7g_tMp8B4UatfBAtmyY_xtNub9npcSZI7m6_NkGK1F6d_G2DYRNKi-IGpu5HM_9RmPjA0x3nUrSMMzp1d_ux673fdWyJ0/s1600/Movie+part+3+for+blog.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="435" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz6TveARvoghBtGgBl517zbbog4-Bg3-79GUTRN5hyphenhyphenHier5-7g_tMp8B4UatfBAtmyY_xtNub9npcSZI7m6_NkGK1F6d_G2DYRNKi-IGpu5HM_9RmPjA0x3nUrSMMzp1d_ux673fdWyJ0/s640/Movie+part+3+for+blog.png" width="640" /></a></div>
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2. Select two movies each, discuss in pairs, down to one.<br />
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3. Each pair puts their idea forward. Class decides on final from the four or five selected.<br />
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4. Students decided which film to watch.<br />
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5. Find real reviews of the film online for them to read at home.<br />
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In the next class.<br />
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1. In pairs then as a class. Discuss the film.<br />
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2. Talk about the language used in the reviews they read as homework.<br />
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3. Create a plan.<br />
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4. Work in pairs to write review or do a circular writing.<br />
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5. Homework. Write your own review.<br />
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Right then. I'm off to class. Have a delightful weekend one and all.<br />
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'til the next time<br />
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<br />Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-69672630410880919842016-02-17T23:59:00.000-08:002016-02-23T07:55:26.377-08:00Potatoes and Their True PotentialI've got root vegetables on the mind. Root vegetables? What are you on about Harry?!<br />
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I recently sparked a great deal of interest in one of my classes by walking simply placing a potato on my desk as the class walked in.<br />
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"Teacher, A potato?" questioned a rather befuddled Alfredo.<img alt="Image result for potato" src="data:image/jpeg;base64,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" /><br />
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"Yes, Alfredo, it's a potato. Very good but what else could it be?" I asked the teenager usually nattering away in Spanish as he walks in.<br />
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He stopped in his tracks and respond it could be a Spanish omelette if we just added a few eggs and some onions.<br />
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After getting a few of the more obvious answers I got students to sit down in groups and try and write 10 unique uses of a potato. We got a few good ones. A door stop. a pencil holder, a paper weight and one particularly strange students felt it would work well as an instrument of death as you could destroy the evidence in a delicious fashion. I wasn't sure whether to laugh or cry. Or run to my car.<br />
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It's a great way to upgrade lower level students' language. I had my kids 4 (10 year old) saying things like:<br />
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"Well, it's a potato but it could be used as a toy."<br />
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For my B1 adults I created a quick conversation template that I put up on the board to get them to use language slightly above their level.<br />
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A: "Well, It's obviously a potato, but it could be used as a............ or even a........... not to mention a............."<br />
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B: "I see you're point. They're all great ideas. However, I'm pretty sure it would be best used as a............ . What do you reckon?"<br />
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My favourite idea from this class came from a lady in her early fifties who suggested the best use of a potato would be as a fake breast.<br />
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I've also found with my higher level students, teens in particular, it's a great way to get them using their mobile phones in class. Words like doorstop and bookend don't tend to pop up in everyday language, so after they've described what it could be used as:<br />
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"It could be used as the thing that keeps doors open."<br />
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I get them to take out their phones and ask Google exactly what it is. They type in, "What's the name of the thing that is used to keep doors open, in English."<br />
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As a warmer I found this really worked and got the students thinking straight away. I went on to try it with other vegetables and then on to other household items. By the end of the month students were disappointed if they walked in and there wasn't a foreign object sitting on my desk waiting to be analyzed. <br />
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Another fantastic item is the eternally useful paper clip. Which can be used as practical things such as opening your iPhone or other more surreal ideas like the zip on a zipline for small beasties. I was particularly fond of that idea.<br />
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Yesterday I ended the activity by telling my students that potatoes could be anything, which meant they were potatoes. I then went rouind and each students stated loud and proud. I AM A POTATO.<br />
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Give it a try. Get your students thinking outside the box as soon as they walk into the room. It'll go down as a class that lives long in the memory. That's for sure.<br />
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Til next timeProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-34747376905509736232016-02-16T08:23:00.001-08:002016-02-16T08:25:57.612-08:00Songs and Translation<div class="separator" style="clear: both; text-align: center;">
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Just a quicky today as classes start in 13 minutes.<br />
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I've been doing this activity with my classes for a little while and I've found it really develops understanding and paraphrasing.<br />
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What I do is play the first few lines of a song. Get students to write what they hear. Listen again, compare what they have to make sure it's ok then I ask them to translate what they have both literally and adapting whatever idiomatic language might be contained within the first 4 lines of the song.<br />
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After they've translated it I ask them to translate it back into English but they have to avoid using the same vocabulary, as far as possible, to the original.<br />
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I then go through the entire song, using some kind of gap fill. when we're done with that I translate another section of the song. then back again. In doing this it makes the students think about exactly what message the singer is trying to convey.<br />
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The most recent two songs I've done this with are. Ed Sheeran's hit Thinking Out Loud and the Kooks early naughties classic <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MmNhNTBiYWQyNzE4ODkwMw" target="_blank">Naive</a> and of course my favourite all time song <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NTQwMjZhNzVhMjc1MDgwZQ" target="_blank">Everlong</a> by the Foo Fighters.<br />
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You can do it with any song you desire and there are a plethora of options out there on the internet if you're looking for ready made materials. If you look in my materials folder at the top you'll find two or three songs already done. Help yourself.<br />
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<br />Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-9886694618367804322016-02-13T17:04:00.001-08:002016-02-23T07:56:50.172-08:00England and səm pɪˈkjuːlɪə sawndɪŋ tawnzAs an Englishman I'm always tickled pink by the attempts at non-English folk's attempts at pronouncing some of the England's more peculiar City, Town and Village names. That said a huge slice of humble pie had to be eaten back in the summer when I visited a town called Snettisham. I fell foul of a counter intuitively pronounced town and for that very reason I set about putting together a class. To help those who come to our land and hope to speak free from the embarrassment of Lei-ces-ter Square.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS_VcFiAidGEex8v9n2Vb86UmBekRImh0OZLOg_X_FrfwJuuIET7EA0cKz-6RLVPvgWK5CYHf7UAUwtYM2p0MN4WmVhNHTCEjlBmWMrgV4UjvhkGrf7aJ0q-twgUxcLNo7RwT3Y-wOZS4/s1600/pron+town+names+2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS_VcFiAidGEex8v9n2Vb86UmBekRImh0OZLOg_X_FrfwJuuIET7EA0cKz-6RLVPvgWK5CYHf7UAUwtYM2p0MN4WmVhNHTCEjlBmWMrgV4UjvhkGrf7aJ0q-twgUxcLNo7RwT3Y-wOZS4/s200/pron+town+names+2.png" width="200" /></a>The way I've set it is is with a powerpoint introduction of the 5 selected locations around England with a few pictures and facts about each place. At this stage I don't mention how to pronounce the towns. and get students to read each slide. (<a href="https://sites.google.com/site/sirhofthebomb84/strip" target="_blank">You can find all the materials here.</a> The <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MjVlZDNhYzg1YzM0N2VhMg" target="_blank">powerpoint</a> and <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MzRlZjkyMGFkNzhiYWI5ZQ" target="_blank">worksheet</a> are both titled"Town names pron")<br />
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The next step is to put students into pairs (using the red and yellow section of the tables) or groups of three (in this case use the blue section of the table) and give each member of the group one of the worksheets here.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg47E3v6nFU76Rag_9Ba2shYdAfhC-8zUssAvGCGgd1-mnBaMmzYzhccB7SHdvI2j21CPN0g4daME6YR3GbIAx4eZo0_P8TZ5kJFagR45K7Nbc1Fnvr9KyeUrc8qHe5HlF5ZE0LyrPTD-4/s1600/pron+town+names+3.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg47E3v6nFU76Rag_9Ba2shYdAfhC-8zUssAvGCGgd1-mnBaMmzYzhccB7SHdvI2j21CPN0g4daME6YR3GbIAx4eZo0_P8TZ5kJFagR45K7Nbc1Fnvr9KyeUrc8qHe5HlF5ZE0LyrPTD-4/s200/pron+town+names+3.png" width="200" /></a></div>
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It then becomes an information swap by them using their partner. Next they work together to complete their tables and/or the one on the white board, on which you can have a different information gap task.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7RhILBq0VGik-jcvuoySzkBaSZrG5zm5mj3VhqyZRdL16zcabwjzNZkwZs2sWiu2JUHCRq6T_9jdDxQsmOrh5qpHrDUERpKSQqimhiCINg_InNGBKg8A7rMYh_aKErCW5gCHvohZpHGk/s1600/pron+town+names.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7RhILBq0VGik-jcvuoySzkBaSZrG5zm5mj3VhqyZRdL16zcabwjzNZkwZs2sWiu2JUHCRq6T_9jdDxQsmOrh5qpHrDUERpKSQqimhiCINg_InNGBKg8A7rMYh_aKErCW5gCHvohZpHGk/s200/pron+town+names.png" width="141" /></a><br />
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When students have completed the task get them to look through each of the words ad spell the the individual sounds to help demonstrate the various different ways sounds can be spelled in our wonderfully prepossessing language.<br />
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This activity always works better when student shave a basic knowledge of phonemic script but can be done as a cryptography class without any knowledge and a simple copy of the chart.<br />
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I trust you'll have a giggle with this and perhaps learn something new yourself.<br />
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'til the next time.<br />
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If you enjoyed this why not follow me on twitter @EFLuencyfella<br />
H<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDiJC7vMt2Pjc7EVMFudRSOqam3-MoiqlV_NUBupa9d6o1hPogTQtbeYZXCNzuM9IkRxdPj9xp3hrW9mXi7VJdZ4u83CKdjMyDfJYao1waHaFf3181nIpCoyU9t01EqZYp16Acqe4ZSwU/s1600/phonetic-chart.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDiJC7vMt2Pjc7EVMFudRSOqam3-MoiqlV_NUBupa9d6o1hPogTQtbeYZXCNzuM9IkRxdPj9xp3hrW9mXi7VJdZ4u83CKdjMyDfJYao1waHaFf3181nIpCoyU9t01EqZYp16Acqe4ZSwU/s400/phonetic-chart.gif" width="400" /></a></div>
<br />Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-7099387905004231502016-02-11T06:12:00.003-08:002016-02-14T11:31:10.092-08:00Using Complex Grammatical Structures - Grab Activity<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB">Whilst
working with my proficiency students I’ve found they have an amazing level of
English but often struggle when it comes to incorporating the complex
grammatical structures they need to use in the speaking exam into their
language. I’ve created this grab
activity to make sure they use them.<o:p></o:p></span></div>
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<br /></div>
<br />
<div class="MsoNormal">
<span lang="EN-GB">After
printing and laminating the cards I get students to take a hand full of them
and base their spoken activity around using as many as they can. I have a
similar sheet to encourage the use of discourse markers. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB">for more activities keep and eye on twitter for the@EFLuencyfella</span></div>
<div class="MsoNormal">
<span lang="EN-GB"><br /></span></div>
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 4.8pt; margin-right: 4.8pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: page; mso-table-left: left; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 16.9pt; mso-yfti-tbllook: 480; width: 619px;">
<tbody>
<tr style="height: 50.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">If I were..<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">….of huge importance <o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">It would/n’t be<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">in all <o:p></o:p></span></b><span style="background-color: transparent; font-size: 21.3333px;"><span style="color: #222222; font-family: "arial";"><b>likelihood</b></span></span></div>
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<tr style="height: 50.0pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Seldom does one..<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">It’s vital that we<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Not for a moment<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">I should hope <o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Not ‘til I…. did I<o:p></o:p></span></b></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">What makes me _____ is…<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Hardly had we<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Whoever<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Here’s your<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Whenever<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">I’ve been told<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Only when I<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Not only…. But….. also<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">If it hadn’t been<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Never have<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Should you want to<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">No sooner<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Were it not for<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Under no circumstances<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Only when I<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 50.0pt; mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">At no time<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 50.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Not only<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 35.75pt; mso-yfti-irow: 13; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 35.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b><span lang="EN-GB" style="color: #222222; font-family: "arial"; font-size: 16.0pt;">Not since<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 35.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 232.2pt;" valign="top" width="310"><div align="center" style="background: white; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 16.9pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<span lang="EN-GB">
</span></div>
<div class="MsoNormal">
<br /></div>
Prof Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-51263451621621281472016-02-05T09:22:00.001-08:002016-02-09T07:33:32.568-08:00Flag of The WeekJust a quick one today. As I'm just off out of the classroom.<br />
something I really love about teaching younger levels is the opportunity to add in a few bits and pieces of trivia with the English they use.<br />
As you may or may not know, I love flags and capital cities. For that very reason I like to introduce a new flag of the week each week to my kids. I used to go with the traditional, more common flags but recently I found students to be wildly more interested in flags that had something a little different. Countries that weren't your run of the mill classroom countries.<br />
<br />
The PowerPoint just <a href="https://sites.google.com/site/sirhofthebomb84/other-materials" target="_blank">here</a> (or notebook,<a href="https://sites.google.com/site/sirhofthebomb84/other-materials" target="_blank"> here</a>, depending on your technology) contain ten completed flags. Below the top ten are my next 14 weeks work. I'll be updating them on a regular basis. I'd advise downloading them, not just going straight from Google. They lose a lot of their functions.. They're simple called flag of the week. Like all my materials you can get them from the links at the top of the page too.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCbLwJ9XZ0_FmxVwtK41nX62f0jZYiQCixoal_hwRE44fJsh9VEnYT51RlYZ9MNO3DIEswYxeaRYzbmxn5-eoDNOj4yf-YCxEcoUvXXaDejpFUxTcZK1PIaWHBVDcjl46Ba7iFJyuyD70/s1600/bhutan+blog.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCbLwJ9XZ0_FmxVwtK41nX62f0jZYiQCixoal_hwRE44fJsh9VEnYT51RlYZ9MNO3DIEswYxeaRYzbmxn5-eoDNOj4yf-YCxEcoUvXXaDejpFUxTcZK1PIaWHBVDcjl46Ba7iFJyuyD70/s320/bhutan+blog.png" width="320" /></a></div>
<br />
<br />
I've found it to be a great way to get students to see there is a world outside their country and outside the countries portrayed on the western news week-in, week-out.<br />
<br />
I tend to use it at the start of my classes when I am going through various routines, such as the weather. Each class a different student gets a different flag. At the end of the class I recap with a quick quiz then the following class the student repeats what they can remember.<br />
<br />
Well, it's Friday and time for me to log off.<br />
<br />
I hope you all enjoy what the weekend has in store for you.<br />
<br />
'til the next time.<br />
<br />
H<br />
<br />
@EFLuencyfellaProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0tag:blogger.com,1999:blog-7998359783476140174.post-22997960624632310022016-02-04T04:30:00.000-08:002016-02-14T11:31:48.641-08:00PET writing Part 3. The Fun Bit. Part 2After the not quite borefest but let's be honest not exactly enthralling, yet incredibly useful, opening to this class I provided you with on Tuesday. Today's blog is going to get your students to practice what they've learnt and get it to stick in their memory.<br />
<br />
So after you've made Frankenstein's letter and the students have the options available to them to create their own master piece I present the students a chance to really play with it.<br />
<br />
Step 1: Do a secret Santa style phone number swap.<br />
<br />
Step 2: Students to find out who their partner is by sending a hello message on whatsapp. From now on the class must remain silent. Only speaking through whatsapp.<br />
<br />
Step 3: Get students to decide who will be person a and who will be person b.<br />
<br />
Step 4: Person A sends the greeting to person B.<br />
<br />
Step 5: Student B sends the first line of the informal letter to student B. In doing so they should use as much of the text talk vocabulary and as many emojis as they can. eg:<br />
<br />
<b> <i>S'up? Thnx 4 the letter, I was over the <span style="font-size: xx-small;"><img alt="Image result for moon emoji" src="data:image/jpeg;base64,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" /> </span>when it arrived.</i></b><br />
<br />
Step 6: Partner B must then complete the first paragraph with the reason for not writing sooner.<br />
<br />
<b><i>I'm sry I didn't </i></b><img src="http://graphics.wsj.com/how-i-learned-to-love-writing-with-emojis/img/emoji/pencil.png" /><b><i> b4, I've been really busy with </i></b><img alt="Image result for school emoji" src="data:image/png;base64,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" /><b><i>work.</i></b><br />
<b><i><br /></i></b>
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Step 7: Students to work their way through the letter until they've finished their correspondence. When they're done I get them to sit together and decode their messages onto the <a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6NWQ2Y2I0NjE4NDBmMDJi" target="_blank">PET writing part 3 template. </a><br />
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Step 8: Finally, ask your students to take their completed templates and write their final, perfect, informal letter.<br />
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NB for the final step I like to get my students to write up their final letter on a piece of paper wrapped in tin foil. It is that extra bit of writing outside the box which will really stick what they have done in class in their memories. It will also have them writing the final letter once more and not even complaining about it because it's going to look shiny and lovely. They can then be put up around the classroom of a constant reminder of what a great teacher you are and how much fun they have in your classes.<br />
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Well, I really hope your students enjoy this class. I've found it's really worked well with mine and it makes them really happy to leave the books aside for a day and focus on developing their writing in a slightly different way.<br />
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<a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxzaXJob2Z0aGVib21iODR8Z3g6MjNlNDZiODBlYzVlZjhiYg" target="_blank">FULL LESSON PRINTABLE LESSON PLAN HERE</a><br />
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'til next timeProf Harry Watershttp://www.blogger.com/profile/09470253331322775785noreply@blogger.com0