<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2021010105989775431</id><updated>2026-09-20T04:40:54.451-07:00</updated><title type='text'>Project Management Using Microsoft Project Professional 2010</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>19</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-3716926657145896865</id><published>2014-02-12T22:27:00.002-08:00</published><updated>2016-06-18T04:02:57.751-07:00</updated><title type='text'>HOW TO KEEP THE PROJECT MOMEMTUM GOING</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small; line-height: 19.88px;&quot;&gt;&lt;b&gt;Tip #1: Set achievable deadlines&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;color: #2f4b61;&quot;&gt;Complete everything by Friday? That&#39;s a lot to ask. So set deadlines for your team members that are achievable. In fact, it&#39;s even better to get them to help you set the deadlines. If they sign up to completing a task by a particular date then they are far more likely to achieve it than if you told them what the deadline is.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Split big tasks into smaller tasks so that each part has a separate end date. This will also make the deadlines more achievable and easier to monitor.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;line-height: 19.88px;&quot;&gt;Tip #2: Monitor progress&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;color: #2f4b61; font-size: small;&quot;&gt;You&#39;ll be able to see how well you are making progress on your project if you monitor the status of each task. Monitoring will also help you see if anything (or anyone) is slowing down, allowing you to talk to them about keeping the momentum going. Use real-time information to check the progress of tasks and ensure that everything is moving forward.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Of course, you need a plan to monitor progress against, so make sure you have all the tasks and proposed completion dates noted down for you to check against.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;line-height: 19.88px;&quot;&gt;Tip #3: Share your progress with others&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #2f4b61;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;color: #2f4b61; font-size: small;&quot;&gt;&lt;span style=&quot;color: #2f4b61;&quot;&gt;It isn&#39;t enough for you to know that progress is being made. In order for others on the team to feel as if they are achieving their project goals everyone should be updated on the project progress.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Being able to see that the project is moving forward is a great motivator and will help the team keep going towards those end goals.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b style=&quot;line-height: 19.88px;&quot;&gt;Tip #4: Celebrate success&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;color: #2f4b61; font-size: small;&quot;&gt;Don&#39;t wait until the end of the project to celebrate success! Find a few moments through the project where something has been achieved that is worth shouting about and celebrate those. For example, the end of the testing phase when you have a product that is fit for shipping, or the completion of a big piece of design. It really doesn&#39;t matter what you are celebrating as long as it is linked to the project somehow and you can use the occasion to demonstrate what progress is being made and what is still to do. Even small celebrations motivate team members which in turn helps you drive the project onward.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;line-height: 19.88px;&quot;&gt;Tip #5: Don&#39;t take on too much&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;color: #2f4b61; font-size: small;&quot;&gt;A massive project can be daunting for everyone on the team and you might find that work slows down because people are overwhelmed. Split your project into smaller phases and deliver it a bit at a time. This can help structure the work into achievable pieces and make it manageable. If it feels less daunting, the team will be more confident about making progress.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/3716926657145896865/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2014/02/how-to-keep-project-momentum-going.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/3716926657145896865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/3716926657145896865'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2014/02/how-to-keep-project-momentum-going.html' title='HOW TO KEEP THE PROJECT MOMEMTUM GOING'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-5551462389504558993</id><published>2014-02-12T22:23:00.001-08:00</published><updated>2016-06-18T04:04:11.647-07:00</updated><title type='text'>5 BIGGEST CHALLENGES AS A PROJECT MANAGER</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;background-color: white; font-family: &amp;quot;helvetica neue&amp;quot;,&amp;quot;arial&amp;quot;,&amp;quot;helvetica&amp;quot;,sans-serif; line-height: 16.2px; margin-bottom: 1.5em; padding: 0px; text-align: center;&quot;&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;1. Dispelling PM myths about Project Manager’s and project management in general&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
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It’s the myth that Project Manager’s are just paper pushers. They’re just working on admin, administrative stuff, that they’re bullies. They’re the ones who are always on my back about things and they get in the way. They give me too much extra stuff to do. They just add extra work to the project. Those are myths that I think Project Manager’s spend a lot of time working on trying to dispel. Just to get the credibility back into their role and to the field of Project Management.&lt;/div&gt;
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&lt;h2 style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif; font-size: xx-small;&quot;&gt;&lt;span style=&quot;line-height: 16.2px;&quot;&gt;2. You have to&amp;nbsp;re craft&amp;nbsp;and reorganize&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;div style=&quot;background-color: white; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif; font-size: 13px; line-height: 16.200000762939453px;&quot;&gt;There’s so much going on now whether it’s your industry, whether it’s technology, but it’s keeping up, not only on that, but also the changes that are occurring constantly on the project. So, hang on, change is coming, because what happens is that changes the priorities and when priorities change you lose your resources, you lose your budget, and things constantly change.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;3. Staying relevant. So, having the time to develop yourself&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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To learn what are the trends going on in my industry. What’s the technology that people are using? Now organizations are incorporating using mobile phones, social media, and new tools. Also, policies. What kind of policies are infecting the environment, our industry? Whether it’s telecommunications, technology, real estate, all types of industries. What methods? There are all kinds of methods now and knowing which method is appropriate for you type of project.&lt;/div&gt;
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&lt;h2 style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;4. Losing resources&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
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So, as things change and they’re higher priority projects, invariably you lose your people or your budget. You know, the critical resource, the super star on your project, that you fear, “Oh my god if I lose that person, I’m dead in the water”. Well typically, we do, and then the budget, so budget gets reallocated to other projects. So therefore, you have to go back re prioritize your work. Change it, and that’s constantly happening.&lt;/div&gt;
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Then the other one is standing firm. There’s actually a song that says “Know when to hold ‘em and when to fold ‘em”. I think it’s harder to actually stand and hold ‘em. Meaning, step up or go to bat for things in your group, whether it’s resources, trying to fight for or stand for the people so that you don’t lose them. Go to your organization and let them know why it’s important that you keep that resource. Or time, you may have to go back to your stake holders and position and stand firm that you need more time, things have changed, actually go to your change control board. Then process changes. So, there may need to be some process changes in your organization where you have to change things in order to be more efficient.&lt;/div&gt;
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&lt;h2 style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;5. Politics, dealing with the gremlin of politics in your organization&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
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So, it’s harder to stand firm. I think if a Project manager can overcome some of these challenges then they can begin arming themselves to handle the other challenges, like the risk, the change, the managing risk holders expectations, and all those things that the other research reports back.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/5551462389504558993/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2014/02/5-biggest-challenges-as-project-manager.html#comment-form' title='11 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5551462389504558993'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5551462389504558993'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2014/02/5-biggest-challenges-as-project-manager.html' title='5 BIGGEST CHALLENGES AS A PROJECT MANAGER'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>11</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-6515644166577232139</id><published>2014-02-12T22:14:00.000-08:00</published><updated>2016-06-18T04:05:51.208-07:00</updated><title type='text'>5 RISKS TO PROJECT SCHEDULE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;color: #444444; font-size: 13px;&quot;&gt;Project managers rely on their schedules. The Project Schedule&lt;/span&gt;&lt;span style=&quot;color: #444444; font-size: 13px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #444444; font-size: 13px;&quot;&gt;is the one document that tells everyone what they should be doing, when it needs to start and how long it should take. It is also used to track progress, so managing a project without a schedule is virtually impossible if you want to achieve the agreed milestones and delivery dates. However good we think our schedules are, there are always risks when it comes to managing tasks, resources and the project scope. Here are 5 scheduling risks that you could be facing – how will you manage these on your project?&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;1. Not Scheduling Vacations&lt;/span&gt;&lt;/h2&gt;
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Is anyone taking an annual vacation this year? Yes? Well, are those dates incorporated into your project schedule? It can be difficult to get this information from your project team members, especially if they don’t work directly for you, but the best thing to do is to bring it up during one of your regular team meetings. Use your normal team collaboration approaches to check the dates of everyone’s planned annual leave (including your own). Then you can incorporate this downtime into the schedule. If you don’t, there is a risk that you’ll be allocating tasks to team members when they aren&#39;t even in the country. This will delay the project overall and it could inconvenience other teams and departments that are waiting for those tasks to be completed.&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;2. Scheduling Everyone At 100% &lt;/span&gt;&lt;/h2&gt;
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Everyone is dedicated to your project and gives it their all, right? Wrong, but not for the reasons you might think! Even the most dedicated project team member won’t spend 100% of their day – 7 or 8 hours – working on your project. They go and buy a sandwich, they talk to a colleague they haven’t seen for ages, they have a doctor’s appointment… The list of things to fill up a day with (that aren&#39;t your project) is huge.&lt;/div&gt;
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The risk here is that your schedule will suffer delays as tasks take longer in reality than you planned. The best way to handle this is to make sure that you only schedule project team resources at 80% capacity. You can do this every day by limiting the amount of hours of tasks they have to do, but it is probably easier to do it by week. Everyone’s availability per week then only becomes 4 days out of 5.&lt;/div&gt;
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If you report or update your schedule on a weekly basis this should be manageable. If you do update your schedule more regularly than this you may have to look at scheduling on a daily or hourly basis instead.&lt;/div&gt;
&lt;h2 style=&quot;background-color: white; color: #111111; font-family: &amp;quot;arial&amp;quot;,&amp;quot;helvetica&amp;quot;,sans-serif; font-weight: normal; line-height: 1.2em; margin: 0px 0px 0em; padding: 0px; text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;3. Forgetting Tasks &lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
Ideally, your project schedule should&amp;nbsp;include absolutely everything from the very first day that you commit your thoughts to your online project management tool. Unfortunately, it is rare that project teams have that much clarity about project tasks, and there is normally something that has been forgotten!&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
Small tasks may be able to be accommodated without many issues, but if you have left out something major – well, that’s a different problem.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
There’s a risk that uncovering a large task that has been missed delays your schedule to the point where you can’t achieve the published deadlines. Then you’ll have to submit a change request to your project sponsor and ask for the end date to be officially moved.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
Build in a mechanism or process to deal with forgotten tasks and remember to review your schedule regularly with your team. This will at least ensure that you have the time to discuss any extra tasks with your team members, so there is less likelihood of tasks being overlooked.&lt;/div&gt;
&lt;h2 style=&quot;background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-weight: normal; line-height: 1.2em; margin: 0px 0px 0em; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;4. Inaccurate Estimates&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
If you are doing something for the first time it can be difficult to work out exactly how long tasks will take. Even subject matter experts may not know, even if they have done something similar before.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
Projects are generally unique and anything with a bit of innovative thinking may require you to plan for tasks that have never been carried out in the company before, such as the launch of a new piece of software or a new product.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
Inaccurate estimates can be a risk to your project schedule because they mean your milestones and end date can change dramatically. Normally the problem comes when the estimates are too low – not many project sponsors worry about delivering a project early!&lt;/div&gt;
&lt;h2 style=&quot;background-color: white; color: #111111; font-family: Arial, Helvetica, sans-serif; font-weight: normal; line-height: 1.2em; margin: 0px 0px 0em; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;5. Scope Creep&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
Scope creep is when unauthorized changes slip&amp;nbsp;through and make it into the project scope. This results in the team doing more work than originally planned. Scope creep normally happens when a key stakeholder puts forward a request to change something and this does not, for whatever reason, go through the change management process.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
Over-enthusiastic sponsors are often the culprit! They ask for changes without necessarily understanding the full implications for the schedule, resource plan or budget, and yet the team has to make the change. The risk here is that the overall project schedule slips. Critical tasks may not get completed on time as team members are working on new changes, and that can create delays that you might not be able to make up.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #444444; font-family: &#39;Helvetica Neue&#39;, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 16.200000762939453px; margin-bottom: 1.5em; padding: 0px;&quot;&gt;
The best way to avoid the risk of scope creep is to ensure that all changes go through the approved change management process. A good project schedule is the foundation for any project, and the project manager should make sure that it is as accurate as possible. All projects face risks, and risks to your schedule are no different.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/6515644166577232139/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2014/02/5-risks-to-your-project-schedule.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/6515644166577232139'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/6515644166577232139'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2014/02/5-risks-to-your-project-schedule.html' title='5 RISKS TO PROJECT SCHEDULE'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-6893654392931035923</id><published>2013-10-07T01:11:00.004-07:00</published><updated>2013-10-07T01:18:35.469-07:00</updated><title type='text'>RISK PROFILES &amp; RESOLUTION : RISK MANAGEMENT IN A PROJECT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;Risk Profiles&lt;/span&gt;&lt;/h2&gt;
&lt;div&gt;
Risk to a project can be measured on two major axes: &lt;b&gt;&lt;i&gt;Likelihood of failure&lt;/i&gt; &lt;/b&gt;and &lt;b&gt;&lt;i&gt;Impact of failure&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The more likely a problem is to occur, the more risk it poses to the project. Even fairly minor problems or issues can become a threat to the project if they occur so frequently that they can’t be avoided. Similarly, the impact or consequences of a problem are also important. Some problems can stop a project in its tracks all by themselves.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Many systems exist for categorizing risks into different categories but the one presented here is fairly simple. In this system each risk item is qualified on two scales: &lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;likelihood&lt;/b&gt; &lt;/span&gt;and &lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;impact&lt;/span&gt;&lt;/b&gt;.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Each scale is divided into two simple categories of “&amp;nbsp;&lt;b&gt;Low&amp;nbsp;&lt;/b&gt;” or “&amp;nbsp;&lt;b&gt;High&amp;nbsp;&lt;/b&gt;” and risks are rated according to each scale.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjux09rSly2QTc4mZqrxm6_g1oj3VWaqZguq3feJrY0a6jCU8xwGXl9YUfLeu3MptB-y6iVSk0UvVRGCtUTBUKZ8Pz886JZiyrUQyve231XH4r-Ke_D-IipL0ZuoU9NlOWt_Lo88J4sReo/s1600/Capture.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjux09rSly2QTc4mZqrxm6_g1oj3VWaqZguq3feJrY0a6jCU8xwGXl9YUfLeu3MptB-y6iVSk0UvVRGCtUTBUKZ8Pz886JZiyrUQyve231XH4r-Ke_D-IipL0ZuoU9NlOWt_Lo88J4sReo/s1600/Capture.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A. “&amp;nbsp;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Critical&amp;nbsp;&lt;/span&gt;&lt;/b&gt;” issue represents one that will stop the project in its tracks (known as a “S&lt;i&gt;&lt;b&gt;how Stopper&lt;/b&gt;&lt;/i&gt;”) and must be dealt with immediately.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
B. “&amp;nbsp;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Major&amp;nbsp;&lt;/span&gt;&lt;/b&gt;” risks represent a significant threat to the project because of their frequency or because of the seriousness of their impact; these threats usually have to be dealt with as soon as possible.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
C. “&amp;nbsp;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Minor&amp;nbsp;&lt;/span&gt;&lt;/b&gt;” risks which are neither likely nor particularly serious and can be left until others have been dealt with. Minor risks however have an annoying habit of turning into major ones when your back is turned.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;
&lt;span style=&quot;color: blue;&quot;&gt;Resolution of risks&lt;/span&gt;&lt;/h3&gt;
Once you have profiled your risk they can be ranked into an ordered list representing the various threats to the project to be dealt with. The more significant can then be examined and assigned an action by the project team.&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;
&lt;b&gt;&lt;i&gt;Typical actions are as below&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;&lt;b&gt;Research&lt;/b&gt;&lt;/u&gt; :&amp;nbsp;&lt;/span&gt;The risk is not yet fully understood. Its impact or likelihood of occurrence may be unclear or the context in which it may occur could seem unreasonable. Further research by members of the project team is&lt;br /&gt;
warranted.&lt;br /&gt;
&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/u&gt;
&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;Accept&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;&amp;nbsp;: The risk is unavoidable and must be accepted as-is. This category of risks become extremely important to a project since they cannot be resolved but still represent a threat to completion. Anticipation therefore become the key to dealing with this category of risk.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;Reduce&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;&amp;nbsp;: The risk as it stands is unacceptable. The project team must act to reduce the risk and to establish contingency plans should the risk occur. The risk will have to reviewed in future to define the threat it poses.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;Eliminate&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&amp;nbsp;: The risk is unacceptable under any circumstances and must be eliminated as a possibility. The project team must put in place processes and procedures not only to ensure the immediate threat is eliminated but that it does not re-occur in the future.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/6893654392931035923/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/10/risk-profiles-risk-management-in-project.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/6893654392931035923'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/6893654392931035923'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/10/risk-profiles-risk-management-in-project.html' title='RISK PROFILES &amp; RESOLUTION : RISK MANAGEMENT IN A PROJECT'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjux09rSly2QTc4mZqrxm6_g1oj3VWaqZguq3feJrY0a6jCU8xwGXl9YUfLeu3MptB-y6iVSk0UvVRGCtUTBUKZ8Pz886JZiyrUQyve231XH4r-Ke_D-IipL0ZuoU9NlOWt_Lo88J4sReo/s72-c/Capture.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-8063927232674486759</id><published>2013-09-30T23:14:00.000-07:00</published><updated>2013-09-30T23:14:15.014-07:00</updated><title type='text'>COSTING &amp; BUDGETING OF A PROJECT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;COSTING &amp;amp; BUDGETING OF A PROJECT&lt;/span&gt;&lt;/h3&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Some projects are relatively straightforward to cost but most are not. Even simple figures like the cost per man/hour of labor can be incredibly difficult to calculate and in most cases approximations are used. Some fundamental principles to keep in mind are derived from standing accounting practice as below:&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;i&gt;The Concept of &#39;Prudence&#39;&lt;/i&gt; &lt;/span&gt;&lt;b&gt;&amp;nbsp;-&lt;/b&gt;&amp;nbsp;You should be pessimistic in your accounts (“Anticipate No Profit and provide for all possible losses”). Provide yourself with a margin for error and not just show the best possible financial position. It’s the old maxim: &lt;i&gt;promise low-deliver / high once again.&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;i&gt;The &#39;Accruals&#39; Concept &lt;/i&gt;&lt;b&gt;&amp;nbsp; &amp;nbsp; &lt;/b&gt;&lt;/span&gt;- Revenue and costs are accrued or matched with one another and are attributed to the same point in the schedule. For example if the costs of hardware are in your budget at the point where you pay the invoice, then ALL the costs for hardware should be “Accrued” when the invoice is received.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;i&gt;The ‘Consistency’ Concept&lt;/i&gt; &lt;/span&gt;&lt;b&gt;-&lt;/b&gt;&amp;nbsp;This is similar to accruals but it emphasizes consistency over different periods. If you change the basis on which you count certain costs you either need to revise all previous finance accounts in line with this or annotate the change appropriately so people can make comparisons on a like-for-like basis.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;h3&gt;
&lt;span style=&quot;color: blue;&quot;&gt;Costing&lt;/span&gt;&lt;/h3&gt;
&lt;div&gt;
At a basic level the process of costing is reasonably simple. You draw up a list of all your possible expenditure and put a numerical value against each item; the total therefore represents the &lt;i&gt;Tangible Cost&lt;/i&gt; of your project.&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;i&gt;&lt;u&gt;Tangible Costs&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Capital Expenditure&lt;/span&gt;&lt;/i&gt;&amp;nbsp;- Any large asset of the project which is purchased outright. This usually includes plant, hardware, software and sometimes buildings although these can be accounted for in a number of ways&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Lease Costs&lt;/span&gt; -&lt;/i&gt;&amp;nbsp;Some assets are not purchased outright but are leased to spread the cost over the life of the project. These should be accounted for separately to capital expenditure since the project or company does not own these assets&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Staff costs&lt;/span&gt;&lt;/i&gt;&amp;nbsp; - All costs for staff must be accounted for and this includes (but is not limited to): Salary and Pension (superannuation) costs; insurance costs; recruitment costs; anything which can be tied directly to employing, training and retaining staff&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Professional services&lt;/span&gt;&lt;/i&gt;&amp;nbsp; - All large-scale projects require the input of one or more professional groups such as lawyers or accountants. These are normally accounted for separately since a close watch needs to be kept upon expenditure in this area. Without scrutiny the costs of a consultant engineer, accountant or lawyer can quickly dwarf other costs&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Supplies and Consumables &amp;nbsp;-&lt;/span&gt;&lt;/i&gt;&amp;nbsp;Regular expenditure on supplies is often best covered by a single item in your budget under which these figures are accrued.&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;One-off costs&lt;/span&gt;&lt;/i&gt;&amp;nbsp;- One-off costs apply to expenditure which is not related to any of the above categories but occurs on an irregular basis. Staff training might be an example. While it might be appropriate to list this under staff costs you might wish to track it independently as an irregular cost. The choice is yours but the principles of prudence and consistency apply.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Overheads&lt;/span&gt;&lt;/i&gt; – Sometime called indirect costs, these are costs which are not directly attributable to any of the above categories but never-the-less impact upon your budget. For example it may not be appropriate to reflect the phone bill for your project in staff costs, yet this still has to be paid and accounted for. Costing for overheads is usually done as a rough percentage of one of the other factors such as “staff costs”.&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;h4&gt;
&lt;u&gt;&lt;i&gt;Intangible Costs&lt;/i&gt;&lt;/u&gt;&lt;/h4&gt;
&lt;div&gt;
It has become fashionable to account for “Intangible” assets on the balance sheets of companies and possibly also projects. The argument goes like this: some contributions to a project are extremely valuable but cannot necessarily have a tangible value associated with them.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Typical things you might place in the budget under intangibles are “&lt;i&gt;Goodwill&lt;/i&gt;” and “&lt;i&gt;Intellectual Property&lt;/i&gt;”. Personnel-related figures are a frequent source of intangible assets and so you might find things like “&lt;i&gt;Management Team&lt;/i&gt;”, “&lt;i&gt;Relationships&lt;/i&gt;” &amp;amp; “&lt;i&gt;Contacts&lt;/i&gt;” on an intangibles balance sheet.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h3&gt;
&lt;span style=&quot;color: blue;&quot;&gt;Budgeting&lt;/span&gt;&lt;/h3&gt;
&lt;div&gt;
Once you have costed your project you can then prepare an appropriate budget to secure the requisite funds and plan your &lt;i&gt;Cash Flow&lt;/i&gt; over the life of the project. An accurate cost model will of course entail a fairly detailed design or at the very least requirement specification so that you can determine your scope of work. This is normally completed well into the design phase of the project.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
The sad truth of the matter however is that more often than not you are required to prepare some sort of indicative budget before approval of the project and you are often held to your original estimates. You must be extremely careful with initial estimates and always follow the &lt;b&gt;&lt;i&gt;“Promise Low / Deliver High”&lt;/i&gt;&lt;/b&gt; commandment.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Costing and Budgeting follow the Iterative life cycle as do other tasks within the project. As you refine your design, so you will need to refine the costing which is based upon it. As in scheduling, you need to build in adequate contingency (reserves) to account for unexpected expenditure. For example, if due to a failure in the critical path a task is delayed and a milestone (like software purchase) falls due in the month after it was scheduled. This can wreck your carefully planned cash flow. But if you have carefully budgeted your project then variations should be relatively easy to spot and cope with as they arise.&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/8063927232674486759/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/costing-budgeting-of-project.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/8063927232674486759'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/8063927232674486759'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/costing-budgeting-of-project.html' title='COSTING &amp; BUDGETING OF A PROJECT'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-7996598791395178646</id><published>2013-09-25T23:00:00.003-07:00</published><updated>2014-02-12T23:16:52.172-08:00</updated><title type='text'>PRINCIPLES OF PROJECT SCHEDULING</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
In truth the art of scheduling a Project is based on experience and the more experience you have, the more&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
accurate your schedule will be.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
However, by following some simple rules you can still produce an accurate schedule.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Rule #1 - Don&#39;t commit to something you can’t Deliver&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Scheduling is one part prediction and one part expectation management. If you are pressured into picking a date “on-the-fly” at a random meeting you can bet that the date will not only be wrong, it will come back to haunt you.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Rule #2 - Eliminate uncertainty wherever you can&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The more specific you can be in your project planning, the more accurate your schedule will be. If you leave &amp;nbsp;functionality or other items unspecified in your plan, then you will, at best, only be able to approximate them in the schedule. Don’t go overboard, though, there is a balance. If you are spending time adding detail to tasks which will have no impact on the project delivery date, then you are probably wasting your time.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Rule #3 - Build in plenty of contingency to cope with variation&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
No matter how well specified your project and how accurate your schedule, there will be the inevitable random influences that will wreck your carefully crafted schedule. People get sick, equipment fails and external factors join together in a conspiracy to see that you miss your target date. In order to buy yourself some insurance you should build in an adequate amount of contingency, so that you can cope with unexpected delays.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Rule #4 - Pick the right level of granularity&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
When drawing up your schedule it is important to pick the right level of detail. If you are going to require daily updates from your team then it makes sense to break into day-by-day chunks. That way everybody has the same understanding of what must be achieved by when.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
On the other hand if your project has large portions of time devoted to similar activities, testing for example, then it may be better to simply block-schedule one or two months of testing. Maybe you can leave the details up to your team, it all depends on the level of control you want.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;Rule #5 - Schedule for the unexpected&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Project management is the art of handling the unknown.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Often events and circumstances you could not have foreseen will interrupt the flow of your project. It’s your job to take them all in your stride. Schedule for the most likely delays and cope with them should they arise. If experience or instinct tells you that a certain type of task will overrun, then anticipate it, pad it with some&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
contingency and make sure you have adequate resources on hand when it comes up.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/7996598791395178646/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/principles-of-project-scheduling.html#comment-form' title='7 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7996598791395178646'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7996598791395178646'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/principles-of-project-scheduling.html' title='PRINCIPLES OF PROJECT SCHEDULING'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-5746248363279017821</id><published>2013-09-25T22:38:00.003-07:00</published><updated>2014-02-12T23:10:52.942-08:00</updated><title type='text'>THE PURPOSE AND ELEMENTS OF PROJECT PLAN</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
The purpose of a project plan is to maintain control of a project.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
As a complicated process, a project always threatens to exceed the limit of your control. To maintain control you need help in the form of tools, your best tool is your plan.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;The project plan controls the project by:&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
• Breaking a complex process down into a number of simpler components&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
• Providing visibility for obscure or ambiguous tasks in the project&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
• Providing a single point of reference for everyone&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
• Enforcing scrutiny of the sequence and nature of events&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
• Providing a baseline against which the actual execution of the project can be compared&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
• Anticipating likely events and providing pre-planned means of avoiding them&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A project plan must be as accurate, complete and as specific as possible. How accurate, complete&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
and specific of course depends upon how much time and resource you have available.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;The Elements of a Project Plan&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Every project planning methodology has its own specific taxonomy and names for its parts. But in a very broad sense the minimum elements a project plan must specify are:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;What is to be done &lt;/b&gt;– what is desired of the project and what it must deliver to succeed. This is a scope document at a high level and requirements specs. at lower levels&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;When it needs to be done by&lt;/b&gt;– the deadlines by which the objectives must be met&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Who is to do it&lt;/b&gt; – The people, sometimes unkindly labelled “resources”, or the team who are to deliver those objectives. This also usually implies costs since in most projects the application of costs implies the use of skilled employee&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;How it is to be achieved &lt;/b&gt;– This is normally in documents such as a technical specification&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
You do not need to complete all of these prior to starting your project. Typically one draft of the proposal, schedule and budget are completed before your project commences. Each of the other documents will be completed at some point through the life cycle.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/5746248363279017821/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/the-purpose-of-project-plan.html#comment-form' title='10 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5746248363279017821'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5746248363279017821'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/the-purpose-of-project-plan.html' title='THE PURPOSE AND ELEMENTS OF PROJECT PLAN'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-5932706000409739824</id><published>2013-09-25T04:38:00.001-07:00</published><updated>2014-05-27T01:45:38.673-07:00</updated><title type='text'>SMART REQUIREMENT IN PROJECT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;SMART requirements&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
One useful acronym for defining requirements is SMART :&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Specific :&lt;/span&gt;&lt;/b&gt; A goal or requirement must be specific. It should be worded in definite terms that do not offer any ambiguity in interpretation. It should also be concise and avoid extraneous information.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;Measurable&lt;/b&gt;&amp;nbsp;:&amp;nbsp;&lt;/span&gt;A requirement must have a measurable outcome, otherwise you will not be able to determine when you have delivered it.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Achievable :&lt;/span&gt;&lt;/b&gt; A requirement or task should be achievable, there is no point in setting requirements that cannot realistically be achieved.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Relevant:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;Requirements specifications often contain more information than is strictly necessary which complicates documentation. Be concise and coherent.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;Time Bound:&amp;nbsp;&lt;/b&gt;&lt;/span&gt;In order to be of value requirements must be completed within a defined time frame. As well as T stands for testable. You must be able to prove that the requirement has been satisfied. Requirements which are not testable can leave the project in limbo with no proof of delivery.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/5932706000409739824/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/smart-requirements.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5932706000409739824'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5932706000409739824'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/smart-requirements.html' title='SMART REQUIREMENT IN PROJECT'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-7163027564843340780</id><published>2013-09-20T04:47:00.001-07:00</published><updated>2013-09-25T23:11:02.030-07:00</updated><title type='text'>FUNCTIONAL &amp; NON-FUNCTIONAL REQUIREMENTS OF PROJECT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Requirements specification is the process of refining the goals of a project to decide what must be achieved to satisfy the clients.&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;Functional Requirements&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Functional requirements are the obvious day-to-day requirements end-users and stakeholders will have for the product. They revolve around the functionality that must be present in the project for it to be of use to them.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A functional requirement typically states as “&lt;i&gt;The system X must perform function Y&lt;/i&gt;”. This is known as an ‘assertion’. An assertion asserts or affirms a necessary or desirable behavior for the system or product in the eyes of a stakeholder. Without clear assertions requirements are nothing more than vague discussions which have a regrettable tendency to clutter up your desk and your mind.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;Some more ‘better’ statements of requirements:&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;A customer account record must contain a unique account reference, a primary contact name, contact details and a list of all sales to the customer within the past sales year&lt;/li&gt;
&lt;li&gt;Contact details must consist of a phone number, an address and an optional email address&lt;/li&gt;
&lt;li&gt;For each contact up to five separate phone numbers should be catered for&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;b&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;Non-Functional Requirements&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
It is essential to consider the other requirements too, these are called “non-functional requirements” which, to my mind, is a bit of an oxymoron.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;1. Performance :&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;Performance usually covers areas such as responsiveness, throughput and speed of operation. What is the minimum performance that will satisfy your client ?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;2. Usability :&lt;/span&gt;&lt;/i&gt;&lt;/b&gt; How “easy-to-use” will the finished product be ? For example do you cater for disabled or handicapped users ? Generic ease of use should be considered though, more than one product has failed by supplying full functionality with an obscure or convoluted interface.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;i&gt;3. Reliability :&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;Reliability requirements deal with the continuous availability of the product to users. They should state what availability is necessary and desirable.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;i&gt;4. Security :&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;In products which deal with confidential or sensitive information, security considerations should be taken into account. Requirements for different levels of access, encryption and protection should be gathered.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;5. Financial :&lt;/span&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;There may be financial considerations which will determine the success or failure of the project. For example a bank or investor might specify certain financial constraints or covenants which must be satisfied during the project.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;6. Legal :&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt; There may be legal requirements that must be met due to the environment in which your product will operate. Consult a legal expert for these.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;7. Operational :&lt;/span&gt;&lt;/i&gt;&lt;/b&gt; There may be a number of day-to-day operational issues that need to be considered. Failure to accommodate these will not delay project launch but may limit or halt its uptake by end-users once it has been launched.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: blue;&quot;&gt;8. Specialist :&lt;/span&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt; In every project there are a number of specialist requirements which are dependent upon the nature of the project or the nature of the business. These should be considered separately and explicitly stated within design docs.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/7163027564843340780/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/functional-non-functional-requirements.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7163027564843340780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7163027564843340780'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/functional-non-functional-requirements.html' title='FUNCTIONAL &amp; NON-FUNCTIONAL REQUIREMENTS OF PROJECT'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-8365544315445977198</id><published>2013-09-18T01:58:00.001-07:00</published><updated>2016-06-18T05:12:08.273-07:00</updated><title type='text'>THE MYTHICAL MAN MONTH : SIMPLY ADDING RESOURCES IN PROJECT WILL NOT ENSURE EARLIER DELIVERY</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: x-small; line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
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&lt;span style=&quot;color: blue; font-family: sans-serif; font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;Simply Adding Resources to your Project will not Ensure&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue; font-family: sans-serif; font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue; font-family: sans-serif; font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;&amp;nbsp;Earlier Delivery&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: x-small; line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;In &lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;“The Mythical Man Month”&lt;/span&gt;&lt;/b&gt; Brooks argues&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;background-color: white; font-family: sans-serif; line-height: 19.1875px; text-align: left;&quot;&gt;Main article:&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/No_Silver_Bullet&quot; style=&quot;background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; line-height: 19.1875px; text-align: left;&quot; title=&quot;No Silver Bullet&quot;&gt;No Silver Bullet&lt;/a&gt;&lt;/u&gt;&amp;nbsp;&lt;span style=&quot;font-family: sans-serif; font-size: xx-small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;that adding people to a project&amp;nbsp;doesn&#39;t&amp;nbsp;&amp;nbsp;speed it up.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; line-height: 19.1875px;&quot;&gt;While it is true that more resources can speed up the delivery of a software product, the increase&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; line-height: 19.1875px;&quot;&gt;in speed is not directly proportional to the amount of resource added. To put it another way,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; line-height: 19.1875px;&quot;&gt;simply adding resources to your project will not ensure earlier delivery.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;The M&lt;b&gt;ain reason&lt;/b&gt; for this is the increased complexity of communications which results from adding&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;more people. As each person is added to the project team the complexity of communications goes&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;up exponentially. For each project there is a break-even limit where adding more people will in fact&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;slow down the project.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwhnGsICoDiCB-keodbKJDbLsBxI2B2bYyaCbo1AT5eN15RiGq591ZS6UIKoO7Cg_GICvhF7jvcRPZIr2Qe7ViWwFK9HI3kPYypsUc4gK4tqAGK2KTr1Ec_TRrGl_Ec7Mr99NWxRBIC0I/s1600/Capture.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;97&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwhnGsICoDiCB-keodbKJDbLsBxI2B2bYyaCbo1AT5eN15RiGq591ZS6UIKoO7Cg_GICvhF7jvcRPZIr2Qe7ViWwFK9HI3kPYypsUc4gK4tqAGK2KTr1Ec_TRrGl_Ec7Mr99NWxRBIC0I/s320/Capture.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;The diagram above demonstrates the principle graphically. Note that you need not consider each&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;of the ‘&lt;b&gt;nodes&lt;/b&gt;’ in the graph an individual person – they could be a group of people or an&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;organisation within the project that has an interface.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;Every additional person brought into a project&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;during the development cycle will need to be trained and briefed on the current status and&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;assigned tasks. As more and more people are added, more of the original team must be devoted to&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;managing the overall structure. This is a truism of all types of management, not just project&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;management.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;color: blue; line-height: 19.1875px;&quot;&gt;&lt;b&gt;&lt;i&gt;Adding more people to a project requires ‘bandwidth’ to manage them and can distract you from&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue; font-family: sans-serif; line-height: 19.1875px;&quot;&gt;&lt;i&gt;more important goals at hand.&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;&lt;i&gt;There are a few things to learn from Brook&#39;s “Mythical Man Month” :&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;1. Small autonomous teams are more efficient than large bureaucratic ones, so divide your&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;project up into manageable chunks and let each group work within some kind of defined&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;boundary.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;2. If you want to add people to a project, you had better plan carefully plan how those people&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;are introduced into the team, there will be a lag before they become productive and even&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;be a drain on the productivity of other members of the team. Look for ‘flat spots’ in the&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;schedule to introduce these people to the team.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 19.1875px;&quot;&gt;3. One of your options in the “scope triangle” has just been reduced! If the scope of your&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;project expands you know there’s only a limited benefit in adding more people to the&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;project because of the overheads involved. We’re back to those same two options again :&lt;/span&gt;&lt;span style=&quot;font-family: sans-serif; font-size: small; line-height: 19.1875px;&quot;&gt;&lt;i&gt;ask for more time&lt;/i&gt;; or &lt;i&gt;cut functionality&lt;/i&gt;!&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/8365544315445977198/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/the-mythical-man-month-simply-adding.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/8365544315445977198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/8365544315445977198'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/the-mythical-man-month-simply-adding.html' title='THE MYTHICAL MAN MONTH : SIMPLY ADDING RESOURCES IN PROJECT WILL NOT ENSURE EARLIER DELIVERY'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwhnGsICoDiCB-keodbKJDbLsBxI2B2bYyaCbo1AT5eN15RiGq591ZS6UIKoO7Cg_GICvhF7jvcRPZIr2Qe7ViWwFK9HI3kPYypsUc4gK4tqAGK2KTr1Ec_TRrGl_Ec7Mr99NWxRBIC0I/s72-c/Capture.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-3379040779218521861</id><published>2013-09-18T00:06:00.001-07:00</published><updated>2013-09-25T23:12:43.573-07:00</updated><title type='text'>SCOPE TRIANGLE IN PROJECT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKpVHdMpfgp80e_dUcNDlCeAAkksE14_ueZbp967on3u3u9HvS50tGqkv-1_1RNGt009sC3GrAcmqCrFgtCPFd5MzmNlxA7eHAMQxGoAiOyecBnX_zI_fvok_Ru-UVfIRyDfRLIqXdD3c/s1600/scope-triangle.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKpVHdMpfgp80e_dUcNDlCeAAkksE14_ueZbp967on3u3u9HvS50tGqkv-1_1RNGt009sC3GrAcmqCrFgtCPFd5MzmNlxA7eHAMQxGoAiOyecBnX_zI_fvok_Ru-UVfIRyDfRLIqXdD3c/s1600/scope-triangle.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;&lt;b&gt;SCOPE TRIANGLE IN PROJECT&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
Scope Triangle’ or the ‘Quality Triangle’ shows the trade-offs inherent in any project.&lt;br /&gt;
&lt;br /&gt;
The triangle illustrates the relationship between three primary forces in a project.&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Time&lt;/span&gt;&lt;/b&gt; is the available time to deliver the project&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Cost&lt;/span&gt;&lt;/b&gt; represents the amount of money or resources available&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Quality&lt;/span&gt;&lt;/b&gt; represents the “fit-to purpose”that the project must achieve to be a success.&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
In reality the normal situation is that one of these factors is fixed and the other two will vary in inverse proportion to each other.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
For example “Time” is often fixed in a project and the “Quality” of the end project will depend on the “Cost” or resources available. Similarly if you are working to a fixed level of “Quality” then the “Cost” of the project will largely be dependent upon the “Time” available.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A phenomenon known in project management circles as “&lt;b&gt;Scope creep&lt;/b&gt;” can be linked to the triangle too. Scope creep is the almost unstoppable tendency a project has to accumulate new functionality. Some scope creep is inevitable since early on, your project will probably be poorly defined and will need to evolve. A large amount of scope creep however can be disastrous. When the scope starts to creep new functionality must be added to cover the increased scope. This is represented by the quality arm of the triangle, representing the ability of the ‘product’ to fulfill users’ requirements.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;More requirements fulfilled = a Better Quality Product&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
In this situation you have three, and only three options :&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
1. &lt;i&gt;Add time &lt;/i&gt;– delay the project to give you more time to add the functionality&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
2. &lt;i&gt;Add cost&lt;/i&gt; – recruit, hire or acquire more people to do the extra work&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
3. &lt;i&gt;Cut quality&lt;/i&gt; – trade off some non-essential requirements for the new requirements&lt;br /&gt;
&lt;br /&gt;
If the art of management lies in making decisions, then the art of project management lies in making decisions quickly! When faced with such a dilemma you should not hesitate to take one of the three options listed above. Delaying raises the risk of your project failing.&lt;br /&gt;
&lt;br /&gt;
The best project managers will juggle all three like hot potatoes and will make decisions every day which effectively trade-off time vs quality vs resources.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/3379040779218521861/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/scope-triangle-in-project.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/3379040779218521861'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/3379040779218521861'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2013/09/scope-triangle-in-project.html' title='SCOPE TRIANGLE IN PROJECT'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKpVHdMpfgp80e_dUcNDlCeAAkksE14_ueZbp967on3u3u9HvS50tGqkv-1_1RNGt009sC3GrAcmqCrFgtCPFd5MzmNlxA7eHAMQxGoAiOyecBnX_zI_fvok_Ru-UVfIRyDfRLIqXdD3c/s72-c/scope-triangle.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-5895819672383780048</id><published>2012-06-12T06:57:00.004-07:00</published><updated>2013-09-30T22:45:01.316-07:00</updated><title type='text'>CHANGE WORKING HOUR IN MS PROJECT PROFESSIONAL 2010</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;


&lt;span style=&quot;color: blue;&quot;&gt;Change Working Hour From 11 AM To 8:30 PM for 5 Days in a Week&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;i&gt;&lt;b&gt;Please Follow the Below Steps&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Project &amp;gt; Change Working time.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;In the Change Working Time dialog,
 click the Work Weeks tab and click details.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Select Sunday in the left 
side, Shift+Click on Saturday to select
 all&amp;nbsp; 5 days.&lt;/li&gt;
&lt;li&gt;Click in the option button &quot;Set days to these specific 
working times&quot; and enter: From: 11:00 To: 20:30&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
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&lt;img alt=&quot;&quot; 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&quot; /&gt; &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/5895819672383780048/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/change-working-hour-from-11-am-to-830.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5895819672383780048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5895819672383780048'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/change-working-hour-from-11-am-to-830.html' title='CHANGE WORKING HOUR IN MS PROJECT PROFESSIONAL 2010'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-2891264589577328564</id><published>2012-06-12T06:28:00.002-07:00</published><updated>2013-09-25T23:15:23.650-07:00</updated><title type='text'>INSERTING NEW RESOURCES IN RESOURCE SHEET VIEW IN PROJECT PROFESSIONAL</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;


&lt;span style=&quot;color: blue;&quot;&gt;Inserting New Resources in the Resource Sheet View&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;



&lt;span style=&quot;color: blue;&quot;&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;



&lt;/h3&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
During the resource planning process, you first build the team of resources to work on tasks in your project. Microsoft Project 2010, like its 2007 predecessor, offers Work, Material, and Cost resource types. A new feature in the software, the &lt;b&gt;Add Resources Pick list&lt;/b&gt;, allows you to insert a new resource in the Resource Sheet view, by selecting a resource Type.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;u&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;To insert a new resource in your project, complete the following steps:&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
1. Click the Resource tab to display the Resource ribbon.&lt;br /&gt;
2. In the View section of the Resource ribbon, click the View pick list button and select the Resource Sheet view.&lt;br /&gt;
3. In the Insert section of the Resource ribbon, click the Add Resources pick list button. &lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
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&quot; /&gt;&amp;nbsp;&lt;/div&gt;
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4. On the Add Resources pick list, select the &lt;u&gt;Work Resource,&lt;/u&gt; &lt;u&gt;Material Resource&lt;/u&gt;, or &lt;u&gt;Cost Resource&lt;/u&gt; item.&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Microsoft Project 2010 inserts a new resource of the type you selected as&amp;nbsp; below Resource of each type (Work, Material, and Cost).&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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lxQcw1XzUPLXSaGSKhIFUR7FJXq6lKkIuBC1g7EUHeOUqo5Rr2vYJ4Ii6ngu7qqZGgshdNAZ5Vlkish0b6cixgkohKqinh5gary7edZgznZ/g5VjXAQZAadMe/rNqNsQdTzXPkh1fxxDioRxPGdtdOIIuAiyQOWoXukJaaoJIEePgkEUUSHKBaaITMaUYwhQSSWMI5BFqp/vUYkUFR/SVRpkLEUBBGKKPic0JgsCT8Uzc/qsSzOas+RxZzMfzwlRQKNiFnOooA9NxqAQifuZjCEoStOXLTccoGIiYRbAhGOi6KgU6Q6MqRgUHaghKmGQMYsnNqI2GYEclQt7SjR/06RHXftcyi3uU5hKGcfAnaM+x4g3LoWYdsWUPLbDoGOReHZEF82cNs5LwumLBYGMdDCqcx7nmc3Bfcw0LMmIyYhyPR8/PxPz1EAYR+wpMBdXyPl4Tox69wAmwejExuQYC95imqbHTlGJ60wqiKoIVBAn7rd23ukcmWISlVSKFaKzzZR5w+FE0ghwTOWogJiMdKUFjkH+Op6LSwSz+HTF4wSOJRUzLY7n9BUdfZnNLV4UhfIKJcqcToIShZigEqaJwIW5RL6CYjt4KDr5MVCoayDjSFIJU+bNrUpAI1RDMf4RxH47z1Uh4IgpGFRdcDfb9fxcPKCKKQwomKmUabGUpIxBEulTCkyitkKXsioynWEu0jiOVHWLMV97EYPJe+duOikChehOhyoLVFX1+/2vv/76U/m5aHLuq1urX6es7H0X65sxKNFDgj8MEeCOUa9j1EuZhqQAlgMDztHSEverv2177rkvnn9+9v/5N9/2nX+5ee1WzGx9D5rb5kBMpkxDN9+M+DK+FNImPnv/9Mk3qwrfudOUqrjTQ76MkH9txLM24lv/pTcjJKY/EdaG/KtC/jURcVXIv3rWv3JWSIt4M8K+dSFfWsSXGfanhXxrwr7MiDct5EsL+TMi3rSQsCbiXRv2rQn514SEjLC4OuLPnPVlhL0bQp7VXwgZIWHtE9+asC8zLC5/kP9O370V/8e3JuTLcH+e8ljIiPgzQ/61Ef/qkD8tJGaGfRmzwuqwd03Yt+qJf13Iv3LWvzrkT4/40p8Iq8O+zC/968PCmllhbci3OuxfHfavjn/47rT2iZAWEVeH/Okhf1rEvy4iZIR9mRFhTURYG/GvifjXRvwZg5e3i0w5V2S2WEoLzDaz1Wq2VtTfH8GSQogsMEVkCiGBmGvRRKYQCCIIipKqYwiRMURlJKlIj2K/nQXXvY4ea2LghAUw04ikIdC9NcfRplTXiL9/1EOIMj7Uc6n8VO2Nh5iqQFVRgpG+1iLrdYesxbJiGiIqBRVj5ursvNvaM+znmMiYaYRpPiqJ0ozIVFG3sFTDUqCvsehk0wgjQd0DYSkgMlWCgJ9pj5pOpJSNECoTpiFJQcx7s6F7AgJ6hEcZpySIQSNMQVglrHm/8WAz0QQWwJSKUkCQJAwBRlURFMqkifbaEru9qsUrMk2M+kWuJ9jmgs4Y0BGwDhSU+DnxaLIBtC7nJGYaZppvtKeqzQdMRaABVUR9dTBGQH3kaKu92i4yPtzZ3trSM+RVReBtDztvOwRMNUQlzFQMGmYaoyoCzVG6ZGnZGGIyhRnCHosSxqACUaOg4WtBoI54CFNFKsdxG2aabtDnfCHlKIrnPK5hn8g4Atk73H/z84pCa1mRpaS2dRoxjiSFMIpAEyUFy5xSBVENICgAw5Rj0AAURDmRZAIqYioiM4gyTCWRSQJjMWDHURQdKl/VQKYiqlDGqRQQWVDUU7AwZwl1PHezfYgCR6AR8J6xV99xaww4YjIFb//d5nLL5XGQCZvBNICojHQtAk1gCpE1hFTMONWTRlTT4RSm3t67D9r7JzHjxD/54Mad5nsDjyQuggqEE8p114iIdqP53C2nl1Lf3eqzbW5GaQCBIgJgqgmgEdBExqPimBvUnGJgpomgIRrHEFHETEHFoHQ6JxCoiNCx/oeXq8yWgpLSz29hgIGO+60tvQ6kAGiEShiChA7uT8ptJEHKKCIMASNMJlTFxHeuotRiKS2ynh3wywS4oENAqsT24/Bwx4N7kwpiCsIyopofZL/EEQXEVD1QfKYp0PNJIGFQEGgiVSGGp/U0G4nhOeeIF0kqZtr0aOe1C6eLbMUWi81c2uABFTMZMSaCIrKAyBQMrKX6XOtUkBCVED3RqxLgQFRX582LFcU2i81iLb3VM0IpF4EjSfEzjmkAgUKp1FJV1T6lCURhVMPARUnGAAILiBLDNCBSObpynzJoCoo+l7EUjNoupqJYCplIeuJZvdk2iCQJ0wAGPuFos1rsBRUNTZ1uLwkIMINBFaN4DhCTMA0gKhFJFahGpKnW6poRISAyGajqcTWUl50qv9r1sKW9tWWEUAUjb8eN2zfuDREmA2JIB5EQQJJMQSJMZZT7JQlTTkHz63vN0fT/fHHIcVCCQI1q8lxIrGKmUsr7R32jk0hgHEkcg6+vpbGy+ioClVAVSXqEoAAEKVEplTEJIEnCTAOqikwBqvllTghHwBCoAIwAR5QhSSFUIUQT5SCmkihxkUmYMkABAeTe1msV51uABUWQRx88aGnpHRIClHAdiulmh0oaYQEMAT0YE6kcC9tUBCoBfrNtGEMQU9Z7u85sKyuwWMov3mkfk0VJIVSlLEhAxaAQpiDGMJERAUJVgamUqIRxETgCTWSSIMlI4hhzQVYaK61FZktBxeXrnaNuphKimykNs6COsPtLUk40ekXQMFMJURBlUTz32muvxfHclux9W56CdH8bz+V8Xn+NRC86+eHwnOoY8TpGvYgpXilAIVBa+ujf/g394vn/OnDkyYFjkd+9/Nfn/jX0m9/e/ztuM9HTD1zHcxhUdOvtsLAm4ltZl/JSbt67pw6/fmL/u+dvrv0zXhMWV4XE1f9HXBVG60M4c9afGRYzQmhNSNwcIpmzwtoQ2hhGq56IG8P+NSFx7Rfiui/8mbPi6i/ETU+EzLC4MSJuCAnrQsLaEEp/Iq4J+9ZGhLRZ75pZcc0sTv8rXhcR0sK+zCcoPSSsjggpR00vfVL8/vTI2llh1aWdb4E/IyyuDQkbnqANEf+GWd/qJygtLKQ9EdaFUWZYWBsRNj3xZ4aF9bNCxhO0YVZcM+tfE0ErZsWNIWFNWFgbFtdGf34fymirSz2T/0718fcr8z46U/BulfndsLAmLKyNCGsjwtqwuC4irhms2y4y+YzZWmgrz1yXufGTgqKizxoeTgg0QBinlAOTMQsgqoJEEeOUcMy4JHGRSYRxILIoz1D6B4yYGI1ov522RC0FLzQXF5qLC8y2IqutyGK7dffBfHOJKHeNCo4xP1Ded+fCrqVvbz5e45WCInDE4FbVp79Pyr0iqxQ0UaKMaYQpiDIJBe5W2+32c+3uPwigYEmilIMkEapImGOgIihYwl5FczZZ8246JeB+qhGFYyoRIgOeESUy1FyYUjpCQUFMw0zGMHxyZ1UfUxFIiKlY0RALYIIJVYmsCezWXuPHTZKGZY6pCqBhSRJB9TMNARekwGR7jdVeXtnq1zcdopkGFt+J4ATUuoZrluJys7XEbLUXWUqKzMWdfQPxedB3DbpckxgCiKnutrPLSh4BKIiBSBUMAZHJIuMYc3d/a01jGzB8r/qMpaSy1R1khLc+6L7tcBPQmCQRqhCQKA1SSSJMdpWmLCvRfZuMATDlhAQFWXkWnptDdUzDVCsoKonxbCsyW83WEhTfjmecgtY/6nGN+BBTJhx3z5efOJp79IS1xGzJ37337COqYhIAzCnMIEnxw2NCFaQEKVVEmVA6IzNJpBpAAGHVT7kgqYQwATQKCpAAQIAAzNvelb+eNREpv9PywGq1FZmLC832Qout0Fx8+257LO3BRaYSUHU8JzIZsYGs5R982uRHTCWg+abaPyva/e6Lm/uAM8wJUEFSCASByQLjAMTHApTJfjaDmCJGM3x6zDnUaK6obOhGEifuh5W5J49abvdTCYMqSEDoDGZBv8yAaTeba273C8CGbCkrbYMBBIAgKACVsEJAxZIsMgnJsUzzPCTU1esqNBcXWooLLCXm4pIis62uvolIKmacSJxCAIHU7ZwSQcZUu3S6aO+BvQVma35+5TCQuzVlpcW1rdMahsciZUjilI3tWbj/Gsz4gYoQRCBjkDBWMBv6eNvGjwus+Yf2nL4xPAEBSmUKQIEJIGE2A9Rzr7q0ZDCIiIqlICEyIzLDWlQcLPCsRJ0esCEqF5ithWZrodVeaCkxmy2FFjuKlUDE8Zxr2I9ApkS5UHrk0JHjeUUFxUX2Tw/sO31r0M80UVIYBBGRJBLEFNlTlpYMBoFIAqMY4tt82p1a84GsHTl5tsLcA8VnG8chgGlQBFUhCkWySFWBeW3LllmdHEkqJUykKiGPJQhi/AckAQFNjGZ9nvKkiHIiqbfuthZarAXWUrPNXmguLrKUxgsDiKQRpiDQbrYNUBL0K2yi/2G1/ViBucx8Mt9a09w+jDEQpF8sRTUCQUEKEBJEoCHCBFAFaaA8dcW9aQmo5mfagzrb8fzPrgx0NljKSsw3kaRg70h17pHc4huESH7psQgqBlkCDYGGmeZnDEsqxRpmCsHSs6y0XqlSUGQtshSbbaVFVlthkfXOvfZ5Sz5aQTE6KRJQgSr+oRu1J7ctXfbpoKQiScGgMhwQmUoRFRkTWQARjYKEQCVYwhInJCBI3C8xEYJ+GowXPIjACQ4KEkhEAqoKEND3K0QawFStPrn7/RUHHSjol6W7VSV2+7kWN0cA8fzO7Xv3zdbiQnNJkbW00GwrNNtiyFuP9FRK1RvtDgIBBP6mvP3rPrUXn/x4x5784gsdbqr5GScgi1T1SDKAKhAVEX2bUQIqU6ZgTBBTASSRqhQCAigAyvCDawdz8y224sLCIktV891hQpkkyjLQP2DGRKYACfSVLz3ZNMmoJFIV0wBmdAHn3Ofz/RPguVGvY9RLKGdEu3Xjxu9+d/8Xz4effy7yr8+Hnntu9rnnnix4PvSL5784fPjI39VRrM4Jg4ruvB1GmbN42fmVvxkdzwij9N6C358vWEZ6Vpxcv9iU+NLC1Dcq61eGyYrDbyWbDMnJi168L655gjNnG39jXPSrFxabPmlcHyZrOwo+OGdO0fzrZoUPz5mXUTF9pPJ12+ak1KWLSq+snXWm1Gb/xrD4hQTDq9V96X/pTTWZFiUYjIt2fxhBmf/FNszitbNo6ZGFL2VteuVA0YcCWV2//S0krG4vfH1lcoLJYFpoTD7ryHyCMh+cee/c/iSDKdlkeLUTffCOaeEKe+qskPUEVlvXJC00JCWnvxcS1kTI+jBeF8brInj99yRxY9vl9xKSTUlGo8n478mm5CewLiKuDaN1EbwugteFyYYIzhys245AppLiI9RSWl7T6kEM36/cdaZ9SqTaVFv9p8ePF125fnDp7szM1xKMSa+tyxckzc94xd53kxMSE3KuInkGUUWUonsE3xXPMaYZjUlGY6LRsMhkSALQRKqiWN0eotw54nOM+YDy3lt1trx9u3edvEk0SoNeOlCSk73U8EkTqD64tS/RlGgwGJLesjpkykbWvJqUmJiQ8Pqm03eHjme+ZjAYE1fsP9k45mfD5Skr16x++/XMY5QpA7blK0qmCbDT2auNxoQEkzEpMeWeO4iIOtZoXlY2AoxjKYioIuLhk9lVfUymTCZkcHfSYkNSQmJiUurmkwhrTLq5b9GBitKlC42L391dSWBm+m7N4fVvLDK9mLxkV/2DyYnWi9ayispWPyEypbEtPD2IjFakcUJ5QoLBaEw0GBKMRmOh1SbEMtlfw3PyZFttin2CUNpWfyl3w9pfGQy/TEzac03BdGaitfpgyWUEg5mvJhoWv/TCm2sP1/TWNDdXtntFaeBy0d5Uw4sGk2nJ5pN3pmXMZnrLVi0vcfkU5erxrIXJSSaTwWQ65HhGfm5+0YxIVUQ1AtxoMpmMRpPJZDAYib4wdXA/D89hFpQK1hIAACAASURBVDxzJP940c0++hgxhQAQygigOzVlu/elGpMSUkuGiESzV7+bZDQuMiXsaf4joaP1RRUVVzp8bLCu+DOb5WYvuBptJbv2vv7vSYtfWX/odDsVWCBatET0exbj1S0xPAdcoHKRtTgp2ZRkSDQmGswWG4rXJD2N57CsITJmt+R+lPRxgxTAku9eTUnZsb07Mo73SkP1xbveT1xsMCwyJL/a+OiPpP+G7UjxoZouSodPpyyrG1MFJhOqYaaXMQ1dtZw+09AjgoKnOqqO5h213nSQgVrb4S2ZrxlMSe/vtTc4NIa1KvuJqrbB4uUvJCUkvZj4gmHZZxdOZCUakl4yJhgT9zgh6JMZQ4+BPr2VQxUM3GItNpkMiYZFRmOiKWlxVEAwh+c6HBOEBghh+cesB2vuP4KAQDXH7c/WvGU0mBISX8voZjOkeb8hcbExdele4+FmEsBMwyRIWIAwTqhC5EGb/XzLFAXcazVf64OhpsL9yxIWJxmTjckZDY/I3dqDm17934mmhUkrTjtl6dSe9/6/xYsMObe97D8YMC9o9BkhQXSrDjgGOSl5sdFoMJoMRpNR17FofW08PzcsYiqhR7fyim700iBmMqGPCXMc3lBYVWM5ejy/qt3jY1p32YdLt+5LTDIYDAmmJZV9XKE0umdHKW+tsZfYa1vcnMFgQ/2NbtbTYN65wpBsMJlMySkNE0JbzdEEY0KS0ZC48pSTBrM++rXJlJi4rxFLMpI5IUE8r8BrHmmIcsoUQ1KS0WgyGhNNJhOZdwUsAjWO50QCvqnW6tz8I5ZrmCgUK5hJlATFGzmmRJPJYFy2p4wRBcOwfXmiwWBcbNjQTIcsq5KTFplMr278pLrHC7LVVlncNILoSIO51KbjOY+z+mDBEXMzIy7r0hdNiUkmw5uXlSAByWH/ICnJtHjJnvquRwINEjYjPqPKGVFNJEr9lUaDMfrPZEoisWvb5uO5kUmEiYKZ7+7ZihJbxanSI2ceyhjLpK/JvOfDFwyLkhNX2wZV2lFpMpj+3bjIZFx5z+2/V23N3bI8IclUc6/7ivl0ueVGL5U7Lt8ssTQPUHWq9VKi8QWD0bi5xiEDEMoRDRCm+mHMXmwrPrBh940AYn2ZryUZTAbjqxsr7gzrmzl63bDRZDAlGY1Gg8mUTPTiSEl9Cs+1DRHGEPNeyTtcOgyiq7Hw2PHDZx6MkMFMo2lRUqIh6ZXM3GqgKoKRnW+/8KLhxQRjzlVZExXeW7rMaEpauP82UNkvy5RJgrszb/OhXsZF4CKdAekxZf27TS8tNhoMxlfW5Z73yiolwb6KlLyr0wJTXfblSQmGREPyPwmeo9w56nWO+vQ8c/buPz33/Oy/PvdF3ZXZ2dBfQ+Enubmzzz0f+sUv/usXC0J/R0fRkmcCMmaqePfdMF0fgcxzy5Krz6a11rxTUfjh1dtp7Wc/OPjJBzfrUy/lvZx79L3Q/bdyPv5wvC/jT7B2lmyaffjGknfe5mhDePjDo2/8pvDO+o6iDy4UpmpsQwiW1VhTKcocrXnz4O63G1oyQ+La2yfeLClYjqYzw2RjCG9qL329vuGD9kvLTq1dvPfi6jDJmoV1T9iyo6ZfP7i67HTem+evpF7Y8bZIN/x1KmPq9vKW+iXtea8YUt4L0PSH1jcONq55AhuHDyQlvv2mNroy57e/v+dZ/x+33jpw4O2bDSkXPv7tzs8zI3RDhG6I0PURuj5CN34/CtFN7XVLP/ro5Q+X/rrtckoYNkXohgjoLW8Iw8YIXTd4eTtmiggBUZLtJaWVbSKWNOxsOFJ+0+V7dPW0zVZ+5aE4sjd9f70TUeq+cSrvRKc6fS93/dai2itXC1YnZ32OCWPxohb0DEvxLDyHmVp26jOjMXF7drZIZZHqybn4xY+qc9TbP+qhRO69dclmO3W2tjij0i1RNtCcc6ykboVhTyOVMdMmHXcu1zfW2T9NWn66l2h3a+2lJefb3UFv/4XsA+XVDY2fHd+9/1gBocPFK18+cXWUMO5nanfZktTSUcwk39jA5fqrl+qv1RWsP1TV+Yipw00nUkqHCJURBDEoGIbzs6t7iV76rXn62uoaGi9fbTqyd1cfCyJ2fY/xvZ3Nk8w7fObjLcc7AyVHDmZ/aq+50nQqb/vpz69OtFcX28ur2gQMUesTK3bRa9L12hEZgbRj154PP0qpq29CLBA73/BVPEdAm2ytXVI2TIjaesW6JasYUQl3FL5n+LiPqaP3zx+21yGmttSUFpdUtbgVRPiVpubKVgEx2T81cv/erc+vXD6Ss/tIdQdm3GFPSS0bx5Jy6HBhfUPfEAFMOWby387PYeCYSYhyTLW29ocGQ+LOXXuilc6UfwOeA34w74i5aRjJwmhvz+X6+vqGnnFG2mryP6roRZRjJtEHxZbPe0RQ8HjDnrffvDbsbDJXVDZ0YxhqsJyym2/2yIPXivIrOvwYPLcrCgpPVBIqk2ip/lz91nw8p7tVkaqXLl9dtSrtcn0TphxR6RvxHAKZsKHSC9cbd7+WXuWe7r/2ma28ovbywY25XXLAPzXW3XK97vK1z08Xbcy7Ps7kkYeXbCcPl+1Zva/Rh0HGVCPRMiwuwmCD5dSZhh4EXHB3VOYWHrZed8CwrbSiumOSjrWe+vT4J0XXRMbPlR6qbvFQGLKlrrQNKAjkT48V1l3uGGKcUBUzLkgyebocLZ74wcDr6q+YTKbt2buiRxb0gyMxPNflcotYoSz46P7Vz45v255zLP/U5WE/bq2sKLGdb50KimO1aS/vuDut+hxX3zR9elmRCdEEScHRejsVsZHj+w9ZzjXWVdrO3B31UC5Mjj5ovVN35Wp93vr1J5onmP92dVnF4GOElYmWvPVbCuuuXCvI/OW2Cz6RqKKsH639RjynxI9YYVDSVqUvWZKC5suOafPwnF9kMu6sOlTdNQlcP+iDqHhyd3b9vVZ7ft6h0lvgaT2QuqNlithSUkuGNEoVBEEUzfcriCr3aizH9x82n228XFVWW3/HTblvcux+6836+qbPT6zekH/DDbg0ZbllUEMQnGrLPWw+e6mhoXCtMesiFZl+HvYbC85iJw+olr0j22gyllWcjlbC6ZJic/k5RGXiumU5evJA7QNEFQYcUxU9annn3T1XxgNYcF8pzv3kHsYPze+uK6q70jMNTGABkQzYU1a0TKuISZj6LCVVd8ZUzAavWMpKzLeQpIi+ocrcE8ct1/0PLe9n5l1q6J6kGiay++7Rd97ZU3256VRe9u7iekapH2T67OpYvVz18uWrRqNp246dVFLj8dvT+TlEGfcO3S4vOX3qsnPiUesu843xyd5zBYVHChtECCAKmGqFOz89Ox4gVBaoSolwr7Zgy+FKgSmUDjYUl9rNN7pAbW24ZrE2dw7eKz5y4NSV5rr65sM5Oy70UAwaplwE2XfneOnlXu/AlbfXlHX7lbYzZbaSs/emFQKB+SVYIlVWpqcvWbL08uWrhMqIRItc5+G5EQIcgb/pxM4PN+zZnr1l+45c24WOEb/quH+rruFafUXB1p0HexnHD4u37j97v2dMAE6YNH7v2Dvv7Dnf0HRirTGrzkfIYwQydjRm7ymehAABTpiCiCowZcLZdvly48XTJ3ZkHxyQFcQe95UtOdE47b575N1395660nipvj6K51599dVvgef2ZmXv3Zy9d3P23i3ZOVk7crJ25GzJ3nexvgnNlcH+QMSdo4JrVMBMEYBl7/zzL54PL1gw+y/PPQlFQuHwF7m5Xzz/XPhfn5v9xYLZvwPP6WcYFUolxFR0992QtDFEMs6ufPFE/ptH9712onDJ8Oim65+9t2HnO5Xmt0+XLLn0eWqYrb5hfa+m6P0zlvcxywpdfz1x7/IQrJuVdnbsXZhVt7q1+L3PC1dxefOXbFmtOQ2xtcPV79eWLh2d3PhkIv3MsXetNWv/ABtn2foIbLqc+5uq4g9OFb9xqmjJ9ZbMJ2zNLNv8RP7oqOGlkbE1vafeKcl/+8S69/xixkjtB0X73zKXfHj66O/eW7bsMVt33/JhF934BDbR8l8l710VklfXpfzmrGsj2F7euOvVz4o+PGP54Or9tRG2KQKbIrAxTDeG2fejTRG6KSRtGrq3euje6hDbGIFNs7ApJG0MS5u+ZJsidOOstG7w0lYRJApcosxccbq21UupgsFdWHjmfPPZkrLyM/XjfuI6vqfKAZpPIs7Gkr3XAt1lq5ZuyrVaLCcspZXtxC9LhAYxVXC0cPu7hAHACXCz1f71nTKdnCNC/6jHz+TeW/WW0nNtg20fLStscQ8UL09pcA4vN+65QlU69bA4M/OAxVp0PPvNlCoHCbZUl5bZau9NSYNN+Rm7jpoLi4usVvvnNzGMWVKXNj7SCGF+xnvLly+3jxEmXSk6vttcVGguNR9dn1fbOc6Uwea8lbZRTGWBBYExvzRQtP1sL5EIDWDRU5q5YY/ZZjZb9uzaN0D/LMC1/YkHr4AmUnhQtXN3M8/dl7luV77ZWmQpKm++2zPeds5ir6hs91GmYBrAz7SnnDD19r37X3V7sRLvTuc4phxJ8njb5VT7kEhZ69Xz9qImKnMMd/cZ9nUxdby98nDZZQnzu7WWMuulW16gVLvSdL26xScKj+5XleR9cuBkcfGuXR/nn3+AQemxL1llG/Uxdr/+orWo0lpcbLdeG3mGD54PKeZ/LrTY4w+jX07DOGIK0c+3DvtESc779ODBmvsjzNfbes1i3bUk8dP7gO9VlhYPSohxkSnQ9Endw3EBFEqUpn1Jtd3OK5by01c6MBm5ZCm1WK47YKjZXHGfaRjknkabtbQYgRotyn66jv4bee7uG9Q/iFSOF5vridJbrSMC44LEgY4UX2wX+8s+Wnbi0mcWe/HZO46HJzad6EOjbdWncw/kHCwuL8zP2XnixgTlgr/vQv7WpKSDVxQQmIopw0yhjPmpBuBsKCotOdcukRk81VZ76Fhu8TWHNNZQ39wDKoLB+uJyW/F1Qv5wtvSTs21IhDF7aqrdGaDAWhsuFFpKLNYSS9H1SaZSUPxM/noVWryQsdBijx+81SvSiF4hyuQeh1tgmhhFP2z4wfWyT7ee7vC11lSU2GrvTDHW9EliatUwcK88+LFxbx3jEuY+KXpNiUgVkY4e3Lx9X37+rs07b40xECbvnrUd+nR/rqXckpu5M+/GCAhtVXbrgIqo1mdf9sHmXLPlVIG18GwbpsBF9pSq/A116ukfvNPyAD2dhtSra5yjPteIH4EkOi4drrgzBLJPViUaRGzi+LYDN4bFlqqiE7klY9c+Td193Q3IsmppRZ8qgCwyhiROJQWBTIHfPVt4aMvmg3kFe3d9XHX5HhaHW6srDu0/cMRcXnQsc8/xm0PUV7p8md0h+ZjaW7pix6fHrEW2Aov9TJuIWECkAUxj542eHbgWWUv18/ux4wJc/64UEbSbbQNE0sTRlpIj+YfL2zFomCoINMHZaNx3C0sMgdrXXLb+7LTIxuqtFqu5vNB6oQdURBz2pemtbhAgQMeuFVd3jkkqhoE6m7noxBUJyaJvqPJofq6lSYSBOmtJvq3MWlzZz4L9pSsWL91dYC22FJWUN3YTkAho0XsAYP4FRt88ivlfNEWYiphKQHaMCuNu0Q/ehxdP5KxbnfWJ2Vp4KD3jQGPjpcLjJ3OrOglVRJAxlXfklPZTJlIZiELBc6+6tORiC5JURAevWE6XWa87gLXV3ymxXWttPXt478Yia4HZXFpSVfdwGCOmIQJ+Nnhhw283fnLSbDmw1PDW3kah5UxJib22ZSoQK3fj+slfDLy7b+DW3XY8Fyoo8yp6+e32YQEUEaabjh+2Dv5Rxp7btUf3HzxxsWUob1fOAZvNmvfx+u1H+5gmkoHaImuxuaSg+KqD/KmnbIlx+ceFRYVmi6W6DQsgAVbE0ft7dxwdwQoCBUsc6IwgPCrZsPVTq6Uw/+DmrZ84QAVJ6bGnnGicHihNeWFlttVsKzTbvhOe25eVvS+O57bsyNmyI2dL9r7P65uxLrwfjBCTHCMex/C0CByB0nzzxm9efvAvz/31+X8Jzz75P3+NRA4febLgX58seP6vx48c+zvwXAzSUSZQRbz7TkTOmpVXfr7it0NTO8Oe9OsH3rMXL7tzcanZukrk2yJS1izfFoatIWlTRN4wVvvmoWtbIs6lmYbfiGjzl/3LViQlX3TseGB99eiu99yTm9TS3+wqWSpIa4fPvnWu9IORqW0R/9orR944kPv+6PT6kLw+rO5wVSy5L298wjY/0TaEpK1P5G1P5KywsjJv0Wsuz7onnrSmI7992fQqGkgtO/FheU3GH+U1/TnGxGVvafL6Tvsb95UtIXkztv9q4SdrQvK688tfOTe6MexaZrMu9Svrw8rmL/iWsLQ5ImVF5Kwv5awvle9DEb41JG2KKBtCfFtY2xFRNoTYlpCyOSxtjsg6ZYXVTYN12wQqIRYUJW4vKa2+L1KQMNUqbcc2LN9ysLS6ZfoxBueWJbuqWyRhurX6UI69PwCDFXu2V3ZLKmOgYEqZFFvw2nf9Hpj41QnPesExMu0c8RHgjpt1JSUXW93K9V0JLxhNy+1D2D+8wrSrXuK4OeeXyyqGWaC9cnviilP9Mr9RW1FiP39nSsbjTceKrvUyDVFOqAp42Jz6UeOjGZ/MRJAH7cs/sI9jiW7ZZ3dKAQZaY86vjlTdGwd56GrBsvIJgQUx5RRmRGnk+M6znbLkkcEz0GhMPd0lqyKTju74wMFUIjfsMS5eVj5Bph4e37yl2KWeOZyXa2nuVhRRUkRQJtrOF5WXVLZ4KJHFr5UhPwsnxfBcbIuH8i7XpJ7tcN89n3pqRJTUjrqzJdY7IhUwu73LsLefBcbaL35a1iACa6k8VWq7eMvDMeX1TY1n2gXmvFWcl7e/potJM8e3fnSgqlMij3tKU9Ps45QBBk5YkLChyg+SLjm/mxzjFh9DzIDqeA7UvhHP4IjAyMzDqmNrlm88dqZjSpyRpBv7jAcfgtBSU2obUSj8URQ5GbYfPNNGgPsGTi0xLe2YcDUV7t138vZoW82RjVt22W84oP+SNSfv6hSbvl99eG9O7jnEAINKJO3b4LnY2VUZw9y5PASKyPjt1hEBFB/IRBks/fwOw3Arx/TyutxTLSL2dJzcfPih82phXv6BqvZxFui9Vrwhr3lE8bVXF+QetwyULF+0txnYn6gk++lfEA74FeaToOuqeUVOsUADvddObt+3t6DRRclQ3ZVrLqJSNnS5uLy08DphanX54VPtfgxTJcuXnXIG/VxDRFOQ5lF6Ty15sbE/gIgWvTbsmSOKuVv9AgX9vDlRMUjdznEKf8HAz1VfuOJQJOZvqT5Y2Ylaq0qtpbX3poNswLbCtOLqmPKorXpR0v5b9A+IEVHSGGgiyCIN+mmPpazq7uQMHW86ZG5yOJqLjhR9WtM1IQWu7jdsONHo5mJblb1wiImyglz23dsqmaL6JYUyFj2+/e0Oun4Tzd1X4hoVEQ1gmFy3ef/JpkFGOQVfe/WRTdU9mCl+d+uZkuPbV6aWDqgi81csTS12zDBFxmjGjzWPJPtAowAtVZXmkgst04xNttWev9Q30JiXdzS3tnOc8KZ9izbmN08CtS5PLXNyDBpy2Uvq+xF9jAADkzDD8a/T/Bvr9+mVGz8BGsVzt9oHEUOE+u+ePbJhwy4iEeTpPnXuXOW5iymJq+zOx0QYrjmSYx3iMn7sl0QgWvOJHTuvylgaKV6ecs8d9FNPfX7mNQcjICOqOhpKduZki3Jg9MGVHR/vLWgao5QSSfUAuG7V7G5SRZd9ScLBXkmhwAhlFB77WUDU97iedScRcAxcJPGLkObdEMS4juceuQl1NpmPFR466xqTAlhmF8uPHC4+bT6S/fGROkJlSjlhcv7mTWanxKSghzHC/C015aVnWwj8gUJfvW33rl32xn6tuti6vfiWc6qt6kjuFQgodAaRAIGgiGUvSMr1QwuXV0yyxwIoQvMuw4rPrtaeKimrbZmUYvWycZq/9mMnZGOnzhHwmy0uAhqhnsa8w3YniPJYc9Ge3dn2xsbrG0/cmGTB3ib7js3rXaD5kCRKQZF4bStMOU0zguv0R8k7h6QZgVGBcqxICB4TmGo8kWW+NixQ2T91v+ZcbXXpaUNKpYvJjmv27Rs29Eh/pFjrLV96vGnaP2Rf/sL+mzRAQPoeeG7f5ux9WfMuqPu8IX7/nPIDEWKSY3jaMTyNqEoZJ5K0c/eff/H8kyeRSCj0RSj8JBQO/eL5/3p+QVjg3/t86zw8x2RR1lDLe2ElKyStvZDy23HPlr8GN5Bry8uOvfWwKcO83pRgTEg0vLjh6Af41K+MxsWGJENCyhvhwKaQujXS+LbBZEpINBy6mRXiG8LDyyt3/zrZ+GKa/d2LxamEb5ysTr1oXzLq2TarbXp8P6Vw/a8SjIsWGV85O5L15+HlBoMpOdFoTHr5wuCGEM8Kyxv/qqQeTfzVKNo2C9tR0/ub3nnFw9eTmx8dW/KbhYkvvbD/1dxVHwb4pgfWdzuCW8LSDqn0d8l7Uma1zJrUX19wbQvzjZYNi02mpKTE5PODOyPq1oi6Ncy3hPmWyPeisLotrGaF5I0RZVOYbwrzzV8GtoZ4VkTZEuFbwnxLWNk6q20eqtuBgRMkEOnPtlJbVZuX0IAIUsvZg6tTsg5XdU3SPyFp6PCybas3/s6QYPxwTymWJAxaxd63kxNfTEhMLXb+0YsDUvT0k/6tnd8JB3wziImTc8zjGvUR0Jw3Pi+1nW3xcN/w6aWGpfYhSjwjS4yfXpdVP7Br+xMXJyxMXJO5e9lnA/DHidZzh9e9Ynh9Q9lt58GNryQaFiYnfLD2yEUvGyhdseryKJNwUJTlfmvqEvuIW9G6zmQnGJOMCYsWfvxxbU2nm8hjTfnLSoZUJgtMIiSIiGN1osFgNJiMr23MPX9t/y8NiQaTwfDOtsJ++iei3N6TkFNmW7nYmPzuzs8wmhl9WHVk3WsJCcZkw+sFF29NtZ41l9pOtfkIVRGLH9T/Bt/8ldlAsZ8iVTDlnc5xCpoo86mWs8uKhxQ803Klxmy5yeiMn13bm3SgG4JTd88dsl/y8+Bke1Vu5usvvJ7+ydnu2qablQ8ESlnv1aLdy0yLEgzvbTteU9UuSKynPG2JfQxJPGvJKwZT4kJTkiHn1nfNs8Yzc3NsSyqR1eh+65APgeyXae912+6lCUnGJKNhYXJKab8MLdUl5QMUcAApAYGx7WnvJCf8b5Np0d4mGUtcGLq+M+2NdzdsWrcx32pudpCBq+bqnfvfSkg0Lt1Tcdn1J6bfdBC/POVv4jm9IhPkQDxqx8CxxEXGb7UMI+ASUSgeMl9sRTTgH7TnHP38/mRAnLp7ZNMxF5rpv2LdtSwpOSHpheVLi09e720/d+Do0cLGfkyv5SQutHdM7jMsymnWFCIjGmQERDJ97fhWY7Jx0e8zP6npnJJkQXI2NFx3gYzowOeWU6Xm6whmzpcdrr7vFRhzlaxKSEo0ppRkpPw6IXGxwWAyfnITUYVIAcKUrySu4tM+d/kLjWcjFP0EN2Fyt3OC0KAgaw3m3e+bEo2G5MSUnSJTH7VfOLTu1YTXNnezgMu+0mBc+Oq63aWpH9crMrDb+xNMD8b0+rYgkkbLbTUPpzUs8cMF+afbietqye7lCxcZDYv35NhO3JiEgLu15iWDYeFSWz8EK/e+azAkvGRILenTgEkCBPDfxA3zB/JNslNQFM/5KZEQgwdnjq1/JcFgMJkMi36//gilDFMJMW9LZX7iMvsAqAi4ozQ1yfTLf/+wvF+++ckOe2O/JBIVEbW9uqTCdq51UiU0eOFiXWWb39lUkr0i0WAwGffvtOTdHmbaQMmSXxoWJqeUO+XApo9+nWRIWJyYZu/7A2ISpUEUuyflWZVLVIp9hTrMRTgoOhDtVvsggT+IkupXph6cO2pKMCYlrthpu9nNVHxt94svGIyGxCU77QCPO0uXJJtMhqR/X7i2gIHKkOIoT018Y93B4s8OHT49RlVBYgQUQvxtNYcNiS8mv7z843Md40gbqsgwLXohKcmY+PYaQiSQJFfZKpMx0ZT4yt7P2v0iYJAQKPo5iWcfjFDnSyT+XxGieG58EvU1Fh7Jz6u+TyjIlKj3608dOXy2/trFT9a/sijJsNCw3OYKDDdaE5ITExYmJiWvbHOj27Ul9vNtggw+GiDOpuKdSxKTklOXbrdabveA9qjtvCnB8P+aDEu3Hr03GfRLAWDBq/v+V2rZNAIQyWOZ3tqZsLK+6fyhda8mv5pVcXsidhpXr6Kbp0LzMk1EUomkEkm70dbnlR6L1Hv1+OZFpl+aEpJezzxythUTkR5dn2RaaEpMWbFs/ZE+WestW24wGl9euCjh46sSmaGMOG0rDYbEJGN66cAf/JQiCCBQvWx60++TjYmLX0pcusN628Xkxr3JBoMxMXVl6gZrP+OYBXrsKQWNXlGhfRXLjYsMiwym74LnduzLys7ZnJ2zOTsna8feLdn7tu7ctyV778X6Jv36RP0OyR+CRFCcI37niB+BSmmAUn791u2XX3n4Lwv+67nnQ794PvT887PPPxc+fOwA/bu+yje634qZ5GdcaHkvrGWFZjaG1awQ3xbmW2e1rFm+JRLICmk7Itr2sLIpFNgRVnbPBrbNqjtC2vYnbEtIywqpm8M8K6zt+ELbFubZIXnH7OOtYTX7iZY1y/9/9t48PI4i2xe0JHf3nW/+nPvm/dF3nTcz93vzzbx3X0Oz2NB9X4Pd2NA7tmnbNHiRvGj1bmxLJZnu27fBYNkYvMlANw3WAliSLRtvqDZVleSFzdqrKreqysxa5A2kyohzTs4fkVUqgwHbdNOX7xJffP5U6cyMcyJOnPjliRPnVENquZWqpsRKMiq4uQLNakiWQ6qCjAqurwSjzI6tyD9VCwAAIABJREFUyqZWcKMckqswsQL0SjKXo1EDxnIrtYKnynmyGvRKy1zOU8t4aiUkqjBeZpmVaCwDYwWZ5VZyKU9VgV5DyWXMLAeznJvLuFnFzHI0qsBYCcZKNMvRLCej4pZqJRmVlFxBeg0aNZRcgXoVJVbaejkZFWhUoF7BzOVnXquSVF3S9IhiRGIZRdVlNSarRl/zjud2PvXqGUPSjKjy7r+uerFHNaOqHo1pkmREpJikJCOqFFX0aNyQVD0qJ6KaON96kzhANXKxGa9/Q+874eC7F8IxM6ppUTUuKTFJjctyIixdjmgpTU4MKIm4klHVZDhuSKoZUROyHI/EZclJd2FqWkrWtNF4IiobWlyPaJqIIhaRYnI8NaJoippQVF2VY3JMj2jmiKqH5VRYTUa0hKylJS2tyoamxKKJpCbrIqlzOG7EFUGzLCnmiBZT5EQkrkqqMarFIwldUhNRzdC0pKKmFNmQVVPWktFYPKrqipy8Lp4Tq5pwA78Gz2lOoCNJNTy9H0iKHtESkpocSRgR1dRUI6rpcSUWlXRN1SRVC8fHJCWhafpoLC2rKTmWichmVNW1aFJV0+FEUpMlRRsbVZOKrEficUXVIlpSk8ywlojLhqzGRuOaIt80mCuEGmJDU+Qa6X1/tPfsSFRJRNREWDZVRZfUzEAsFYklJTWuaLGIeikcM6NqQhMRSWJ6WE2rqhlWEmHZlNVUWElIiqmoaSkeOrhtV7eSltXEqJaIqlpYVgsi3Vwfz+URTw7SiVC6IrJ0Qtjnjp18VxEuUFIiIhtSLCbL5kjMkJRYRDFkWY+KcBVxXY7pItyupurReFKWE5Ial2Q9EjclxVDkWDhujCiqpCVFHISIkpTVpKQlYlImoulRLaEqhqSYozEjGh9T1LCijKlqLCLHpIQhS2NS3JRULRpPyUpC1ZJhLSVJyVFdU5RPVZuT8G7ykEFCko2oGusODkbVuBLTJdkMx42okpa0hKYmVVmNqjFJSWqKHhGbblpyKK7HwumIkhYm84iaisRUSdXCmilpqaicUFRdVbWInAxLSUkzFE2LajFF1kdjCUlOhGOmohhhVVe02LBsSLGkpKoRxbxZ+9y1sX8dPBd8Z1RS9KhqSjEjoiVkzQxPZgvQZTUlxWNKLDOsxiRZl3VdUoy4ZoY1XdYSw/GkrCYisYSqmrI8FonJ0Xg6KuuSrIVVQ1JjipLU5JSsJKJaUlN0SRuTYwlFS0TiibCqRxR1VE9GpIQ42+7UzyRehM90fE9FwEgl7vjPqbomZ0a0hKKaUTURjscVLaUphqJpkmqEVWM0llDU2HDckBVd1jKyqkeVWCSe0SLJcMx879Tvn9j5mioZo5oZ1fSIFlOVeDiWUlQjqhkxVY8qCTWRiiiGpJphPRZWYoqaGY1rkpwKxwxVuSipUlRNRlUzIgLs3dhYyLlY3wLPvXNBjmq6ouqynJSUeDSWlJWMpOqSkpTUuKyZqjamyGpUiSmqLsWMqBaXpZjInaOqKTkRk1RjJK7H5LSimrKuR7VYLralJqkJRTVisinJ8bCW0RRTUlNqTJPldFjLxBQ9qqYkTcRhyW8ZJ/JxpEWf579t8pEju06e1+SkrGiqmhzREopmylo8ourh2JgqxyRVD2uqpJojsuhSM6zpUkxX1OSoakbjuqKkw3IsGotpsqnksqcociKiGRE1FlWTkqaPxkxFjke0eFRJqkpsOKEpmhFWYpF4WlY0SflQ0dSbs8/lr5RXr1tZvW559foV1Zv+2Hx4Uv60xGdVJ6RQQtYSkmpO1s9+SkvIWix0bih0fjQfRDGiJmQl/vrh9lVrrlatSjfu7FeUhBJNRGOxL7Cx64RCkLW4pOnRE7/gyRoya8isomQlpartZI1tVpNZbZs1+YpGFZnVlKxGsxLMcjtdhckKSlaTWU3JKjArxCOYrMZkDSVr0KhGo5rMajSrKFmNZpWdrLTNKlHJXG2b1XaygswKMqvIrCSj0jYr7WSVnaq2k9XiDWRWoVFJZrWdXGUnV5FZYyerbafRajKqKFlNZhUZVWRWOe9JVlKyEpOVaFZRSrReJS5+Zq0qqJ93s1mForlkDRk1wT9WS1phvhc9EjdkWT/e8dYbx98blI2oZkbVgWPNvvdjZkRLSEpcxMsWOSSiMT0ifIE1EctbmOj+lPv4ofPDoXODkmZIquOhLzvTNSEp8VHn5ISIMGyKSKdqzIgKx51YIqLFZC0h5wVbjstyQpJF9Cw9f6Y94iBLU5xREIklcjnNronFL0xBEUWPKLo4Ua+ItDAiJLLixGSWNCOq6QWe4AlJjUeVuCQnFFmcGDAUxfhc9mVBjxoXsQzcoQtRKR6JJSRVV0XCLiXHfi6gpRNySTMlLSk5aXPiUS0ejiXCuVdFtYSkxBSRR0tJ5PJziDixTuaMwjChN1kTIjRrVIsrqt5zvj90biAqQtGKLRLR+VJs8kC0ojs85o41yEpcVeKKkpAVXVF0VTFUJR6NjfqPnTynJqOqGXUSEJmToV+dHRbxvXddn5BEvkaUeFSNR0WQFzXReapXVuIiOp1TRVhXJzp6IqLEwkLnKAlHutSYFBPBRQ0pJo7yxCVVUxQRStrMnfMVp5iFqCQUJ31OwsFMeWSp6SL8ddQJO2xImi6rMUWNK6ouy3rhKiUX1E/jVJINSYt3B98XMSPlWDwisoqJPASTa/akddPJU6clorGEpAl5EA55ifyYSqouqfGoqkpqXBHpVWQ9qsYlLRlVjaimyUpcluOySJR3i647k1Xso4XeGQqdH8zvqSmO5MejalyKiYQiuhRzpCuq6FFFk51AbjGRyiWqGJKqhxVNBNqN5sLASrIu8gFI+ZDmuUyGES2XP8NZdBK5aL2FJ6lviBFJE475eueJs7Iaz9ccEIk7NzsObXn7vRFV45Ial5WELCckLRHWpHOnTx7tOStpaUnRIjE9R7YuqZMkRVUjoojod5PfM1KBV1k+fvJNDIqz7OpRLR46N3L+QiSqJSKOPjGiqhFRE5GYE9BY1gzZORTlBJ+KysITQ3jWGlHNiCpOoGNnLHLK1ul8VQ87me4c5w1JNSJKIqIYuXM/ue8Q9ZPUisjJ8dxpMyE2ic6TZyKqLmmxqGIqiqGIvBGKKSmmpBiyakqaoWiGquqKknD0pBp3svAJHRvTo9pk4seomovrnktKJr5AJDUuqXHxHpEHMqzFxbyW1cRN4DknaUT1+vLq9eXOlfUVlWubX2uVFU3WYpISFykFP63mP/Kiqi4rWr5+9lOKokcVo/d8OHh2dNL2oOmSosuxTESLy7IWVdVo3ByNxaXYNSJ7M1XPb++qsVRYUSOnf8bTlZCugnQlZCogU44XK2BsJYytxLFyyKyEzEocK8exSshUQqaSZypxrBrGqvHiKshU8NQKSFdApgoyFZiphLFKnimHsXLxLE+v5Jlyli5n6ZWYqcZ0NaZrMF0DmRV4sRwz5ZAp55lyyJTDWAWlqyhTjZlqlqrkmUoYq8RMBY6Vw9hKvFgOY+WQqcBMBWQqeLocxgS1FThWiWPVmKmCdCWkqzBdjelqzNRAppwu5u7JVH9OHatwaqaq4HoljpU79Zr7KyFdgZlKGqvhY1XnXquWNMPR1zFdiumKHJMVIxrTZD0W1sywLAQ9Ho4lVMWMahkncJoI36+aUcWQFCMqC79UoUFubXCvX4Pno6Hz4bCqR7WErJmyakqKKatJWTNlzYxqZi4auC5pZlQzwkoiqjlRl6KaKcVyr1KMqBMs3oyqhqyaipqUVOHwZ+Rl3lneVEMSGkrVI/kVVCSkElHXNSOqJMJqIqLoImJ7RNUjihFW8u75halFxbejKaumJBuyajooIXYDPaDk6NFMWTXdwX5ZSUbURFSZzAowaZhRnTw/uWj+hqROZg6IaHpuQ9yUhCXMsaeauSycRkRJRdRkVBOhpAq/1G90vKL5PxQ9qhmyLPJDDEfVuKQYkpKMqqYIIh9xwv/mcgFppkjRG1ESYScorinnllJJTYQ1LaIlw2pSzfmkRxVdmtzPyufWvDFSc4IaUUX+1j5VNSU1KYv+UXKfJUKPxYTqd3KwimMHsvP1kow4LZqyE1TZiGpmRE06OQ+FW5uT3MKUNTOfHUgSn0CqGVXMqJYQG0Mion1UEYKakLSEY+xUjfzXddRh0/wEX7kbVF1RUlEl7g72RzRTUTOSEldiY2LWKJohq0lZTeZmkyGruqLpqmYowhlR+COKqf2x/lSMqJzzTNIMKSfGspoSmEnSjKhqSlpSUpOT1BaaBq5fr8eFk6AzGTw3HDo/7HSyagrbUkQ1IkKGFee6Q7BsqJopq6moYkbVhKzFclWItClrScdCrwpsYYoqaaZzSkAIvCZem5RU05mGN6TcrsedZkiKKceTHW+dlZ30U6asmnIef6i6mImSMrm/Iat6NGaKeRqOJSKxuKzoYS0pK6aixUfjalSJRdQc/bmmRWz2aC79lKSKNGIJWRM535wBdeT8ZmpUMWTVjKp677nIu/2S+I5ypFSNRZWE+LiShBe1wEmqc3ZEdlItJ4SRLyKMW85cMCXV+daKxPIeb4lIPmNYTgML6ZJEViEhYJ865fXceOWSAKlmx/G+qDgSqyUlJ82DEVXzaWoTUkzok6Skph1VqYm0NCJzY87CpZhR2RDcRWU9qhgR1RQ1LHIX5dejXNLbsJi/iqGqxq3guZXV61fWiB3Y9Sur1j+//1VPqN8d6u8OXegO9X9WDV5wBy94gv0e5+Z8/cynQv3e4IUT7vPH3+71+EIeX8jtC7p9Aa8/4PUFnb+9vd3+YLe/z+sLeW6xBj3+oMcf8vhDbl/v2/6+vr3T+ltnDrTdP9A2Y6BtRn/r/f1tM/tbZ/a3zux/fcaF1vsvtN5/oXXGhZaZ/a0z+9t+eKFtxoW2+y+03d//+sz+lhkDLTMGWx8YbP3hhdYZF8RTLfcPtN4/0DJjoOX+gdYZA60z+1tmDLTO7G+7v7/1/v7WGf2tM/pfn3GhdWZ/2wP9bQ9caJnxQcuMC20z+1tn9LfNHGib2d8202muVdBzf3/bjP7WGf2tMwfEDa0zLrTOuNA644OW+y+03X+h7b4Lbff1v35/f9v9/a33ObVlxkDbD8VTg633f3YdaCmorfc5tUVwMWOgZcbkawvqYOsP+psfcL+4qDtwxu0L5Gu3v9ftC/n95zzegM971uMPnfIG3b6Qx3fO5+3r9vV4/SGPX4xp0O0Levwhtzfg8QU9vqDbF/T6e291cK9fT3T3HX875PaF3L6Ap6fX7et1e3u9vl6vv9ftd6TC7Q26fSG3L+Tx9zokOeSFPP5ery/o9YW8vpDH1+v2BT2+YLcv4PEFPd6gV9zpD7r9Dvse550hh81cFQx6fEGPuM0X8PaEun09bl/A68vdWdAnXl/I6w3merXH7Q90ewMeX8jr6+vOv8cf/Fz2vc5sCnn8IY8/eOx0r9cjqA26/UGvP+TzO/PC7Q94/QGPYM2ZgKIh51nnb1/I4w15vEFPj7hH9G2e+F4xW93+ngKWb2ns/CG3P+Dzhd7qDpzsDrl9AY8v5PH1evy9Hn/Q7QsIKfL4gl5f0OsLuv0hty/o8QY9vqDbH+z2Bbt9gW5/0O0Pefwhjy/o9fZ1+0JeX9DtDXp9IY836PEK9RLo9va4fQGPVzz+OVSJ6vX3evwhj7/X09Pn9QU6TwR9vqDH3+fx9YoOd4tO8wa93oCQH68n6PYGPT0hjz/k9QW9Xkf8un09Hl+vxxfw+EJef5/H3+fx97p7ej09vW5f0O0VnIbcuQH1+nuFAHhy8ub197r9OWlxVFzA63e6SwyQxxfME18wXsHrcif0rdvnP97dd9rb4/Od9fh7PL4zjhZ1xuJa1epzpoPTUK653Cy75jYx2bv9AbdfiLEzpl5/KDcRJokppPya6gteWz/OhaNVvMHjb4dOdBcoHH+o2+eIUMELe70+Z/g8/qDbG3L7erv9AY+vz+Pr83h73d5QvrvcvqDb3+NM7Rybbr9YXyar2xd05yWq8L8+Y15cl1N/yOPt7fYFjpy8Vj36g25/wOMPePwhb0+f19/r8YY83oDHF/D6gl5/0O0PuYWs+vo8vjOenj6hNN7u6fX4e9/293XnBKZAHpyfHn/Q6wu4vX3d3t5ub6/bKwQ7mNfVbmc+fjrNBQPhvN8T6vb1nHy775THGQuPv9fjC3i8frcv4Bba2Bfo9gbc/l4xEZzJkusxry/U7Q+4/UFfXvv5Q17Bne+M23/G7e/NqwVPAbUeX4/bF3A7AiYUeMjtTPmPDUewQDDygCHYebzHLeapP+j2B7p9gbcdmvu8flEDOYXZ556Uf0fOPf6A11FfvW7BtS8o9HO3N9jtC3r8vR5fyOvr9fpCXiE8/nwvhbz+Xrcn6PUGb3a/dfJghPCoW1m15o/Nb+Tz1+b3Vq5boyI7oRYT0FhVdUVNRzXzs5+S1URUNQJn3xsYCRMhkU22jbYNRGgjkW2TjTYRWTaSTYC2fSuVbLRtsm2ybRsRyU6nTSTK3yAayt1h27Ztk025v4mIiJCIbBuJkAgJkTiQRQVF3JBjgUS1xZVr34YERIDIiSBXORF3GHfeTySe+SRtH7s4+WbRbo6pz69EttPWdSsV/sx1I5CNCLquMwAku+BmGxCAOJDNkUBwgAC2uAEKWiUOiDZwAEQbkJCIA7vFwf2UmkqPpdJjztAUDDQVdA7mf1K+5sbxeh0vhlEMDBZIDeb+RecO523iZ2FDWDiM146duNN58BMCTIUvvwH2Rev5AYoZKUF5XsbygwtIVEhAAVOflKJPil7uOlHu+Y+94cZrrlcJbSKyzczFVOYSOr3hvJ/QtnOsFfaVYCFPXr6vhLxBritsKhjr6zHyGbQVykxObGgorIhe/ZgwFM6xa16SF4mcVsAcvzZNjlr+VXmW6JqOJbRtjgifmLNAgHRNQQIkQMK8UgJCIAAkTjZQltuIKBQaZwBEhIgxPZkTEnToyU3za3rskwzmKAebkICjzRCROBIBIgAioaCHCAFzlaBAkQitAEiENkGuMhtyPBIgcEBGFifiREgIhJAbCNEWIibHLibHLn2MPGcmT06ua+Z77mbKDbfzfiJkuX4DRHT0NonugjxhhGA72huIow2YH2UiIODiDYCWTYgICBxt+JgSLhhoQEKbhiLqNUTS9YWz8IacViFEdAaOCG2yMa/kPj6d0c5LESIBIAJyBhYiyyIC5QbFIbLwZkRbjCzmrzsjjii4A6J05vKlqx+CTblRc7QQF+OVWwgn15S8gBXO9IIpj0SIgIiTAnDt7C7UzEDECIDAkTZOJLr9ejM9N1lstO2hiMJxclHOTzSOHIgDweR6aVNhi3k9cK1iQU4IwJjoNY6i7yZnlC3UQYG2IZvIvkU8d2vxhKNKbDgRG4nrshaPasmIGlM0TbmBAEKyqgfPvjcwHC5c6f7cJZPJ3FRjjvjadm7ghIZi12rOG33l5NzPaQRxxbYnf+AtcHVLhT695Lm9ZvKTTUQJQ0dER3VSbtLa+ds/s0/IRkTbBkTkOVyL/E88+qlMJp3J5Gbrf9wiRiFhGLZdgLxuSW6/lDIJY9KZTHps7N8VcR8rRBQOh7/8DhRAEAiB8JpZmoMXOfSFZCMSE6tkIdkIyJAz4IgTDBEQGXCLOCAAECLpuvFFZEOsiIw4AICD3gjzZXLJ5oQCcDAkyC15QLZY8Sm3EAoYSkSABBw4J0AgC7McLAJiwATCItvRn4Ly1FgmPZb5Yl1tcxsBOXBGwMnBDQDEEbmzwuf6X7CGObhFtkX2ZM9Tjn4kII4IFmLWQg6YtWw+OXwFQyU+Y8i2h8ORL8LFjTKbax8ILCIbOQFngAyREwIx5J9U8KLkl7Pr3uBczKQzV65czQMjTgiIhIQ2IRb0IU7CzRuhWdyff8OnPSuQEwECMo4MiRA5Ev/cJkbDkU9ju7DcIMGAFieykQOILwHOkSF+/iL1peK5sBqTZVNSk4qSVLV4VE1F1VjE8V37yuO56wkoIMKtjeinSPwkXBTw8Rb4uoVSSPzHecmRkCelEM85irigfOzxT++T3IeW+D4CxgCJ2J+Wr6/xnChiFD4Dz/1lyftE+RrP3VC7dm4ls6/Fc85MtPNfY9cstPnHgYAgayEHAIuQc4aYRbAtsjghB6Yb2hcRD4HnODKLEIADfmxBzNldEGzbMW+JJS2vDAtsNDmWEYkAbc6RMc4JGeeIyDgKywt3jG3koDr7T4TnCAnRBkBAq8AUgwWMfEyP57kEsid7Pjc+YBMhck6cAQeGAIBABS3+ZfHcpH2OYxaAAzBCixzrG32y2AWg6pP/hThptkgLPAdASOKrvnDZyNNws3iOrrt4ffJOQAILkRA5B86IgLIE8LlNjFwPz12XhhsqwIgICQAYA87IQgLCz3/8S8VzkmYqWiL8bk/dM/vd78dkNRVV9JEbCCD0FcRzk7P0M8b4JgvlTMKQUwpfUimcP9eZrDm1mqdSmLIThp6fkJ87pT/ZorBR2jbnxJBbHDjCn5jjr/GcKGIUvrbP/TkK/YXwnJ1fevFj9rmCrT87t99FKExcMLkbQEgEnLLIOQAwDgjMHs/CBDAgmwFyI5H6IrLh7BWSZQOHy/3nhtKf0Ch5snOmuEkeyFEROYKdd4qNNaBU/9vNh9veHh7LAmTpQwRghFmkyf2BPymeQ5s4APtI6nv37Ll+w9mwdOAckA12wZwqxHM5yyLi5M45InFAzhEt+Oh4x8unhwzk48gn/SPQxr8UnrMn7bqEkCVgNK6dPX92JJZiQAgIWLglNbnb/0nNX3AFkLjYDE1lMpcL7HMCHzob/F/YPldYrnsnJ0KyOHKGHHHcBk6M3ZB9LhL9mPGPrldukGBGNiLPAuPEQcxRhBsx33ypeE5WFPdLq376y1/8ds2P9/lSkhpXlNin5WL6quC5nKMA5Pw/OCBw4sKsDkAcOScE4EQACGIDEogIGZFw+7CF+wcSR0LihGQTZnMKLKcaELnNAJGDBWQRENmEBGij2JUkspFAOD/ZtvBI4ECcULTD0SaygRBtsDkR2XxSzdtECIA22gjEkdAGzsgmsUMqDIIIRAA2EhJwjsgJiIAjWcgJ81sGOTwXN3QiGxCRuNgzYbntE+DCPQEAhaRyEL4VRLbjJmITcoYWEA/t27hqewsHYJRFsoGYDQR/igXyazxXqGsShi4ucbSBLECxSS58Sf5d9c/XeO6G2i1YRtAxpzjbmhYRcuJEFhJHBE4kPHwYAdIEIiByjume/eVTi79RUvxYBxHnQPxIafG9e0YmLto20YeqEbupVerjFOZ8myy6CmdfrOscBAJOjCMiAqOPEHnOl4yLBRwRxZ4HEnDhsUYciSFxbnNAm/AjTozwQkf9whULXe3DiV13Fa3sshiOf0TjNrM4AZJFxAVisAlSY5l0Jn2rvWzbSOg4+WVpqMO1Y4erq1+oUEBAtAgtFOpaQE8k5mzccEYAogvsLObctgg5EAIn5BOIJ5bfO+fN0SuBvWuXHZ0QowbILbE/jkBkow1IRDYNR0ZukYtb4NuBYZwD5wOHXc82tvQlACCLHMQWM4p9UkY2cCJyVImAbgR8nIgQOLM5OMY5jsiRIJUZu3j1KqLNEbIEgITEgJDQynnBceDCyxKJcyQbbAtRWDpssNFG29m7F2NjCx2GDBk5lkBh7M2DbgH4xFIOAAyA2Ds7K5p8JjEiG/BG7HMSOA563LFRgph0yAmQGCERck7McaXK0WYTAdpAgDYHGxGESyJwAhzuqFtft2qfP80YR2Y732FZsVojIqLgF3Megfgl2+eSI2oiosV+s+Yn+3wJRdHF6fevOJ4DQAZInDgn/HDw+MHe+LsvPPy//fV//i+LO+LEgfjF4N5Z655iaCEyQs6RcwKek3gARCCGhABCTIEsRI4kbL+c4dD2aSV3/uAnj8yZO/ueHy/beYiECV64sqCNxAEZIANHEzi+nAAIyJFzJOAg4CUiMiY8NIGAOBEKJw9ABOBZYhyAAxAwRA6EyDlHQM45MkZZuKy8GwoNyylOFgPOEAAtjiy/5Of3W+OGTjYlWuf9p39aI2U544xipyt/+P++fOYyYpahpbmfW1W5bAw5B+JgAQFD4XHCCTkAEHDi3N9Uuf6ZFmIcwAIEgQPhBpwJPrf8B8dzH/t2jBu6bdskxIVxi/jEJf3Me+8ysvAGNNqXWL7GczfUrp0bYk4cSDnb0vyHHYvuXP5cliY4Asf41sVzH/zBLx6edc+ssm2piYwaemnr4l/M/sFP58z+n+v/8L52vq32N7/NEtdffuCfnjxnXUxsWvYv+8+xCeAACAjGF/OfE+Spwd8/vWLeT340d/b0n1X8+g9nLl+NB//oKv35vId/+bOfz3nqWDg5zgmZhQiIqeET371t9px5j8z7/v9136YTxviloaP/du8/PzR39vQfP7q2sWs4OQ4M+cUzL2954on65vcvUnLn3VNLj3AGji4kzmxAjgyAW4iI3Mxk0mMXb5V+5/sUSX5qxcKfzJr3yMNzfzT9F/tfPx4PveRa/MsHZvzk4Vn33L/plDwOhJwREtqAamDX0h/N/sXce/7v+zYfH7qCSvAPWxfPeeD+n86ZeceOrpFU1mJgTaCl7/7B/Eb/FUiEmlYuPgqAWcYAOXIEBATMMkRES3i1jEbUWx6Im2eciMjCePC5X/5k1sNzH54387aH9iVQ631566JfzLrvZ/NmTd+0vUkfBwBkzqGO2Pldi++796dzHvj+v2x+a/Cqhaj95rG5D8762Zx7/49/2fyWOQ6APJnJXLlymaM11FG7bNY/3XnfT+fMmffoIw1tH6gXiXNiHCY4MCDOgVsIgIDICRFRLKkMwUZkiIgAjCxAQGAcARmGG++cs/c8gYWASJyQcSACDgjEGbfBBs4BOHJ2dndVUzBNAh1+voSPhiNAExMTxjt/WPslSFOrAAAgAElEQVSP3583Z87sx1b/ptVvMuTPPbloa/swoEXC1xABkBFwIOAASByAcwRwFm9A4EhZBGCj7fUbN5Uf8GWQWcQALY5oA3EBbJFzAnJ8WYXh5kvGc5KuSnFJNX/r4DnjK4rn8iqMiCxAAGTIPlJ6t9bVbn/2d7WHRs/tnjdt6erZ3/7ewvYw5ywVPPCjNU8j2lmaUM6deHVbg6u+rsH1QgzZFfnc0dNHjg+biJwNt7/Y1gcWAAy9XlfXOQSIBByA+nfcUbQ7mObIM/69s0u3XrbHGV6Vzr79ytMbaxuebHB1asgYYjq4x9XwZENDvcu1NzVhIcYCB7bWNjQ01De1nX7vMmaBzNMn3h5OEQNkmff+eGpoHIwPTp068cdXN7vqXXWdF+hKJHS4zlVX11DbPoJITDnTufvfGra6trjqu9JAmAp3v/HyVteuN7oH0mghWAgMkAE6RulCPIeEPH1k2d9+u330MicrFdj3q5/ftmWv3wRASvl212/c+CTy8WjvkZcaa111v3bVvzEMDPHyBe9hv+9N11ZXQ23nsf3Vq555lRHnw10vvXVW+9ACBIAs5Zy+b1km/oPjOWcjIrcbIvAcEnGc4ByTwd1P/qb+X//wBkdC+Pwdhy+xfI3nbqhdO7fuAhDBSEdd/f5gaO6aHYCcYJyPPvtw6bYO5UPMvPfrX856633vnsrH5izZcUIbh/S78+ctO3rs9xue2JImyLz087/bfPbCsd0LDo8ycfIQgTgk9OQXss8RIWLz+seXLNt2PmUZg6d9geMfjHr3VDw6b0kjJ6t776rH1zx7SgMOE4xsAH5iR+WG0Ieccxx4afbf/OPpDzzrZ/18QyhJqXde2bKwdPVTJ7Rxi8b8e57YvKa+fXgcQN95Z9GyruEDrvo61zO9JiIBp6ETL726Z3ejy/UGUdZMX0xnLt4aF4icExLwicsvL1m6/aRicYT04PEPzr2xt2LJ3KXb31InMP3OjL/5m4OjgAhM7N4NNd5edMc7yQk+8tLsv/kvm86wF6oXPbLkmVPKVR47/dj67aflcQSw0Hzm9n94/vxFwPSZFyoff6u/3eXaUu964Y/dBAA49EZdU8Df6arbfeEDCWl86Mvxnys80JZ58Rcl//m0hhzGtd6Dh4ezuysf/8XSxqPqh5h6d9cLjSc1QA6cGCeLjzx7W/F3fj9yGVLnfvj3/1gfsKyRxrlLnjmXuQzh3z/wd397SgYEbo6lr1y5ZCHv73Rt3Fy9L5gEYG/8668WVT/vTxr9p4/7ew7XNdS56g5fwbSnqaGhtsHV4Hrz5AdxsIHUw659r/zhhTrXvjdPD+tXpcN/2LPVVbv7jZMXUhd7DtStmvV//reHlj3zx0NAFoekZ39DvetJV/3eEx+onJAzq7frpW0ul6v+qbY9a28Kzw1FFIac0v7a2TPX9DEAY+Dc2b6zQwPnOn/8gzu/v7Di6VfeOiuPYzq4t87lqnfta+tmMAFwsa9py6GR8HZXw9bapkCKE3D4MNbX9epvGxp+v712aXVd9b6eDEf+YbTJ5apvqNv7xqkLKQAcPVR/wNfT5apvvICAyeC++i2u+oYvFc9FVE2Sk0N67Herfr7Pm8dzX7391kKrBiK/MnS8+oG/Kb79USRkaNnAz+yeO21HlI/89u6iu0NJ0IMvzF77LHIc6Kj75bJf1nWEOUKy78CsJzrSKV9T5ZaNrjeIwWhj6QOLHraIQ3jX9KJFHfgRATKa4BDZMb1of0+KMO07sOq2uU8A0EB73YKyhbWdgxyscOPtP9p81Ljovbto+XEa5wgMETD27PSikrJjAONmYF/l7J+sbw0BjGze4HpzyALkNNj54KbDBg2/WT//u0XfPQoTDBnHI/P/+yzkhLxjyV2NEloLSn/VfCbCCSON06v3+pNoEYD14cC+qh/+ffE9C1ydQwgWIOVMOIV4DhA5wMiz02oPD9p8sKNuXd2u7Uvn13eMcBpqb1iwYkH9mwMndzz0kwX1nf0WwujOe6eWPH4eEu11j5UUL3kLAGkitH/dmqcO0rFVJcXTA8kso8uA4jCeU7/Gc7da0LGG2khECcMgIhtID+0vKSouWXEYCDmShQDwJz6J8sXK13juhtq1bTt3rI8xJEbEaHTO2h0cLSCKbL+n4kBvmgOD9OEts3/XuK1myeLKJp9BAJBcNW9WUyDia6ouKS6eOqWsg0bql8xhyIA4EWNEyCluxL6gcQ4RfS9VP/Ttv128423iwBFN//7qpYtqmoKIfPT4rqXLqvf2jDHMErcZZhtXPxJFi9DiFNk2vei3O55+cO7qYSQL0r37Vi1eUr3Pn2GJc64Nm6r3hzLAOSZ23F1UXHzXGwk+0lk3ZcVbWeKcum4r+s7GljOMuIXMzJhj6fSNHB68TuEAxBCI4/CPvv2PD1TuCaQB8cOLQycryh6r2ec1ySKeeW5a8aYujSEnYFnEcOOdU+7edYUswMiz00rueXa0vLS0an/QQACIL120al8gxZDzSPs3vrvDBGRkBPfVFJXcsW2EIeDG5d/P0oSFx8qmTC0pWTEEFhBxgKHI6C2PxY0XESrI8WrEkZ13TZlV8XIgA0CQJagqK69u8iY5J0zv2f1cU0/S5jxrc+JseMc93/zuMwpahGbjtKK7tg2OPndv9f7QZbSQq9umFz8fSBGwxMX05ctXOODgYdfaTZX7AingdOq5VcsqmoKpkc76X5ZMWdbFARGObXqgaHknxywAVM366cL6tji8U1byzQV1h0aQcRpqb/q9+1TYDO6pWbpsVZOfcWtw1/S5e88y5AD45oqiqaXHGbJMYN9DD2+IIHAcWFxas68njTzywpwf3BSei4RHkQOQeXjLrG9Nucs/RgCAyLIEzz25qL5jGIABjpTe+5tRoMvDp6sWlYUhCxDZfmfx1KK7Bq5ge9nUqctPAaT8TRWlyyqOD13scM3/7t8+WNXUk2L97QdeDhNdHTpRsWRx1X5/ltpXTimaUlx2HiYsjD5/97fu3jGCX7Z9TjOjaiKiGr9e86O9vqSkxDUlHVHVrzSe48h3rp5X03QuTQD4IaINiOf2zJ2+c4Q4di6bWnOgdyC0+8G1T3OCFyuWP1azP5hCYgQwvHb2Rn96tNP12NJH65EGGu9d8kzzMxz56Pbbi5edBJwgBCQAGN45vXhqcXFJUck/PFR5cugST3v3VD6+tPKAP8WAAPHQmgfr+sL+O0pKyo6OEzKODNTOacUru4gz5AADna6Nv971NuBQ3Yb69tEJIODD7bM2H0nRQLtr4dL5dcRtAGRdZffO2UOcA0xkkfPwzpWVTeErYCHaeKS2al8wyYCywAgRYPjNhgWL59cfQQCga/Gc8J+zCSCLx1c+4jo8lO7Zv217y4mhDZsr94ZMM9BUXrvadWTw5K762tq3BslimGXYsXzKPYeNeKdrYWkXCvZ9B6o3rl56Z8kd26OMw7iFWQQLOf+Cez3213jOtm1nWeWI3NDTRJAK7KsuWzYCWYZgUZY4Y8Ssr/dbb7X8pfCcXegGzrMcGNIEQWTOql3AOCMa3T5t9f7QRZxAwPN75z61c1vl0sdXNQXTnFuA/7b2wRcDl7JAHK8ywPDO6XOebp1WPKWk6FvTG0cYTjBE3YihfStzsPARhlY6sHfWbf+p6M5H6w8PpgIHypeuqNkTBBxXzhzctLFyr3+M2YSMM2LPrZ0zCkRoEbHjS7+xrfHph+ZWjyIBzw631258omZfT2bg5P6y0ur9wQwnJMrsmFaytAuRgIY7iu9uHCVE6iqdX38m7vjUp8cy6cwtnodAJG4z4sCIp3r31sz+x5LiouLvzn/x4Ks1ZaU1e3tSyCzkh5dP2dyhC4cYjnxo+91F03ZdRQTiJ5f81d3PDVWVLVm1u9dEZGA9sWn1vmAS2Vhob9W0XREEjpQOHKha2gVAYAO2PrUmTGTbXWVFU0qPOK7TiDgaDt8aFzdbJhc/ACBW/tC3i4uKi2estwgqFpfVNPlNBAb81eZ9+wNpCzmnLAc+3Dhtyt3P6MAA+ZHS4nt3Rod33lm5L3gVOUOra2lJU9AE4mY6eenKZaTsYHvdxs2rm0LpCWK1j3ynen/fGAx2uH619AgDAotg86w1R3ACiXPE9vo1m6teHr56bmlRUfsIIyIOkEULuIWpngMVdU/UHyaeHdhxx5y971iAONx4T/G/bB8GTsBpZP/cJdsjFht5ar3r0BBYQAzO7a9sCl7MBZP43D4ZiUQZTkwg44CnFn+zqOTvZ1bv70kREu58cnFD+wBwBPwQEDkyuDK4v8p1FAFpZPu04uVHOBLQ0aqp059KJvsOVGxeV38kAYwPH23Y4Kre700gMM4ALXZl4MXyzRvq3wQ6UjZlStkxAgI++rvvFS/uQgDkXyqeU5RE94vrHv7nkm8UfWtq8bfvW7Tjzf6MJH/1zrdeg+cILg0dq57998W3PUbECC2LrA92zbtrhzyBjFjXwz+s2bZ954PrnkLA/VUz/764qHhqSdHUb5SU/NVtP6wLpsb7O7ds2FRN/OjipW+ffHXbEA09M23K0qMfWcRsAI6AFG6cVrQvkKKRLteC8s0tfXzM/3LFQ39X9I0pxd+cWvxXJcXF/zyrtjdp02jjtCnfLC4pmtYYwbO7S4pXHkbkADa7GNxbuXpbC2J046a6jiFEjmzkzQc2HUnTULtrYemjdcB5lph9eOVDT3QwQrAQONiDT/1dccmUqUVF35hSNKVkZlWTJ8UIkF+9sL9qxt+W3P6r+jeiuZPdTudci+c4IPKOlY/UNr2yv7x2U0ufVrdxS/meI0f2VW/a6OoY5K2bF8+v7xhhAIAWDe26o+j5d9X2HJ4Dgp4DVf/tf59SXDRjxwi3kBETsYgnT1Hd8hB/jeds2ybhKE9c11NEYAMZwRf+asrUKcuOIFkEYIm4gf+Oytd47iZat20bETiBRRZHZc66Z8UJJmnH9FX7AylOE3b8yOaHnn72marSsqr9gTECBun182bvDySzyNFCPto47e7tnu4di05kCY8tK7rjmSgi8IRu3BqeKySPA3BkiFZn3YLbb3+sesvGmmWLqw4EGbHB07sWL1t/oCcNaAl/qOfXzB0kjsgBlWenF/3m2d898Mj6MHJGKf/+VWXLKpoCyZNNe5fU7O1NI7dzeO6og+eK7m4cyeO5hLNtmB4bS6fTt8aFCHHLgWeRIwAj4DRyyLWw/Oc/W1W6eHXT2TRw4GPP3VlU15VgBADICeTtd5XcvfMSMcaHtk0vuatxdOXyJRUHAhlkiMkVS1bt683wlK+pvOzpCCAxpFSgqbL0KICNNlLL02tGkSiH54TiRcLRyJeB5wq1LtIEcIbACd9/Ye69xUveqlheVt0USKNNaO7d80JTKIOMIbctsgaevafknm0JtDgajdOL7n5WCu+6o+LAmTHgHKXn7i5pCiSJ4cX05UtXP7JgfKhz64Lbv/WNKVNLiqf8aNNxAxmnkc7ahcuPISAAwJx7SruAEBhlyd9UUbehvi9xZmlRUccoJyJGOObdO+t//PU3ikqKim5bUN8OnIW3f2/e7nOAE2x0110lU0umfHPqlG+UTPlmcdF/fW4IWFf5gvpDI4SMgJ/fXXEgmCKAG4skMRIOCxEA4IBsLLC74sFpP61sCqX48w1L6jpGOCIARHfcV1xcUlJc/I2i/95pI9Dws3cXLzvMkQCOlZXc/nRyuNP1q0ULXa/HAGD4kGvDusp9wQyCGXxxalHJ1OLi4uLvPN7QLvBc6VFCRDq8YkpxVScCEn3J8YSNsBoTuZwlVZeUpBSLqspXG89ZYBFwJDRD+4qLi+/aNQqczu95+Ls7RsDGLGVrf7VkxgMPfmddI3HYX+WqdR0eIkTLsjELyBAZjrQ3bNgycGLRtB3vDZ9sbhw5XFay/LQIHwmMEwAOPXvv1CZf0rK1ngMr56x+gaXceys3bXR1jBJHsAAR0bIIAIAj57y9rKi4992jtxU93kUfMWRIg2/Ur6vbdRx5pG7D1vYBGxFguGPWpq60PdzhWrj0UZdwBWQnyv9l3l7GGHEYp3EW3u5ydcQIxQEFZEAciI9smPOrea7OAY5ZZBw555jfsPgYnmMEBNaGTas2blq1/WnXmXj2SP0616OLVy5wbXAdGobsiZ1Prmk4NMQZA+T24ZVTvn88Hu+sW5DHc317a9ZuaxluvKd42vY0EifGOGcF8QtueYi/xnPCZYAIEJlhpIg4IEfgFlrDO+796/8xa3dvCgks+to+d4vl3wOeY8QQkAMi9c9b9TwnBgRwbNGj9W+EEW2eOrJp1ptHD/1mYfVCV+cgMYTUk4t/0RJmjBjDjiVF33s2zIdOvLZzgAAHn77nnh2DaFM2buhfEM8hCud+ZiEmQ7url5TWrN9cs6B0QV0XgDV0anfturqOYXHUmiPytk2LOxA5Z5wijfdMOdxxdN73lh1BAjB8Tavr1rsODcGLr77q6ggDILeJKLPj7pKlxybx3DAhUFfpgvozCZrEc5lbxHM2CI8SjvaHAMxCQJY1e1/YVbeoZuGK+fVvDiFDSDdOK37hvMVoQuyc0JHy/6VopYoApL5w95RFR6wn569YWN81aI8TxjZv2PLGCEsF9q7euHncifaRChyoLDuKOTy3doSI7K7SoimlXTkLEn6peE6YNjkH5ATIASh2dFPxPS9U/mrRI/VvhIFxTLa+cqBjiCFAlrKMZ7MnS4unVJ4FYHBl2/QppW8hHXl8QX27hpxYpPGeKS0jDMCKjyUvX7oMlB3qqN30RM2+3rQ4MsqQEQ531i1YekScbWBPzN5wCC1GnHPsbNiypeL3I1fOlk4p6hzhNhEOtjY8Ura9tZcn/fuqN29wHSJgozum/3zfmSxaNPy7/zll6UmbMxEvmDgnbg81bqzrHLQ5EMD5vVX7esaION7Q6jASlgk5ccYRkQOjS6E91Rs3NhweoR1PPl7XOWwR0HB78ZSyLpjgV/oPlD9xhAHC8LN3FS8/zAEBjq0smt6YTAUOVD7xRH1HHJEPtm/d2FC5L5geaXctKD1B3LoytK+y7on6DqAugec4IQ5vv6N42TG0+Jd8vjWqxCUtI6nxUS0uxXRVNsKqGVVjX2k8B5gFBELGkTjyMf/zro7h87sf/l7jCAIigOTbu+7+f/pf79vMgMlnX9/dULG6ZktD/ZbauvpXTg9cBs654d+z6a7vLNw2wsdGjt9x23du3zacJSQgbjMEzmH4uTuK9oYyxIEyPetnPexNX1XOtz1fv27V6g0uV229q+73pwYnUkOueldDbX1dffXsny1UL18J7Xn89u885qpreGL1msonn/eHk8Dw16sXLlxQ7troql06b/bmoykaaq9bWDZ/KwIjQuKDv100t66+1lW3pe6pkIHJ3a6KdRs2N7i2ulxbu86NXk4NnXqzo+cDFTlnZIkAKoA20LXnIXJ4Thzq2b3lp//PP/x4zfa3koCj7b8tu+/v/uu82ucDSeSUDp+oW75w/oLq+rq6mtIlVU2+K6i15/AcEgSaatY+c5DTWHDfo6V1r/YqFwk5B+vr/dYvXhw8ZyMR0/UkEQMi4gyRAbKsET566hgHtG4gouaXWL7GczfatLPuIke88GZ9natuzf837UcNLtfeQAZgoK60bGlVXX1l2aMrdpuY7u96uq5s2bLKrXWVKze+2JcBZOn+hT97cGcwaSFPvtd5x3xXXf2jD8986QIwCyChf1E8R0R/eL5+0YqqunrXkuVlZQ0HTg0N9x975jdLFtfXN1Qsrtp+7AMTMtunfbN42VvIIXa25WePuhpcdVt/+fAPa44lweh9af1PF7pclWWlS7Y+e2woeXXgtd+/7Esz4gh5PHeUgIBGOoumOXhu6YL6M4k/wX4rIwAExll29JXSZas3uuq2ujYvXbb0+bY3Lhx9tmFx2fLKhrqqZbPXtGt4NdBUNbX0BOIEx6H26geq19XXzf/xAzVHR/lE/9Fd9aWLyypdtcuX7Dg2lLrS3/7r9U/U7QEubOepwIGq0qPIbbTJbtm2doQI7a6lRVOWHnWiswHiaORLjD+HiIgw+tKDP5vvctW6XGsXPr7E1TE8fGT75mWLV1Rsrqsqe3pPm4HpUNPKH/70cdeRUUYDR6oeXFy6pa66dFbVoRGY4DjcULpk9ZotDY/++MGqIxc5MGSpzMVLV69YhKMddbWbK/YGxgCBMIuIQEMdrvlLj4GIMjh44qk7blvocjXUu+qr6xvfPBe18HzplKLOYWYT8dRw2282LC9btrl2yZx7F2xwdQBy/djSad+b/+tXDnPKBPevfqysvKG21lXncu14XQcAGF274JGFS9fVbti8uWp+XdPZiyK33Y3Y50Yli8avqv7t/7quweWqrVpSVrbxqUNnpSus+clfzfhp2b/94XDv+30Lb/vOfNfWui0Vv/jBgi5gRCPbp5WsOAJIgEdKi+5uzOBYf9eOVY8+uqJ8U1116Q/nlDbs6zXTH7zx283z6+trt1Q9fO+8tXWH0M7hOWSI/Yerf3L3zMoGV/3N4bkVVU5dWbV2ZdW6lVXrVlave6X5UFQ1pBsICyypuqQV/HsT1QyceWdgeOTPqhbz+EDEh0xlMvQp8JE+ryQj/lMDlwEZIkBWj5zrfrP7HZHnLhk+8/bh11oPtrW2HfS9q04gAsLF+HstLX0qjsNHyebW5jOxLBZkVmBwZejUwZHkhxYAwqXhntPqFc4xq4fPdB9ubmlpaWl53fuelL0kHWxtaW452NLc0tqnceIc4r0tB1ub25qPuM+GDQsZIsbe7z3W2tbaciIQ6vW+FxvHS+oHwTOBDzgCAueEsZFQS0tzS+vJ0csWIDfD544fam1tbm1uaz4/mhgXKQo/pRT2UEI3iZDxLBBo7/uPd3rORnUL2Iep4XPuwyeD7ymXGUdE+FD7wHeiubWtpbXl1MAVBISPtA/8fQlLHJs1w2fPD0UAGGDM6+4bTn4EyBHY9dq9uZJKp8Wn+V/KfPIXL+RoKyAiXdfzCOCL9+2XUIgok8mkx8b+0oR8RiHbtsOj0fzfX17DBYUjA9CCLa2tza3NLa0tLS2nhjMWsuGz7o7m5uaWjr6heJYYfpQaPtvd2fpaS0uX+pEFxOGK2nxy4CpnhFk+brYdbGtuaT09dIkjAyIjod+ihJDzDxCa4bPufeumzy1vPul7X70EQHxCD5/vPtjccsLzXnKCcRwfOd3a1hfnBGBdfKu1ra21pbnl5OAViyPyce1ka3Nza4f3rGRm2aX3W1589ZXLaAFaAIxjdvBUazDxEXJgl+XmUwOXiCEkQsEL6Q+FgR/HMhfT6bFbk3Nyth0Zx8tvH9g077FFczY+13zcL6U/hPFU+PzbHa2vtTYfHryS5ZBNjp5vORPLAmPcYpcHDrW0tLaeHL7Ms8Too9TI2e6O1oMtrV3Jj/il91+r3Vhb+3KfiB4FeDURfacvngVkBBPS4DuXCBgkQq3NZ2JZJ6gdYU7M/uwlL1fALw2fPDhn8aOPrN/R0v2uBQyy+vA5z+GWg6+1dPSHNcCPkpGzHl/gvfgYoQVXh4+0tja3dYxeRE6MEZPOel5vbW1tOT56iUTw4Uwmc+XKVU78Uvz9d98/F0l9VCDGl7X3gyGdAVgIAJA+09LS2tzc3PbaO6OxceSA6d6Wg8ol4GgBwaXY+6e6WjrcXq/73Mj7MQYWXB7qanmt0xOykCFduXDq1dbWttbWgy1dwSuQ5chGz7qPtLUcbH3rveEL/eHYBIqAhZ//NTscGUFO4zShvPt2S2tzW0v722dH0xOcI8SGQ+2trYfd5yLJj5QzLa+3tLx5/LjX824CLI6Xhk6+0Ru3OHCWOPv6qQ8sYCybHD3rO9R6sPfcu+cH+odG9HFiY7H3mpub3zz+lrv7/cEPokixvpa2vjhD4Awge2XgRHNbc3PzzeO5yrXLK9euqFq9snrNypq1K6vX/bH5zegN5OzK4TlD0m4Bzxk9Z8/3Dw//WVeXwgWMiG7ZqcK2RVIEsMixMGXFhxxxQgs5AHIkZMgYMURkCIAcGXEgjgw4J5iAwpbhIwKLxK4mcWQcwEIONkwQIJDNiVlInETaZhARbGxgjNBCtIgjOFmPOZFIv0gIhAwJCAiBc2JMoE8AREaQC7EIFiICkg0TnBMjBCel9Wf1nvgh8Bwgsy1khEQMOHLxOgQgZIQMEZBxAk7EkXPkSBwIADhxm3OhzhA5Z4QOHwwsm9v4J4igkUyn0+m0/QmA/sXf/BUpeX7pk3jOvtZv/d9PKSQynfmiwf3/HKVAioiIwqMSfaG4Ol+0iOiShBMiWzwHK0uAThopRGScAFHEfGXMSQCGWeLIbIuAcwLgjDgAQ+AWMG6jTROaYX6R+UI2AnHOrFRwT/XOVxkRcM6Bg42AzEIRIJOAkNs20QQK/3tukWOgYcQBiCMxhkgAhKZ7X1XLH1uyAAhCzzJAskTEdWQchf/7/8/em4dHcZ35wlpwMs/3fH/lzkxm5nNy587Mfe5355s7k8R2vMRZZuIVx8F24hWzg0ASagHaAEldLbDjhR1ss9rGYLxgNgkBWoydOOybV5DUrbWFuqq7q1rqaiF1nXep749TLbXEYsCAhMP7HONWdy3vOXWWX51z3t8PgKxEFSI9cvl4zileZkJhHHjl5RUL1hwyEIlRMNnMFhJbbCNxnAFI0swjEhAyM9oSLqBk3wVGqWUb3rd2WvGc0h0NZDMgCcbEc2ERZxYOTSkykOBeSTZKTN7Ga4/nLGT7+aVLXz8YkbzjtugFtoXDFc9MLAgRLfniLgcdpjgy2QzANhKxMyCKvhYdjXXaAIQkBtLGk2AigRwnjgOhYAsBiVHIwZOIgYAEAaOUBSaUvKlANkoufkIgRhDAABS3AYmRAAU7QSVgW0Ashy1GO6FXiefMfnLlb/S1EoItd50DSwp9gcjI5LDNAZFgJGBCIIE2CQZJjiwYSG2JegwAACAASURBVDCCIJCMwmgjscVEwraA4zZgnM9ICm0gIgQkAjpDaDmE1CSQkPgS4yES83P501wFmbmFmbmFWa6Ct9/bJpdEL0bpoaVdvdiZvIEocP/R41811A9EEpxQ+bwiqf8JyaZuGAbzxdziHEaMKGsFC0kRDJKljuRmXoEoya2BSCBajto1AjEKIiJBSbcmtiymxGEETEgYJ3RkYaRyg0REZCEBY69gR8meGQVZTEAMRALQAo5L1nWQ9MKM0iVmJALHVUDBcQJLEsoDCaa4w2pOZDPKZdXkIWpgJacEnmNBJLgXZQYZiOJks00WIgKhQ9QuZyElf7dkNiZB0EtMjL2CiRmQ42AjMCD1EqMY8M50mTUhbOi6YfBgu4KVargnThKO1LSz6WFlwfKVbmuXnXhQTTsLzw2tn87dkzAxM3NjY8vF9SRXvqz6uiNBILnxiZFZCEJkC4mILSBiknoGQEjALFAQo7AJKI4M6PRjDCyIBSEgoU10WgskI9dL9I0lnhOEglCw7HVk+BcwAqLkDreQyHYEnyyQwkeEwIJQyksBkcW2baMlbGIQUmwWBRDLIHyBKIgIuJflZjckmyynh2bUI526kcwnfEmFbNs2so3ILJiBgNGSMgnMRBRnAkSLSHKhM7HoZSniBJLD3WbBiZIndrRYmIhYSFgIiMQEaCEREoBNRBYyEwpBFhEw2fLt3NvUnFy8V69eJeE5thiIWSAiorABbMGEyEKy4iMjU1xWGGRJfyTQJtnpyxgXQWATyschW3RXLEaIQALJYurPCDIzWs5ASQRoESMQMBNLSmEWFgvmuNxuKYmCCRHlw2Eg7kUisC1GIgSpdw/MhHEkYGLLqe3ABMiARDbHbRR9PjiSayyHqX7NsWZfKzMLAmBA7hGMNlqWLZyRH0HKDTAAsACyGBEZ0RaEBLYlB1ZEYBbgTJpIpQ1nAgSIwBEQEeTopMg2K4CEFJylS4tvdfWnTFdhZm5hpqtweu7sd97Z0dIabPMHWv0drW3q1yS/5qSvPTIptfm1g0cPn2o4JVVCEynp4zdO/YrJti0RhW7ozHQR557LWCqxAEsBK5u4T4SEkaR8H0nsgLbkDEckRltWEUa0ISmjxETIZEtpPykSRrJBCUlIkLiyLbnZmC15D8n+KRGfvK/UGWFboM1SuzoxSEoPnSRsYpbNl6QkCTGTDX3KiefAc/0rdcTMHapm21KrUCQEIuX7tk3k0JI6Rc4gSX6YBdl94pJOC0fnN0k5ZzMLp2UNGMUvJ8n9cwlxwX416StYr4Zz4oQ0ueyiVE3r03/re6ZD7uRAh6VDDlAiJj2ihwdsZh9a3xzpoH7dUZuJubGpRbbqa+5VX6kAsS37EXZ6mL7OzpI/sC2VN8l2OiVM8IyBzTY5AoZAbDMhk41AaiDY1+Avp8Rk1UNgIiYbpDaSVPxEYpvQZmLbZrSdbXrsdAs2sw228wfYkvrS2dXOyCjVwZCY2CYbQHYp1NfnEjiNnZExHInokcjlVqE+PAdy0QNsOQw7/Tozsy1fthMFRWgT2WzbRGSjI0hFwnYEFQURxxkRnSFaqoZJIUdmCW0R2U48F4lKiZi8TS3XqKr3m5DqWESEjLIuScAj1bMk3LTZQrt/EHEEbeXjlWTmNpNtyycSMoxozLSZZcFS0n2RSb7/SymvxECTGJjko2VCBptslNNrjLLSs1xysuVcpiWVwaQSrrwUOVKzYDMlhk45QAsekHfq42BPrvrepmYpqccsFd1sshHthEiXLVUzkZkTwpZSeUwwMto2EaEtTxJSho6ZiGw5nsu6LTtqKdXJhNwHKijR69iXFN86AM/lZ7rys3ILMmfkr1q/6dCnvkMnGg+eaDj06dVJxxv27vvi+JcNoYimRyKJZFxB0w1dNwwn6WFd1zs6ArquX8l7fNstYkQMI2Lohq7ruhFp8Z8e5gXYHgi0n+7QdUPXDd2I6Ibz71+IJSp8JGxEQrrR6j8dNnTjijarK2tyNk6PGEYkIh+Z//Tp9kBgqP0yjCTf9IhhGM4n3YjokYi3qTlkGOHh3RYu0iKRSCQSCYXChhHx+0+H9UgkEtF1/dJbesQwIobRqfcVnWHoumEYkcglVsFIkhmGETZ0OUAYRkTXZeo/OMnPSCisB8N6e4fafjrQd6lLzEW/F7phhCN6uDMUNkLfsN/TZS4Mw4hEnLp0fgvrkbCuG5FIfWProKK4ahYxjEgk0hnWdV3vjES6LrvTkDXHqVRhPWwY7R0BVQtdk1xcjvVV9cT/I3okEjIMX1NLOGyEw+Ghde+S41v7llz7IN3qN9858mnD4RONh477Dn96VdKRE969n3x17PPGsBHq6zT1ROFeKesrlHDYMPRONRDU9ciVvcW324zEEwmHw2G9s8Uf0PUr/IyurLWfVttPq+Gw0+knpb8oM3TdCIX1Nr9fTlgaiWFvqB07rxmGoeudht7ZfjpwukMbancGWF83Iv/QDcPX1Cgjb65rSx42wuFwOBz2+9tD8j34MquKoetGOGKEI0YoYoQNI9EMI5ddWE7JD4QB58lIRA8bobBxuiPUfjpwebdLzkooYoQiejCihxM3vOwWZAzAnYZxrtLofxa6EdYNw+jyNvkv1/tL806iZMPoDBl6ONKpRzrDkcuv3M7DiER03TD0yOkOLaAGr6C7V9yMBO6Xn3XDCOu6r6lZVtqh7TYvAc9lugoycwsycwuzcgv7wFy2q3DTu9ta/YFWv9bSdmmrqJey3qoeOnriVL2X8KoH38klPiI0DKNvd9EN+1ob+FgIGQNBje1hxXMx2AxD1w1d7nhNrDpeFHvkt8OcR5UwGQ+RXOeHZ+Xvr2REsve8qh3CpXrFA2OEicjn8w3PkrwkS84RInJigf6ySp6TL5hYBCZno8Ul9rp8EXau451Wr0ciyZtoLyUXSWRsifU3Ov99L/KCgwLMacCy3jnvznJPoa+55Zvc+mI9dHzERJ7lFqHL7DMH5hSIUDcMM2Zeg4x8Ezv7MfkaG2moHeZvwCcsfyrMzC3a+P621raOVr/a8nVRrk3tgSa/2t4Wam0Ptfg7Wv1aa0tHc8fF8AlrB499esrrO6tKX8WiMc7DV9L3zJIfp7M7LXEAMSJbAAxkARNjD7CNLM5q7+cw27YTXZtzd2AGcuLMyLYsGWExMA4x6XwnPo3t/jbGA6ROE/s6+RxhO327uQdd9uwjOWnUH/CnLTdRcIcakJudCZEIgAWwYCQkJhKCZUhXnKS3jCx3vLKFDEyINsr9DbKzONslIiZEYKcsyLapf5zoo2WyCIH43MGwusM/N5SNcGiNEx0TMsnhWQahObWF6exRZBgYJ7aiXwf8c7ZtN14rIaZrY30tMaCqnNQfXtU7ylsg9toIRCiIgXucMDICkgGFJJARmJAsArlVlwXHEREJkCxgEtzDwEQIbDMJwXbQ6Arr+lX1/6qa8whsu953LaoZ2cQ22jbZTIxxudvfwrhgq79PJgQGAmRmtoFtufcrThwnijMiEVnMDBRnC5FlYJ98yoZhmGaXkJHXCGAjEiCjgMFTAyz3otn9WHLQGCG/FDYhyxhBRkZGBCYWRIOGTdvZAk6ESDaxjBwFS8btfp15G5uuTVu4sF0BPuGLx3OtrW3NX+1/Z+3LM0pefqPqs7p2rc2vNbWFr3c8J1nOnX2r0pAFkUWCiAEtltGrtnwjdE6hBCajJHCW+ID9sQK27SA5JCSQ8dXEAgCTTxyAc0iykwxAZn2RDgO3dp5t2OdksqsX/ia5EvdV6w5NtRBkiDgAsQwVZwHUI2R3K4vIhj48JwkUkGQIDyZ2njIR2WfhSxl5h+TEycqNsQn3kJ37ocV0PgKhsHGDf24gnrP760liuoGGX/ncwHNDaTx0eM4iIQkhUD+4urzeYmEREjMgWEyMiBhnJOReIgQ+YwP0ci9iguED4mALgUR2XEZUIoIR1iLGdYznHFxi2/XXhE84EfTDMvojbgs2mw8f/7S+3UBGi4RAC5lQsog4Y5kM2mAnINkZHsHiHiYGFMBW34hoGIZpmgIZbCISDEBOvIUY2DXJ7gklpEuuhIOGJGYSLCwgAkms3cssycGcwSV5XENG5DhKDgq2GABZ4EWoV1/neK4vMOJS8FxT+4F1L7+26OXKj9998cnRGX/Y6W1qU1ul9tf1hucGITAZtNL3JTIT90qOACQRZ5ZkIpxAJ4PqX/LFbdseFBYOaAuMAzOxECwxTC/ROd5F7MQInYwX7YFIKPmUQS2kf+Vx4AXPee6gX/u/SXypqqogRARkZLIkPwkyCLIEMZLFJGzEgfNzMqhbMg8NLuRBRmgRWYJEL5NwujW0+xsV1U5Oefdouw14vgbZh+cuuX58Kyy5MJE5kBTfmih2vIHnvrndwHPf/I5OLQXJnxKnquzvTtqJAEiAIFgyjXG8l0UvWUxsEfWQYMnLRZLmBIgRkWywGUUPA4q4zRjSI0Gj66r6f1WtD881NDVfmzty//JHXPAZ9u0uW7hiy+HTICQbKglmQgY53lHfoGdJ/j0bMC6jpblHECIh2r1Wop/Rdd00I4QgGIF7GQURIBGASIwT3DffcAE8Z/dXm7hNwIhx6GXR3UMkyU8TIecDDQEQBSOdeMW1dn/Qxjgzf+vxXJ9QxLRLwnP+QHOb3upvrvvTB3PccxZub/BfrN7XcMdz6BA7OdXoxKon01LS71xaj4xEEDm48sGCReiQJ9Gg0wfttpGLh32giogE1624Iy097aYR6SlpaXeUvHc4bjuUmucEOn02yOeBtZxtOWnurMMmpvHkrNg5pgzPseTahxftJFTaN/unqioyCfxi0d3pdzxZtqMJkIXFQPXblNE/Tbn5N7lrDhhMyfNzCChQvFI2yVPeaCeNHDwQ0kn3BFJjufLsbx+YufpohG2UIe3skI+wTdWT0t8/olp8Xjn5G3iuv0htVjUNWdJgORXvBp67InYDz33zO0pDIqxbcld6elraiNQRI8a4d2pgkXfpzWkpaWk3/WT0C5X1vYggV0WAMR45eEf6d0akpv7TL36/3YeEcWpcdEtaWmr6iPvmvouEQGBEIkbkBp67WHMeBBPaHGek+lduHpGWnpZ6U/q9VUTC+GTtjHv/KSU1NSW9YPk7kp2KyWZGi5h9y/8lLSUt5buT93Qz9giE1Tkj/zY1PS3tOxl7emUtikQiphkVDPXlypgfp6WOSEtP/c6vHn+tngBt7kuJ8cvhnbHPgnF20sABzEAI3NO47GdPrj4mZ1nOend1FiRAUsQcXz1j3f4QCSTii+Cuv77x3OXpt7a2Bfz+Fm9b8KP3X8zKynvjT0Hf6UBbu/8i8Nyw02/t+0DIAgERJGV3w/K7UjNqTqx6/I67fpqePnUnI1Nc379u5OzFgMAAgsCyBTARxBOwhIjQQiawCBGQgECQjdgrWBDHkRqW/yx19SGDwK7fqfw8owRRbk8QxGCRpBG2LIyTswYpBAsmREAgYLkkCb1EUtOLGC0LQFJ3IgIIi0g4pNMESBQnYgApNSH/QwGMAMR0cot79NRlm49YhIIsJIEYj0vGKFkmtkNo1aEFmamHv1p5x3d++POM3HUHw4hA4CtXlky7/cePzMlduy8MNlKcQQBZvWTFmQh7Xymb4i6vQ+6xCOMEIF++iZDRYsGCLJQMTSAIkXqJCRgZnZ2FiD2CABF2TUnZfExlSUR1rmZ2Q79VGjMDQYeqks3IKGy2rTgSdNbXzJhbwhCPsxhqH5PtesJzPHT6rVfJnMHStgOayknfXO072rZN2D5lRMqEXQIJgawFC5472nF4alraa4dDdt0Wz5jfjsxdU2cCkgAixpMV7jE/XeZjjr1b/Pio6WuRqyanpv1ieQv4djx1928WNwOgpYc7O/XhLBn3NdaP5xqvxXqrNHZWJ6unpKXu8CIiHV315JTdYqd7zMjf5K45EIbGLfNfXLAvZBEycA+hYKicnP5XJTsD6N2Smnb7inpErnr0Idfe+hjumpCe/vP9OjCQHgl0miYi+XZ4Zs/JXbsvIpheGTPyaU+FVwp7oIiTbXEckQVZBEKOwICIcnUWGdACSe1LAiVtMwpB0Lj09ideOyHYQhQAiNQtmJ0rEDEBEBEKoDgeW5279pBBZLNNFzE6/CXiuZY2rbE93HC4dnJuyYaPfa0tIW97e3tr6LrDc8mGFO/Rfbs2Lix0z1YUZfX+MBAeWfXYL5ccOfDCPf/PHcX+btG5f/VD+Qt6SQTrqlYo2RnTXGVuz5xJ0xZ/+KXu3fZ8/uw5qz+KEwQ2Tv716Lw49VL4nd+l/mSxFxAJwUL0Lr8tff2BoLC7/HuW/HpM6RnAUH3FEvfUydNy3WVl0+97YsFeX8+Z1gUPPDzW7S7xzPMobwZ7on9e63rot+OVeSWFk7Mzpni2femPc0NJkbvC14uI5N1x/9w9Op2qUKY988/3PeuZr7jLT/HJlyc8Ot/tUTzPTJtzMEiwRMnIyc0v88xz3f/gW8c6uoks0ms3vKYUlJSWrHnvj6dCxISiPxxkIJ5D0bD0rrSS/NLSvHkVDSYhPl9UVJJXklNUOnPtfhXUDS+8OM9dljf5N4+On6lD5yevlzx4722/fGb6mgMGCa7bPmvatCylTJl5/zOjX/+kG09uV3Kf/p/3PjZl5rL3q/aVK2Mnj/FUNBIFKl9a/IJSOnvKqN+PywsSCLZu4LmLNGYmRlXViJmQYm373R4l1z3nhZWbjrXGLEKAYVU+N/DcUNoQ4jnsbZ/0w/8xMnfdfgORWNCZrj+9kP6D4ka0gYL71+S5Zs3e19QrWMQZuz7fVDBu8mG0AbBu73LXjMLwW6PSfzD7AMIZDpaXPvT4WxEiVA1Dj0Svqv9X1a4xnkue/aJg+ZSb/+W5HZ+2d0slBlE4MWPaoj0tCEid699YtfnzGBESMzJoGx9J++95PhDA4SV3pz+yIWSsf3TygqoQIlD90ru/++7nJiIZRqdpxojshgpPUbFr9UEdET5eP2vyxKW1bd7ysun3PzDxWcXj9uw4+uHa+0eNL3OXecrmZ2TMW7v3KxM/G5/+g0cm50xXVm/fu/9PB3Yvnf984aTfPTohb1l1w4F1pa4H/+nfHs5e+NYeIKovn/Xbh8eXKJ6CKZkTPK8bRABhT9boMZOLypSi4mcfcq09FJZ8wzfw3LlTe/BE5arZs7M+2Pt5w+n21tPtLf5A00Wttw4vPJe8UMUIO18pzPGseL32AAHE2WKE4ysfv3ORD2Pepb/+m0V7TrUcfGNk/iLgMzufnzkx54UdDV1xxt7gHzOfXvGl/sUHs7OnT1tMpH3w5JT85cVI0PH+E//tvnUdKCyMIyJQ47I7U26755GnfvfokxnZi7YfwujJrc/lTcx+oby+C0lEGxZMfWbxF62Hf5r6T6XHgFDEmcj4+Om/eXDO4Q6LrR79wJs5GfPWfELUXFJUWnFKACM07BhZXKGzd7tn9OM/z2jDXkASx8ruf9BtERCcPlrri6q7J2XPP9xuIkGnd+Gc0k1fRoUgJKur4cTH5SvKCqeVvPDeQRnl5BTOQDxH3LzkjtSNm98qzcjMXXlIp4aivBUVO99xz52bvXZ/GDtPft7eTb09LZULM/P+SMiIy+dPKq1oQBLYsX3iv/zvrfWdjFZXw6J7/+aZL7vqtiujH/3PySs+bD+D4qsK9zNTR3sq6gEjh2vrYih6WncvzJ65lwQi3cBzX2tJvTOpqsbMZkPNuueKlr+/ZfPRdqS4I5jLPUPtabLdwHNDadcYz3Hy7hTsPfnh+6+Ov/3WkU88+fjj7x3yByrnpN61wCC06MxXH8zJy59R2xCT+mGhA6typkxsJstibt23cWZ+jm/JL9LuWOxDQOg9uOh3ty/3MXIoEurUvxXrrdcQz7ETbtz11YfvTn7ywV+PevyJsreRaPrkca41BwxEpJ71G9auPaBLHS1k9C2+I+XuBR2EgNY7T6TeubShYfmdM9ccjqIgjG5+MnXtgQgQhY2IaZoWW3UVSvGcGesOBoFxWda90xfuae2p26mM+VXxgQ4iRFz09NTiI35BCATrcnJdeeu9vUenpKa/8mGbCUQUaW9sVDu64q3li6bnz36xGshqXnL346sPEyKqW6b88/+eVNkBJOLB/coTUzcEAALvzihcty/cS9Tp3TQ3Z92hkKMfcQPPnSs1f75twYRf/92Im1LSU7+T+tNHZm7aezrQ3PZ1KHA44rn+xXdAK1ZfnTPyH9JuGRPnuA2IJD5d9dSdK5ri3INUNeqBmc8vf3FU/kJia/X0UTenpaSlp96Umj4i/aYf/abozzp+Ue6eVZpLVD4hs7Z205JWalj48/RJu4RguW6ATL5lP0t/Y3+o11c+75mswvcPW+FP1uU+8I+paamp6WkjbkpPTfuPh2YfCMbZt/hnqWmpad+5c7mXjr6Slja1RmrAici+NTmuhR8gf1kye96OBmbAuHfzQ8W7u6hxmzJ2yjMKMRICVE55uKiKSCBbQIR1i/4x9abU1JSU9JtuSvnuA7mv79ctIIx3n3oj5/4fptz2jFL+uZSFpbPn5zRiEFC/4s608oa6CuWpqWOUI5VrXK8fCjZs9RQWu9btCyIumfivqWmpI9L+KnXEXZVMgmnFvHGlFXUWxalp+V1pI9JTU9PS0kekp9+U8qs/G3WVypMZo8sqGgCQvOXK2IzRSsVJQVbL0p+mpX4nPeW76Sm377BJIOyanLr5+Gmp1H0Dz53TkjeQBDTNtm1GDhxclZp603em7EYERoxT78VEeF1Du4HnhtKGBM9JSCdYWDYAAJBAq+Knt05aPn9C2h2vBYmIuv602jV+iqvW12kREGP44DrX5IwvuEcw+qqWT5syo2npral3v9bCCKTuLHnoF8tbBVtql2boN+bnLtaSpzKA4siCLEuQ79XHf5YybVf21CmudYdVBCT9tZWvrjkUJiRgEIS+pXel3r20nQBJe/VnI36+sKl56R2utQcjDIR1L9+VtvaQTkyhiNEVjSLhyQr32Fv/Kj01JfWmmx6eUxVGyyJvpfuZCbVAZAmiJ3+RUYG9jIgkDq6b7p6jHG0/Njn1poq6uGCBSJ0HVj10y39LT/2/UtJuHe3ZziQalt/9+9WfIhI1Lb0lNS0lPT09PS0tNeWm1H9b0QSwZ/JY97Z6AiSLTqyevm5/UIqu3cBz50yN7VpzW6jZH2puU1va2lraOlrbjFb/xcS3Djc8J9k2iIh6OQ4EhNTTerxU8by8dIFS4T3x2u9vX9oi5QQ3zs18+Mf/5x/GeXpZ7Hy+0JW3Yk9bNxChVKlHwcH9q0oK1y8e9dj6cPO+d+aue/m2W1d8ARazsCTLInoX3D1i7YGgDV1ttUt/92xxxPTueK5gesHLu/1RcKSrLQARR4uQBH807+YRh72fTvnBbaN3NpIQ3W27ls7KXvDeASAje1bOKwdVMpuPbZzzQPEunRvKPU9PHe0GEQdC4V34wK9nETJx3fZ1h/TOHa785Sc0IUgQCJsEhr/66IM1z7tf2fahN0xAohc4zoLJdjaNDsZz5F1+R3q5V5xp2DG/cPx9t/2quq0LG7Z65hTPWHsgXLf1F4+v9RGGP33DPerp3SjQguXFY4ve+4pRUKhy6g9vrfGbwAjcC2Sh8JYroyeMdW9vsARZDRWeZ6c8o5R7sWHniJSs4xQPf7qx9LEnKwlsgMqp6e8dVQnhfG3sBp6TJrshB88RAfUI6lEPrfL84bl5b21HJBA39s9dpt3Ac1fkjs47R2erUlGHCIIti9Sxzzz7xtZXb037930hRv2zt4unZpas2/fZ8bffKd9bF8LwwdU5YxbWC8Sej1d7MktWsnfRrak/XuhF0I8+9+zohfVWHEXYiFzX/HNDiOeorsK9vUGgAAqfWDXlpoffXJozfkLO8gM6YvDomjWv/1E/4z+2Z+N7W/90MkwNS29N/Ul5wILQsYd/cOsiL4D3hQm5q+qixPXrR/7wtk9CggiDET1qRgnxVHlZfumM1/eHmRAhLpgE12/3PDmpkgEB0Vo9cfyzO5uRweL40pnZBfPL261PJ6Z+p8InkEg0bCsdO3np5iP6p++6R43OVCoAybf09kde+iTKPaDvnPLDn8zZF0QSPYRIFhCgvmHK5Ff2tJkca927YNL0dQdDQJaNNt7Ac+eGZaHWNq257XRLe6jFH2hu7/T521vbL4ZPeLjhuT7eOGRCRguJkXqIyTj4imeH78TK3921rIWwRzC07V9VeO+//N/3zbUtu+X4lpWevKIZc0sVpaxM2VhTZ7JAMg6smn3LbaMWermz4cPbbv3Jj5Y2AncTMhAAIWHT4jtT1h4MWoQYOlgy8tH9oTOtR7aunueakT/H7faUeUo3VJ/q0T/3KMVlnpKSshkP/m6c34weeH3sLT+ZqLhL8mbluzyv7vMGLcLn85595qkZZUVz50x5ZmRxRYgbypWnJz3rIRYkepFbXpzwe7fbPd8zp+jF/SHWlnpmFBUUzfPMUzzzKo+0ngnVfby14uAXHYIEorAYQepGn3O91UYC74qffqe8geFMY8X8Mf/8bxPDjOAtVwrn5645EArVPf2bR3IUT7F73FM/f6qSiRDeKXvm3kenrTwQAgoeWZM7a1ZRaZlbKX1OWfNJN5+sUEZnjFYqfCSYvDvKns4Yo+ysi+unxt3yo0xFKSme9szdT1bYIJh2TUl9/8hpQOLzbOe/geekJeM5m2wCQLAEYzzkrarZK2yLziLzHFK7geeG0oZwfo66Gu//3Zh5pR63R1GUmZPK1n3Rfqrcdd+0nDIlZ+qEDOWVyobjtW88MGpcyc5GFkb9rkWPjfG4y0pyJsxYuquBsL7Cdd+jo92Ka+oz05acwrggVnXd0I2r5//VtqHEcw3rH3hkosdTqihznx4/vqz8q5N7lilTJk10uee5Jr/82pYQBw+ty7n/kWfLtnsBfRUz7h8/VSl2TRqZu8KpVgAAIABJREFUW/EVIvApZcqk6QWl7rGPPpBTEeYeJg5FtIjZRUTecmXuHNfrByJAvUgCCZG85croKZUkCECIur0Lbv/JeMWtuJV5uZ61W48099Lx8akpFV6BDBw6teX5oswpk2eXTnni7icLSncIEqHKCT/7xdjnN+4SFN63Nm9yhsvtds93lygrthnIRF/mPTvmmcn5SsGc4hlPlaw+FCIBxPSt5yu5XDx3utF/urlNa/WfbvMHmlq01vaO1pbrEc9JkxTkiCiAAIgFA3IcSXQc3rz6kC6YAQi7W4/t2vDimzWIaHFv67GdGxaXzPfMV8qKN9Y0mECIoJ+qLfVUeSnO0Q6P4t5WD4xMwMxAxMCRA2tKT7TGQJyxKHBwy5t1wV6Lu5qP73prUalHURS3svFDb1SvU5T5Hk+ZWyl1lzcgxS2q36K4PYriXrxh1/G2HmICOPXh1rWlZR7Pys1bd26oPdlD4S/3btmyowaAGRmBGg5v9cxTSj2rDoWRKN52ZNerL7vL3G6Pp2T3sdYeRIsJAeIokAQSCCLEOA3iK7HtDi1o28QQOrBOOaULgp7mo7tXflDFQKx/9eHe2p1Hm7pJ1Kx3u8uUlzZseGfjx/UEyMJ3cMtCt/LGPkOwQAy/u1Bxe9yKMrdszcFuDJ/86O2tOz76UkdACtfv/aBi80enwoJE4w6PoiiLN2za+E51AwlArN+hfH46gkR4A89d0AbMzzEQgbAFkk0WIJHAOOHXR+xfQ7uB54bShgrPERFR/JN1Jc89/dP0W8a657k/PmkQQ69xdLHids9b8vbuE23dGGo8suHdDz5u0IHA6vGv87jdSunaDbUtPUQIVtfBNYricS/cdqhBECFwsDOo34hvvWhLxnNM4X2vz/+v++77z6dz3Bs/ZrAhdvrYro0LlTJFefmPJ3xEZtvRXW9t3ry3PoIo4sbHy9ylbmXhvjARkgV4dPfGlxSlRHntgEFkW0B2pNPoNE0kMOr21tTuOdwWIwKBAhABw6c+2rzDC8i9yITYtl0pdrvL5ilK5TG/SWeQTu9Q3F8EzwAIQArWffj6EmXBhrc2vb37wEdfWSxE+I/LFGXp+j1MJMjYt0Zxl3lKPIqyfFtEIEP8yK43l3jK3J6VtYf+ePCoL8oCAeA8dPTJNszxXEGmq2AwmHMl/ZtI03Lz335/W1tboMWvNrWrzf7ABVKrX21p19r8amtboNWvNbWrTe1qiz944bOa/YG2tsChI5/X1V/TbjFZCWrQh77q7OiDEBIBO6yVxCyQkYiJkdkiWyATsmCSCldSBoWBSRAQAyY0UliqIzACC2SLCOOMRGgzAZPUP5D36yPcJiZMTBYK7qMPEwyEkpoHkUmysqHzNyGSkMonfaqJxBYjS2oTJCBiZLaJiBNSE4xIDCxQKqIwSVYhZmBiyQwly02CObne6vTFjMAkVRyICBgdV4iIAJmYBUkxFgJCAUzASETIwCQ1whhsRgJgIJZnMjhusEMaI/NjS8EfWUR9WmDnrjZSQZn/kjRbz2myNneoqvzDoUmUakkkBTaGVfnI+sXMLPWwhy1Wkk5KPPetgXScyMy1558jAMGWtuHxH5Yc6GZBaCGBlBJF2Q/bsq9ji8ERA2QGFsQEDFLBiclGFsTIxEykG0bIuL7n5+Tu4PprQnPoPAjJukrAQM8te37hRwFEJraQ2WJJGsXoDBxMDExMSGQTsdP32wzENspBkkAGrRFzWNfNmCnlvsB2hg/JhAm21C5Cm4kJHAZ/KQ5ExCykrBgyMjCRILYculdAZhQseWLjxISMTIKdWDlHTAmZ+4LnmNhOuHox1Xs44Dk+v35rQaYrP3tGYaYrPzMB4CSBcJb8t39+rmDTuxXtbVpLW3tzm9ri1y6U2rXmdq3Zr7W0h1rb1Nb+GbgLnuXXGv3BQ8e/ONXgHSRFdWWtr1BkfdV1nZJ4aJMPGMji26/j3v9hgJ2tU3JeSxwna9Ig2aXBV7AH48uLtAFXs+0BKxoXuD6dKyV+GuwbEqmaiogXn31HfdXRl+0/R7bgczp/YQGJ5Gd3TtN1PRwOX+TB3z4bVOE7NJV58FMapsWSwHO6YYSTxJqG2KnzuOHz+YbEn6tkfW1N1VQc2Ayv9n3J4cm04tTDhOIsccL+I8/T6ZxN5B42IroRuereXzVL5NH2Njdfu5s6MEkAoEUA6Kiv9lHTn90QzjcGDKo8umFEzVjSl8lj63nsnMPuucfir8/ZxZxyjjbe2NSngzaEdh485yrIdOVn5RZOy8nLdOUlrcAWZObkT8vJy8rNlyl7RsGG9ysa2juaT3e0toVb2tQLpOa2jmZ/oKVdbfarrW0dLTL5Axc+q6VNbW8LfHLk2FeNTXw18VyfEZEnyZSEJX++yuZWFPe1uZPH43G73W73pd3OnbD+LxS3MrCIPB7PJXX0g1pwn0mFeDmhdwWfMjMHw2E9YiBei0o1bI0SOoan1YD8e5gbEcloJEQ0IpGQHh5qj862/ipMRI2NTdcE8Fx1k+DJtm3ZrgOqSnwObeWrZ8hAaMlVgl4iOQlz2SZzoUc6w7pxxVy8pkYsBa+YiLi+seka3x6IkZDRxoQEFzrv9pdggxB2WNejpnkFnbzEl43LgIDMzN7GJrpWLzbnMyI6N57LTEzCTZ0+K9OVlz2jICs3X87VZbryp+Xk9+G5TNfsdSvcX+1a9MWuJSeqXvxs94ILpE93v3Ri10uf7l7w6e4Fn+9a+PmuRZ/vXvT5nsUXPuuz3QuO73npk80l1R+sqKrZW1td46Sa2itrNTU1NTU18sM999zz8MMP33Ml7Ne//vVlnHTPPZdx1lWxi/a//7B77733nnvuGTVqVF959pVtclEP+LW2prp28DNN/OJ8W5N0YvLVzr7F2Z/PPqW2tnbHzort5eXVAw650rVqGFtNbXV1bVVVbVV1bVVtbe228h3V1dU11dXne2pDbjW1tTW1tVXVVTUfVldXV9fU1JSXl1dU7hwOriZXoeqaqpqaqpra6pqamurqmi1btlVX19bWfjiE7n1jq6mtra6q2i0zVVNTU11dvX3H9qpEVbmKNx5Qsns/rK2uqqnaWy3d2FNdXXXeg89lg46prq4pr6jcubNyyOvPpVpNTU11dVVNbVW180Rq3/3gg2t2a6f0aqs+rKqqqq2urtntlG3tgC78YvrV6ur+GlVdXV2xc2dl5a6+08++b/JPgy5+9rM+n+fnt+qamn5/zr5UTW1NX58phyt55OYPttZc5YbwtVZTU3M+PDcr01WQnTs7Z2Z+Vs7sqa4Z03OLs2cUTs8pyJw5M8OVn+kqyJ5RlOUqzMotrNw0nX0TqXEC+yba3gsl8o5D71hqnABNk7hxHPnGkXcsezMufJbtnci+yU0772398ypnFdKRHL3CJkGu/JCamvq9730v5YZdiqUmLCUlNS0t9e/+7m+H+ZahTj3UqobUGAZjrJkUjHEwZv/lJM201SgHohwwOWhy6+mOkImayWqMtUQacicHOsyaaYe6bTXKWowC3dge0P1qSI3amumkIXcyGLO1GKhR1kzWTNJMavae0kwaJr5dbsnLD6zFSI9RuJsD3XZbe4dmgmpyyGRtqD28yKTGbC1mB2Osm+zkIqD71aAaG0b15+sfh5M4FONQN2kx+3QMGxsatP6fht7Ji8sIB2McjFI4RqGYHYiRP6C369EhzIgWS7TcGKsmqyarg7tB5wDVxGAUgyar3XaTt9521r2H0s67fy4rNy9rRl7mzJmZuXOzc/OmufIyc/Km5c6ZkjvH5SpMREsUZroKKzdNtxsnUeNEapxAjRMvlJrGQfNY9o1n3yT0TSDvFGp6GhrHfc1ZjRPJO6m58t62favlNsW+KdGrUSJy3jI1NfWv//qvN2/enDyfeTVu962xQXO/KSkpf/8P30/egDgMLaLrraru4LmYHH2HF4K5uimRWdVkzaSW9oAWRc20ZWmoJg/D0pAuaSYHTVK7sV01/Fp4eIzE3Jc0E9UoyeqkmtTorddi1w3iuUDJayYHY6x2YcjEQMxubVdVE1WTQlG8XnKXgAgcjFIwhlq33a52tqkhOXJr0WFX4b8mFzHWTAya3BGDpsbm6w7PBROoVItCKEaBGPoDRrtuDlVGNJPUKMmqrpokX2g1kwYeJvEcayYFo6hFqcOkRp8vKVJoyOx8++eKsnJnZeUWZk2fnZmbPzV3VrZrRlbunBmuGVNdJVnOjjonSKIPz2HjBGyaeIFEvgnQMO6Mdww2TuxtnAS+yeCbIJqmXPgsbBqI564ywJJXlvNz77///qDvb9hFWlpa6vf/7m+GOQbWjUiLZqgxCjnvW7Il238hKRilUIyD3bZmkmZic7uqmaiarEVJMzno9FlD7+fA5HSmwShpMWpXjVYtHOx/qx5Ch7nftxgHYxSMUdBk1SSfz6fFvgVVS05akBqjcAzVGLe0B+U0RthELXa1735lUlBmRM7Hd6Nmclugq001tJgddH69PpJsnmqM1BiGY9xhigZfS3IlHHIPLzKpUdRipHVTMEZqDP2BSHvYHMKMBGN2sNt2OsAoSTCXdECSYzEKmRw0ORBjX2PjkMe32ufDc5k5hZm5+dku99QZf1ixbElxTlG2Ky/LVeB+deWKZYsLEgGwfXjOWW9tnPg1yTe+e9+oqsU/VXJ/tPH1x/xfjobGSaJx3EWc6Ky3JuO5K14WfZeV83Pf+973Nm/ePOjXG3aRlpqa8v2/+xs6D1HIMLGwEWnWImqMgiapJl53XeE37bmiFDRJLqIFY9TcHtRiFIxxsK8viw7DomDNtNUo61HWYuQPGC2anlj+IHV44DnNZNUENQpalNUYNfia1NjwLMxLzF2MNRM7TArHhBrj5vaQFiXVpJAJ6tB7eFEpFLWDJqsxCpikxSAU47ZAtEWNaCYHoxy8Tp5RMGoHo0l4LkpqN9Q1tsmW67TfoXbyolKUgzEOmBiIYTCGareD55Jyce3xXGKhxkzqCfsPSG7jGIqSxHP1viaSJBjDB89luvKm5RZm5uZn5RRkugqzZhTk5Lyze/emebkzXdl5U2fmrdt96OOPPlhQVJg0P1e48+3p6CyMTqCmiRdMo/etuGuF6463lB9NyPjR6s1PYtME8o37urMmkm9y8677Wvdfxfm5QZdNSUkZhOfOPjj5T7Jl9BeBw4sDRAjMRAJYoEPFI4AJiJAQiYgQ5UcGJsR+2i+WpErAFiLKg5jiyEQEhIhEQAiESGARgU2EAATEQISMJGxgFEgAxEwgSFKyCUKU6sjAlqRwk1djQmBkBCGvhJIlTkjqOSQGEkSSHw8JBREBCkIpbEeDCtC2bbbtlJSUv//b77NNBCAYCFgSz0k3BAsiFAAo2YcQyXEPiQAYEQERkBAI+9bWr+wTt23bMCJ+rVOL2apsuv3TPEPdzV2bnisqcy23ylFLeygYRTXGoSgETAqaqJkY6sKAiVoMh9zbpM7UDsbskElaN55WjTZNlzMrQzy5IgtTehLjYIxVk7Qoad3s9TWqMb7O8ZydmHfkgEmhGAS67dbTmmqSalJowIA3rFNQzmzFWI1RMMrBGLdpuj9gOD9Fr7oDVyZFOWjKxUqSs0RaNzb6mvsawnUz0Rh13hMCJoVM0rq5PRDxh6N6FwSj1GFiMIohE4JdclkZtC7STAxFWTUx1EUhE7UoqyYFoxiKomaSFkMtikETg12omahFIWhiIAbBKAVMCHWh1oUhE7UuDEZZi2IwcSk1Jns8CsasYDeFvtqzovLzxjN2IGaFBrdcDiUm8OTkYrCbhgP/nJ2M53476rdZrplZM2ZPnzEnc+bMnOnPVwZFXBLWAiHbxMCnP9+yaem03BmJcNf8rNyCyk3Z1DiBGifw103RkXes1TgGfJO0bb/Mn/7/rtv6LDdMhKavm5xrnMjeyc2V97buW83XSh/iUvAcs+TUIEQGBiCiwysfH5GedsfCOkCysSd8ZO2DRYtsQcAADEiIhICWA5IIkEgwAAAT9tq2FJxAJCACsixqWnZHyoi0Eekpf5WW9tOS9w4BWUQCCYGRiBmQWIADFG2iXgIkRGRkBCAQCBI2guQMdnh6LcdxdriECVFwnAiQGZgZLUkQQAwkwKJeiwgR48y9ZCHZSFaC/IiTpTv68BxJimQQ63Lvu3nETWnp6en/a3IAiFhWK0IiAkFoIQvsR7VAwPVLbknJ3sMogfGVR/C2bRtGpE2LaCYn4bmh7uCuYQqarEZJjZIaY9XE5vZgMArBKKqdoHVTKAqBGHXGQOsk3Rx2A3bIJK2bTquR4YLnnCLt22Fja1Fbi5IaI19jk9bNw8G9b5o7iVNjFIphh2m3tGuaSarJIZOul4bTB7i1bg5FWYtym2a0qxHp/3X0jBJ4jrUYBaOsxq5PPCd36HbbaoyDUVJj1B6ItOtme3f88PtlT/3Hd9LTUtPTRvzs8eX7Y3F/TGgmat0QjlKwm9QY+qMQiFkdJoZiHIxCRzdEoqh1QihGQVNo3RTswmAMA13xQBR188zBhXc9uvTTYAzCMeHvFl1RCEUp2I1aFNQuDHfZfhMCJoY6Mbxv9bRXDvpi8XCUA4Pf8B08p5m2DHjSYsMPzz3yyCPTc/MzXYWZOfnZrtlZrlmZOcXTZrywYtniotxZ02YUTM2dmZ07N3NGfmbOrEwHz+VlufIrN2Wzbzw1jmff+AvDMvRN6Nk3snLRz4pcP5o955e7K546450KTWMuBs817by3bd/qa6b3dWE85zAV2pICF5kJ2e72HytTSl5a8bJSWffZq4/fnuF+4Ic/erb8FAIED6wZWbCQiIG6Go9XbFikzFOKPe4Vpwmj7cd3f7Rnb12QEaC+/PX3DyIRQsN2T8n2U2BRHAhI+Bf8csQb+wOEED645v7JSjcwcqzlRPn6RZ5SRSkr29kBGOdebf9KpazM7Sl1K2u0nh4k49CakjJFUdyrt9R+3glAFK6u2lsftHpRgHHy7dpTMQ6c/Kh678aNntLSMmWrD8B7aGuJR/G451U0WETgP16x+kXF41YUz5aIRRiu3/vBW39wL9uyt05DwczMwPYAzfs+PIcEyKd2jL61ZOMxv4mIEG3YffR0DNFoOV61fonHU6a88e6xIMUt4pj/sFvxeNwlqzfu2r9/d/YDP0j7ySSPUnrM332V2olhRNrUBJ6L2kHTwXNDvkf4Wm3+ZTm/EjBJ4rlQDEMmBbtEsJe8e9fOdStFq3eqJgVjYsi9Tfgse1IOmax1s4Pnhtqr4Fnbt52uP0pqjH2NTVqMg9+GesXBbhkNTR2m3eLv2z9H180G/D7A3c2hqK1F7TYt4pd4bsh9u6RcSDzXzVqMg1FbjVGjr+X6i4eQ6wMSz5mkxsgfiPjDZrCbD21WsvKzF+01NBPfUib8Pmv17tbg/qraXR/tyCstKywp93VHd60oKZxTVjC39M09X9abdtDs2Dh35atr1xQVv7Z+98m6UPOGdSvz5iovvP/xAf+Zyleen3zfP/+vhzKeW7O7IxYPxLTdKzyFc91z5q7ZcqRdNTncZX24fVPZ3HlFc15ev2T21FcO1Jsi3E1aUu/nLOZ024mtHSzjJ4Ydnhs16tFsV15mbkGma1Z2bv60nPzprqLs3JnK0vWbd1dVvrdhnuJe/ebbry560ZU7K9MlyefysnILKjdN58YJ5BvPvvHsm3CBhL7J0PgsNEzsPf7w0vH/Wpj/X/UnJ4jGrzmLfRPYN7Fp532t+1bxNdHZZOaLwnPMxGyzFdeb97y9ZLa7tFSZt25/N5J9fNXjP19y/PCL9998S2lbtzD2rR2Zt5iI9JO7lykZGZk5bs/c2RlTX66tj9RXPJ9XVLz2EAKGNmX8akwhEFDo3cfSbltch8hECEgNC+5MXXXQjFOsrXrZr8fPN1GETu1cXjZpakZOqeLJffChl2vrot3tC0eOekZxl5YpirIh3Bs9uC5v5KixisddOGnaxMme7V+0I3rnznXvqEemuPCWj5y7K8yNO9w5T/3PXz2jlCpKpU/4Xpr4O7en1ON+MqPoSIjFMk+ma0Z+qVuZOfKR9cfaYwREkaq313jylRLPqi0f1QcZiUWyppYswL///t8iIYc2PpL+o08MQhaW1FWmnpYT771YlDklw6WUKVOfnbXyoy+1M+371r70rEfxuJWVG6sP7avJeeDmEbeNdpeVfeq3mK+KJpcu8VyMVdPWon0vtddHjNs3T040vkNQQi3twVCMgya31x+ZWVKSVaiULHu7pr7H6IwHhkeZ9L0fq1GWq2anA5HWYYLnzHPguWCUVZN8jU1qjIPDowy/SckHY3awmwMxDpoUMO1Wf1CNUdCUwR9D7+RFpUQDV2PO4rjEcw6PyXWCuZ35uW472M1ajLWorZp4PeI5LbHfQ41xyGTVJH9H5HTYDJt4+P2ynPzcZXtDusk7VxaMH7fsA693fXHGffdk/L5YKZqzo7Z8zb0jR8+ZMy+/uGzM+LJlu+p8Z46OSb354YlFU+a++uauT3bW7vmDe37u2N8+/MwMT/mpqlc9k+75wb8/mFX2erUWo4Pv5f7qwXGFxfOyJmQ8NXdtXTepPUbRlDG/H19UMMcz88mHM5YdaDhDmrMu31/yfSH2cs/ocMVzjzwy3ZWX5SqYlpuX7SrMzCnMyi3KnK5s/+jAH4/u//Lwn9cteWnLn4/8aff6PxQWZeYUZOcWZLnyJP+c3DzHPrnket5Exx/96IMHPqodi58/unLcv2Zn/NdnX4zHpkkXPksu4zbtfKB13yq2v14Z95vb1+K55M12gvCT91505c0qWL2NwBIcZ+DDq564a1mdpX9S8pN/em1fR8eB10YWLgay9iwvmJilvH1CR2LTv3vSxNe84aMbZ2fNylqFFKyelDH9+VkI0Lkr4+ZbljZQnICASVDdsru+++jk2fPcBXm5ObNXVUK3v3pp0Zhs99ufhUGgcTBv7MTl9R0H7kq5Y4mP44QEhN2HJt18+9O7vyK2zvg/XD5pUvHrf7ahdfYcZUcDMhJ7d46cu8ew63d4Rv/235/6iklQHJuXPnjvLEBEPrl93aFI8Oj4nNkfN3cBgXFgZuEfdnrP9PYSQFw7smv9Yle+yzX/zb31FgOhGFSAf//9v2W26VDRzanZXuolJBBIJCj21bbnCydk/GGLN0rA2/6QmVmw+dPTB9fljnvRC8QWEiBiw/Kfp02pJEe8x9F8ubKmG5E2zUjGc3J7zZB3c9eoM3WYSliL2cFubPGrWsxubjj2+iJPZrFn9gcn1SgFYhCMsh7DIfc2mLSiJ9ndgjHuGE547mxXgyYH+vDcUHv4zUs+GLND3XYgxqEYBWJ2mz/Y0U2hKKvd1w+eiznrZUl4zmi/HvFczMFzQZNV0w5G0dfYMuSOXXJy1r5Jjdkhk1WT/YFImx4LxOjIe+6c/NwFH+mdJiyc/tjosu2HQr6Nc57+j6fKD3ZzwIQFY8f+fuvJQIxDndZzEyZPnLXpaOeRZ1NTit892RCjQCz05/2fHfsy2PRFuTJhRtaLVWqs9+jLd/922ae62RvwH3D9xz/9+vWGkGn5T1Zljcp5p8MymndmTF+5teFMoDtcs2Da1BUHG2IYHEjblNzM+14vtdhwxHOPTs/Nz8otzMwtyM4tmuYqmDqzcFruipoPdyx9ed27WytfWzJ/ze6D+/ZvXTYnP8tVkJ1bmOXKz3IV7Nw03dk893V4Do799s15t0x98t9Kp/x4+vhb1m16ONicwfVjrms8hwL3v/0HV15R3uptiFacAYCOrXzqjhU+5F5v+Zhxs9bu/GDpQwVLiONrXU/98q5RkwqLFaXUPS/38Qfn7gsbn6zKnZFdiPjnklGvvv3egjAHyyf/j5+8ckpgL4ENTETe5XemPDaxuCR37MOP5az+pIn0/WtmPHrP7Y9mFJZ6lPmesjG/e3DuEX/zmzNHPjqmRFFKV+8Pkve9/56a86FARAAKVC2aNXdZBdKpktnKtjrBgFBfObJ4t2HX7/A8O3mMB0mwANo14b6p75NAiwgR0PvKf97+W9fcMsWjlHpGT8h963CQgBDPaCd2vb54ep4r56XVH52UctiDClDiufiuySNSMxoYLGbBAjCO/o8XTZ6Z6amo5zhT7+c7F5XMWljb0Hx4+wuPjS4rdZfW1kUR2bf05ymZu5mAiFAGQ1xpQPeXjufMpA8mtvrVgGm31R1bv9w9tXhe0eYGNQaRTtRM1LpgyL0N3sBzQ13ywRt4bnikbzee69CjHTE8/L4y7bG775tYMqtYGTul4PU/N7WZDZuKxzxZjuFuDsascf/p2hwD1eRAN33wQsHM7MUf+489lZ664TMrFIWwya2nDq1a9kJ+3uSRtz01eW6leoaPv3D3qKWfad2sfvrynan/+KscpahYKSyZed//98D8z1j7U9H4OVsOxSBsUsf+1dc5nhv16HRXfparcFpugZT2mpZbkO2afXDfwU0bN2z5YNvSJfMONp7607tvFufkZbmKsnOL5GE7386+SDzH3vHYOJEbxlPjBKthPDU+i94J3Hh94zkAEgSE8ciBNWmpI25f0gwoPl/1xO2LG1AIIix9dvoDDz7y46LlJPANlzJb2X6KAZEFASEAEXjLywrc9ZWuO5c2eD98d3HDtimpU6qRBAlEQgQg7/I7UlbtjxBoh9bOfDzvFQ4eXptTOlvZWo8CiAnjgBwnBGREgVSdmTri2PGKn6VO2w0ANiB9tdtT8NyyD4m8s2cru31xYgu9W0cW75J4buozHuRugYjVU3/xxCtAIOca0bd4jnvLaQJCm4AEsaA4Uv3sJ8Y9pWyvZ4uYUMQtgcTnxnMCd01KHVFeB8i9hDZRrxXa/3pOcYFn+ykEi+3D7700J2f9oSAQQTfH0a7K+MXvdnqxecXd6RMrnIALm+UU3ZV90H/heK4vv1qUQ1Fsa9cCMVvrsgNR0Lvh6Mt3fO//PLpob7jDZO2yhBUuAAAgAElEQVRMz9B7ewPPDXXJB2/gueGRvt147nQ4qnXjwc3u3ALXko+CXTFLjYhQN4ZiDW8Xj3m6HPQYhTot1wNFb3bHI8YZ9f9v78yC27jS/W7NzVPebqVqZu5bqpKHPGTspCqVO5Xc5GEszZ3cJHc89ya3UpXcxZ6xxG4Q3SCBBrVLXsf7vsi2FsumLJKyuEgkJZKSbe3USoC2JREbSYBEN9ALhW7aFtHnO52H0wABSpRFClB3U+dfX0kgCKK/s/avz/bpVutGocm348z0xf/7z/6kNWLmdTQ92iP83brnP708nTn5auP65g2HlELxwkv/4X+8eUn84Qfp61f+fJW/wwDJwLnZm1IBpn/4Xrr0Drvp82Ed5QrF7Om3Pc5zj/2O5YINXJjhBYZvZrgQw7X4OH/LW598/sWVc5dGL165su+915s4YS0fZLmQj29h/SGWEw63NqLE45B4HOKPk42ui9sTxcTvUfxxlHgcEr9Hicch9gdkB5b4EUse/s3E6fcB27Gf65cjpEgeeuihP/3TP608T/jWz5RH6MDCgBECQMgU+0L/a8fFK+/93X96Y3wOiibMXe9/8cn/+LN/vnpDEVDs2NvPtzRufn3vgbb2/R1tJ6KZ78FEMHXsjS2/fnT19ktI+frQr9b8+l89NwLINDEANhFGGGJv//mffHAua4JZnD7m+8v/fVlXrx3/4Jn1/qdf29XW0fHZgc6vopnvb2Q62vfvb2/vaH/nH//bfx1T1cOb/+Jfr9m4v33fJ69u5za80DOaMTFs5v5hbcvbHbvfe27d3/zV5j4Zxg5t+/u1/28bAALTvIkvbvjtb9s6DnS0vyzw/dOQeWZ90+s79nZ0dHS0tV1MiN9PXTrw1o7+02MImyYgRNYQAsmTUmRljFc9tOrPfvZThM05KE73bvi7x5uf3dPe3r7v/edCR65nrw+9xv3DP67d+GZHW/tmQdhx/NpMYTIyPHSgraO97Y3m0LbzWci2//Zf/Jsn329vT8g37W+vdbQJWVUIz9mnT5WOG63cJraCrbS3gBwhBhMZSZrFWQPldcjqKKfDVPzS63tbczMgGqbj3ubsrtPK6pDVIaeDNIunRHVCVO0PGI5n5jz3lPv6rI4T8XESQs3xDLzHnJcMQkJgx4eYyuVK+/sc9/BuzSgf+IwJcKdFJS2q0jyCe8Ck0uFKhOck3coVirFEsoqTvGCSbqdCNHCugEUDp7PKlKJLOpzt2MKF/a8em5nWQdRx1gBZj+3b+Pf/pwvlCkgpwLE9Lf/yV5t3fbJ/5ycHft/0zEu9V9PG5SdW/WTvCJr+bi6fvPBOczAQfun1F7jHfvnfn9jcM62jyMd/8+d/3fLRwEiukG0N/+a3vld27u3Y+Un7R53nY7PFvH7pH3/3+7XbP9r5/rvcP/1V4J3huIGyBZSraLlVj20FS9TJWVcQT6TqdAjDkrTgPOFgOT4EwwsM39LAB599q62jt7/74MdPb932/t59b7/6x+bGcEMgyPItjVzYx4XI+jlk89yPRe5alqHEPyUP/Wbi1HtlnqtHxpW/EyF0Z55b8FeWZWEMGOYQRjCHilZx6kLbB+fzRfgBm8j8LnWpb+8LewZNwEU8O3Gx77NXtjy1bdu27Vv3Hbt+A5tFVBTHjm7bfvha0SzemNi29enese9MAMCALcAWFJF25qPtF8Zni+gHQNrltg+/yWMTCpkLRz55fevWp7Y+tX3LJ8eu/pC7tn3rtme2bd665ZlNhxMAcwjih7c+tW3rtq2v7Ry4lP4eATbR6Feff7B165ZtezoPHG49du17lP32WHtnx9BNMOdQ8QeMEsOd27ZufWrrnjMKRriYvjyw44VtW7ZvfWrr9r4LEwYuklPyLFQ1AYoxBozKPPeTVat+/tOfmlBEYM4hdPSTV5/evnnr9u3b3+6eRUUT5775ov2D7Vs3b9/aenysgADlRo8d/HDrU1u2b93WdnEaAbopn9y5ffuW7VsupG/WqcQVVZ2UVEnHuYKVN6y840+r99ckHWcLIOqQm8U5A6cyYs6AUugzLOl4WofcDdBuYPGGKwZgiFdZHbIGJkflZUR5QlRzLojfuuA84XKgCMnAifgEiajmeAbeY+pIVbEPEDasiamcbB/jbHplV3g5qK497qLjjKSmJTVXCiXnCSNjQmKBhC6AnI5l3YwlU5XHoTvu5F0mxE4F2d+q44xo89zY5eMHe/uGxn4ge2DFAuRn8yePtn86UpRvYNH4Ia+Lezds3LDh2eZN29pPT2ZuoJwxvXfLU6cn5mQDSzPW1yMDr7285ald+9798OjRo9fEgpmbOPfS+i3P7+wVDSTqav/721o2bNvUsq3lpa7rBpIMGDj48R83blq/ccfnX3556FxsUrPk7yBbQJUOz1vp8Ly8juOJpOMwZ92Z59hA+A+BV4bPDO1+96OOrv63X9u+68jJ86cPvrGpZR0fbODC5HCT3tZGiJf3Q9zFYXJLN4hX8hy24aFuPIcx/slPfnKH+dbb/K0FgAGKyLTmoHgTIcBwE+FiEW6ayARACCHTKpp4DgAB4CIuAtjzqRYC0/weFzFCJgITMGDARYxKewDAJCcPm2CCeRMDQjfnACGriOzjgJEJNxFCc7hIzhw2kVkEsE8fhjkTY1TERSgi+GEOIwthE7430Q9zqEg+gHARgYlNyz78Df2AARD6oYi/A4QRADnuDptmEZBpgWkBQmYRIxPfrMo/C8goGgD8ZNWqP/vZzxGGObOITGwCFDEGBEWMkAkIiiYUi+YcMi0MCPB3CKM5mAOMAG4iMDEqYtM04aZpgomgThF7yf5Wci68PdLwIIVwlUiwLwNE3RR1PD6Vy+sop8/znKRDzkBTBsoZc457myvfjA3yNI9EvcRzVQjlWGbO23yPj7IFGIunyBkfjmfgveU8Fgt2BLO8gUTDGs9IuRtI1EEyUM47AGHzHBmo0620qI1nlWwB2eP0Tnt4l6nIlUgob4Ck41zBjKcmKkJROe/kXacFJB1LBcgbpEUrk7kbeQ1yOmQNM3cDk0335N9sASTjZr5QlHTI6qDdmJvUQbmB8jeQaGDRMKd0UzFA1lHWMPOFubxu5m5A1ihmZ8zcLMoaxWnjpqTj/A0k6SinFKXvYVovSjeQrCNRnxMLaGoWTX9n5gpIKhRl3crpQPJ5Qf0hlicHJxlWLJGsX0z5u9ciPMcLDC+wgQ2N/N7+3rZnt+xoPXj4rTee2XX4/MkzXW9sFPyc4OM3rOPDTCDc29qI4yQqV11gDieewInHxw+R+VaELbAswBjV4fwKyyqNt61ateoux+dKAsAmgrk5bJoYARRN+N5E5k0TMEJzeA6ZqAgYAZhoDtAcAgSAEDLnEJpDNxEAAjSHTIzmTGRaCCOLrBxD2AKAOWQiE98s2uETTHLQMInxUASMcNFeO4eLJiqaCAP8QLbGIoSKAABzgMjc7U0Tm0UAYghIQAsTYYzwXBFME38HRTABLHMOACGMiuTyYJrYLCKEAZkwBwjZ+xQq8q1ivhUsDJIoIozJcccIvgMwixjAnAOMTVwkfiGEiqiITVwEE+E5E+E5KAIghE3TRAgQQjcBA8IYYaj5fKuizExmZ3IFLNv9BdgBrx4MI4fLSwZIs0iatcYzUr5gkjhC5LkzZ+BsYS6nm4rujmyxEZMMEQEZn5uUtLxe/0vffWaWq9Aslg2QDBxLjosGzrskD5eb8yTwEQmWJRsoa1jjGVEulHnOaQ/vvqTI+YV2uqx0VpsUtVIhOu/ekoojb1g5HeUMnC+Y1+Mp5x1bekKkAuQNnDdw3jAlA6en5Sl5VjRMcRbJOuQNK0+CNRcgpxfzhiUbZu4Gyhcgr0NWL0rfY9Eo5nRT1EG8gfJ6UdEgXzDzejF3w8waOKejnA7id2a+YOW+Q/nCzZw+l9dBumFO6yg3ezNXsHIGEm8UJR3EAhZ1K2dATgelYOV0M6djksMlg7JJBpINkHUs6jiWTEEdVngvVYvEb+WDDL+e5VuebAqfPnuibe+nn/V0vv3qcxcSiVMd723gwg1ckMSH8POh7lZfMf6EmXzCTPxY2K7l2lzi8Yne/zl++k0AQKUDLOrHwpX7ISoXyt35T5akchLIizt8g2VZCOx5TIQQxghjZFnwY9cEMlpWvgpUXwsATNOs/LH0SUKRgDBAxSUWOFzpXmUOAAAAeuihh1ateuhnP/vpqlV/UvnJipTagc1KLxZe6NavXXC5mkjT1HFJnTaQpAOZeZRKszAPgpFHTFGHrI5E3ZxI56YNLJJhJHu9iPNOVjtMRolw9gZIsyDpaCI3M5lTqqY4XWDlIbqcjqZ1GEskswbkdHDcsXvKeXJOmA6SjrK6Jeo4OZXPF4oktkreaQ+XkBAdk+nvbAGyhpWR1MmsKhYssbSFxf1WURw4a0DOwNPfQTyeqlrE6bSTd5mQnEFG3bCo45yBxyUtreiigSUdZw08raOsbuZmIT8LkgGijkQdSQaIOhYrwnCJuiXqlmRgUUfkjHTSBkV7RL8EYTqSCnYnL85aZcvNEqC0crolGlZ2FosGni7AdAGyBajuVSCnQ96A0spRu1Ek4nHLshbcvO6zMMaL8VyI4cMs3+Ljm4Vn3/+oo/dQ/1Bf/9EdL7/ANTWt5UMMZ8dv9fnX73vzyfHDq8d7fpU69Jvkob+sh433rPnmo//8xV7+yODAwMDAYElD9dHg4ODq1at/+9vfrr4LPfroo48++ih5vaakBT+W37lVC3614M8XfMma1b8m11y9+tHKDyz42wUXXLNmzZpHV695dPXqNWt+tabqirdebvXqNavXrClf4NFHH12zZk05gbc6fGtuDA0Nks8/9thf/3rNbwYrVM7egYGBoaHBgcGBwcGBBR9Y8LHym/Uo7t6ewwe6Dh3sO9rVO9DVO9jdN9TdN9Td+6BYT99gT99gt20DnZ093f3HuvsGunvLNui4k7f4PNTTO9TTO9Tdd6y7b/Dzrp7O7h7XOdx3tLvvaFff0e6+ge6+wfaOju6+wR6X+LbMFJXtWHffYHff8e7eYwc6uw/1DXT3DfX0Drkl5+86OT0kOf3HO7sPHezs6e4b7Okf7Ol32rGll0hP/1BX77GDvQMd7e2kRdvt2nEP7zoVPf3HunuHuvqOdfcOHOjqOdh9uKd38HDv0KG+oa6+ga7eo919Az19g919A129R+0f+wd7+ge6+wa6+we6+wdt6xvs6h3o7h3sPHy0q2+wq3ewq3ewm3QafYPkS3r6SD9/rKtvsMKOkDbb0zvY1XfsoP0mudbRnv6BSp97Fvacg119Ax0dHTW/PS1Dt+c5lguzfIjlWhhuwzv7BoevRC9cunL+8sjFy18d3PXGVj/huTDDCYw/uOvD1785/fm3pw58fbbjm/rY1+faz/XuOnHsYCQStRWJRkuvR0dHozXVyMjIww8//Mtf/vLhCv1icT388MOPPPII+UzlJ2/92/Iny29WvrNAlV/yi188/ItfPPLww/+u4rcL7Belqz9S/nH+G8hbDz/8b0vffFvfyAcrL12RIvtCDz/8SPmvb5sPkegIef1f/stfPPLIvy/namS+8OzX5N+7LL7KP6+Vzp4ZPnP2TCQ6EolEIlV16oFQJBqJRCIjkchINBKJXDlx8kwkciVCfhN1a36U/IpERiLRyOkzZ8+cPee0T7doNDI6GolGR6LRaHTkypFjx6ORK077dM+KREh1iERGSBF8eeLESCTi2aRFotHoSDR6+uyZ02fORCKRaMSVFf4Oitj/jkRHo9HRo4ODrm65iygSiYyORiMRuy86ffbs8Pnz0WhkdL44ItFIZHThX41EoyOkUkaqkzwaHY1EoqPR0Wh0NBodLXcYI/ZFIqW/iczbqP1t5AtGRqPRaHQkOjISGYlERiKkIc9fOxqdv12Q344cGRpc6KITWnheCcOFGT7k8wuNXFMjH36Sf/bM6f6P/7jB37iR5YPrmkJrA8I6f4jlBZYTWD7McuF9bQdTmWwqI06kxYl0th6WSovDF0e/jcUscsgZtixcx1NLyDcrinI3F7h15vHuL7HgG5b0JXfz2fIX4nLg26XnWWmS1P7zxa5LZk7JgPNDqx5atWrVz3/+81WrflIxx1o1l1o5CVuZ9tvO5FZ+vobKq5qsyPZazJJhTPburnwrJdme+J4ScxYmJUQ2VpMXzvtZYWDXQgsDBsBYVlVZmylXC2cdtkqG55f5YozR9USK5LDTuXePqQPLAstCUFqIMZ2TwMJkF5X7qsqdU0GWowBgnFNVWdPIChbLwo57uJSEIKuUCoyt68lUOXWWR4oDk/Zi/wtgYVnVCsYstsvC7ousRYwUYsU7C++k5LZjd3R284TSd+KylXq80lGnln0EV6mHrKwVUMr5qq8aSySgPjepJama5/zNjF9gAwLrb1nXJKzjNzbw7w4MffaiwLP+cCMf8vPCusYgmWxluBDLh1k+1Np2cDwtTqTF8brZRFo8dyl6dSyxHB5ZrlRVdXhxo6dEluQhhBBCAAgDFrM5sjau9IHlgG9dJauqoqqlHuHBFSmXrCRZ1v1sYcsWLpeXoqqKprnZZYxxIpFwVbW/R9nPV5aVlURc8Y63RI4otyxL1lRFU512Z/my4dqyxhJJp31ZtuwWjS1LUVXdmHXanyXLfecJ/+53Pi7IcgLDhxp4gcyoso3PHh48/OkrL/oCIZZvDjS2rAs0r+PDLB9m+TDDh1g+1NpOeY6qagSOnMkiirnbDkM66OQCUZ4jojxXP1Gec6coz7lJlOdqoyqea+RDPj7McEGG3/7Kzraj/Uf6+ga/jcWvX/6i99BQ15H+3r6eXe8+H+ZCDLee5VsYzua5VFqcSEuU5x5kYXv7LQbAJGyEKOYrjwmkPOdaUZ6rnyjPuVOU59wkynO10TzPPfa7v2G5IMMJDBdi/M++sLvj4NGh3iN9h/sGe470Hz5yvKf3aG//oZ1vvhTmmxmuheVbyMRra9vBVD0H5yjPeULl8Tl70RACUczj6sNNHK/uC0R5jojyXP1Eec6dojznJlGeq40W7m9l+LCPF7jGDaw/8OnXRZQ99izHB/wvf9A3OgPmpSN7n/Otb+QEpmQsJ7S2dVKeoyqrvCw0K+YWnPnseHVfIMpzRJTn6ifKc+4U5Tk3ifJcbVTFc4y/eZ0/xPiDjL9pbeCVIc346rWNDL/p+f3HL188+e7z29u/On3qcOu2YBPLCWWjPEdVqWqeq8pCx6v7AlGeI6I8Vz9RnnOnKM+5SZTnaqNbzivhwz5e8PEbWP87Iyj52eYmX8u7nw4Onzh+YFtI+PDI8MkTnS9tbabjc1SLCZdONcmKOZfTAeU5Ispz9RPlOXeK8pybRHmuNqrkuccauKYGPsxw4XV8mPULu0Yhc/zlZ3YOXB4d7d3zIsO1dJw4faa39WneDg7B8mHGH6I8R1UpbB8chLOS6PKOnvIcEeW5+onynDtFec5NojxXG1XxHMMFmUCY5QSWC7D+MMu9PiAWAUtXDrc+y4Ybgk+NJaKHP36ngWuxB+f4MMsLn+7vHE+LExm6v5XKsijPeVCU5+onynPuFOU5N4nyXG1Uub/1bxv8zQ280BgQfFz4yaYg20QitPINnMA0rWd5geWb/WxTQ3NTQynkF8uHKc9RVYrynOdEea5+ojznTlGec5Moz9VGleNzf9vgDzIBwRcIMf6NLBdk+A1PciEmEPBzLWsDzT5/8Mmm9UwgxHBhhgv5AuHSeSV0vpVqXpTnPCfKc/UT5Tl3ivKcm0R5rjaa57nfPfa7hkCokQszAYHhQiwXYrgQywkM19TgFxj/etYfWsvbM60MLzBciMSH2NfWlUqL4xnCXlJ9LHvuUvTqWLx++XXrTkxVVb3YT7lB2MKAcVbMgbvpQFYVRVUdb4SOC2MM2MqKElgWdneRWRWdJmAsa6qiaU57dBtV1qhEIuGgJ7VVZeZnRdHLbQeTaq9oM4rqxip0lyIxpy3LiiVTTvtyTyJ1SdG0ggd5jjyzOd4WqnhuXSDEcuGGgMCSFXJ8sMEfaAwIbEBgAyGGb/YHWpimprV8gOGCDZwdyHVfe1dqsr48l0pnT1+6/PXY9fLptPXIi/I3kxeU55YkXCXAGIse2N+qKIqCb5HTft1vkVRLkmR5YawFY8AY2b2/qiqa69pp2R/iZDKZdJuHy1ZlMxG9zHPlfkrVZhRV824qgGApxvGVwXOq5onxuQU133U891gFzzFckOXDLLee8bfs7vt60jQhd27Hmy8e/2ZsqP2DEC+wfJDhgiwXZrlwa1vneFoaz4jjGXEiI9XFJsVzly5dHbtWnWVkkLZmhi2oulUoCsY1vsQKNtKxLOA5l2dgxfgcWBiVzHnH7rNhCwBAkiSMUfUR0G4rPjLTN99IVXvGvNwtOOuwffUFT4bxeNwFvtXGsAXloC/VPOel1JGunsSy0dQZRankOefdW1oqMNg8l0g67tLSbR6Ayi1a1w2nvfoRh2998q/gOQcbAq46f66BDzFcmMyiMlzQx29p4N8+OXTg9Zc/bDvQ8/5rz+44cv7MqYNvbNnMBgSWD/k4geVCO3bvOz8SOz8SG74ydv5KrD52/djpkUujY4qmKKqqqqqqqYqqKqpSMrUWpimqpqiqrGp5RZvKSrKq1eibHwTTFHVGUWdkVVNUTVa0yXRWVVydgempbGZalNUZWdGUeTnv2P2yyrYzMzGZzivkR63cFlxmWoXN5JWZ9JSYnhYVZUZRZhR1xlGfSxVHq+yONFlRkqmUrCiuzM+lZb6qaoqqqeqMqt6QFS2dmc7LmqJoqjKjeix1dhVStBuZKSkzJSqKa+v8nZOg5RW7CGKJCaddWrrZ2T6jqjOKosmKlpkSs2LOecd+3EiL1mRVlRU1kUzZnaeDtw9FpTxXaZTn7jH3KM95yyjP1TgziY+VDlOec6VRnnOHUZ6rZWaqC+O3NvBhlhdYPsRwgo/fxPEvfHm8771Xd+7vOvzm68/1DkfP9O96MRRs4ASGF3z+oI8P7di9/9zlseErseGR2PCVeD3s0qX4F6eiV6JjiiIvkhjtHk2u/FGbkVUtM529hefu9Sor3mRNy6uarKiyqo1nphXF1ZmWmc5OTk3J2kxeVUkFUJ126X6arKol0/KKNpGelm+DRM77ubj/M5OZbGY6p6gzslLdhB2wikzTNGKyqsmqlkiNy6omu7stLME08sw2Mz6ZUbQbeUVVFc3lLb26mOzXeVXLK1p6SkxPZZVSW3DavSWbrM3IiqZqM9cTExUt2oMJUTVZ1dJT2ayUc3FC5ps56TllVc2raiw5nle1W56H77dvi/FcM8u3kCAQn/Z+NXhqJHr16plzXwyfGNz5yhtcUxPDhxg+xHIhlhNa93emJsWJdHYiLdbLJvPnL1++FruKARZZCFizSWhsAQDCGGQ5jx+8pVT3mHXYArAAMAIMU5KIsem4V3cwRZEVVQYM82uCyFo6px27X1Za+IQtBCBKEsCCFb2Oe7ioYUAYgAzWk3XhlgWWhZxzqWoPRGkZKQDGY/EYWCunXiFAJiDAMJ2dBkw6TBNjB3N+OYYtKCLTBKTMaLIqYydrzj0ZYEBQxBjFkinHnbkXQ9hEGCmqUtALjjuzuM2vn7PXjFsYWziWSIJlgd2BOubbIjzHtbB8iOVa2EBw/fPv7TzQ19Pfd6i378OXX+Cam3z8Bl8gxPAhhhcaOOHT9oPjU9mJSXF8UhxPZ+thiUx2+PLI1bFY5ZL7asE927wQIIyxqipQg699oKxUEoAAQ1aSMCCnXbqTKYqiaWql87WrTp6wijqPkCiKAORhpmyOe3gnAwyKpiqlHS1O26KKx+MrqV4BIAAEAKIkIoQ8mi4AMAEBxoqmKariuD9LtMq7FSBkYkDxRMppr+4pIQAIIVNVVV3XnfbqLh2e/zGWcEUbX4znwg1ciAlsbOCfGb4y3P72c43cxoYmoffsyKnDe7eHWhg+xHAhhhcYTtjX3jmeEcfT0vhk3UJETGbPX/r6+vUEBqjMxApZNTSSN4qm3nKlWl5lxZldqQCTwS5rWpJcnmlkGUR1ATvv1X20ir4JY1EUFwwvubX4MCbb+iyLzOyDKxyu8KByh3DpPGG3ZuZSUlc9jp0VRXfk/HKKCUpjKWSa3mmvll8cpSKwxhJJp71aTkIASnt0MS6dJ2w47dWP5fzCGm/F4onbvH3ffbs9zzFcM8OFmaYWxrf79KmutzY1+QMbGwLCR/3DwycOv7KlieFCLC8wnODjw2S+ta7xIch5wtdiCQvfp/NdMDl/zt3Hp7lTQOJDWNa0JLo8/+QSzzntiMOyeU4SnXbkLoUti9yLCZFr4LRDd9ZKOk/Yqo4PAaUbnNNOLVllv8naI6fdWb5WTHwIuzg0rWAYTvuzZLkuPkQ1zwUZLswGwqz/rQtXzh14549Bv8A2Nh85P3riSOtTGwJkaV2Df3793H2I90V5zhPClOe8Jg/ynF1kZPOBy8tvBfOch+N9UZ5zkUos5Fmei5d4zlk3FuO5FpYP+/iwn+dC73aeiBtFDAjQyc93bQw0BRqDDIkGxod9nPBZW1cpkEPdeC4jnrsUvUp5zguiPOc5UZ6rqyjPuVCU59wkz4/PuZrnWL6Z4dYzTXxD4wY2IDTwgQY+6GsMM3xLI7fhD00bfLzA8sI6LsgGhNb2rlRanMjUfXzu6ljifsaPUlXVe72UC2TzHMZZSXS8ft9ZskpW05PNQQ+u7OVQkmRZLo/QRoTL5eV+nsOl9XNOO1IzrRCes+ypMVlTFU112p3la8XwHPlPUVVPxPtaIHfPt/rXM3yYDaz3+/eePdn+zqbg2uZmPy/4uRDrD5LFc75AmOFDDVyota0rlRYn6j/fSnnOE6I85zlRnqufKM+5U5Tn3CTKc7XRYvOtYYZvZgMbfPyHX2enx+PfXLocuXw5OjzyZeeutzfxIYYPM5zg48K+Ur4BYMoAABMoSURBVPxWynNURJTnPCfKc/UT5Tl3ivKcm0R5rjZa9LwShmtpCITW+cNsoIltbGYDG3zcejYgMP7QE4FmNtBCNrcyXKi1rXMiLY2nxRTlOSrKcx4U5bn6ifKcO0V5zk2iPFcbLcZzISYQWMdteyLwplzEJr6JEUbIxGb24tG9z/oFlhfIfgiGD+/r6J5M51KT2VQ6S3mOivKc50R5rn6iPOdOUZ5zkyjP1UZ3GJ9bz/DhBk5g+WbWH27gWlg+0DHwZedn7wiBEMPbq+gYXmht65yYFCnPURFRnvOcKM/VT5Tn3CnKc24S5bnaaJH1c3wTwzex3EaW28xw4QZ/yMcLa/ngh/1nvhza91I42MA1s3yI5UNlnhufpPOtVJZFec6DojxXP1Gec6coz7lJlOdqo8X2QwgMJ7B8C8uvZ/imddyGtVyQ4UK7jl88e+zTl4XmBi7I8iGWF3y88FlH92QmNz6ZTU1mSwfR1dgm0uL5S9HrY+VuEVeeQVVzkauoqurFfspxEZ4DjKddz3OKqiqKHbrRaV8cEy6JxGe7b0c8LkPl5l8OpOgensMVsip69hXJc/YDgChCdWI9JGzZMS89znMYLExi340lvc1z2LKwhRVNczPPVdbzytexeMK9PMfa+1s3NjS9sL/vcG/f0b7e/kNHj546cezzHa+EA2GWDzNciOGExkDLp/s7kxPieCaXykipTLYeNp6Whi9Er11PVESrg7ryHACoqncbuQOqvJlZFuE5yeW9vKKpslIVv9XxBnn/RZJM+BswtvBCNHGniHOyqsqa5lqHiUvJZNKFvt2DSGKwKEngymy/k0qeYvsxjvCc184TrshvsDAJfnfdmzxHuh/LAlIciupqnltMyWTK8YaAF4vfynICy4eYQAvLt4S2vvby+598tHvPzl27//jMlkY+6OcElhd8fJjlhAZ/aOcn7ZGrqci3qZFvUyPfJuthkW9TX5y9PPLNNd3QdcPQdd0wDMMwyOvyjzWUruuSJNX8a1ew9LLNGoYxW9CNicxUHUqmlpoSpemsqOsVzhuGu12upXRbhq4bBd2YnJ42jFlSfobh3ozQDd0gzhvGtChOi65op4tVId0wEolkXToph6TrekHX9dnZycxUwa4/HkrcrGHMGoZh30pmZ6dEKeuOKrRE2e1UNwzdmNWN2euJlLMOLUN6xYuCYejGbFbM5WXFSZ/uQvotnWMsniyQKuWcdN1YLD6EwPJhJiA8EQx9fuTslydPHe470tc/eGLo+M5Xn29sCvkC5WnZ0I49+4avXBu+cv38SGx4ZKwedm7k+tEzFy98/a2iyLKiyYqiaKqiaYqqyYoqK5qsqrUwhZiqqoqiTE1NKUpNvvZBMk1VNE3VZmRFHU9nlJoVTV1sIjOdns7mFYXUJWKOe3X/TNFkVZNJqmV1PD1F2pWqaoqiKYomu7H+k0aqqqoqK8rU9PRkZkpVNdVxh5UKUxVFVWVVVTRNVtV4IplXVNnTVYt0s4omK1pelmVFzavqRGYqL6uyrCqK6pmu0k6FmldkWVEUTctkxfTUNEmC51JBmoOiaqo6cz057rxjS06I3V7yikK638yUOJ2VnHfsTqaUsl0l/aWiqfHkuKxoeVlxsgopymI8F2S4IBtY7+NfOH/x1K7Xtvm4jU82hXq+vPTl4N7nQgITEBr4UIMdH+LguB3sq477W89evPLt2Jg9NwRQHqStnS2cdCMrq2p6iZVs5SVNGNsLCcRszuUZqNj7Iexx8pL7zjt2f6yqugPOSuKC2VbHPby92xZgjIiHsqIoauV8q4OZiSpsvkYBQDwe93q9Krdu0veSpImiWMp2hDFy3Mm7SwhekBBV1RRFLZed4x4uqTiw/QowxrF4qrISOu7kkhJSLg5FUXVdd3FC8IIpTuJ8LBGvWD/nmG+LzbcGGS7s47c2Nu49+VX3O1vD/kCQbQzs6T136kT7q5ubGT7EBgSGF8h5wuMZcSIjTmSkyalcPWwiLZ67HLkWi+Pqe1DFxoiamN3/kheKotThEivbynvfCM9JLs9AWVUVVQGA0hMCJo30gbGKXqmC5yr7K1eZ/ahg2Y3UsixZUWRFdZ/DVU+Hpf0QXrf5G1iZ50pvgtO+LS0VlQlRFU1VVKe9Wn5CyrfE67Gk0y4tMyEVfa+lKIqhG0679OM5j6tVzXOO2e15zseFWD7EcBv+EGi+8u3XnZ++zPoFpqnlYipxquPDFn+Tjxd8HJmWFeZ5rm7nlYynpeHLkWuxOJBFk6UNbktaLXg3wvODf2Weo1qayg+NYlYq1353StU0dX41PVTclh4sVfIcLtEted9p16qEq4ZRSSNVyfic065VC1sYAJd6kkQi4bRDtVQ588Vsmedclv93oYoqpKmK1/ZDVAhbFgAAoFgi5bQv9yRSHLJMeM7tKt8y7MHRhIv3tzL+MMsF2YDg969/+uP+6JQJMAcIDu96keXDa/kg6w818uFGXmD98/Otqcl6zbeOp6WzFyPfXo8DKs223DLyee+qHJyz6HklS1S5fyTMje35VldnYMV8K1j2RN4DdHZJ1QPmPM853CXdWQsaqawosqqWAdQtAozR/F78lXFeSXUDxxhjUZTI+TaeS10pHWDznOpVnsMYI4wBEMbgUZ4r1yuEEHlC8wTPWZZlw5wF2AJX89w6XvDxAsuHff7ndu3Z9cr2Tb5Nr+/Yf/jzz3a+uH17Ix+yDxPmQgwX2tfeNZ6RylOu9bDJtDR8MXptLI4xADlxx8K4DuMo1Y/+dHxuCVoABx45f04rr5+rlNN+3W9hjBGG8nIop935EZHOn9CSqqpqaf2c037Na0F1IuvnnHaqZiILBAHjrOjV84TtKkTOK1EV754/R54byGPo9WTcaXeWKYyrVsTqhtt57tZbRixunyfsrGOLzLf6wz5OaGgKPcnv+fLE529ufPa5vQMXzxwbPHm8+8AHG0ozrSwvsDzhuTpuhrDjQ1yMXBuLk267ah67pqosITo+t3xhr/CcPT7ntCMOi9zcPMZz5KFLVRX38VylVh7PQZnnPBwfgqSA8JyHzxPGFpTHgcc8zHN2i7YsS/ECz1m3DMW5Oz4EH/JxAhNYz3AfnTzV8fofP/zs1MXu3W/u7Dtz+tSBNzYEyMgcGaVrbe8s8Vwdke7sxcjVsfh9W9tEee6e5Kl4X0574bzIzU0k8b48IGxZpU1Lmub+w2BX3Po5ZFme5zmrFCZL0VTVszxn2dPdGFvWWNK71cxu0ZYd78sDPGdZVsltsCyIu5nnGsiMKrdxXUB4a9fBnoHetv27t2zZ/N7uve+89AbXFGR5wRcI+/gWlg+3tnWWqGvl8JxF47cuV7jUx3iF50pjvg+uqnjOAzlR4jnLRfG+blV5pH9lrJ8ry96R5u34rfMYtALifa0YnsPe4znbXD0+x3Jhlguy3Hq2qeXptz/+rP/Y4c8/fnrrpvf37nnvlReauBYSvJXhwgwnfLr/4HhanMhI9Z1vvRS9OpagPOd+eZDnoPx0+GCKdENZr/GcRWbM3cpzRCuR57BlWR7nOTKFgC3P85w1z3OJpNO+LFsLeM578b5czXM+XmD5EMtvbPBv7vzy7IlzF785/8W7rz9z8Mzoqf59fww2s3yY8YdYXmD8oda2zlRaHE9TnqOyLMpzHhTlufqJ8pw7RXnOTaI8VxstxnNBlhNYfpMv8ObQ8QNvv/hua1fnu6+/tPvI+VOnPn9r8waWb2F5gSyhK/FcHedbKc95SJTnPCfKc/UT5Tl3ivKcm0R5rjaq4jmGD63jBJYL+XihgQ/5uQ0Mt6Fj4MtDR0+ePj98pPfz8xdOH9jxcjPXzHAhlgsxXJDlQq1tB1NpsWJLRO1tIp09e/HK1bEYtjCu2623sjAwPa9kyZpvkzbPie7nOUVRy1FAHkThComSVH7ttF93Esa4fCq+rCju3qFM1s+lVkodw9iyj/oDjEVJ9ESFuZ1w+UT6ikW0XgRTKEfoi3l42818L+QFnsPYggXHpcUTKTe0hSqea+Ca1/lDPl7wNQoMLzCNG9f5g8LL7+3e33uk7+ih/sH3Xn6xkWt+sjnoszdMhNhy/NaMmKobz6Ums2cvXv52bAwDlDc211zlwrArFuW5pWl+1MTmA+/wnMv9rJ+qeE70xu0Z4/n9rbKi5N3XTivyEFuWlUiMl197XNU855EDbm6neZ7z+KFFNs8BxrGEV88rsSo6IlVVDQ/wHLKsKqJLlHjOOa8sayHP+ZvXcQLLC+uahXWcsK5J8DWtZ7jQOl5o4MMNTeH1z7/y9AsvC3yLjw/7eIHlBJYLte4/mEqLqXQ2Vb/9rZPZsxevfDsWA5g/eLDmeUd57t7kPZ6riA/haj/rp3JTAgBv8Vy591c0192McbUS8RRekeNz3uc5jLG8QngOvDw+5zGesyyEMVRWmUQ86Ya2sHB8roEXGC7o50JM03r+uS8nTROgED/d9dYmYd0zrcZs8qsD721sDLJ82MeHfXyY5YRPq3hOqodNpKVzl0au2vFb685zJA4MPX9uifIkz6ka5bl5nrOqxpZcqiqe0zRZdeNzF64IfBdfqTxXmqB32qtlyE7IAp7zYFooz91f2WtHUfl5oPTM5jKee+yx37FcqIEPs1xobVOQ4Z7pyf0w+nGI417b2T9wKpGQpm+2vfv8Wi7E8CHGH2T8QZYLsf7Qp/s7U+ncRCY3kclNZqS6WFo+d+nitbFvMJjzdyCMUcnuXYABlQKnEJ7TNA1Kscmp7kaWZQEAIvcxAKliPZY7lVdlWVWgNPPitDv3XyRYLbbs42El0gpwqRW4rfID2I0UYXu+VVU1RdHKv3WJw2CBbSRWdyyGK8KeelHlnK80UcrZee6anP9RVVYSBIAwlrUZWVVJkgB5IxWVIh6bCMXHJ9zTBJYnwFjRtIJuuDgVcFu7PhYHjJFJWolDngHcjud4gfOHffw7F1FsF7d+HR9+/uPD0Yx8fNe7jTzn58M+LsD4gywvsFyIaVr/yvsf9wyd6xk63z14oXvoYj2s5/iF7qGvT15KXk8l4vF4Yl5JYrFk4h6NfGmcWDyeSCTiJSVKv7r3q6xkI7kUj8ficfLO9UQsnqpB0dTP4qnxWDwVjydjsfmyfnAKOhFPxuPJeCwZiyWTqclYPBVLpOKplOOOLVpeySRpoanxVKm8kslEynWNNJa0LZEcS8Tj46mxRNx5r+4p5xOJZJLYWDx2PTYWSyTG4olr8Vh8PBVPJWMuyfkfs7Ji8Vg8mUiMp8YSibF4PJaIx532bQnFUXELjCXiiWQinkhci8djibhXCmJBQuzmnEyOxeOxRDLm3vaSjCVTsURqLJEcSyTKFh+fGCMfcM7zRCpZxXM+PsTwYZYX1nHNT/DvfY2mLh3p6+s9dnxkbGIiNXzi+KG+nt1vvipwYbIHluWFBn/TvvYD4xkxNZmbTOfSk2I9bHIid+FidGxsDKMiQdEFw4y4FmZ/VUkL1s/V5BIr3MjjL8bIAhPDlJg1MTjv1eKWVzVFnUFwy9CO047dHyP/YWxhsBBYWTGPwEIYI8s+wQWc9vA2PlvlqUyMENJUTZHnZ8wdd68yYy1sAbZMDLFU0sTgwsxcmpWEMBCbEsUiBrM0bue8h3dTNBX9vIkQwiBrWk5RUOnUIsc9vPuEzBcHQgB4LJl03KvlWPUIk6woN3Tdea/u5LAFZSv1k7FkysQYlec7nDDAuHp8rhzviwsz/NZXdrd+uGfPR7s/2bFn74cf79m5c+97ez549dnnmwPNLC+ULNza1jWeFlMZMZkWU/Wy7NlLI1fH4hU33BoD3a2jlwvXzzlfj9xudpu07DuufV6J017dwWRVkVWlNGZegXNOO3Z/rKojtcNxYgAg582UzHk/q6zqmQurqqaomtsKbkFPEo/HXeXePeS8ZZWWLiIAUZLAZTm/pKIpzbdq9vo5bLmxwi9eHHbTLTXgWDLlJf+rS8Qq7dJVVLVgGI57tbjN942VSiSSpX7UsSLAlTxXFe+LDxFWY+0fFzWGD7e2dU2kpycyYqpOm1vpecKeUqnO0/OEPSPSJdHzhOshTM8TdqXoecJuEqbnCddElOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VGlOcWFeW55YnynOdEea5+ojznTlGec5Moz9VG/x9NM5KiPSSWHgAAAABJRU5ErkJggg==&quot; /&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
When you insert a new resource using the Add Resources pick list, Microsoft Project 2010 creates the new resource by inserting the name &amp;lt;New Resource&amp;gt; in the Resource Name field, inserting the &amp;lt; symbol in the Initials field, andselecting the Prorated value in the Accrue At field for all three types of resources.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
For a &lt;u&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Work Resource,&lt;/span&gt;&lt;/b&gt;&lt;/u&gt; the system also selects the Work value in the Type field, defaults the Max. Units field value to 100%, enters $0.00/hr in the Std. Rate and selects the Standard calendar in the Base Calendar field.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
For a &lt;u&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Material Resource&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;, the system selects the Material value in the Type field and enters $0.00 in the Std. Rate and Cost/Use fields.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
For a &lt;u&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Cost Resource,&lt;/span&gt;&lt;/b&gt;&lt;/u&gt; the system selects the Cost value in the Type field.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/2891264589577328564/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/inserting-new-resources-in-resource.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/2891264589577328564'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/2891264589577328564'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/inserting-new-resources-in-resource.html' title='INSERTING NEW RESOURCES IN RESOURCE SHEET VIEW IN PROJECT PROFESSIONAL'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-7640318319649911111</id><published>2012-06-12T05:57:00.001-07:00</published><updated>2013-09-25T23:16:45.708-07:00</updated><title type='text'>EXPORTING PROJECT PLAN TO EXCEL WITH MS PROJECT PROFESSIONAL 2010</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;color: blue; text-align: center;&quot;&gt;
&lt;h3&gt;

&lt;b&gt;Exporting Project Plan Plan to Excel with MS Project Professional 2010 &lt;/b&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
Please Follow the Steps which allow to export to&amp;nbsp;Excel by retaining the formatting&amp;nbsp;of MS Project Professional&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;
1. Select all the Tasks with corresponding details from the Gantt Chart view.&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
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&quot; /&gt;&lt;/div&gt;
2. Click on File --&amp;gt; Save As&lt;br /&gt;
2.&amp;nbsp;Note where the file is being saved&lt;br /&gt;
3.&amp;nbsp;Under the Save As Type, select &lt;b&gt;Excel Workbook&lt;/b&gt;&lt;br /&gt;
4.&amp;nbsp;Click on Save.&amp;nbsp; This starts the Export Wizard&lt;br /&gt;
5.&amp;nbsp;Choose &lt;b&gt;Selected Data&lt;/b&gt;, then Click Next.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
6. Then click on &lt;b&gt;Use Existing Map&lt;/b&gt;, then Next&lt;br /&gt;
7.Choose the Proper option according to your requirement. i.e.&amp;nbsp; &quot;Task and Resource Pivot table Report&quot;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
8. Select &lt;b&gt;Task and Resource&lt;/b&gt; as Type of Project Information and Choose &lt;b&gt;Export Includes headers&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;9. &lt;/b&gt;Click on Next until it is no longer available, then click on Finish&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; 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esgGN9tJRtDUuYg6J1nnQq2CTqrSTpXbKY2NKrVRJVZQbAEFZnDDBPKMIMcIsgwgsxlk6EF6E0htAqk6kCJPcjDwXZUkC/MTO/hMgpdOsaLiemL4iuqvvEErQbB5pCx+DosUuKh46RSvI41LpHBFhfpeoSPUkk4O7iTxc47RMHJq4oOJKlVLpmiJVC3T6JfSyA6ronMpMlMPMps5shDZBo4cRK4B5BoZuFzKBG6YRLmUmYGXTlk4ii2YqKw81HxKbUI0IspsVJldGnkziUTFS6d4fVespWLHjij480f/3vjUpU1Pfb/pqSubnrq2aXXK5tXpm5/M2hybsyU2Py62OC5WHReriYutiIut5HNqx44du151oNix69VTO3awj1bExWriYtVxscVxsflxsTlbYrM2x6ZvfiJl85PXNj2ZsGn1D5tWX960+tLG1UWffBw7dkRbF1B98803H3zwwez5S3tIqG2hmlqxLKqdMrXb/7F32IYLZnMnc623dlDWzv4h408jVMfVJt6dle+PUG361mLppKyd9v/ZPVSlYv+sfP8B9raQUC1lKfj8ftWHSW3A0gHMNFLJFo3m33vDVCpV3JWSNs5hKR8OU6lUmy6Y5VIuQeLFby20fr39ZyrV6astdDuh9W/bf6Z6IaGwFehbpTvGCr/dfV9cQr5c4yGXV9GuImjqXQSqWgQ1TqraSVU6qAoHVWanNMhShRaQbwY3TCDXyKRT6XqQJm+poOQkUlQQF7hQRCW8OnMlecw1+nYo6nZZqs+iYospeMUdd0FR7FcZSFTSJ0zIruKyKzKFKfmhRUU3+hFpOiJdR6Y3kRlNgEmnxKIK5Kq8fnAVdQdc1UtR8Sm3gdYusHLUA/kfxV98ZuV3z6689OzK759dmfjsiqR1K1LXLc9YF521PjpvQ3ThhujiDdHqDdFlG6LLMeK3bdux61UzP3bsejV+2zb6mWUbotUboos3RBduiM7bEJ21PjpjXXTquuVJ61YkPrvi+2dXXnp25XfPrrz4zMrCj+NXjnqgrQuovv766/fff5+2lA63VDtlbKdMHchSSFG2zn5DylJU+p8eUMVdKe1gtKRSqVQnSs2dlLXw8/tV279uABLCCyFpk7AUl2DJGIuxlGr71/Uk007YeO2FMJVKpdr0L7ORn4GJe78kerlufBKm2vHXOryLq+yPYapjOSTbv9XEwlrqhYSCVpleLlSs2OgmaRrcZIObTqro8npQ46KqnVQVslSpjVJbQbEVFNLplBHkGkG2IJdq6pWfgs2fFEvds5aS7nzqD1el4K7SMT+kWEslN/Aslaoj0nRkGrIUi3Re1SwUVY5UUiXtKrOEq3BR8VzVZ1FpeiuqMtZSVr+WGv1g0Z8+vPhs7L/XxV5eF/vD+tjE9auSNqxK3bAiY8PyrI3L8zYtL9y0vOT55ernl5c9v7ycISZ++7Ydu17Vo9i553X29o5dr57cvr38+Ziy55ern19e8vzywk3L8zYtz9q4PGPD8tQNK5I2rExcv/KH9asur1v173Wrvns2tuh0/MrRD7Z1AdXf/va3EydO8CzFNfdRZsxS9IXeVnhmuGrr1/WkrdP+z73DVMfV5sIzw1Wn3o0fwbYKmjspWydV8f0Btq1w47/M1k7KpkveOWzrf8fjbYgqFbM1ZK/Cz+9Xbf97A7AVfn6/6sNz3+0bovowpZ2quMzcsOmSdgzZ/vcGkPHxA9hGtn/dAMov7xuC/qazrvLL+4bEnX73xaEq1YfJ7VQ6esmmbTuHqD5MbgfWTp6oLB3A0i5E8++9YXFXvokfpjpRamK9dSLhmxfDaEvReRUd7+QQpjaQfGqY6sSf/hvdfSyHwHVVcnH3fS8kFGONgUw69b6midbVB39CrYGnEz2g8Nvd96HtH80mr54MU53QaFuArqXsHa7V8PQVN9B6yIQPwlTv/ekoc//H3zvJOhdZm/Un5llxV9MdVLmd0tgptY0qtjL1fqylsmhLoXTqjviJd3Ub0JYamI1+A85SAP90fl0ley4FlVfp2HSfTEaWoklp9KVglkpvAul6vqik8iq8DdC/q2hRybkq1AZAdSBXBS8q/64qs1NlrKXEA6pYS40dWfTZx9/Frb0ct/b7uLWJL6y9tnVt0ta1aVvXZm5dm7N1bd7WtYXb1xZvX6vesaZsx5ryHU/R7Nj1aiOKHbtePblzJ37Pzj2vl+94qmzHGvWONcXb1xZuX5u3dW3O1rWZW9embV2btHXtta1rE19Y+33c2stxa7+LW1vy+ccrx45s6wKqv/71r5ylUKeUgavos/8Dc8rRXMLWSWX+aYTquLr8+wPDtvygaafshWeGq1Sq42pLJ3P7nVzCXnhmuGrr3+tJeydl1yXvHKZ6J5egb6i2/KBp53IpsyDH0iXtGKJ6J5fI+PgBVdwVjZb+0/rP3UNVJ0otnZyl0Evs/9w9dNO3Fiu2EVZpFZf3DcGNxZjJ9j+7aW8Ba4fIUqLsSnNpb1jcFfWNT4epPkpqBeb28uPDVO/kWs4hS/GaAeOuFLeB5A+HqVSqY7mEkTaW6qNrLVxPVdKpMNX7Gj2/m+r6yTDWUirV6aseoG8p+2MY02VFt/gVtICmFpDIWMr6120/Y3TlAQkfhKniEm7QllKpjmQSjW7N0TDVhv+x1FUnbLjvxf+/iqpBuVS5g9LYKbWVKmYq/RhL5RhAVjPIRI1+KU23qXEvwKVtQFtKSlR3Op0aBJYC4s8oclVQp5Y/XWl5lkpuJJJwSzHjq8g0HWMpmoCuyvbrKv9JlaSrRKICXElF0KKSbv0LUVS0pcowSwlERVsqdtyo4v/vi+/3bLmyZ0vini3X9mxJ2rM5dc/mjJeez9q3MXf/xvz9Gwv3b1S/vFH98saylzeWI+Jf2suO4Y1/aW8Z/56TL+0tf3lj2cvMCwv3b8zfvzF3/8asfRszXno+dc/mpD2br+3Zkrhny5U9W77fs0X9ly9ix40KYClevxTqkbJ1UvbOypMjVCpWQoVnhqtOpbRR9k7K3mm/sHfYxn+ZaQNZOuk7GbFZdMk7h239O8qcpC3Vaf/n7qGqE39+9wHVpm8tTLtf3M4tQ1Tv5BI2kaUqLu8bQtsLGQ4FshTTfmj/n91DN31rsXQCayewFn4+TPVRMq/Fr/w9pONN35rNWAMgY6l2K60l041Ph8ZdKWmzcpa68elQ9m1ZS50oZZKnhmsvhG3/ax3JFlNcPxWmeiGhiF/Ufu1k2MZ/WZimv2xS0B1VgPVLMZaqu/r8fTvO1jL9Utraq8/ft+PLGjqXKqVnDLnyfpjquKbORdZWJ6y/78+XHMhSTIufrKXS9CA1GEuJavn65dKmWOqetJREXqXtm6vYakDMUjS4pVJ1ZJoO4KLqtatC7azqY1LVn91UNllL4aKiLfXU+HHqv3917fUD13619/qv9qa+ujfttb2Zr+3Nen1P3ut78l/fU3hoj/rwbvXh3eVv7Cx/Y2fVGzurZagS/Um/hH554aE9+a/vyXt9T9brezJf25v22t7UV/de/9Xea7/ae+31A5pzf31q/DjGUu+9956wxa9VVD3Btvh1UjZkKaalrvDMcNWp5DbkmL3DNv7LnM43ECMkXfLOYVz7noylmARIpWJUhFr2mD+tuqTtQ1AHVeHn9zMS4pdXFH5+v+rD5Ha6xU9gKcraCSwFYkthKZS4XyruirqNvnH6v7fTcrKeezFs0wWzseHaC2FMm576u71hcVeKW+kWv9Jm3FK1JFfsl/dJmGrHV3X4QKuyP4apjmaTTS3sDdCEyUnOUl/Woko/2lLVPEv98H6Y6rim1kXWuMiarD/TLX5pdqZfqkRkKbZfKihL9aechJc2xVL3pKVk8qpgU3ZJSzHV7Y08SyU3+pL5lkprAmlNvXdVqA2AkqLCXcUTlXxS1W/dVDaq3CZrKQ1X5gdau8ALc2cUf3sx85230n73m7Tf/Sbr969n/f71vN+/nv9frxW//Zr67dc0b79WfvTX5Ud/XX3s19Xv/Lr2nV/XyVAr+rP6nV9XH/s1/XLN26+p336t+O3X8v/rtbzfv06/Ef2mme+8pf7uuxfmzmjrAqqvvvpKYCm8zM/Ubv/HHmH1BG2XMtTiZys8M5zteWJ7rQrPDFepjjHZT/LOYapjuYRVl/zisK1f15PyNX4U4x6Viu5J4v6kZdNBWbVJ24ds/7oecDcE93fQ/U8fJrVRZZf2DdlyRd2OCtlVHya1URbt9e1DVCrMUmYB/NFUpf/eG8YU+JUfH6ZSqT663gqMbdZvXgzbeMFsuPHpUKZBz/r3F8NUcVeKWkHSqWEq1fav6sjmVnD91DDVlitFLfjIX+vftv2M7nNqagG0mVRxCQVsV1NcQr4H6Dxl74SpNv7TovWA/H/tvi8uId8DtHTj3nuaRg8qSfcArRtc+SBMFZeQ56LzJ3Wdi6h3Ed/TlnKSNU5Q4wJVlVfXqXaeqeAq0dHYXq4SPQNr7pO2VD8nT9JXt+Asdccr0eVFdedcNbAr0YMXFeYqdDqF5CqeosgkTlFeem5ATlQ6MhVZqpeuCqWzKvikqlgmqer/1j9aUTYKDf4VKgoXVWsXeG//vq9Onqj65/mCj07kvX8k7923Ct99q+S9t9Qn3ip//63y939f9f7vq+N/Xxv/u/pTv6s/9b91oVB/6n/Xn/pdbfzvquN/X/X+78vf/335+2+pT7xV8t5bhe++lffuW3knjhR89F7VP8//Lf79E/v38SzVTUBmSC+vGN1+fg9W67D5h5RLB4apTiW1UdbOyg9GqFTH1abCM8NVW7dsG8b2XdGyKb+MVU9cMFs6KKs2+cVhW7+uI5FXkl8cplKpsHsYKt9/QKV6r9TM6Ueleq/UxIypom1k+8durpmNrlCw5NN6Y1r8klqRpdroUcP287uYlxw7+SfUySQ1yJc/vLcUZUhMJ9OJUkMbZ6nmVlBycS9XxLDlSlELbaadm5h7P0p0S4znvXoSGy/1nkbLjOQteydMteGFnfeh+xuYEvOyY2EqlUp1JIvOluj7mTvp6onvnWS9i86f1PQ09pdPhKmOl9ZUJaxH1Re/T6fKbJTGSqmtVIkFFCFF0aN6M/Ugg66bQBeCUEbm9hdkwEG+d2dUr98RvjR3ZpDvABzVG/Db9PN5BedVsOPEWUXRlqJnEaz3XmMmXKdFRSRriRQtmYKNBWZJ1zED2GkyMDL1HOKBwMGMAvY//rdQOP6XEo//DTj4Vzzs18/IX0xRQMNZCp9DnbGU1gMajM6ti+f/5Z0j6sQEQ1qyISnBkJRgTkqwJCVYUhLsqT840n5wpP3gSvvBnfaDJ3TcaT+40piN2FN/sKQkWJISzEkJ9BsZ0pLViQl/eefICwvnNRqdTS2cpaK6CYjNjYQa/dq4WZGEQ45YCr8YropPavVXhtCPCPMev0OdAsw3gZeP8xEMy/U/Plc8N9K1+GGq90p1gumRJOe65WaUIBs9ZINbczRM9XYm0YCqyRvcoqls3WS9m0TTvXPzvtc5yTons9JKLb1ACbPKF1nlYCaoLbejSZLYtj4TyDWS2QYys5mbHimFLsFif/byLy79n5oIIa43DrAZkoKYMOmOzpk0kGZICvhV+v2wzA2hwILMPhu5ROp6vY9dVeR6vZeppGgkUrREgGmWmjjSERlNZIaewc/sSuzUSmh2JcDOrnRDNK9SQaB5lSSmU8ImVfI3o1LQ0ynRaymIFMUTVa29x+S++dkr+369NCJuzpQtc6bEzZ22NXz6togZ2yNn7oic+eL82TsXzNm1cO7uRXP3LArfsyj8JZrF4S8tRjcWhb+0KHzvIt6f9JN3L5q7a+HcnQvmvDh/9o7ImdsjZ26LmLE1fHrc3Glb5kzZMmfKr5ZGfP7KPqOzo87RU2EnkaUio7oJyM4zS88w24zmluUmSZKcaqjgi+Gq+Ostodmid0g6xs+0EcFMeiQ7cR82vxFNgFmOsJmNrsYPUx0vbZSfeZY/yTo+sbrmSJjqDxmEeDJ1dj51tOwWwCBrnFdIapQAACAASURBVCRvxSw7UW33Vdl8VXai0k5W2MlyOzPnbKkF0N1RaG4kMruZzNKTGU1kehOZpkMTy2rJZOG0sHcMwv8UtEHMNuvFOmn6eTpwP/7rj/lnA08LO0Bmmw3pqwz+I0tNYisNZztaUfXea3U9CHYhK19yA8qoAk1fy5KOyGjiyKQRT1krnFKdn12J5qstkJqslp2mFp+ptoRGbo5aqdn/5Oao1WDL/WispIa/iJ3G4kNLVXEZVWtXYNpuJ00toMJOcpaaFRnVTVBoNSlmtQ46FaALpg3omi5x9c//Yrgq/ppH1g3B4H8Gh5Cn1JOapkgyE9K3kvoWIU0CPAw6hFaEYDjtlZPDVO+q6/0v6iFYqoqZJVbzdpjqv9IJwTpVwqU9REtYVTp4a1ZxK1RZfWVWgj411Rai2EwWmcgCE5lvJPMMZE4zma0n8WU7UphaKSIJW1zjdl3o/eG7JuhrCXrlDu4y3V8rdwzEFT18WDYpvYQj1/R3+1Qd9K6G+nmvyy4OIsB3nV2ojFnxuftqLXIVvegiLSrR4iCCZUFEa4IgdEQ6IoOdYV28Ggi+Dog+wCIg0iuAiNf+MPHW/hAv/9GbVT8stKKEq4ejtTwIjdySH7yC9V5SISKYV2GW8lHMyodukpscnW0DpHMIPxOqyrWD9YWWEAh92SpS1yKSDQ5mnQY3284mtYKUxALBaFFEp/RaiJUYFSLK7fTXQ5QJ4GYvZhFOxV9q8ZWaGdRmL1qonigyEYUmosBE3DASeQYix0BkNxOZeiKjiUhv8qXqmJUPubUN6evg3cR7tX4ArII4MBdIvEurIPblq+zFR/a76KJgIU1mka2rNd1Xaxm4pEp+0UX/Ky5yi1fp6JVCMWk1ERmIYNdX9LusYj5aVrEwuDUVS7gFFWVXq+KtoGgh8XXA1WYO5orBiYqQXkexN0is7Mpf5TXAE8ptBM9SNQ6ihunVYFaOpy/QjW7mIs4kE8IpUKXw9AlxssLDLaQxIC4G0dKFBG9uVgymg8fB9O6gPh66MY2DXV2ezWMq+CvK8xaS5y9UqLEKl5NXW7gVptGy0z4GE0exCd2JnlZk8hWZfIVGL6Kn0NBTYOwpMHgLjL58tCp2brMvp5lbUT5d50vT+lK13hR6wfh6bxL987P/liHvAz1X6RXcpVeU774TK8rfncXmg1pvnr+ifBeu6oSartuxonzfv83efd5rYrDF7K9iikqo6Uqo6Uqs6eKLilvJXm49ez8r2adik6yjSWx96cziVb50nS9D58vQ+TLRuvWZ8ovWh7RcPb2+Nr1WfZCr1EsuTl8qvLywivKqTRylZq9IVP4Wpw8Jf5ZinyOP6mT8qd+++easyKguH1XlIKocRDV9RUauqkOpA5tV+PeBYBHbXiC5ALwccgvDB1gkl9fIhvSDqHJg7rFx8Bd995XZfGVWHuzazIJfK5KaoSnCKDQyoDPVy2DgyEegR5GBmr03mr15DD25+p5cfU9uU0+u3puj78nRe7P13iy9L5NeQl6H+amR+Z9J++lavffa3b+i8UUlVpTQUrd+qGJAl2lGVLfXVXfJUom4omq7E2q6E6r5lqKPQC0nqgHgqr5aWayrq0hRV+uYpYppS+Gi4jX99ZOr0kSuyhC5ihNVH1wVWFRBu0qNFMVh8gqgLXWbRCXrKuwXvKyl2Fyqy0fRqUCVnXEVpismwWK9JUetqO0rVGr84BAi2W0jaFsTwzS12Rjw1Ic9cMKMR5j0iAxk5llH6Bvs/GNo9t3AYM/X3GZfbrOXJqfZm6PnyOaT0+zNaaZv+7L1vuwmX3aTN0vXQ5Op687UdmfoujN0PRk6b4bOm86XE5s/8fw0sBTFXdqkcqmeu5xL3V5RBT44iYLmPlpOrKIGXy4V7AeXcBU/l0qo6aKllYga/SQtJSmq2+qqHHlXBU6qTP2QVPkTFd30R//Clij/u72i8p9R8SxV4SArmH54spK9rPvpxvejh94hJRU5KkWIO3i4bh47QSPo6dFglFoZ1FZCbfWVWBiKzTy41IeGS318+Vjb2g2DL8/gyzMwpyMNfYJmY2TpmfM4EyODT7oYnS9dJ7pH60vXetO03tTGHhb6v1aa1puq9abSre2oCZ5upseb+O9270UovVMDoV9KvoPqtvdODbJ+qSA7qELb2rV637U6pvr8KvONdyfWdLOKorV3rd6Ld2VdlyKk/qredVZlo86qgD1V+aKeKryzSq6bqpjrpiLkuqkYV5l9kqBEitcvJRz529veKRa53ik/zxHkUliSYee7KpAhgkROJOLaj1DrQMqtHGUisPoWUoOVwTBfnrAriCgxE8XoVCg0M+dHgZGBPYduGIgb7HlGn3bNRC57IqJTk+lTbSKymHMXGQj9+ErHSMN+pqWKYFfQSWn0sW3lqVoiWetLbvQmNXqTGnpYrtM3Gr3J9H88VOzElPA13MUSvpArxIKv8UtAfmIu0HeAYLr9+7nYj3NVInuB5mAVxe7MXf8ee1/vF3iDtLNre5CiUIpWzyhKUBmYJEOAOsCQiwBJ6QrAZokKwJDL/8y88j+88M9P7R+6LRQVVulHaCykRuoSWnY7a/+CqvGbHRnV5YP0wE8WeyflugnEuEPixxBw9RmngE5/OKSwI2w0HVK0Aysf3mIfbcDSBsxtwNxGSmKSwhgIgxT4/c1tZHMrIaSFaG4lDS1kcytLCIWaAwOyuZVsFg0Y0LcQeg+h9xBNGHoPoW8hxKMLbi+tQpr7B7nqWfRG/OPAgz0I3C4NjO+xDx88hOPQgpDfpnjMPgd/NIufwTD+BtiIhnsKVwXqAFYZmOtMJw+7FJIXMY4fRTAPkWKcnaTw+ikitAuylD4kkN+CvRNUcJaaH9XlgxUOwGL/kfrbv37Yf/iowiDhyP5DR/YfOrLv0JF9h97GOLL/0JH9h4/c7d1TPu/tOgiiI6AcB+wI/IQOQl+O1QA9Z/76z+/tP2Lz+HX5YKWDYnHfpA4cPtquhBJKKKGEEncjDhw+6rrp31JvKJZSQgkllFDi7sSBNxRLKaGEEkooMVBDsZQSSiihhBIDNxRLKaGEEkooMXBDsZQSSiihhBIDNxRLKaGEEkooMXBDsZQSSiihhBIDN4KwlDJeSgkllFBCibsUUuOl7BSLS7GUEkoooYQSdy8Elorq8kF8Ej/XTbBfsZQSSiihhBJ3KfbzLBWpWEoJJZRQQokBFPsPH3Wx8/jRK3fgk6W7fgT7Dx252zuphBJKKKHETzT2HzrixC11y0fhK4U4fwT7/FqKavoZgy5otMHRSBPmj4YQqQ+COj8MYagNjprAAJrqQFSxDJWlUpY7dj4poYQSSvRv7Dt0xPkjybcUtrKv80dy36G3/bxeUdTAV5RiKSWUUGLwxr5Dbzt/JFUn40/99s03e2mp2+KnflVUMH4asIqq7quiFEspoYQSgzcYS/U+l1IUNeAVpVhKCSWUGLwhZamQ+qUURQ14RYEKxVJKKKHEYA1hv1SoNX6Kou6mohRLKaGEEvd67D90hKtEZ8dLldsYXD+C/Yf7YClFUZKWurOKUiylhBJKDN7gjZei554otwOWgKN6FUUNfEUpllJCCSUGb+wXz+NXYadYem8pRVF9VVQ/dEcpllJCCSUGe0jNNsvOiW4PPCd67/0U5KAoRVF9VtRttJQmPiYmXjNwtnOb4uJBlUqlUqkOXhQ9NMD3XAklBn8ceOOouy8rdyiKGviK6r2lNPExKiakL8XBX6Mln8neGeq1/o664eJBmU8fYE8GvsD8fykDZH+U+MlHv1qqf1v5Br+iQG8q+vpfUb21FH51vnhQIo/4aVhKEx8jlUQF3pOBf81VLKXEYIj+s9TdUlSQcrorigpGTv07NKqfLSW6OnPZVUy8hq8ZYdKFmslUqoMXJR7mvebgwZiY+PiD7POl3kt6Jy5iDrl4kL4j5uDBmACbCmLb9Eu5T8F7JpZlskeC/zzeO8gnpRrh/mtE+4BfuwXXcd7xpzejiY85eFG8P5p40REO9KXEa0RHQ/5MaL94kHdwA34R3EeLP0j/KfudKPETD5GlCFjppFgCroJ4l2slBrKiQrLU7VRUr1v8mCs0d4HCvEVfH5mrpOh+cQISMJdi34e5Vou3KbM19on0DfoSqWE/wMGLkrvNvRu+m8wL2gWXfeGec0+TeJR9N8mPLFa/YP/F++DHUug1mviYgwfpT3LxoOT+SBzhgLmU1NEQfwyhKdHf0l+E6KPh55fU/tQ0WxXuVdqDC9GK8pilKhxBWCrkjihFUbe97rzf+qXooGXF+7GLfg5zF32p+/GNBN/iJ7dN2a1xV3fmgs17iE63BJtiP5LM/rRjF2b/n0Uim1RJOED8KO/4yuw/vQ/+LMVI6eLBgxfpJIpJpUTvKLfPwX8p+OGS+Xbou7mMSvxF+PlocvujxE8+pC1V4WAIbCnGGUOoxqFU41CqQYb6YYifS3E/Q90DPGrFPMhQ45/hHNWIKhkqR1CVI6iqEcyNChnKRzKUSQNwNA/5o1SE+mEZHiHVj5AlMhQjSkaB0pGgfNhtsVR7O3MJlbteB+OkXljKzwWL/+jFg6qDF9Gve/8XR+GH4ruq15bC8wbxh5J8lL8f0vsfhKU08TEHL9KqYm6i9j7+O/a7pSQP6cWDiqWU6PcQVaITkFUUbSn/46VA5RBQNRTUPEjVjKRqRlDVI0H1QxgPgyqaR0DVI6BqFKgcBSpHgYpRoGI0qBiDGAvKx4LysaDsUYxxoOwxoHmM1DxGlo4nS8eTmvFk6QQG9URSPZFUT0BMJNWTyJJJZMkksngSWfw4YjJZPJksmkwWTSYLJ5OFU8jCqYhpZME0smAamT+dzJ9OFkxnbtyYQd6YiTGLzJtF5s0ic2cz5NDMIXPmkDlzyWwGIjucyA4nsmgiiMwIInMeIpIhg2Y+kT6fSJ9PZCDSFhBpC4j0hUQan9SFvtRFvhSWxQzJi33Ji31JiMRoMudxoLm/Py3F/ipvZy8fWEuX//slW/yk+zbkul7E25TfmiY+RvLiyDUeCnfmoLQ0gm/x43XB4A7gBCH16XB98D+OsHWM2wD2YSVerok/GMNq5eDBgwd5/YVSeyhqo5M7tv5b/MSvpEWL9a7JfxESjZly+6PETz4kRvXi1RP9balH+JbCRMVYii8qDWspJCpGUayZJpLqSRwlk8gSzE9Fk8niyWTxFLJoClk0BSlqGkPBNLKAldMMDlZONHmzGXJnk7lzyFwkJ5bscBoiO5zIjiCyEJyixJaKJNIjifT5RBrLAiJtAZFKs5AjZaEvZaEvmWYRBy2n64iEaDJncj9bSrKVSq4dSbK9i98eRGcu4k4TFaqeCNyGJn6hWDa8xiis74S3Ka4mQrhh7pnyvWLs22N7zm4R/yzsTko+yn9X7F7RPrB3SL0cK8Xk3+S9RCYh8/elxAdZPaES/hSgbwb4IqTzVMn9UeInHgJLRXX5YKUDVDpAhQNUOALPkAQqh4DKoaCatdQIgIuq6iFkqYf5lhodnKXGiSw1PmhLPc6kUEWT+ZaaillqGpdCCS2FRJU3C7PUbClLzcUsFY5ZSiCqeSJLRRJpkVKWwlwlaakkxHVEwjJ/uVT5vT73BF4zPxhbjfyOyBqsMRi/CCUGZPAthWabZXHdDDDbLGapEYEtVUmDW2o0qBgDymloS43lW2ocshQmKq6hbwInqhK2xU/OUlMlmvs4S00XWQpr7uMshbX1cZaai1lKssUPgSuKsRTmqlS+qFIWECkLMEst7I2lyu99S/Hq5gbhxVGq5H/wxyD8IpQYmLH/8BHOUvTKHRU2kiXgyh0CSwHGUiMxSz10xy2FRFXEF1UhX1QF/H4pVlQ8S81Elpol3SnFWiqL3y+VGU5kRmCwlppHZMyTtxQN4ydkqQW+ZBrkqiQErahr8pYq/0lYSgkllLiHYx++coekpfyvgsizVPVwv5Z6GFnqEaxfajSoGI0sNQZZaixTPcFYahyyFBKVWkpUAksVsbDVE1KWyqfBLcUXVR4SVe4sMncW31Jz2NIJMmsuwSBpqQi+pWjkLDWfSKEJaKmFvusLfdcW+hKWkjmThJYqVyylhBJKDPrYd+iIS7AKYoWNYHEFWlFe3lIjMUshUVU+DCofARUyliqTsBSpGUeW4pZ6DFlqPL93aiJZMhGz1CShpZgCP0xUBVMxS03jW2oG31IzGUXlziJzZvEtNUdkqbkyloogMiL4lppHpM2TsFQKD1/KfMZSSQsUSymhhBI/tdh36G3Xj6TqZPyp3775JmMpe4iWqpCxFKuoSklLYaIqH40shYlK8yhmKUxUaj+WmsgoqngSWcQXFWepKZilpmKWmobK0GeQN2aQeTP4lpqJWQoTVTYjKiKLTyZNuMhSEURGBKYoXFSRYkv5GEvN9yXP9yUt4HF9gT9LlSuWUkIJJe6FYCzVp1xKaCkkqqqRmKUeQpZ6GLPUKMxSo6Us9ShmKSQqNS6q8ZyoJCyFiYpnqSmMogqmkvl8Ud2YzlkqbwajKMZSM/mWmk3mzEaWmkNkzRFZKpwPbqkIGUtFEqmRokSKZoGUpRb4ri/wXVvgS4jiWapcsZQSSihxj4SEpSrtJIvrZhD9UshSwI+lKh9iFCW2VLnAUmOCsNRjpHo8WTKeLJlAqieQJTS0pSbKWIovKp6lpvItNR2z1Ay+pWaKLDWbzJ5DZtGWmuPXUuF8S0UQaRE8UaWylmLBLSWZS0lZSqQoxVJKKKHE4I19h0Q1fril3DeDqPGrGAqqH6Cqh2OWGoEsNRIpChNVxSM8UXGWGg3KxgANEhVjqUcxS42TsBQP2lITMUtNwnKpyWTBZLKAttQUvqWm8i01HbPUDL6l+KLKnk1mz8YshVxFWypDEtxSmKtS54ksFelLifQl08z3JdHIW6rsfklFDVxL9Vex8gAvevaziOJdj4G8b0oEEwP85O+P2H/oiFswXqrKAVjcwYyX6ndLaRhLkZpHyVKBpcYxliqhGS9tqaJJfHBLTSYLpiBwS03lLJVHg4mKUxRrqVmYpWYTAlHR/VKSlkqnkbTUPCJ1XiBLIa4j8FxK2lLD7tj5xAts9gHp/0fB/wcLfsa5Xm/tdkV/DNnty4Hy99rbMJy411/KXQ//59hA2Jk+PnPQxv7DvJU7orp8sNoBqnmW8jv3RAVd48daComqagSyFF9UFaylkKjKRyFFjQZloxlLacYCzVhkqUflLfWYMJ1iLMUXVeEkpsVPYKn8KSJLTcMshYkqd4aEpbJnYZaioRXFWgpHYKlwIi2cJyrOUixBWOrafN+1+b6EJWT2RFAqaalhoPznd+x8wkNZRJF5rzuZqIT00W7Hvg3ei6ZiqYEaAkst7SJgtZNicd8KNI9f/1tqNGapschSSFRqGtxSWDpVTENbaqLIUo8jS03GLIWJ6sY0hjy+qHIREpaaRWbPwiw1W95Sc6UshYkqNUJkqXm+lHm+5Hm+5Hm+pEgMsaUWy1hqGM0dO5/wUBZRlF5EUSN6C018DLcYoGgj+Nx2vThQ2Jzo/EPE3zepGfaYXcJ2mH0L0fIgov1jpxyU3TJ2hLHDN/jWhAz++Ii/+naZKYT9LqEpfJi+G1uH8h6LA4ePum9RfEu5KAYn5b4VYOUO1lKAs9RwZKkRyFIj+ZbCRFU+iiE0S40jS8YhRbGwlpqALDVRZCm+qPL5ouIsxRcVZym+qJCliKxZBC6qzNlE5hwic47IUnOJjLl8RQksFUGk0CBFSVsq0ncdcS3Sdy1SxlLD7q6llEUUZd9d8Bb4/vvbSK8OFLfPflZB9Ls+IbvD7HVQ3FIoXvuR22f5LfvZziBaEzL44yNxdklaSn6OY/4c+cy6Yvxz8t6LA2/wLdVNwBoXxeK5RR14I5ClKoaCKoGlhjOWqhyBLDWSbykkqnIkqrJRSFGcqEjNWLKULyqepcbxLTVeylITRZbCRJXPFxXPUpircqfzLJU9k8yeKbLULKGlMnBwS80l0udylkqN4JHC4UuJYBSVPM+XNM+vpRaJLMUpCpTdpX4pOpRFFP19FqmFl+Q20rsDxftBIHPcxG8a5PPxXZJ8TpBb5mJwrgkZ5PERf/VyqY/w7fCDzD/9eMnbvRkH3jjq8WMpd/9aqiJISzE1FMhSmKiEluKnU8VIVEV8UdGWKhBbii+qG1NFlpqGLDWdzJ1O5swgc2YwlmKYRWaxlkKukrAU5irGUojUcCI1XN5SNLSlMK7P41nqisBSPEXdZUu1tyuLKPabpXpxoG6fpfAkwM9zQrPUYF4TMuDx6YWlJA8y83Lul8rFezmV8ptLMS1+IVjqQaQoGtpSmKh4lnoYWeoRUDaKAbMUqRmDFIWJSv0oX1FiS40niyYgcEtNwiz1OGapyeQN3FJTRZaahhRFM4PM5otKaKlZROZsInO2lKXmEBlzZCyFCMFS83zX5/muzfNdm+e7spDMnoAsJVTU3bKUsoiixFMk30J09ZFv8Qv9QAV1XQ6uYU3eQNy1VPilhNRkJ/o6BsWakMEfH4mzS/JjSJ/b7EZ4px/6iXNPLv9Ch4Slal1UrYuqcVI1zuBb/O4H1Q+CqqAtVS5nqVF8S43hWUotaSlEsdhSE8iiiWShpKUeZxSVP5m8MZm8MYW8gSyVN1VkqWkiS2GiyprJVxRrKRxWUQhZS4UTKeFEcgSRzCpqsFpKWURRsG3Rc9DTBM/xs5FeHKggswfBmwaXe/lb+9Fv9YQ/SwnuFR0N9o6BsiZk8MdH9uySOAryS2jyTz/+T417UlQBWvyCslQ5bqkHMUsNH3iWmsy31BTMUmwiNZXXKZU3HVlqBpnD1qPPwGooZhLZs4jsWUT2bCJ7NpGJ16MLmEuky/ROCWooWEulRAhrKOjCdEHvVMIiZCkJRQ2AFr+BHXd4EcVevMU9/DtZHPfwh70DZ9e9GBKWonMpmsCWKh8CNENBxf2g4gFQ/gAofwBUPAjKaR4AZQ8ihoOy4UAzAmiGg9KRQD0SqEcA9QigHgnUI0HJSFDyECh5CBTTPAyKHyGLHyaLHiaLHiYLHyELHyGLHiELHyELR5GFo8gCmjEYo8n80WT+GDJ/DHljDHljLJk3lvk391EydxyZO47MoXmMIXscmf0Ymf0YmUUznswaT2ZNIDMnkJnjyczxZOZEMnMCmY5Im0imTSTTJpGpLI+TqZOIlMeJlElECn3jcSLpcSJpMpE8mbguZgpxDXF1CnF1CpE4VUjCNCJhGnFlGnFlmpflh+ne76d7v5/uvYzduDzde2kGw79mE+ljQenPJRWlWMp/3OlFFEN7i5/cGuv35pqQdCiW6lX01VJUZRhVNYSqe5BqGEnVj6DqR1D1I6n6h6j6h6i6h6i6hxGjqLpHqLpRVN1oqnY0VTOGqhlD1YylasdStY9SNTTjqOrHqOrHqOrxVPUEUD0eVE0AVRNA1URQNRFUTQLVk0DV46DqcVBJMwVUTsWYAiqngcppoGIaqJgGyqeDihmgYgYonwHKZyFmg/I5DBqauYhwoAkHmgigiQCaeYhIUBoJSueD0vlAPR+oFwD1AlCyEGMRWcyyGLGELF5CFkWJWMpRuIwsXEYWRPPIjybzY1gIlhvLiTwpclcwZK0mC6eBsgeZFr8yxVJKKKHEPRISlqpzU3Vuqs5F1bmolkDjpaj6MEo7hDKNhPbR0DYK2sZA21hoexTaH4W2cdD2GLSNh7YJ0DYR2iZB2+PQNhnaJkPbVGibBm3ToX06tM+A9pnQPgvaZ0P7XGifA+1zoT0c2iOgfR60R0L7fGhfAO0LoWMRdCxGLIGOKOhYCh3R0LEMOqKhIwY6VmCshI5Y6HgCsRo6VkPHU9CxBjrWQsfT0PE0dDwDHc9Cx3PQ8Rx0rIOOddCxATrWQ+dG6NqE2AxdW6BrC3TGQecL0BkHnVuhcxtiO+XcTjl3UM4dlPNFyrmTcu6knLso1y7KtRtjD+XaQ7n2Uq69lOslyvUS5dxHOfdRzv2IA4iXKefLlOtlyvULxEHKiXC9QjlfoZyvUK5XuNvOVyjPG1TTclD5ECgfIlaUYikllFBi8MaBw0dbMEtFdROw1g1qXQyeWwFmSKIaw6imoZR1JHSPgc7R0DkWOh+FznHQNQ66HoOu8dA1AbomQtck6HocuiZD1xTomgZd06BrOnTNgK6Z0D0LumdD9xzongvdEdA9D7ojoXs+dC+A7gXQvRB6FkHPYuheAt1RsGUpbFkGW6JhSwxsWQ5bYmDLCtiyErashC2rYMsTsOVJxGrY8hRsWQNb1sLWp2Hr07D1Gdj6LGx9Draug60bYOt62LoBtm6ErZtg6ybY+jxs3Qxbt8DWLbD1Bdj2AmzbBtu2wrZtsG07bNsO216EbTth2y7Ytgu27YZtu2HbHti2F7bvhe0vwfaXYPs+2L4ftu2HbQdg+wHY/jLsYPkF7PgF7DgIOw7Cjldgxyuw45ew45ew41ew4z9gx3/Ajl8hfo14FfE67HgN8RvY8Tqf38CO38CutyhTLKh6CJQNEkspk5z2Je7to3dvfzolQo/9h496bmGzzXYTsM4FWFoCWqohjNINpcwjoHM0tI+C9tHQPgbax0LHo9AxDjoeg47x0DEBOiZCxyToeBw6JkPHFOiYAh1ToWMadEyHzhnQORM6Z0HnLOicDZ1zoTMcOiOgcx50RkLnfOicD50LoHMhdC6CrsXQtRi6lkDXUuhaBl3R0BUNXTEYK6FrFXStgq5Y6IqFrieg60noXg3dTyHWQvfT0P0MdD+LWAfd66F7PXRvgO6N0L0JujdC9/PQsxl6tkDPFuiJg54t0PMC9GyFnm3Qsw16tkPPNujZAT0vQs+L0LMTenZBzy7o2Q09u6FnD/TsgZ69sIXlJdjyEmzZB1v2wZb9sGU/bDkAWw7Alv2w5WXY8jJs+QXiIOIVxEHY8kvEK7DlPyTo+C3VvAJUjRxQlpJvglcmOQ0Ui/oHAAAAIABJREFU/j7F4D969/anU6K/Y//hoy23sJU7JCzld+UOzFKjoP2RUESFLOUQWGqOlKiQpZyLMVFFQdcyvqJioGu5jKhYS62B7qeh+2kpS63nWcr9PPRsgZ7N0BOH2IpEtR16tiNL0f9KWYqjHy31S76ifglbfgk7fksZVoDKgWUp2ZAcmNL3bf5ELkD39tG7tz+dEr2K/YeOCC2FmvvIWhfpuRVgFUR/lrKLLRVQVLilWFHNw0S1GDppReGiWoYyquV8UcUGLarnoHs9dK+D7g0oo6J19TxKquJQUvUCJiqBruikSpBXibMrsbFYaR2ALb9A3joo8tZBJK1X+ByEHW8MQEuxA1MG/CSnWOA7wN8wO+pX5p1lBgMJNsibHFZi++3Srx0kR8/fC0WTNQyWTxf8kwfIyXPPxb5DRzx8S1F1TpLFcwv4X1Ees9QjyFK9bvfD0ymBpdimv4XIUixR0BUFXUuhKxq6lmOs5KdTT0C3WFR0u98z0P0cdK9D0JbawLfUFsxS9L/b+sNSrKj2YaJ6WT7BOihjqUMD11KDYpJTNvCnBZ5nNoiJFXgbFGQK8lPiil87KI6e/xcOyk8XypMHyMlzz8W+Q297bgHVyfhTv33zTdpS9S6Sps5FtgRrqQeh82FofxjaH+FlVA6BqGhLSaVTTO+UOKMSdFDRolqI5VJRfFHFYKJagUT1BBLVailRPYOJ6jnUQbVBXlRbZFr/8AZA1lVy/VUvBdLVfkxXuLFeFknrF7DjEGVYPkAtFcQUBsyjqrs4ySkK4QvxOCicZzaYd/HzvhLb5+/GoD96UpM3Dq5P16cn36WT556LfYfeFrT4Uayi6px9tpR0OsVmVOJGP9ZSAlHhlloAnQtQJcUSvqWWop4q1lICUclVUjyN2v2eQ91UG7Buqk1IVIKkSlBPQbtqOyaqnVLZ1Z4QdSUw1gG+tH4BW16GHb+hDNGgciQoG3rvW4r9He3/Of1ynZV+Gm+izz5daPzvxmA/enfeUv3+6fry5Lt18txzIWUpN8mmUy1B9UsNQZYaCe0PhWIpQbvfDHlLSdb7LYSuRVi731LUR8WKaoVIVLEyomJb/56Tqvrzk1S9gCVVrKtoXsQQu2oX31V7kKv2inQlMNYB1I+FZVodr/mzlGagWuruT3KKX9UED/F2j32UP89sEHOh8jaIPSy5fcFuDLqj5/+Fg+zTBfGJ/Jnj7p0891zsE1dPNLgBS2tQNX5DKPMD0PkQspT/dj8/vVN405+gjALPqBYwjX5O2lKLkKuWBiGqWJGo1iBRrcXK05/ji0pcoS6ZVLGu2orq1AXG2slvCcRTq90iXeHZFW6s/egezFsdv5a1lGYgWwpvuLgrk5yKejPE1x1e85FonlnBu2B3SExsyt8gvwNcJezhGIxHz/8LB9mnC+IT+c9v7tbJc8/F/kNHWvHxUj0E1HqoRkRrF9h/uM+WCrYqXTB8SrLeLxJr9KMzKlxUSzBRRfNFtVJ+EBUtKsE4KraeYr184R8rKoGrtoryqh2iCgtxkcUeXgl7i6A9UCAtvrfkLKW5m5YaBHEvzxl3+0M5ekrckdh/+GhrFzb3RA8BtS2U1sPQeosKPKpXS1tqJLSP4ItK0lJBDp+SLKPARRWJKikWQedirJsqVFGtlhLVM6JuqvV8UUn2VLGuegErAtwmVWFBF1lIpla4rnZjxtrDNxbfWx2/ogzLFEuFGpr4GOUy2+tQjp4SdyYEllraQ0Cdh6LReqi2rkCWqmctNQLaRwQnqiCHT/mp92NhRcUO+BX0UUmKahUnKhcuqjUiUQWZVAlchQ8BFvda7eDrSq4lUGAscZqFJVsd/0E1iyylUSylhBJKDPo4cPhom8BSTS1UUwula6F0LSFZ6kFoHy6yVEjtfnLjfOVENZ9fT7HYr6hYV0nOTPGkyFVrUeGfIK9ax+VVnk3QQ7tqE/SwE1XgeZV40optombA7TItgWJj7RJJC9H+S0ofBSowS2kUSymhhBL3Qhx4Q2ApEja1UjS61uAtdT90PgjtkqISzEbRO1HNkXcVfQOVVDgWYq6Sy6tYXa2ErlXQuQo6aV2txtoAn5LR1bPQ/Rx0rqMcz1G2ddCJpqtw4S2BNJsxxN1XbBW7uBMLr7lgE6+d0PMiX1qsunbB9lco/RJQMYKxlEaxlBJKKHGPhD9LNYWQS/2cb6ng2/2CrqRwzIQ2mtnQNgf9G46YB20R0BYBbZHQNh/a5nPrfdgXIRZD+xJoj4L2KGhfCu3LoH0ZtEdDSxS0x0D7cmhfAe0roWMldKyCjlXYwh9PYgt/PAWda6BlNamNJatWUfonsRVABIuAPAcd6xHroGM9dGyAjg3QsRE6NkLHBujYBB2boON5xGaE+J7N0LEFOrbw0yyM9oOcpUSKGhyWumPjP35KA02UUOIeCAlL6VspmqZgc6kwyjwMOh+A9gdk0qm+dFAhUdlnQMs0aJkKLTOgZSa0zICWGdAyC1rmQMtcaJkLLXPQ7XBoDoeWCGiNgNZ50BoJrfMRC6B1IbQuhNZF0LoYWpdA6xLKuABao6A1ClqXQssyaF0GbdHQFgNtMdC2HNpWQNsKaFsJbSuhbRW0xUJHLGVcQVYuJYsWgdpl0PIEtD0Jbauh7Sloewra1kDrGmhdK8XT0Po0tD6DeBZan4XW5xDrMNZD63r+7fXQul40WJhuHtwJ239B6ZeAyhFAM2gtdcdCsZQSSgyqOPDG0bZugaXaKH0bI6r2ECx1P7TfLy8q1lL+O6jkKykYS01DlqLBLcUSDi0R0DIPU9QCBO0nVlFR0BpFmRZC61JoXQqty6A1GlqjkZ+W8/20Ctpioe0JaH+CsqwC2mhQs5TSRkPDSmh5gvGTbQ20rYW2tdD2tBTPQNsz0PYs4jnEOmhbB23rMTZIw6u5eJErF2w/QDUvARUDy1LYcA7R+JCYeI3gT3zgCz4KRBMfI5jcUxMvN9OoxBsIJwYVvudPYbiJEkoM6jjwxtF23FJeEja3USzt3cFZyjQMOnBL3YYOKi6XEotK7KrgRbUEsxQtqmVIVIJcihVVLGWLBfpooI2mDCuo5hXQEAutT3K5FE9XYmk9E0hX8sbilQhitO+nmhcPNEtxQQ+swcbOXzxI+4X/J39eAG7sp2ByT3ZSAeFMo5Lze8rPZyrYgTt3OJRQQokQol8sNYQyDYWOYdD+c6l0qtcjqPiisk+H1qnQMgVapkLLdL6oJJMqsajmY6JiG/0WU6YFTHOfQFTWGC6pssRAw3JoWA6NK6BhBTSuoJpiYPNyaFpJ6VdAwypoewLaV2Ptfriu5BKsYHTFN5ZcnUX7voFoKemx96wPpCbfFA/s93OPeHYcFR6BZn4T7o8SSigxEEPCUoY2iiXoXGoIdAyFNjlRBdlB5VdUtunQwlpqWiiiivAvKso0n23947sKtf45llONUVTtUqphGaVdRmmXgcZlQBtD6WKANprSr4CWVdBG907RHVS4q54KojFQrCvcWJi0uHJ2Pu0vUc0LB5qlJOb9bG8XuYE/+SY+504vLCWe28b/HDwS+6OEEkoMrDjwxtEOgaWMbRSNoY3qCNVStp8HEhVtqZAqKaZCxzRomwrNU5Clpko1/QUjKonWP8oUybb+ySRV0WTlEqhfBm10HeAKaFsOLSugZSW0r4K2WGiNhZZYaFkFLaughb79BLQ8Aa1P8lmNeApan4LWNSLEpRZYwYXtWdE8TIj2vQPRUoJ5PwWzbV4U/ola/PhuC95SUvN7SlsKdVEdFFhUMJ+nEkooMQDiwGGepaK8JDS2A5aO7kDz+NWHUY1hlCkMOoZAm1w65aeDKmhR2aZA8+TgRDWb76pwrPVPQlSUKRLvpuKLaim0LoP2aNAQRTUspbTLKC397zJKu4zSRVPaaEoXQ+nof5dTuhWUbjmlW0npVlC6FZRuJcYqxBOULpbSxVK6VejGE4gnWSDDaqhbDXVPwqYnoW0tNkz4BR7te6jmBbKWKr07lhLN+ymYbZP/J2sRbL1W4bTQASwlXXkhnhiUmXuUq6vAqzsUSymhxMCK/YePdvRQ3GyzXhKa2oGJtVRPoDnR61hLhUGbH1HJd1DJVlLwRWWbCs2ToflxaJ4sEtV0UT3FbKwwPYCoKNM8vJtKovXPvoxqjAJli0FpFChdAjRRQBMFNEsRyzCigSYaaGKkWA40y4FmJdCsBJoV6AbOKoxYIWWx0LYGzcMkmo2pfbespUrvmqX6GspkpkoooYTAUrMwS9F09gRaX0rSUoHb/cQdVIFEZaMV9bhURiVZ+CcQlXw9hXmeZO0fJyr7Uqp+MShdANQLgXohKFkE1DSLQeliULoEIwqURoHSpVIsA6XLQGk0KI0G6mVAHS0iBv0bA9TLhWhWQPtT/MksMNp3SluqdPBZCkulFEcpoYQS7fsPH+nsAbilKFM7ydLZHWitXs5SP4O2PopqnL9BVLbHoXkSEpU4o5ITlbj1T9hNRZkipIrUeUkVZV5CGWiiKEMU1RxFNUdRhqWUcRlljKaM0ZQxhjLGUMbliBWUcQVlXIlYRRlXUsZYyriKMsZwW2heKmIZRjRGDLQ9xcxvy5vldjP0bIbtL1L6+aB8hKSiBpellFBCCSXw2HfoSGe3wFJtJILo6CaDs9TPoOM+aOOLSmgpyUqKIGvTH4e2SdA8EZonikTFwlaoz0C68isq1PpHGcP59RSSSRW/qsK8FJrpiSoEQ4AFo4BX4aOsoO1JaHsC2mIo6xLKQhOFWCrFMhxoW42mCtzEzRlI07aDaorkWapUsZQSSihxL8S+Q293dgPVyfhTv33zTdpS5nbS3E6a2wlzG9EZsqX8i0qukkKy5I8vKtskaJ4AzROkMir/ovJfTzGPMs7lF6lLJlX8qgpzFDRHQctS0RBg1lWsrnBpPQFtsdAagxSF419XSynLUmh9Ei0agrMJujfBtm08S5UqllJCCSXukWAsxeZSPpKytJOWdtLSTljaic6eYCz1M8qkgg4VtInSqdBK/vyKirHUeAlRmaegnqopqJhiOlZSISkqrpuKMs6VKVKXbQDkWwqfV4l1Fa4r1lix0LYKWpZR5kWUeTFlXkyZl/DAjWWOosxLcaD1CbTAlYCNsG0r1TSPsZRIUYqllFBCicEb+w69zeuX8pGUpYNkRNVBhmgpSVH56aAKpjYdicpGK4q21ES/opqKuWpGwHoKyjCHX/snmVTxGwDNS5ClhCOreDNWCI21ErPUIsxVIl1xRLFAayxaNVjABtj2AtUUASqGSypKsZQSSigxeGPfoSNCS9k6SBprB/ljsDV+9yFLyYnKz1y0wQyimgBt45GlxmMZFYukqKZJiUrY+kcZZvNr/+RmqcCSKvNiaF4MLbKjgJGrYiQaAy1LMUuJdSVrLGhdhZZhFNEWR+kjQLliKSWUUOJei/2HjvzIWmp2ZJSPhPZOQGPrJH8MPF5qKNUYRhnvg3aBpeQ6qIIr+RMPorKNh+bH+kNUwtY/yjBbXFIBjRHQFCnbAGheBM2LoGWx9Chgnq7wxkB60oooyrwQ4cdVQmNB60ps1WA+bZspfTgoH6FYSgkllLjHYv/hozc5S82P8gHOUvZOcLMn0NwTuKWs4nQqpJI/v6KyPQbN46B5XIiiwof9irup5kDLXMowS1hSYYqAzXOhIZzf+oe5yrwQs5S4CFCgK36CZVlCmRdgiI0ldtViyrwYWldi6wXzaXtesZQSSihxT4bAUkt9ADp+BI4fgaMTOBhL+Z3Hr24o1SC2lLjdL8iSP3lR2cZB86PQ/KhURjURK1KfjBCLSrr1jzLM5PVUmcOhfg7Uz4HNc6V6qhZA60JoXgDNC6FFXAQodpWoMVBoKbGuFkomWNC6Arqfhu5nJGjbROnnKi1+SiihxL0XBwSWIgB03gTOm8D5I3D+CG56A1mqlm8pf6IKsuRPRlS2R5GlxoUoqgCtf5RhBtcAaJ4L9bOhfjYjKnOEdFWFeT40L4AWuYJ1v64yL6ZM8zmCNha0LofutdC9FrqfFtK2kdLPkbWUWrGUEkooMVjjwBtHb3n5lnLdBC5aVDfBrV5YKoCoJEv+ghCVbSw0j0WielSq6W+idO2ftKiQq0yzqObpXE+VYRbU08yG+jnQGC5dVWGZD03zoVmuYB3XlUha5kWUKRKDNZakrjhpQWs0dK9BrOXRtkHWUmrFUkooocQgDglLuW9RNK5b1C1voJU7aEsZ7oM2zFLCDqr+EJVtLLSMgeYxfFGJkypBnfpkmW4qLqmiDNO5nirjLKifCfUzGVEZ5mBVFZirzJHQPB9a/AyuwnXFT7CElhLraj5lWiAGWqOh+ymMNRxt6yn9bFD+oKSigPrnd+x8UkIJJZTo3zjwxtFbPopvqZvAfRPQGVWwuRRtKcvtFJV1DDSPhubR0DwGmtm86jEMsagmYQ2AskkVZZjGlVSYZyNLzYT6WZAp/xNVAJrnQXMktMjUVgh1xW8MNC+kjPMo4zzKRCNpLAlpQesy6F6NeIpH2zoJSyFFAfX9d+x8UkIJJZTo35DMpYD7FqBd1R+W8iMq8SAqeVFZR0OTwFJyohI3AIpFxSVVlGEar6dKPwMT1UyJSZUs86A5AprnQYtMbYVQV/xBweYFlDECYx5GpDzzoWUpdD2JsRq6kLTanqOaZoOyB6UU9XMll1JCCSUGb0hYynML0LhvgVtecCAkSwUQlWRtenCiso6CJlxUY5CuxgUnKrnWv2mUYSqvp8owA+pnMK4yzBZNqhQOLRHQFAFNEdAsN2OFQFf8xkDzfMoYzheVpLGE0oKWJdD1BB9krNZnKN0szlJ8Rd0tS/35k0+C4a7smxJKKDFY4sAbR2/5ZCzluQW6fEFYqj6MMvwM2u5jLBVYVEN6IyrrI9A0CppGCUVlGQut46BlHLT4qf3z1/pHGabweqqMM6B+OtRPh/qZUrP/zYWWcGgKh6ZwaJacsUKsK35joDmSMobzCaireZRxHrQsga5YKZ6ArU9TupmMpUSKuouWuikVPT09Xq+3q6vr5s2biqWUUEIJ/3HgjaNdAku13AI0IViq+WfQilnqdojK+gg0CUQ1GlpGU+YxVPOjlOFRyvwoEpVkN5Vs6x9lmMzrqTJNh/ppUD8dmoTjfzlMc6BpLjSHS9VWyKVWyFXmeSJLyRlLYKnF0LVKmta1lG4GKH9QUlF311KXEpJxitTlX/0z6w8nL+qaLbdu3eqTpfAF45VQQol7NPxZquUW6PIF0S9VH0Y13wet90Hz7RSV9WFoehiaWFeNhubR0Dqaah5DVj5KVo2jjOOg/VFoGwdtjyHGIyZA20Romwhtk6DtcWh7HNomQ9sUaJsC7VMo02ReT5V5OtRPhSZsWJVtNrTPgba50DYHWudC61xongPNc6BlLrSGQ2s4tEZAWwS0zYP2edAeCe2R0BYJbfP5/D/23jQ4juu8956Z7umeHdwJ7ju12bEtWbBledFqrXbseEtsykaqkkqVlIqVulWJnS/3m+Gqe+u9t1y+8c0H142thSLBHSQ2AgQBYt8BYjbMvgEkRVKyTNLo7nOe837o7pneZgYLKYjO+de/4Jkzp3sGEGt+fs55zvN8WnH+Icg+oPeDZfyQ1iT/WXLtCSt/idx8ChJ78YTHElGrTqmRiaDs0cnQjZt/+MHrv33uh79q65q8c+eOllI2vaoDiFKKiuq/gF57Q0epRxEmN+/gG7KXQ6l7BqpCgGQDOlDl1kJ6HZrZgEY3otFN6PImHFEd3Yyjm3G0FhRvgehW1dsgug2i22F2h+L4DjKnSf/L7SYZzfnfwj5I74PUfkgdgMxByD4A2YOQPghpLWNkkGhy9nKPQO5Tessnnz4FmYch+aDilOyHyvhhrUn+M+TaF638BLn5tU8+pcamQuns3MnWied/+Ku//9d35uevWKz4LQk8lFJUVP8FdEhHqUceRZjcvI1vLjuWWg6onIsCVcFPsn4VVDUkW0MKNRBfh0Y3oKENaHQjGt+IZzbh0EYc2ojDm3B4M4RrSXgzCW8m4VoS3qJ6KwlvJeFtJLKNRLaT0A4c2kEKFlkVCqjm9qLgbjS1B13ei0MHcOgADh1U/YDGD6p+CIcewuGHcPhhvR9RHHpY40dM/pSVP42DnyaZvyDXvmDlL5KbX4XEbjzhsUTUqlMqGE2ksoVgJP7RH2/9+J9/98KhX3dcCsXi8aqUGm+oM0RWpZG6hvHi5MZ6eYLu1Y/3l6WiorpH0lFq/yNKLHXzDpZZdUesVhM96ISwnlIGUBUsQWVfMqgKPpL16UCVryGZtTi4Hg1uQMMbcGQDpDdAegOkNkB6I6Q3kfRmovzcTNK1qreQ9FaS3krS20h6G0lsh+B2UtDuVOlT1ef2oMs78eQuNL4LD+zB/bL3qt6ner/GB/Q+iPsP4v4DuP8BxQMPqn5I//hh9afWj8gPIPlpcq3O2je/DIk9eML7CaRU39DY0ETirRODN27ebO8OvvTjf/+7f3lnYWEhGAwtIZZqrLfVN3443lBnq29UBuob5cnFQcOr9/rXo6Ki+lh06I2fl6HUHXzzDr4jVusvJVMqaSd5DaWWA6oKS39eMu8jBS/JakEVINkAydWQ5Fo0sx4HN5DsOlLQpv9t0JSo2GRKUldTKlLbILiNFMxZFeoC4NxuHN2FZ3bi0C6Y3g3Te2B6N0ztgak9ML0HpvfC9D6Y3gfT+00+oPFB1Q/A1EGY3A+T+2HyAEwegMmDMHlQffAATD6gjhxURx6EyQdh6kGS+RS59ri1b37pE0upZDrzT//96AuHfj0xk/2Hnx1+pf43LV3BO3fuxBPJ6pTSBFO2uobxDxvrbTabiiL11SKQ9K9SUVH9WehHr//8T1pKSRiu/RFf+yO69kd09Y/4toCr9OrVUip7l0BlUZnCSwpekpWtB1V2DaTXksw6kl9LcutMZ6o26EFlOlCV2grBbaSgPVOlT1Uv7CLpXTC7iyT3lFIqsvtIdh/JadsqWiWs66xmA2YOQmovpPYpTu/X+ICV5W2wgyT/CLn2eXLt8+Ta4+oD1TefqLTiN7KalBqbmEpmrr742v956Sf//kr9b/72v729IIi3bt3KZLNVKDXeUFdcudPRS6XReENdXUNjKYLSv3rvf0EqKqqPQT96/We3BWz7RcMvf/rmm/sfefSOCJNz0uScNDEnTcxJV/9YraO8gVL3DlQFD8l6rEBVQ3JrSE5OqVhXsnVQZQJVagsEt5KC9kyVVYv6zC6S20MKe0hhLynsJbm9JCfnVuwnhf2kcIAUDpDCQdUPkIKc/veAxg+SwkOk8BDJHoD0XtX7IGP2fpMPQOYAyT9Mrj1Krj2mwumxkm9+ERK7rCk1ssqU6h8cvnb9w//xH+df/slvXv3b/3uqbUo+LDU3N1edUhpIyRtR9VpqNSoTGuuVXal6K6ZRUVHd1/rR6z+7+kdUiqU+WoALcaFTdfYDaUWUWhqoWA2oeD2oZEq5SbbIqiKl/GriX42SoW44U1WqqCRTSi6mrrIqWYuDW0jefP53Z8nmxIrsbpLdTXL68upKMUDLvvUaZ/ZDaq/J+8p4f9Ek/xC59jly7XMqqx4t+eYXrCk1svqUGh4ZnZ2NpbJX/+d/tP/v33Z+9Mc712/ceP/961evXqu64ieHRTabra6+vq604qeu/5Umy+kTDbpXqaio/iz0o9d/lvlA0lGqIy52xMXzMfF8TEh/IC1hXypbDlRlUv6MWX9yOCX/5PSg8pCCm2TdJlD5Sdan5lPIPzWUMgZVcji1URdRpWvxzBZS2ELyW0h+q+ptJL+jZPlk1dxOUthJCrtIYRfJ7SK5XSS/mxQ0AVZhn+r9qg/qA6yDpPAAye6D9B7Ve8t4n977Ib2f5B4k1z6rWmbV5xTfrIPETiOlRj4RlJJ1+/ZtQRAWFhZu376trUNBa09QUVFV1o9e/3n6A30s1RkXO+JiR0zsiImZD9CicvwMlFoRqBhrUJUopQVVMZ+iprhNZaSURVClgipbS2Kb0UQtSdaSzBaS2UYy20hmK8lsJ5ntJLODZHaq3kWysneT7G6S3k3Su0lmD8nuIdm9JLtX2anK7iPZ/Rof0FitWJHejxN7Ve8zeb+VD+DEAZJ7gFz9jOrPqf4sufpZcuNxiO/A4x5LRK0ipZZUx89m0qp8bCoqqk+UDr3+80yRUgcUSkmdcakjLnXEpcwH6NAbi6NU1k4y9whUHJnnScFFsi4NqGTLoCouAMo/16prgOvK71RtIrmNJL0ZT25Eo5vw1CYIbYPQdo13QmgHhHZCaCcEd0JwN4RKxqE9OLQHwnshLP/cC+F9qvdb+YDqgzh0EAcP6H1Q4wfKmeQOkqt/oVpm1WfJ1c+Sq58hNx6HmIZSI58ISlFRUVGtXIfe+LfMB5raEx8tQGdC6lCd+QBVOdVroNRdAJWcSeHQgIojcxwpcCTHkyyvp5QcUck/A+oaoCGuKh9UpTbiiQ14fCMe3YgHtuCBWjxQiwe24oEteGCr6m14YBse2K7xDjy4Aw/uwEM78aDsXRrvVr3Hynvx0F48tE/j/XofsPbIAZI/SK5+Wm8VVzc+X6KUnk9ohEeUUlRUVPetDJR67KMFuJBAnbLjKPNBtdoTd59SNpVSMqicekpxVqCS7VO3qTTpfwZQ5YreQHIbSGYjhDbgyxvx9EY8uBEPy96suhYPb8bDW0zehoe24qGteHgbHpG9XeMdqneavAuP7MLDu/CQ1rv13mPt0b1WlFJZdeNRiG2nlKKiovrz02tmSnUmUWcSdSZQRxxlPqhWEz3ohDCDk3YoUururPs5VMvhlJPknSTLqZRymSglP/DrT/4Wc//KJalvhOQGHN4IyY0kuZEkN5PkZpKsJcla9fEWkqwlya2qt5HkNpLcThLbSWI7SW4nqR0a71S9S/VuvfeQ1B6S2FUqITi7E2Z3lfFuw1OSs6TUp8jVT5FxbtX4AAAgAElEQVQbn4XYNjzhsUQUpRQVFdX9q9f+0ZJSCdSRQB2JpVAqdxcpZWjv6yRzLMmzJFMEFaeCyqWhlFtFlCGcMqVUlCKq9ZBZj+MbSF5bTL1WX0y96G2lkur57SS/gxR2yFXVNd6l924yv0fjvWR+LynsgvQO1Tv13qXxbv3TXSR3QGGS0Y9QSlFRUf25yopSKqIUSv1jFUrhEIMTdsjZIXMvQKWe9s2zJCODSrYMKsu4qrj65zcFVSZQZdZBch3JbyxfosJQV2kbycmpgNtJVlOrwuJ8lfaUlew9JL+HZHdBckcZ74LkTo13aU1y+8nVh8nVRyx84y8gvhWPeywRRSlFRUV1/8qCUkVEnV8EpfCMSqmM4rsNKvXAb54hGdkypViSlZMpOFPuXxFU3upBVXYdJLUHqhbHKjltPVusVaHHVb6cd5H8LpLdAcntqsvhygAtmVL7yNUHydWHLXzj0wZKIUopKiqqPwuVpdT5ZVAqvSRQLabBhyY9Pe9QKSVHVKy6RyUvAJq3qbz6oMrUnkpmlRxLaVMqFsOqTC3JbCXZYq2KrXpWbTcVrtU4sx2S21QbQGV4ulPzYCfJ7SVXHyRXH7KwnlKIUoqKiurPRdaUOr9sSt0TUNnJnENPKfknqyLKqS79lQuqLHeq1pDsWpJeB4m1mp2qxbEqU0sytSRbq9ZVMpQBLLaut6oKmDZQymBLaO2E5E6S3UOuHiRXHyBXHzT6xqcgXitTyowoSikqKqr7VxaUKiLqfByll0GpuwUqQ9Zf3kEyRVBpV/84dafK8jSVoUCtllU1JLuGpNdCYq3pNNX6KqwqUUrTBKTEKi2utmlirB0kt5Okt0Nim97by3tH0SS7m1w9QK4eUFml8Y1HZEpZIopSioqK6v7Va//4b2ktpf5QpFQctS+eUnE9pe4FqPJ2kjGDiiUZp2Jdnro5pcKqPVW2hqTXQMIyA7AiqzKbVUppEysscaWF1naS20FS2yCxVe9FQYtkd6mU2q+ySvWNh3G8FpWj1DClFBUV1f0qK0rF0fk4ao+h9hhKV8tEL8VSaTuk7iWo8jb1Vg4NrliNOZIpgsoy988qqErXQMK0WVWVVZlNJLOZZM1bVmZcmWKs1FaIb9F7q+KK0CLZneTqfo0PlHzjIRzfjMbdloiilKKiorp/9dobOko9+ocFaI9L7XGpLSa1xaR0tQpJeMaJQyxOOBRK3TtQ5W0kI9uu/mSs4yqFUosJqvwkHYCEZgFwkazKbCSZTSRbXAasgCtTjJXaAvFaiNeaWGWCVlwHLZLdQa7u01sl1o0HcHyTBaWGV5NSS602S0VFRWXWIR2lHnn0DwvQHpPaZ6W2WaltVkrfXCSlGEg7FEotHlQVWiaaWZW3kWwRVDZNUGUAlcyqRQZVPpL2Q8K0WVWVVZkNJLORZIvLgBUy100xVqoW4pshvlllVWVilaBFMjvIlb3kyl5y1eB95MZBHNtkXPEbXn1K3bLSwsKC3AiRdu6goqKqqkNv/Fv6pqaj/B8WoC0qtqpO3azSuUOhVFym1IpBlSsPqpyNpA2UKi4AWoLKqQdVGValfZDwWydWVGBVZj3JbCDZ4jLgUnClxFKb9a6tCi2S2U6u7LH29f14dhMa85j5tOqUOtHUpvXQ6ORvD1/81180xlP527dvU0pRUVFV1qE3fp66qekv9Yc/QUtUKDp5s0oXRIVSsSKl7gqorFb/ZErpQGUIqhxLCapUVqW9kDDXVSrPqqxSsYJk1pNscRnQjKvNJqugSm2G+CaIbzKBqgK0aiFeSzLbyJXd1r6+F89uRGNuS0StOqVGJoKyRydDN27+4Qev//a5H/6qrWvyzp07WkrVlRpL0V67VFRUin70+s+TRkpFFmQ3RxaSN6p0lMczThxkcZyBlAOS9xJURUoZQbXIoMoy/c9N0h5IeHVrgIthVXodSa8jmeIyYAVcGaBVS1KbILYRYhtVVlUllmKS2Uqu7LL29T14dgMad1si6hNCqbGpUDo7d7J14vkf/urv//Wd+fkrhhW/Ui/58YY6W33jqnxoKiqqT5h+9PrPkjck2y8afvnTN9/UUqp5kZS6rKdUZVClVwCqnI1kNKCyDqrMm1XlgiqVVWk3xD0VT1ZZsSq9VqGUcdfKElf69cAipYzepPFms0lmC7my09rXd+PYejT2CaVUMJpIZQvBSPyjP9768T//7oVDv+64FIrF42Up9WFjfZFS4w11+gDLOFB6Xt8oP9XSrq5hfLyhrq6hoV6d8GFjvU1zQdX7U1FRraoUSpljqUVTilX2pYqUWhKoKif+abepsjaS0lPKDKq0naTNq3/aY1UmVimU0laq9RrzAM2sSq8h6bUkY9m5yowrfSJ7aiPENkBsQ0VKWZhkasmVHda+vusTS6m+obGhicRbJwZv3LzZ3h186cf//nf/8s7CwkIwGCpLqcZ6lRB6XMnIUUca6+sbP2ysV+GjvGJJKZsOepowrer9qaioVllWlIoKzaqr70td5vAMi2cdOkotAlRLDqpkSplBpWVV2kbS9mpBlXYBkCdpF8QteyqWY5V8FriGpNeQTHEZsDKu9InsqQ0QW696g8aVoyuZUtutfX0njq1DY65PIKWS6cw//fejLxz69cRM9h9+dviV+t+0dAXv3LkTTySNlDJvS5XimmLwI0dCerSUJtc3lomlxs3zF3N/Kiqq1ZbVvlRULLpqjh/MBvAMg2MMJB2QuJegKlLKzKqsjaRsOOjAk04Sdyhrg4taAORImod4uQKA5VmVDpB0DcmYd60scaWHVmq9hlLryxDLAloks5lc2UqubLPw9R04tu6TGUuNTUwlM1dffO3/vPSTf3+l/jd/+9/eXhDEW7duZbJZ61hKG+0YoFKSypKVU6ry/Vf8R6CiolqhDr2uyfGTz0u1zkpFp6qdlyL5zTjuxbMOhVIGUBlYtRJQZe0kbQWqjI3kbDDDiKe8wlsB1M+RvF0FVYVjVeoCYJqDuKtisVorVqUDJB0gGfOulRWuDNxKrYOY1uWgZeQWyWwiV7Za+/r2Tyyl+geHr13/8H/8x/mXf/KbV//2/55qm5IPS83NzVVa8dPsIelYMd5Qr8ySCWO14qdeMd5QZzNQymLFr/L97+YfhIqKahk69Ma/pW7qa0+0xqSiq1NqfiPJr4UUBwmbQql7BKqMnSTtJGU3giprgxmHdNYt/L+A8NuAeNiHBzi1PsUigqqUE+J8+ZNV5rPAXvksMEn7SUa7DFgBV3poJdfB7NqSF0Os2fUwu55kNpIrteTKFgtf34Zja8tSasj1sf170kqm1PDI6OxsLJW9+j//o/1//7bzoz/euX7jxvvvX7969Vr57Al5Ka6uYVy/KFfXMK7JfTBlO2jgJE+orzfGUrr5huyJMvenoqJaVRko9dgfFqAthopO36zWUT7nJ3kfSXEQ11BqJaAqxyqZUlpQpW0kb4MgI531CL/zC7/3C2/5hf/0i7/3o4s8SdtNtSqsWJViIcaVSQIsH1qlfSTtIxnLXSszrvTcSq7VUcrodXqvL5pkNpArm8mVzeRKrdHXt+LYGut9qSEeT6x+7Ynbt28LgrCwsHD79m1tHQp6qpeKiqqyXtPWnlAoFUeKY9VrokOEJxmepFiI2SHuWCyolhFUFSlVdNYGM4x01q3w6R2/8LZfeMcv/N4vvOPD3TxJGUBldQQ4xUDMaUoCrBBaKWeBSdpLMuZdK0tcqc6tIdk1JLEGolqvheiiuEUy68mVTRpvLvn6FhyrsaDUII8neAg5P7Z/T1ottY6fzUqr8smpqKg+ObKoiV5EVFsMpap27rjM4bATkgzEHYpXDqqkg6RMoMrYSUqDqIwNxjmx0Sf8p194R+93/cLbfuFtn9ThJnFLUGmCKoVS+iTAqqxKe0jaQzKmlcCyuAqQbIDkaki2hiRqIGqwCVoGz66F2bUks45c2ai3SqzrtRaUGuTxJA8hJ0TYj+3fExUVFdXd1Wv/+G8pC0rFUFsMtS6SUjMsjjog4bhboIKEg6RMQVXaThKaKGrCKR73CW/VCO8EhHdlayj1rhJaSS1uErWbagBqWJVyQIy1Tli3ZpVLQynLJIsirrTE8pOsn+QCJBsgiQBEAyZQlYNWiVskvY7Mb9B4o+IrG8n1zXg2gEZd5igKIiy+vDqxFBUVFdXKZUWp2IoptShQLXGbSqZUwk4yNjzGiie9Cp8Oq5bhdNgvHDaBatZBcnaStmtOU6lWKGVZXcnyLDAvnwUmabdKqXI5gVpc+UjWR3J+kvWThB+ifogG9K5AKcUkvZbMrzd5A5nfQN7fhKMqpYZ4NMjjcQ5CToiyeIZFo7S/FBUV1f2qspRqXSSlpjl8mcURE6UMoFpSPkXCASnTNlVaWejDI07xuE94WwWS1lpQaUbE01486YQ5mzFoy9ghZYcYUyZhvXxolXGRlIukLRMCLXHlJVkvyXlJ1kcSPoj69Q5UhJaCLpJeQ+bXWfv9DTgaQGMuDaJYFVHcauX4UVFRUa1c1pRqXQal4g6IrQBUKT2lklZBVcaGBzjhqE94xwpRRb+n92G/cNgvNnnxtBPmbaU3KlHKYdqvKl+4VsZViicpnqQrJAQacOUhWQ/JeUjWSxJeiPogamZVBWgFIBog6Royv9ba76/Ds3406kKDPExwEGIgyuAZFo1waIiHKe5j+/dERUVFdXdlQanWlVDqroBKppQm4iFZO8nZ8CAnNPqEd00c0gOp7EunfWiUg4JNF7cl7TDrKJNbUX4ZMMWRFEfSppXAsrhyk6yb5Nwk6yEJD0S9OOrFUZ/G/moOkHSAzK+x9vtr8awPjbj0iOLxEA/THITpvhQVFdX9qmqUqnZeyoJSywSVZvWvSCnZWTvM2aQRp3DcV4LQEStXfumwXzjpQ8MczNlKXEwYKGXuBmK1DJh2kqSTpCyTLMrjKucmWbeGUgb7KnOLpP1kvsba76/BER9McRBkIMLgIItGeDzIwyQHYRaiNMePiorqfpUVpWZR0ambuEpHeUtKLRVUhqAqrqFUzg5ZmzTkFE76dHHSUilV9CmfNODEORtkTLFU1mw5d8OhmlGcYUmSJWmWZFmSdarmSK5oXm8XyblIwUXybpJ0Q8SDIx4c8Va0z2CS9pH5gLWvrIGEG8KsgqhRHg+VEIWDNJaioqK6X/WauUJSy6xUdNUKSXiaw5edOMJAzAGzelCtfPUvb4e0XerhhePV8POeX3jXv/COf+Fdfynrr5wba6QODw47cYjHQR4HOQg5dQ4XzUGYgzCv2qXaDSE3hIv2qPaWsa/koB/P+PFMwMo1FUzSXjLvI/N+syHvgRirW+ibdCqImnGiUZo9QUVFdb9KXyFJqYkuFb1oSrEQY2CWuUugckDKDlk7ZOxSLyce94lHfOLRij7iEw/7SgnoVf2eX2jxojEOj3J4pIxHzeZVu/R2q/aUsVfxmBeP+fCYF4/58ZjPZD8eC6j26zzuJ2kPmZdBpTPkPZB2QkK70OeEoLw75UQjLjRMKUVFRXW/Skep/Y88+uGfoDkiFp28UaVzh4lSKwaVzKqcA9J21MOJJ3ziUZ94zCc2apjUaPJRn/ieT9l8Wgyl3vEJh33iGRe6xOIhBvezeIDFAyweNJjRWx0fcOrNacxr7FI8qLf8qm7QXcVDbpJxk3kPmZdZpRjybkixkGZx1InGeDzIw5RTm0CBhlw0x4+Kiur+1aE39P2lPvwTnIsIRSdvVOuCaEGpFYMq78AJh9TtEo97FSYdsyKTwUd88uqf+J7P6MNl/J5PbHKhSQdJ2khU9WwZxzSetUPIDkE7zBjsUM2UHGQgzMKsE2JOmHVCmMeXXTrPFO022VM0SbvJfNEeMu+BvAtSTkiwJM/hiAuPuGBKjaLkuGrIBVPc/VLHj4qKisqsH73+8+QNA6XCC0VX7yhfpNQsA9GlgKocqwp2HGbFTpd4QuVT0VVB1egXj/qtgy1LH/WJjT6hzQNhBynYSFLftipj1RFYzqpI2yFucPH3YoxOMJBiIM1ChoU0CzEnDnM4zOMwj8MuC0cMdssmKZ7MuxRfcUOBgzQDCYakWXLVDbNumOEURIXkpT8XTDohxEJ01Sh1q5oopaioqCpL6Sj/i4Zf/vTNN5dPqbBKqcqgqhpU5e04xIodLvGETzyu97FFWAbVMf+iJqsWGv1SmwemWDKn77Jo2b1edsquYDVdzoyFMwykWYixOCyDitPgiq/ErbALh10kxZN5nszz5AoPOQ7SDCQZkmZJwUWuuCHBQZiBCIOCLBrh8JALJjkIsRBh8dRqdu440dRm8Mmz7WfbOs9f6KaUoqKiqiqFUsuPpaY4PK2nlAFUi1/9y9lxmLFG1Ak9qI6XtXDMJxzzi8f84vHF+ZhfOOoXj/vE5jKgssRVSm1Tklq8GUgzkGJglsUhJw4XzenNl+MWSXJkjiNXOMhykGIgxZCUkxR4Ms9D1glxBmYZFGTQcBFRDERYPOWULq1mF8QTTW0jE8GiJy9HgpF4LJHqvtRnRalS+8Pq+ti66dK2vVRUqycrSi1pX8qSUjpQLW71L+fAIUbqcOsQdUJjZdBbyce8wjGfcNwnlMeYJdjEY17xmE9q9uIRjuRsJG23ZlXKRCnrBMUyTjsg5VAoVcmc3rxsknSSOSdknQqiMizJO8kcD1kWkgwkGBRilL2oSQ7CDI4weMqJLrmlHvfH9u9JKwOlxqZC08HZSCyZSGWyuXz/wKAFpcYb6pQOu6vykcuIUoqKavVksS+1tBy/IqWijNGLB1XWjiec0nlPiUYnKttr7eNe4bhPOFGynnDlKXVC5dwZLx5yyjtPxu71WietKFWVWAqlHDjE4BCrujKxSuiCJAs5Rr4VyTCkwJI5FjKsPIKj8mFeFVFRBk2x0iWX1ONGY6uT41ek1NhUeHImOhOOxRKpTDZXmJu7cuXK6NiYmVIyDhrrS9FUqeG7ob+8tlW8oSv8eENdXUOD2hleaRtfV19fJz9VZhv7zxffwHCt6T1pw3kqqo9Th7SUWs55KS2lIksEVayIKFZsURF10iee8IknTV4Mq0yU0rGqjIXjPvGkVzyp3EE848GDTpJUq7CnrHCVtCufvwKoLNGVLFKqaNZkK0oFnZBkIO2ApINkHKTAkAIDWQckHZBwkJwDhzg8okHUNCtd4qUeFxrlVqsLokypMy0dwUh8Np5KZ3JXrly5fv36jRs3bty4MRMMmSilYqeIqfGGOpUmjfUyX/RP6xrGP2ys1yJHJUlxnsoW9c427Vs01qsTy16r+VzGz3Ov/4JUVFTGU71K7Qm0hNoTBkpFKrPKtE2VseMJp9jsUZhx0opSp3ziKT2oSq96dT7hNSOqLKvUmwgn9Pc57hXPeFAPRxIqqJImXMmUqtxGS2vtBCOlzDZxK8hChIWkHdIyohyk4ICMgj2ScpCrDohycNkJIU0U1a0ganUp1Xq+K5HK5AuFa9euffDBBx+piieSRkqVFtaKfGis14Q9xqdFrmgjr8ojhgfaIKwYaBmuNX4w7eehoqK65zJQ6rE/LJDWWayt41el2qwlpRYTVMUdkLLjCc6IqFMaMmltjq6M9oonvcJJX2WbLxROmN7ohE885UU9PIk7SMZGUg6N7SRlh6QDYowFqBbjqAMHmZKrEIvBQQYiDMQZSNpJ1k4KdlKwlxCVtpOCHeYdkGDlPzuWEXXJhcacOMxAlMXjq7ni19HVk8sXrl69euPGjY8++ujWrVu3b9++detWJps1UMqADM2KWhlWWa4PLpVShoW7KpSy/DxUVFT3UK9ZUCqGl9C5Q6ZUiNUhqiqoYg5IOtAwJzZ7FT4ZOFF8fFq1mVsWJPMKRVCdKmMTq4yUKn0GL+p2kQgLWc3ekhIbqb+ROQ2kQp69QikGB9lK1gdSEHGQmAMSDpKyk4KNzBkQZYM5O2QdkGBgloFpFvW6pB63NO7E8n+FcSda1Ry/nt5+GVEffvjhrVu37qiam5szUKq0mvZhaaWuXqHDeENdXUOj8am64lenHV4CpbSrhdr5hsfFhT7D56EbU1RU917mmugypfDSKBVkIczI53UqgUr+Zo8xEHegQV5sKiLKq/i0VzyteaD1Ka9xmnmCTKlTi7V8N+GkfAcTEU/6xJN+1OGBMAtZewlRSRUJ8u8SKx7grUis+KIppTFEGBJ3kIQD4gxJ2cmcTUFmCVHKCE448GUn6uOlHrc05sQRBmYZmODQJZfUu5qUGh4ZnZkJxmLxdCYzNz9/7f33379+/f33r1+9es1AKVO8IgdK2tBK/7RIitKwPqviw6qUss68MFJKfQdNXgVNnqCi+ph0tylVlVVxBmIMGuTFM16FT5a8MYyc0YPKklIGklWzcFr1KV/5G/rEEz50wQ3TLGTsulhKS6nY4nCVcEDcAREGz7AlV0DULEPiDpJ0QIzBIRYSdsjZTYiyQ9IBGQcKMVKvW7rkksacWP5/AxNOdMkt9bnQ5Gqu+H2stSc0yRBUVFR/HrpLlJJX/KqCKsLgEIv6ePGkTzymJn8XM/RkGp3RPNC6HEjMlFrMTAOKtE9PGvIGfeIxn3TOg0c5iKupEPEylLIglolbBkpZOshClCFJB0k6IM7gIItnWIhrEJW3QcGm5PilHTjuQEOcdIlHchQVlRHlkhG1Wl0Ql1rHz2alxbyRJpSijKKi+nNTBUrhxVJqyolDLDZQyhJUYQb181KzRzzjFc96jNYyqclkM7eqkmzxkzXj0lmP2Kxxi0c85xGbPKjDjWdYSNohWcyeMJXsM5TvK1le7rNDwgERFs+w+LLeekpBlCEJB0k6SMyBQyyeYSHCQNIOKTWKytuU3am0A8cYPObEAxyecIIWUb08mnBChPbqpaKiuo9VmVK4OqUmOTzlxDMsDjM4VA1UYQYNcWiAQ0McGuLQMIeG1cejnNjiKa3sVQXMYihlnObTWbsRpRmXLnjQkAsNudCwzniQx1McnmVwnMExFkdYHNV4djFmcJTFYSeecVpTSn4QYRVEzTpghpERReIOkI9w5WVEKQt9OMbgMQ6GOZhm5fAOTzhRj0vq4/GknPXHwirl+FFRUVGtXHePUmrmtBFUYUM4VaZKRcohnneLTV7xtLoMeNJfyaesXHzJelq5zEDdU6nLgyd4xcW2h2M8HuXxiGZkRO8xk0fLeJzDU048zeIpjadZPM3iyywOs0q6RJSBGQZfZiGqJFCQpJ3kbJC3gZwKn3LgOIPHORjmIKhu+I07pR6X1MvjSfXvPOZE3bQLIhUV1f2qu0SpoBJLlWVVkVLa7Rxt1l/aIXa4xCaPeErdEDIULzcXnzW7WA9pcbWRLO8mtbpRH4f6ONTPoSEOD3N4mINhDkY4GOZgSLX2sfy0qkc4GOFg3AkzDARZs3FEXuizQ9wBYUbdnbLLcRVJ2CFvV6KolBpFjXAww0DKAUkGTTqlYhQll1Ucd6JufrVy/KioqKhWLitKzeKiq5/qneTwpBMHnTjMGo6jVln9i+hfSjDieZlSHvGUVzzlEU9Y+aTqyi9VmGZ54QlPMV0CtfO4z4H7HHjAgWcYCDMQUq37RRxLszZwNJ+mijkg7iApO0nbIWWHBKNMSNshZScxB55hIe5Q8gzlvahiFJVyQMaBLrNSLy/18nhKWfqDcSfq4aVeHq9Sjh8VFRXVyvVamQpJilM3cZUKSTKlLi+RUmHNl77smEqpMx7xtEc8U8ZNHmWO5UvlrlqKUQ8H03aYtsNlu5ElukpI9iU4ZdeVnTUXT0o4oIgoOdNdrvuXtkPMjmdYPM3K1Tog7YAYg8c4PMxDiFFy/MKMNKCJomYZGGdRt4wo52pVSKKioqJaufQVkpRqs6jo1E106I2KNdGLlAouhVIhK0rJK35nVeSYkwDPesRzFW15idZNltYlHKIBTg16yvcZiTtMvXo1Tlg5rsFSXFPJcNYhH3NWeFZMHSzSK8TgaSeEZSDZIcbAGIeHeBxi5I6LOMSiYR4N8nhag6gel9TLKQkUwdXp1UtFRUW1cukopXbukIqu3rlDS6mqoNKunhlAFWPETpfYpMKmMo0qgcqr+JzJZ8u4yatNPUcDHI4yOMpguZKTZcORxXTMKueYQ+3FxZYWAGV0zeqXBGMOJd8kzBA5kIo5FEQFdYjCoxzMsPIpLjyhRlFTLEQZCLF4eHV69VJRUVGtXIfe+HnyJjJ0QRSLTt5AVXr1GihVFVRy4kCINeJqlhE7XAqfjIy5e5QyD54zU4pXKBVlIOooeVbjqMmzi3bUAVFGLlUOUaVelJJLElZHFJKxEGYhWsz6c8C4BlEpB8iIGuEgotwEjbNSNy/1uZTdqTCDRzjp4up0QaSioqJauSy6IJ4LC0VX7yg/yeFJTkcpE6hKrAoyMKNPbAupD6Ks2OEWm60o0izbsyhbcqiyz5ooFWFkGxMUo6bdNYsqUFYM0zrsgDADEXV1To6fIiyEWYVSxZEQC2EWZhmScECQhVEOD3M4rLQ9hBkWD8mIYiHtgLgDTbBSNy/1uvC0U0HUqFPqdkldlFJUVFT3q5SO8r9o+OVP33xzWZTiLShlGVQFGbjMKpSaUR3UUKrTrQJJ7xbZnkW5hCuPiXNWLlLqXHlKWdpyPXORlsseKtBiICiPsMoaYESdE1KacUCQRUM8HuRxWG0rFWTxII+HOYiwctYfmmakHh71uvCUUy7zgUecUrdLuuiSLtJMdCoqqvtVCqVWFEtNcfiy07p2qqZJklxkocQnM6XkFb9yWRI6/OhHtONV97SaDSuExktQP4/DLI6wOKz9XYw9n3BQs1wZXKrl4rwOCDlgRo0vI2otxCCjlPJT10jRAIcGXDjIKJnoISWKwhGley8OMlIfj/tcMKVEUUhGVJdMKRpLUVFR3a+yotSS9qXGGTzpxNNOXK7Id4jBM4y2GpARVOp3tNjpKsVDLR6pdSlu80itHqnZIzV7pBaTmzVu8UG/GawAACAASURBVEjmdcLWktEAj8MqosxFjIKa8fK1YuX6sGVfDbE4xMAMA5cZfFkZAXlkmsHTLJ5hFZ5dZmHUifpdcJmFpA1SdjkbooSolAPPsGiAw0M8XFYRNVqKoiilqKio7mtZ7EstLcdvnMPjDh2lDKyaYZVqQBXrq+Igi0adaIRDI0qJPzxSxqOqDYMjHB7k8CCHh6obaT3AoVGN5eK5IROlDJ6u+Kql5d80xOIQgy8zeIpRbhJk8QwDMwxMMnK1JJhhIMjANAvjHB7j8AxL5HT2EIPlv0xEzfGbcaJ+Ho1wEGIhpkdUN6UUFRXVfa9DWkot47wURA7gCRZP2vFlU0OKEqKcSuU6rc1f4iE1PSHEQJgpJtot1hEGzzB4hllMv3bdrtKMJpFhlsERtkQp+ZMbPC0/0Jfgq+opBUgwIyOKxZOsHDbhywyeZvAkiyc0OJ9i8RiHxzk844SkncQcEGTwEIfl3hxyFBVk0QCPZGglGBxRF/r0iJIuej62f09UVFRUd1eHVlh7gsz9JczuxVMMnrYZIyT5q3bS8BVfhlVBFg1y0kWXdMEldbqkrsVZ/iIuPu1wSR0uqVPjC9Xc5ZI63JrFMReecJaiwEmntSeceMIwyFbylIIfuMzCNIsnWTyhAk/+K42zyg3lv8kki0edeJTDU04cZiHugGkWD3Fo1ImjjJxAgUMyopw4ykDagWcZySKKckkX3VIXpRQVFdX9KgOlllzHj7z/t2T+GxDbgy/rQVVE1KQ5FjHFGZdZHGaldo9wOCC8HRDeCgjvLM7vBoR39SNvL8L6myy8rbnPuwE0xJU2n8adiif0Hi9jZQKr87gSNsE0C5MsjLPKzGmnElGNs3jUiSfU+GyCxaNOPMzhca7INtzHo2Enjjog7YCEiih5JOWAhANNOKVuA5/kQMpNM9GpqKjuX71mQaliTfTFUOrqX5L3f0zmX1FAdVkF1aRVIKLDlb5vRYgR2zzCYZU0i6SU2cujVPHp4QAa4ouUQqNONGblUafhJSy7HL0mnTDlhAnNNPkPMu7E8q0mOIVwY0485ETDHBpTR0aduJ9HgxwOOyBth6Q2inLIJ6XwNCv1mhElB1KUUlRUVPexFtG5ozKlcjvJlW+Sa4fI/CswK4PKrgQEhvjDAloaUAUZsd0jHAkIhwPCuwHhcFX7rf2uwYGqXnhHc9sjATTEK+HgNItGVCAVHxSfGkYM3NI+ndADqTgy5sTDGiCNO/GoEw850SCHRjgl3hpzon4ODXI4xEBaTqBg0aALjWriqikn6ucppaioqP4stWJKpRwks4PMf4Nc+yGZexliu/A0g8cd1gtlZlYVg6ogK7a7hSNl2HPYL7y3CJe7trLf1dzhqB8NcsX8BTTMKWmHwyqZZA87jSMjpgkjTjyqxlJjTlwE25g6MuxEgxwa5YpP8YBTTjjEo0486sTDTrmvMQ4xkHBA3A5BBg240AinLvQxMqLKUMp9n1Gqsd5ms9lstvrGe3P/8Ya6uobxe3NvKiqqe6SVx1L7SMpGctvJlVfJ1b8hcy/h6C40zqJxpuymjmVQJVPqqAk8Rxbt95bCs/fKIFBHKacuYX1YY+3IkLXxMIdHOTzG4RE1932EQ2NOPOrEI048xKEBHg3zeIzDcumjAQ7182iEV7LqhzjUx6MBHk9wkHRAzAEzLBrg0ZiKqDiDpzjUy1eiVNcKKDXeUKcnRmO9zVbXMH6vvusb623qfc1vIX+Ykpb1CZb3yYtXUchRUa2GVkypK98muT0KqOZfIVe/D4WXcHgXGmfQGIPGnbKrB1UzTh2lFg8nA6iWeq3hkkYNpSadaJAzWubNIIcGTC9pjIfUU1zDHJYHhzk0yuERJx5yKkCS60cMc3iQw30c6uPRIC/zCQ9wqJdHfTwa5vGkU0FUP4/GnDgmI8qBpznUpyAK9fPSpbKB1PIpVVdfX6clR909/Joeb6grItGSUit/6xVSioqKajW0YkpdfY1c+SbJ7SYpG8nugPlX4cr3ofASDu1CYywaY9CYs8gqxROKddCadortbqHRLxz1C0f8wtHlenl4K15+zI8GOSXzcNKJBksYQAMaKyOcpfEgj4d5PMyhQQ71c/LGEhrm8LATDzpxvxokySMDHO7l0SUe9fN4SCXWJR71ulA/j4c5PO6EGRZdcqNhDsfsSrrEFFf6GOUopSJKurBsSjU0ql/RjfW2+oaGOl0spa7Q2ZSXGurV4KsU+ijgKQ0U4xLdhNKtbHX19fq5xQ+jR4US2ql3L35MzX0N71opRFM/tubdDb9JCdkWV8m/e+n3Mf6+VFRUy9WKKTX/dXL1h+TKqyS7myRskNkOc6/C3Hcg/wIO7SiBqujxMtCadortLuGYTzhaxo2Lc7nLK/iIv3TtMR8a4JStskkn6udR36JdhNkQL7clVMblEbnIRR+H+nipn1cCsn4OXeKlHpfU71Lisz5O6ualHpfUx6uRmRP1u9AgjyMOSNmVKEoLy34e9Rko5b5blBr/sLHeVt84ruGTMq6NfZRvZfVpY732y7q+UTu3sb6+0TzhQz1Cqq74lWgh3133XFVjvSE4M97W8nOqM4ovGlf8LK8q/XrKoqju9y0pmCpQU1PLXuRXUUVKLSYTPb2ezD1Lrv41mX8VMnsgYYPMNph7Bea+DYUXcXCnRTK3JaimneJ5l3BcpcUimVSZUou9xF96fNyHBvWU6i3jSzy6ZBrsc6EBl8In+dU+Hg3yCpB61W0kOerq5VA3L3W7pF51Qg8nXVRH+pVLpB4eDbtw2AEJO8TteNqpsLC/IqW67hallPBECU2MrDJOtnhsU7Bks1zQK36hV6WUVVAiw6sUURk+km4rS2Vtuc9snKDukxkoVfkqDcnuXRYIFdV/KVlRakmnepN2kt5A5p6FKz+A+VcUUKW2QeEVmPsW5F/EwV1olENjssuzasopnncJJ3zCMZ/Q6BOOVfRxKyuv+oVjfuP8KqDSzUcDnFItYsKJel2ox+RLmgda97pQvwsNuFCfPMIXUxsUaF1yoT6XMnKJRxd5qcsl9biUCT28dJGXLrqkXs1Il0vqc+EICzEHzNrxFKsEZ/pASk8pYyC1QkoZQbIcSslSv7vvHqXkW5alVOWb3ENK6X/fcn9hKiqqRei1lVZIyh0kcTsk10PhWbjyfZh/GTK7IWaDlBxRfRPyX8ehnWiY1VV0LXFL9SQnnncLJ/wqZrQug6UKoDpexhY39wvH/NqboAFeqXg07kQ9LnRR427VhqfdLtTjRr1u1OdSwNbtQpfUFb9eHvXwqNuFLrlKT7t46YJL6lZHZGLJ0OpV5sgloNAIBwkHRBx40gpRlpTququUMoyUW/HTfzsb1sTqddl7i1jxM3y5W1NKXtMrJgeaV/z0d1nMil9xgvmuFVb8DJQy/r6V/9BUVFSVpK+QtPRqs2TuW5DeCzE7pDZA4Tm48j0ovADp3RC3QWo7zL8Mc69C/nkc3KGkYo+arKXUSRN4TizRi+SZgW0GSillIDjU7UZdLtSlZ9VFlzJYdLcb9bpRrxtdUl8twuYSjy7yqEvl1iUedfOoi5c6XdLF0ohSdbA4R2ZYpwv1uPAIB1EHnmBRryl9Q7NtplLKIpC6N5TSLakpiRXamWWSIzT5DtoJxreTL9BlT+iW73So0+0h2TT31V5lmUNvzoPQrhAaPkzF7AmrFT/9r0BFRbUs6Si1jM4d5MpPoPBNSO+DmA2SG2DuWZj/DuS/Dkk1opp/GeZehsLzeGa7ckLWklWTnHjeLZ7yiSd84nGfeKKMT5Z/aXk+bnw71F+ilHTRjS4U7dK5Ux3v8qAeD7rkQT1u1OVGF9yo262sAcojXeqIHJldkOvbupVlw4suqcOtjMhhWZdLOu+WzrslmXZDPJ5kJTkOWwylTIGUdIFWm12caORDRfXJ06E3fp68iZbfBREKz8H8ISi8Aqm9MCuD6jmY/w7kn4d0EVQvwdxLUHgOBzWgMniMkzrc4imVQyeX6wp4q3CJ5inq55XDyKOcdMGtIERnV+nxBY/U7ZG6PdJFt3TBLXW6pS631O1W+uR2Fkdcysh5l9Tuli6oIxdcUrtb6nBLXWpddnmk3V0qDN/tknpdUq9LezrKgCjUx0s9cnl4C0RJF7wf27+n+1uUUlRUnzxZdEFcUkd5SK2D/LMw/yMovAzpfQqo8s/C3F9B4XlI7YJZGyTlpb8XIf8cnt6G5OJ1srWUOu8WT6u0OLVcLw9smmtLlBrhpE63EtYULcPpvFtq90idXumiV7rolS54lFcvuEtrbvK0TnlExU+bPCIzzCW1yUBSudLhltrkO6uMkd+u16XEUhUo1a1HVFcJUVKn72P790RFRUV1d6V0lP9Fwy9/+uaby6FUnIXEWsg/C1d+CIUXIb0XojZIyKD6NhSehbQMqm0w9xIUvg65Z/DlrbpqQzpKecVTH7tPesXTsn3iaT2lzrulNtXtep/3She80gWv1OmR2j1Sm0fq8EgXPNIFj8I2OUgqwqZNnuNW+lp1uKRWt3KVHHKdd0stHqnFI3W4lZE2t9TikTo80iUrSvVVpFQRUZRSVFRU97MUSi0/lsp8BmIOiK+D3LNw5W+g8LwKqo2Qfwbm/hIKT0N6N8zaILEN8i9C4XnIP4Vn9KAaVlf8zhSBUcZnKrryteV8SvcU9fNKf41hTmpzS61WbvdInT6p0yt1eKQ2j9Tqkc57pE6P1OmROjzKVefdJfy0ynPUPo3tbqlFHlGjpXa31OyRWj2ltcQ2t9TskZo94vlqlOrl0SVe6jYEUkVEeaVOuuJHRUV1v8qKUsZ9qYod5ee+A9lPQ8wB8bWQexqu/DUUnofUXojaIC6D6htQeBpSuyAqg+rrUHgOck/j6a26pb9RTupwi01LxJIlpZZBMs0E1McrJcmHOKnVo8Q3Wrf6pPN+6bxPavdKLR6p2Su1e6UOr9Tpldo9UrNHavFI7R6pwyN1eKR2j9TslZq9UptbCZLaPFKzV2rxSu3qOmGrRzrrlZq9UrtHCdSaPdJZr3TWK571im0eqUfNULesedHLo0uGkkgqouRQr5NmT1BRUd2vstiXWlKOH8z/BOb/ErKfUiKqwjMw/wPIPweJPRCxQXyTCqqnILELojZIblVB9RSe3lIqIj7CSR1u8ayeKE1L92JgVm5mk1ds8qJ+Ho9yeJRDg7zY4hHPlSyd80gtPqndL7X7pTaf1OyRznmlVp/U7pXavVKrR45+pFaP1O6R2j0Kfs55SwuGLcURj7Iq2KIiqtWjLC2e80hNXqn4G7VWpJRS9kJLKQOi3FLnfdK5g4qKisqkQ1pKWZ2XqnKqF/LPw/xrUPgmpB+BWQfE10H+aZj7AeSfhcQeiNogsQkKT0PhVch/FeI7IWKD+FaY+zoUnoXcU3hqm9xCCY1wUqdbPOcRmzxik1ds8lj4rMaWg2c9Jm5Z3cdor/rTKzbJsZRKqXOaW531Ss1+qc0vtfnFFp9ySYtPbPOJbV6xxSOe9YjnvGKLR2zziG0esUW9Z4tbbHeLrW6x2SPfR2zxiK3qyBnNSLNbbPLoIz+f2OKVLlWhlNSjRZRPuuCTLniVHTJKKSoqqvtZh1ZYewLiayD/dZh/DeZehfQjEGUgth7yz8Dc9yD3NCR2Q6QIqpch/1VI7FBB9RwUnoX8V/D0VrlkuNTpLhHo7LLttXLFS5p0E1Afj0c4PMKhAV4b20ln/VJrQGoNiC0+sckrnvGJ5/xii19s8YktMsl84jmv2KL6jFc84xGbPWKLR4nJ5KXFZq9upEl92uwRmzziaa8xa7HZK11SD/zq4idNINWtIqrLV6KUGkih5Z3qpaKiovoEyECpJdfxg5gL4jWQf145NaWAai3kvgZz34Xc1yC5B0I2iG+A/Neg8ArkvwLJHRC2QXwLzD0DhWcg/1V8eQsadkqdvCSvqp31KA+W4bPesj7ntbxEPOstve9ZD+rjla2yfr60T9YUEJsDYrOKqNM+8axfbPaLzT6xWQaSTzzrE5u9YotXPKdugJ3ziM0esdmEKHnklDpHdpNHPOm1SJQ/p6eURd1bmVJ6RF0oIQp1U0pRUVHdr3rNglKGzh3/WJFS6b+AWSfEaiD/PFz5EeRfhNRDEGEgtg5yT8H8dyH3NUjshpANYhsg/1UovAy5r0BiB4RtkNgChWdg/hnIPomnt0odrqUBqVlvZdArNctAqmA9pc55tfcpUarPpZzfOhMQz9WI52rEc37xtE885RebAuJZv3jOL571iad84mmfeNYnnvOJ53ziWZ+S3d7kFc95xWav2ORVToDJkZZMtZNe8ZSvFO2d8Sont46bfNYr9VSglAtdcimI6ioiSlnoQ51u1OVGvZRSVFRU96sW0V+qMqUK34X0pyDqhNkAFJ6D+R9C/gVIP6yC6qsw/x3IfQ3iuyFkg9kNkP0q5F+A7JMQ3wlBG8RrIfcUFJ6G/JfQ4DYjeAw2p9sZXPnyMhb1wEO9vNItvs8lnvKJp2vEphrxXI141i+e8okn/eKZgEKpJjnc8Ytn/AqfzqjHhOVcjLM+sUk9NdykMum0Vzwuw0/d8TrlFU+a4HRMdZOGUhY9RFxSjwlRF9Qo6qIbXaKUoqKiuo+1YkrNvwaFb0NKBlUN5J+F+b8pRVSzMqj+CnJfhfguCNkgugGyX4bCC5B9EmI7IGiH2VrIfRXmnobUk6hvewlIi8HS8myglP6NFEoNcVIPJ57xi2fWiGdqhFN+4aRPPO4XT9XIlBJO+4Tj8ohfPOMXz/rE0ypgTqsEOqUWCTztKwFJGVF3vE56xWM+sXxjEfGMFaUuqa1ALrmki16VUh4dooo1cCmlqKio7lutmFLZJ2Duh1D4S0h9CiIcRAOQewbm/wbyX4fkQxBmIboWsl+BuW9B7ssKqGbXQ+5JKHwdsl+G+A6YkUH1Fcg/Dckvof4dUotbalHPvS7RSiZCi0dsreaWktWDUB6p1YPknoQDTjzqF8+uEZvWCKcDwjG/0OgXT9aIp2sUaB3zi8cC4smAeCognvYLJ/3CMb/Y6JeZJJzxCSf9Sueqk+qRrBPyiF885VO2u074hEZNP/uiNd3uxdM+hVI9BkopBW2NiLrgRp1udLGEKEopKiqq+1crplTUBZknYF4G1cMQdUI0AFn51NTzkHwAwgzMroPsV2Dum5BTF/pmN0DuSSg8D7kvQ2w7zNghugVyX4bcU5B4AvVvl1o8UotaVWgprg4nrdX5Ws6hXh71O2HGj8PrxXNrhOMBodEvHA2Ix2pkSgkn/MJRv9gYEE/IiAoIx/3CUb941C8e94un/cJpv3DCLzT6xWN+8WQRSAqBxBM+8aRXPOkV5TbB75l8RPdUPGWilC6Qkpf7NIhSSrBTSlFRUf05aOWU8kOEh8wXYe6vIf8NSD4CUQ6iAcg+BfPfh9yzkHoQwgxE10LmSSh8A3JfhcQOmLHB7HrIfhHmnofsExDfDjMMjtRC5kuQexqSX0QDckTFl8roLc7i0iyfbdLgsNWDujm4HIDURhzdKJypkSMbsXGNeGKNeLJGOO4XjvjFIwElkDoZUEf84jG/eMovh1nCEb941Cce94knveIpr3jMJxzxC0d94nGveNIrnvCKjT7hPb9wuIzf9QvvBmQrlLqoUuqSNpBySV1+qctXQpR+oY9SioqK6n7XiimV/iJEvRDhcPoLMPfXkH8Vkg9DWAbV12Due5B7To2o1kD2SzD3Tch9BWI7YMYG0XWQ+QIUnoXMlyC6DU87cKQW0k9C/mlIfQENbJVaeamVN5Z5rWhxGS4WhmhzS80umKiBxCbI16KZdcLxgHA4IB6tEY+vEU+sEY4HhCN+UR45USOeCAiNfuGwXzysQEs4GRAaA8J7AfE9v9joV7apGn3CewHhPb/Y6FOyJI74hMOBIofK+p2A8E5APOmXuq0o1eNC3fIZXk9lRFFKUVFR3b9aMaXmfgTpL0DUhyMcTtfB3Pch/wokHoKwE6J+yMqnpp6D5AMQYiGyFrJfgrlXIfckxHbCZRtE10G6DvLPQvYJiG7FUw4c2gTpJyD/FKQeR4PbpTaXAipt+4x2U0MNjcWiFw0q5Z6tPBpeA/HNkNuC4+ulAa/wXkB8r0Y8tlY8vkZorBHeC4jvBsQjNeKxGlFeCXzXLx4OyKGVcCIgNAaEwwHxsF886hflXvVH/cK7KqIafeIxn3jErxDIikklvxsQ3g4IbwfEExpKGQMpd9UoilKKiorqvpYVpZZ0qnf+EMz9ANKPQ9SDwzKovgf5VyD+IIRYiPghKyejPwOJAzDDQGQtpJ+AuZcg92WY3QGXbRBZB5nHofAMZJ6A8DY8acehTZD5IhS+BsnPo6GtUhsvtfGl8uEdbt3jDv348tzullpdaLgGz9ZCdiueXY9GPKjLJRypEY6sFY6uFY6sWXg7ILxVI7xbIxxZIxytEd4LLLwVEN4KCO/WCEdrhKOBhcMKV4TDAeGIXzjqXzgcWHgrsPBWQAaV8J5feNcvvK0MLvy+6JqF39csvGXy72sWfl8jHPOXVvx0gVSJUpURhS6tDqX+v//1vxbjVflsVFRU94teW2GFJJyug/m/hrnvQ/rzEPHiMIdTj0Phu5B/GRIPQsgJET9kvgyFb0H2aUg8AEEWwmsh8wWYexFyX4bZ7XDZBuF1kHkM8s9A5gmIbMGTckRVB/mvQPIxNLRVandL7bwOSJ1upQvGcmxiW7tLGl6LY7WQ2QazG9CQBw3weCQgHFsnHF0vvLf2T78PLLwVEN5ZIxxdIxxdKxxe86ffBxZ+FxDeCQhHa4TGGuFwYOH3AeGtgHA4IBwNCEf9C+/6F/6zZuH3gQUZWu/5hXf8wlt+DZwCC7/TUMrg3ykWjqmxVLc+kLqoUKoqolaRUrestLCwIAjCnTt3bt26RSlFRUVVWfoKSUuvNoujAZx+HM//AOa+p4AqxOP04zD3Hci/BPGHlIgq8yQUvgW5ZyB+EIJOCK+BzOMw9yLkvgKzO2DaBqG1kHoM8k9D9gmI1OIpOw5tgvTjUJBBtU0671JA1Wmwy2TzHCuXwi+XNLoWx7dAdgdENqFBj9TnwjM1MLsBjWyULq4RmjzSOQ/qDqD+ddLgWvGCXzznFls86KIPDfilAb/Y6RXPeqR2D+r2oEE36neLHV7xrFds9aAeFxrkpF5ObHMr1Sh0pXJ9YpNPbPIKTV7hjJVPe8Vmj9xsvkSpHpfUI/ebd6OLbtRTBVGrS6kTTW1aD41O/vbwxX/9RWM8lb99+/Ynl1KL6S6/1A70K+9YT3veU/3Xk45Sy+jcgcN2HAng1ON47vtQ+B4kH4ewF4d5nP48zH0b8i9C4kEIcRD2Q/pJKHwTck9D4gDMOCFcA5nHYe4FyH4ZZrfBlA0H10DyUcg/BZkvqqDaAOnPw9xXIfkYGt4mdbil83xxJ8Zkl3TBhKiyk4ugckmja3FiK2S3Q3gTuuSVLrnQzBpIboTcZhxfi8bcaNQFUT/Jr4XCWhzzoTEOj3Nk1k3yXih4ccSFR3k8wZMERwpOknfiMIeGeTzBkYSD5G2QsqFpBg1wqJdD/Rzq51CfbE1R815eumTlHl7q4ZUO9N283A5RDq2kCy7U5TJknFsiatUpNTIRlD06Gbpx8w8/eP23z/3wV21dk3fu3NFSqs6m1V36MjZ/rS/yi55Siorqk6FDb/w8eRMtvwsiDjlwyIYjNTj1eVz4PhS+C6nHIOzBIR6nH4W5bymgCjpxKACZJ6HwKuSehvh+uCyD6jEoPA/ZJyG6DcugSn0Wck9B5gsQ2azsUaUfg8KXIfE5NLJF6nRJHSZQ6dqoL9pyHDa6Die2QkZF1AUXml4DqU2Q24Qj61G/V+pyo2EfvrwGh9egqQAacKEeDg978GUvDvnwpAf1uXCPG4+5cdCFwzyedKFeF+rh8RiHgwwOsniMk7pd6IILXVTdJduNLrhRl1vqcotdbvGC6k6jVUq5SpS64EIXedTrqsqnTw6lxqZC6ezcydaJ53/4q7//13fm568YVvzuyffvsr/WKaWoqD4ZsuiCuKSO8jjE4JADB+WI6jE89z0ofAfSj0LIg4McTj0Gc9+E/AsQfwBmeBwO4MwXofAy5J6G2AF82YlDAZx6FPIqqCZseKYGUn8B+a9B5gsQ2ownGBzcAOnPQeFLkPwsGqmVLrikDk664Ja6XMuyW+oqImotTm6H7A4FUV0uNLkGUpshWwuxtVKPVzzrFZv94vmA1OEX29QGHy1eqd0nnfdJrV7prFc855FavVKHVzrvldq8krym16YuJ7Z6pXM+634ihlZY2sqz+t6MOkr1uKULLtTFoz4ODVhRyoSoVadUMJpIZQvBSPyjP9768T//7oVDv+64FIrF49Uo1VhfDKnGG+psdQ2NDXV19fVqzFXf+KH6kmZgvKGurqGhXn5aeq10b/mLvjRNc6sPG9UBW31Dadq49kLdO6r3Nb2P1RtrP5vl5zddW7y46jvqfusy705FdX9K6Sj/i4Zf/vTNN5dLKQYHHThowxE/Tn0eF74Lc9+G1KMQ8uIgj1OPQuGbkHsB4g/CDIdDfpyWQfUMxA7gaRYHAzj1GOSfheyTEN6KJ2w4GIDUZyD3NUg/DmENqOaegNRn0WitdIGXOjl5t0b5Bpd9Uf2ptYFSF93Kz9F1OLUDcjshshn1+qQuN5paA8layG6B6Ho04JLOu8VzfrE1ILYGxHNe8bRbPO0Rz/nENp/Y6hXPesTTHvGMVzznFVu9YotaSfaMRzwnV2CSR9SyfhV625/yKl08zD7lFc94lUSJbpfc7RBddKE+Dg1yqN9EKStErS6l+obGhiYSb50YvHHzZnt38KUf//vf/cs7CwsLwWDISCnzgt94Q50CG/W7uPi921hvs9U3qv+jm1uiTvkVP+20xnpbXcO4egPjNCOlSu+oGVGvK928eO/SLT+0eFPTtdqPqry4yHfUFZMpUAAAIABJREFUYs/q3amo7k8plFpBLMXiIIuDKqjCAZx8FM/9FRS+BenHIOTFIR4nPwf5b0Du6xB/EGZYPOPH6S9A4UU1omJxsAanPgv5ZyAr5/jZ8OUaSH4acl+BzOMQrsWTLA5tgMxnYP5LkPoMGtssXXRJXZzUrW7SXHTpHlegVBcvXXRJ4+twcifkdkFkM+rzSt1uNLUOUlsguxWiG1C/W+rjUW9AbK8RWwNis188IwPJJ7b5xXa57aEcV/nEVq/YpvbjaFJLCGq7TBlcCVdqHxCtm3wKpS6q6RJ9PBq0olQZRK0upZLpzD/996MvHPr1xEz2H352+JX637R0Be/cuRNPJBez4ieHBaUoozSnsV6Jrv5/9t7suY0ry9e1LQKZiZnzKEokNVDzTM2WPM92eaquwT6tjhN94kb0Q1fEfep/oN0R9z7cl3vP6TjdXd3lqWzJtuRB1kSRmGeAICmKBDgTpOwaulUuu4rIvdbCfchMECMFUCy62L2/+IUDTCYIkM7Ap7X3zrWzLPLAufN5n/XLWCpPP0WfuPxpWYbIQnVntiuLvJmSzy2onMp5Vv5fptirczjrk2KWqmhe6pYOb2WJavgBHDHj5CGcf5nmX6KpQ+rQ38R+Sj5Lc0/Q+HYarsJbZpw+QvNP0ewjlOjCmA6HzTi1j5Jnae64WlENW2lqDyVPqaKKVuGtWprZS3eO0+QeCDcyu8D69GAX89MvQp6o7FoURYWrcaqd5jbTaCO4jKxfhMEamm6huVYaawC3gTlFHLZBpEa+ZpW/MGtbGprlLy3yFbOqn8+M8mVtO/nMkS+N6l7yn5dQ1KWsTXgvFaRwC8SLJvmSSZ1FuylCnwQuEbz6IpYqrajv11LhaGxy5uun3/x/n/nL/++5c//zr/7PdxZT8rfffjszO1vWvNT5c+vAUsUH1gpsUc5zs+vF8l+xyHvgruL8J6HIvFRla/xURVXhrQ04vAGHH8KhB3HEjBP7MfkSzb9AU4folhGH9TixTxXVRDcN6XDYhNOHKPk4zT1C8S0Yq8IhM07toeRZmj1BY80YfRCHrTS5i5InafYwjTRgdIMqqvmjNLUbww2sXwRFVA4R7ALYhSLScqj3wEK/wBwSRGpwqp3mOuh2E7iNzKEoqpVmWmm0AdwG5pBwyEbTDTBQK1+xqNXP0tCfsumGsp28Sb5ilL8wqmN6l43yFaN8RRvoK+qhUirKO/JxVi6ZlOWIcFMAlwheAby5tdSyfvreLeXxBX71m7v/1z9ef/Yv/+fzf/W/Ll6NKTdLLSwslGEpZWhLHR3L+SxeGjErGPHLk03eJ3XJobwSI37ZA2nqK+ZMluWMAWrPPZfjmdyfmfO4yHN7siRV/itm/+Tir87hrE/eyLbUSu6XUhQ1XIXDG3BYezD0AI6YcHI/Jl+g5As0eYhuGXBIwMl9lHyako/T+HYarMJbJpw8SMknaO4sjXXhgFJR7aGFszR3nEabMPIgDllochclT9DMARqpx+gGHK6l6T0030OTuzDcAHY99OvAIWgRi6dfAIcI0Tqa2kzJDhptRo8J7CIO1dJMK8220Vg9uA3MIeKQjWYaaLaeBazqjvJfmNXt5BVFZbaTV3aXV2z0hUn+0ih/YZI/y7LOxYKUUtEylrpoYr2SfN0AfYKqqGxLlaGo79dSgWAoHk9MzX79f//jtf/nn3u/+f0ffvPb3/7617/5+utfLTcv9UDPW5Gsz2LlYc5IV9bETN5wWe4ns1JTFF09scyyCHX1RNaxnnPn1NO0NRZLR/JXNyytwsh5L+Wtxcg8uYJXLDLiV/DqHM765I377T1RxFJVOLQBhx7EWyac2Edzz1PyeZo4iMMGHBJocg8ln6TkYzS+HWM6HDLR5H5KPkZzZzHRhTE9Dltoajclz9DsMbzdhJGHaMhMkztp/hjNHsCReoxuoOEamt5N80docidG6sEpgF2X3ZchJ07lflgJBmppuoOSXTTWjB4jOEUcqqXZNppto9F68ErgFHComqYaaLIRR6ysT5IvGuXPFD9Z5M9N6tTRZ2b5C7P8hVn+1KRtDG+SL5vUEqqwVCqVjIc+ytXSx/kCYzck+cp6tZTCd999l0qlFhcXv/vuu+w+FJXd1ctrAw7nvx55lqq4j18JS1Xh0AYcfBCHTTS+l+aeo+RzOHEQhyQaEmhiNyWfoORjGO/GmI6GzDSxj5KPYvIMjndhTE9DZprcTfOncbYHRxop8iANWWhyB80fxdn9eLueIoqodtHCIZraidF6cOjBrgOnCC5RdVUmDgGcIsZqabqD5rpotAk9JnCIOFRHsxvVZeguI9hFHLLRVBONN2G0mrkFdl2SP7PIn1vlzy3ypyZ13/dPM4oyqzXQZyZ1O/nMxvDLKKdoPirIx1kPPjaxK5J82QA3BfCsM0utch+/9W+pBwr4vt8Rh/PnzptFLFVJT3RNUVW5iqrCoSoc3ICxB3HYSIm9NPc0zT2Lkwdw2EBDAo3vpuRjNPcYJroxpqdBM03uo/mzOP8wJjoxpqchC03upPmTOHsEbzdR5EEaMtNkNyWP4ex+HKmjcBUN19DMDlo4RNM7IFLHnALY9UuicongEJldAIeE0Tqa7qDZLTjSAk4j65dgsJ5mN9FMO400gNPE+iWM1dJUM001YbRG7fLgsMqXrfJnVvmSSf7YKH9ski9Z5M8t+YpSuhxdKq2cUlnGUh+Z5Asm+YL24AvDerQUh8Ph3D/3u3NHSUUNVeGgJqpBIyV209xTlHwWpw7ikESDAk3spNlHaO5RTHTjgI6GTDS5m+bPYPI0Jjq0imoHzZ/E2Z5cUfXgzF68pYiqmqZ30J2DNNUN4XrWL8BNPfSLYJegX4KbIrNLGKnD6S6a3YIjzcxlZH0SxOppZjPNttPtRnCbmF3C4VqaaaHpJhqpZm6RuQUcrmbBWvmyVb5olj82yR+Z5UsW+TOL/JlFvmRWHfOpWVXUxXsp594xyx+Z8xV1wSSfN6XOm+TLmqUyI35ePfj14C3PUg5uKQ6Hs15ZPUsNFSqqCgerMLYBBx7EQSONK6J6BicP4qCEgwImumnuLM09goltmqh20fzDmDyFiQ4c0GlaOomzh3GkkcIP0aCJJrZR8gjO7MFbdRSqoqFqmummhf00uR1CdaxfUO+j6hOYXcJIPU13UXIbjrYyr5E5RBiup7lNNLuJRhvAY2B2EQcVRTXjrWr0i8wj4HA1jTdAsEb+1Kwq5JJV/twqf2aRL2kiuWSWP7PIn5rliwXDdGUmo6KPzPIFi/yRRb5gli+YFTnJ503yh+bUB+bUebP8hVH+wgi9Inhy47qXpRxq1ux64nA4nNVllSxVSlGDVRirwlgVDjyIgwYa301zT1DyKZzcD4MGiIk03k2zZ2j2EYxvx1i2qE5ifBMO6GnITBPbaf44zh3GkQYKPUiDJprcSsnDqqjCG2i4mma6aX4fTW2DgVrmEpijirkFjNXR7BZKbsPRFhYwgVvE4Tqa26wqymdgTgGC1RhphEgDBGpYnwFuCOCyQKQOQnVw0yp/bJI/NssXrfJnytCfWVXRRbP8mVn+zCJfNN/DQGrMRXJeywWLfN4iX7DkfOsDc0rJL83yRbN80QyXDXB9KeyaAa4bwH5vRXFLcTic9ctqWCpjplKKUhJVRLWTZh+l5JM4cRBiRoiJFN9OM2dw9iwmtqmLKaZ20vxJTB7HxGaM6WnQRJPbaeEozh3EkQaKZER1EGd34UgthqtwqJqmt9P8XpraAgM1zCvCYC3NbqWF7RBvZX4jeES6VU9zm2l2M402gt/IPAKO1NFoM/TVyhdt8sem1McG9qmZfVktX66WP7PKn5jkjzRFfWqVP9GEpCjqU7N80ayN1JkLtFS5pc5b1C8/NMvKflQZS31glj8wswsm9pFZiXzBLH9kZleM4Li3orilOBzO+uW+LVW0fipUVKwKBqog+iAOShTfQTOP0NxTOH4QYgaISjS2nWZO09zDOLEVYzq6ZaLJHZQ8ifMnMKFUVCaa3ErzPTh7QKuozDS5heYP4uwuHK7F0AYcqqaprZTcTVNbcKwVJzsp2Q3xFhYyglekWw0010Gzm2msEQMG5hXwdi3NbaTpFvDZ5E+kxV+aUhcs8sVq+RNb6oIl9UtT6rxJvmiVL1nlS1b5E81DF83ypxb5kln+WBmay7aOqSDmMqIp6kPVT/Ivzan3zerevkreN6feN8u/NGULTP7cCHZDOYriluJwOOuX1bPUMlWUoigl0YcwJlJ8J808THNP4uQBGDDigEhjW2nuBC2cxvGt2vL0bkoex+RRVVSDJhrfQskenN2PI/UU3kCDJprsouR+mtlBwzUY2oBDVpreQvM7aWEHzW6jsTYIGplPoJFGmuui2Q4aa8KgAbwi3K6nuU003Ua3azAigkdkN6vlS9XypWr5E0vqvDl1wZy6aJUv2eSLVvkjS+q8KXXBLH9ili9Z5IsW+SOzfN4kf1ioIpP8YdHjxfKhWf7QokVT1Pvm1Hvm1HuqmXLygSl13qzsVS9fNjJnscZIBX7iluJwOOuaVRrxK11FLflJjQ6iD+KARPFumjlNycdxYj8MSBgVKbGF5o/T/ClMdGmi2k7JY5g8ivF2jAoUM9HEVkoexrl9OFKvLqaY7KLkXprpVkU1bKGZLkpup/hGDBnRJ8JIIyW30HwXjTVh0Ag+EUYbKLmJZttopAb9evDraKyaEo3gqJM/tqY+MKfOW1Kf2ORLNvmiTf7IkvrQnDpvlj+xypcs8iWL/LE59aEpJ+fNaj7MfMtcRixazKkP1cE9VVFFo5RQF8zsCyNUoihwGNbseuJwOJzVpZilKrqrN6pfporKV1RUpyb8EEZFim+j6ZOUfAwn9kHUgDGREl2UPEbzJ3F8q7Z0Yhslj+J8DybaMaqnQRNNdNH8IZzbiyP1FHqIhow02aGJqhrDVThso7EWjJjBL8DtRpzbQskuSjRj2Ah+AcbqMbmZZtvodg0GBPDrcaya5lpothGHbeyKlDpvSX1ULV+0yZ/Y5AsWtXb52CpftMqfWFVplbSO9vgDU+oDUyqzAiI/lqxoflJG9t6zlMz7ZvmCmV0zVKoocBjX7HricDic1eXN++yQxOwGjOpUUZUa5ctTVFQHEUVUeopvp+kTSkWFMYliIiU6KXmMFk7iRBdGdeqM1EIPLhzGxEYc0NOgkSY7af4gzu3BkToKPkQxRVS7aWYr3arB4Ab0b8CQAW43YHIrzW2heDOGjRAQYLQek5todiPdrsGgAAE9jtXQXCtNN9KIFYMChEVw1MiXquWPbfJ5i1q+fGSRP7HKn1jl85bS4inmnqx1elmxpD6wpj6wpn5pyZKTOfVurpPeLciHZnbVAO5KFWXgtRSHw1m/5HZIqrzbrPyliTlEjOpxSIcxXbmKimREJdDYNpo+TsnHcGovDhooJtB4J8330MIJnOjCmI6GTTTVRQtHcOEIJtowoqeYkSY6af4Azu3CW7UYeBAHDDS5mZK7aGYLDVVjVMQxTVGJZgwbICDAWD3OKTfz1mFQgIAOR2tprpWmm+i2DQM6CIkYr6HpBvDWyJ9YlCUM8gWr/IlV/tgqX7Ck3l/GPZqBllL0hKxzMhNOiqJK5R2LIjD5cwO4y/fTkqK4pTgczvolx1Ir2LlD/tIkf2lkdgmjehxURKWDgdwUVZQqqgcxoqexrTR9lOYfwak9ameK8Q5KHqaFYzjRiVEdDRppcgvNH8H5gxhvw6iOYkaa7KQ7+zG5C0dqMfggxow0uZnmummmiyY24mwXJbdSogkjBgjqYawB5zpodiONqlUUjNXSbBtNN9OIDQN6CEmYqKa5Bpqop1GrfMWQumCRL1jlj23yBav8oSV/3V3BGjwtJUSlfLeUot4pkbctqbctqfcsqY8srLfiEur7tdTq9/HjcDj/9Xjjb/5u8t9h5bsgypdN8mWjfNkI/RJGChQVLa2osJbQQxgRaGwLzRyhO2dxZhcOijQo0PhmSh6m+aM43oEDOho0qjNS8wdwrFUV1UQHLeyhuW4arsHgQzhoosl2Sm6n+W6a20qJFoxIENRDogGTnTTbTqN1mqLqKLmRpprodjUGBAhLmKiluUaarqUhGzgFCBrAUy1/YZMv2OQPLKl3iy26e79QUZqo8pN33Jx635x615x6x1zSTG9bUr+wpH5hSb1rSX1slj83wfUVKgrs35ulvr0X3FIcDmd5iuyCWNGO8vIXqqXky0bWZ2DhqsoUlRFVWE/xLpo9QnfO4MxOHJQoJlFiEyUP0vwRHN+MUZ26om/+AM7vx3gbRhRRbab5PTTXTbdqtIpqEyW30kQbRgwQ0kG8Cec7aXYTjdZhUA9BPcTrKLmRZjKKMmCilpJNNF1PY1ZwCeAz4EgNzdRAyCZfNKfeLVhuV9RYOeeUXgShnPCOOfULs+qht0vk3yyp9yypj83yZyb50yxLlTfKp4TZDex7tdTHn13NyyefX/v8au/1m/aVW6qc5ujrv4E6h8O5m9lR/u/f+oe//dnPVmKpXoPcK2kxMrcAsSoY1EFMS8ZYmQeRYuoKbcABPY130exhunMSp3fioEQDIo1vorkDlDyM45swqqMhI0120sJ+nN+H8VaM6ClmoMlNtLCbkttopAYDD2HMRONNOGiGkB7ijZjspNlNNFaHYQFCOkjU0Xw7TTerCygiEk7WqYoatYFPgIABx6ppspbiNrxlkvsMqY9MqfeXsU4xD72buxpiaZ7JrOZtc+ptS+oda+oda+rtEvnAmvrcJF9VtwCG3opLKGb/s7BUMHork4Gh0Vuj44mJKbvTXWIXxDI2Qf9eLLVm2vtTv9Bq/fxKfw7/dwNnRaiWWnEtBWERwoKakABBAUJ6HNLhsA6HdDikw8HcxHIzkJ2HaLAqPdGZnjuY/uokznTjoESDYnpiU3p+Hy0cxIlNOKCjIUN6anP6zt70nd003oxRHQ0a0lOb0nd2ppNb8XYNBKogsAGiEiUa08mu9NwmiiuK0kOinu60p2eb0/EaDAkQlXCyLr3QnJ6pT49Z0auHsIQT1TRTQxM2HDKBRw9BQe4TU58YKxSVEmt+Mrpa/onvW1KfmOReA/gk8EjgkdSlfStS1J+JpcKxkcFb8dHE5MTUzOxc0uP15ddS5X+K/eeupdbLO+eW4qwJxSxVybwUBEQICGr8WsICDlaoqKgOY1U48AAN6tITHem5A+mvT+BsNw5JNCSmJ9rT8/vozkEcV+6aMqanNqe/2pNe2E3xZozqadCQnmpP39lByS4YqYGoRImG9HxXenYzjdVjWA8hPYw30J3N6dnWdLwGQ3qISjhRn15oSc/Upces6NdDWKQJG83U0kQ1DprAowePAB4BfAJzCalLxtT7pVfiFXFPgaLes6betRY5s/CHfGJm/QbwVLyWL3uU78/HUuHY7YHhseHbicTE1Mzs3PzCwldffRUKh0taKvJWT89bb53Lq62WNkpXt3svb4P2rCP5n5FZ56rfyjs358tSL1H4biNv9fScO9ejfKmerf4WhS+Q/5sWe7tLp+Wdon259MaU14m81aO+kSK/emTpr1fwRy780+S+xNLjrJ997lzm9836C5Q+n6uKUwlF5qUqWuOnWspfkJBQmaIUSw3qcOAhiunSE5vS8/vTXx8npaKKielxRVQHcGIjRnU4ZEhPdaQXdqfnd1GiSZmjSk+1pxe2p+c6abqdZjvScx0Ur4eIUkU10J2O9GxrekxT1GR9er4lPVOfHrOhXwdRkaaq03O1NFmNMRO4NEW5BXAL4BWYS0x9algS1TvaGvHisWYlc8SWercm9V71PVT3sZk5ched35+ivl9LffrljVuj4/HxqemZua+++uo3v/nNb3/729/+9rfDt0aWs1Tmc/P8uQe0z7ilT9JIKUudP5ftA/WI9rxl/i2vnJX1IufPKX7J/bLoSxS+28hbPcpH8flzD2QeFH0zRX7TYu8z+7SsN6C9QfXHRt7qOXfu3Lnzd+/ePX9O/eFZ7z/v71z0pe+WeIlS/yBY+v+lfVt56vLncziV8Ea2pVZwvxQExCKKUhIUiitqoJiiotknPEgxfXqyIz2/P/3VUZrZropqoj09v5fu7MXJjTigQ3Wgb1d6YQfFmyAq4KAxPdWWnt+aXtiSnttM8QYIixDSY6KBFjrSs23p0WoMZhTVmp5uSI9Vo18PUYmmatNzdenpWho0gUvIUZQSj8DcQupzQ+r90gvH1Vi15B58rzb1fkPq3frUO7biq/vesaQ+KV9R9xjl+zOx1JXrfRNTM8n5+V/96lf/8R//8Y3G+MTk8rVUzmdc3gdcKUsVPfJANrk1Q37hpZRrmXNyv6zoRQs/x4u+mTI/zYuedjdbU8q7P3deKaLUUirv17nXX6/Uy93zfeY8/fy5B3reOs8txVk13rjP3hPgL22pTEVVjqKi+tzTFFFtTif3pb/qoZmt2hxVe3phd/rOHhpvxQEdDkrqjNRCN8abICxgzJie3pie76JEozJbhuMNtNCRTm5MJ+owpIcBA040phfa0rNN6Xg1BvQQMdBUXTpZn56ppRGTIqR8RbkEcAngFphHSH1uXBJV4cK8pQURBcffq0u915h6ryH1Xl3q3QJRvWtJfWJidkNOa4nVUNT3a6kbfY655PzXX3/929/+9ptvvvn222+/++67b7/9dmZ2do0sVeqTMbsCyP+cLeYq5ZzssmMFlipHP5VbKvJWz7nziqrUh1lqKnAVtxRnXZFnqYr7+JW2lKgmLJSlqIgeB3JlFn2IBvVK/ZT+6hBNb8VBCWNCeqItvbAzvbCbxtswqsdBKT29KX1nR3phO8YbICxgzERjtTBggJCexhvSC5vTyY2UqIeQHmISTjakF9rSc83pRDUGdBA10HRdeq4+PV1Ht0zg1YO3hKK0MJc+9YVx8X3L4tvWgtgW37Ytvm1d/IV18ReWnLxtWXzbuvhO7eK7jYvvNi6+W7/4jk09+LZ18V1r6jMTy+5+dN+jfH8mlnK4PIqi7t69++233/5BY2FhoQJLlRrxy57uUYuhrBmmvAG6PLJeRT058ta5bGudz/+yJ/clKrZU4Zsp9elfWPPlSjR3xO/u3chb53oyzz537tw5ZdIr5/1Hcn/aMpYqOuKX/6fOevnspy+NeZY+n8OphDeLWKqSnujFLCXmJySU9pOmqDxLqa56iAb16fH29Pye9FeHaGYLxiQc0KfH29ILu9MLO2m8BSJ6jBnS0+3pO93p+a2YaISIAMENEBE1RbXjWC2EBYiKNNWQXmhLzzarVVRUpOnadLJBVZRPD/4CS2UryqnFq2dfGhffU2ykRVWULefg0nczqV18J0tUv7As/sIqf2oGt1iGoiorof4cLBUIhoaHbyUS49MzMwt37vzq17/+9W9+8+tf/+brr39VciV6yc9u7Yy31IOZYz3nzqmnaWsslo7kD+stkVmPoZ28tEAjM6209GXmnSwdzl1Vcfeeliq+8qJQFcorLL3ZwlonfwAzy51LD/N+nbs5P205SxV5iSJ/6sz7XFo5Ud75vKDiVML97txRYKkCRflE8OWKKttPGUVF9PmKUiuqDTQgpCc2phf2pr8+QNNdGBNxQKCJ1vTCzvSdHaqoBo3pmfb0V9vT850Yr4eoRPGG9EJnOrkJ43UQ0sOARJMN6Tsb03PN6XgNBvQQFmmqJp1sSM/U0S0zePXg14Nfv1whlbGUQwSPwK4YFt+zaB6yadG09G9ZyZdW7eLbjYvvNC6+Xb/4drX8qXGph2wlJVSZivp+LfWfufdE1mKI/9LwoTzOn5JVtFSBnzKKUhIU8kuobEUV1lJLVttAMSE92ZZe2J3+eh9Nd2BMxAE9TbYpA32UaISIDmNSemZj+s7WdLIjPduentuUnt+MiToI63FAosnG9J329FxLOl6DQR1EJZqsS883pGfqacQCPj0EtNyzkHKK4BDBITKXKF8zpH5pXvxX2+K/2hb/zZZjpuWjiOrdJvlyM3hrwKlf9VG+pfSvjz5+D2TxvbzhMskqpbij7t69yy3F+dOyKpa6l58y8QslFVU4L5UzQvgQxZSKalf6673pmc0Yk0CpqO50a6LSY0xKz7SlF7ak5zvSyc0Y1xQ1pSkqUYPBKhiQaLo+nWxMz9TRiAV8VUuKyq6llleUErfIrplSv7Qt/qtt8V+tS7mHpSyL/2pZfK+OXeuASDcEOsFVDXZ9uSVUhYr6vizF4XA498/9W0oqy085oirwU0SPYT1Gi85aaYk8RDExPb4xPb8r/dUemtoEAyKEBRpvSc9vS89vo3gjhPU4YEjPtKfvbMF4PYR1OCCmJxvTC5vSs63peC0GqmBApMn69HxzeraebpnAW6UO9Pn14NODT7NUOYpyiMxpZB4z67XIH1oXf25d/Bfr4s+tOboqmp9bU29b2GUTBJog0A2BbvB1gLuoqFY+ypdRFLcUh8NZv6yqpZb305KoxHw/lUooK0E9BqowLFG8nWZ3UXI3JdohKEFIwrFWSnbT7BYcaYCAACEDDNowJEFQwngTzXXQTDvergOfDoIGjDfSTCtNNuKgFdw6ddF5OXNRynRUtqWcRuY0M6eZuYzspiRfMC3+i3XxX6zqAGCp/NyWetvKvjCAWwCnETzNENwJgW7wd4C7Ghz61Rrly86aXU8cDoezuqyepcpUVJ6oyleU0s5cEdVYG83upLldlGiHkAQBEcdaKLmdZrbgSAP4BfBsgLBRVdR0O47UgU8PQUlTVDMO2sBz/4oyMaeZOYzMLjKHyG6K8oemxX+yLf6LbfHnJfLPttQvrOwLI7hFdSLKaQRvnqh0qzLKxy3F4XD+E7AalqrIT0q8IvjFihWlxF8FIQOOtdHsDprbSfGNqqjizTS3haY76VY9Rsw41khzHTSzGUfqwavXqqiNNNmMg9YlP61EUZKmKJOqKLvI7CI4JLBL8kXz4s9tqquGFvHRAAAgAElEQVSy88+2xX+2ye9a4IqhYKGEUlHt0ERVky+qIirSs359mYriluJwOOuXYpaq6K5eX+WW8mopJapcRUF21DUOOggbcKyV5rppbgcl2iAoQkDA0Waa2ULTHTSxkaY3aYoSIGjAhKKoFhy0LnWXWF1FOZXV5KJ80bz4z7bFf6rOUdQ/2eR3zXDVUKK1uRG8zRBQRNUJzhpw6EuWUH0PMe9mCOxnzup7+olbisPhrGvevN8OSRVZyluQgFjST6UUpcSng5ABR1tobgcluyneCkER/AKONtNsF8120MymLEU10KyiqOqyFOUqpSiD6qeiinJqorKL7FNz6ufVi//btvhPtsV/si3+b5v8rhWuFlZR2TGBtxkCOyHQDb5OcFaDvVi11PdAKnRIHjjD3C3MbixHUdxSHA5n/ZLbIWkF3WbLtFShnwpFtYyiArlRl+RVqaJKbqe5rTTWDAER/HqMN9FsJ95WBvqMGG+i2XaabMWYrWJFOXMV5biXopYissvG1L9aF/+XbfEfbfI7VrhmLKOphAm8LRDcBYFu8HYxRw3LEZWEfQ/8MXI6FT7OPK3lK4pbisPhrF9yLLWSnTvKsdQyisqIqlJFqaLSQdCAt1tobivNbqXRFghK4BchagW/AYIGTDTTXDtNteKgLdPafOWKUmK/p6IkcEvgltgXJvkXNvn95RWVu0rCaQZPCwvsZP5u5utkzoyoBLCL3w08tujtZq76ihTFLcXhcNYvb/zN303+O9zHLojLW+qefioUVbB8RenBpwevDoISjjbT3Baa7aKxZvBL4NwAIRMmGmluE021qgN9RffjKOvWKKkyRWVEZZfgmhF6jZU1PXKYWUZU3k7mqmF9G2Rn3e+jj6S8XcxuYXapfD9xS3E4nHVNkV0QK9tRvpSlyvdTnqgqUtSSqAx4u4lmu2i2k0abaKAaRxtodjNNt+FQNXjuU1HGLEVJZSkqUzkt1z229B27DjPztLLATubfjt72RW/nt4H9f/R2LvmpEkVxS3E4nPWLuqP837/1D3/7s5+tjqVW4KesVX8QqFRRevDqwaODgAFvN9JsJ8100EQbzbTT9EYcqgaPfmWKgiVFGZnDWIGilmvHV3bTI4eZeZqZr+u76KPfRs4s+jpZv34FVRTrN7A+bikOh7NeUS21arXUyuTkyYpfzFeUfxlFCVr04NFrouqgZCdNteGgUkXpVkNRhnIH+lagqOK3PenBbvjdwCPfRs/8MXiQeTuZs5r1C5X6ScmaXU8cDoezuhSz1Mrmpe7fT5n4BPDfU1FClqK0qKJqwMmNOFhTuaKEP7GiyuwoIWG/TnZa7wb3f+fbLnvaWWAH83czXxdz1LC+skXVxy3F4XDWPUXmpSpe47fi8b2iisqIqlJFZRI0QMQMPgO49PehKEOWosoY6FutEsousX7hj67mu4Hd33k3qyONnhbm38F8iqhqWZ9YkaK4pTgczvrljWxLreR+Ke+KLLWMn5aG/oTiflpeUZmiquh9URUramkuitnFP72iBGYXv/Vuvuvb/Z27FfpFZpeYXWJ2E3M3M3+molpWVH1FsmbXE4fD4awub9xv74lKLVWOn5R4laE/IcdPZSmqxK2796moooVUheN7y/aN1csOwzfe7b/3bf2jqxn6RbCL2kKJAlE5a4sP/RVTFLcUh8NZv+RZqvI+fuVbqnw/5Qz9ieD9T6SoEqN80K9LOSx3fd3fertSzmqwS2CX8g1kNzJ3C/N3M/9OTVRiOYriluJwOOuXN4tYqqKe6GVaagV+ciuRwCOoddWKFVWyu4QADiH31igDcxiy5qIE1i+AXQCnWPCsUlGcV0Rd2vBdXgTs1y06q+/6d/ze28nsIuvXM7vI+qWCCMxuYO4m5t/O/N3Mm1lMIbI+afms2fXE4XA4q8t979yxjKV8q2QptwQe5VUKtJRdYCly8mZZKvNAkVPGWIppXEuWYk6ROSXmlJjTwBySul+UXWD9VWDXg0MEZ1YcpZJtqfxkyrLc6Jld/IOr4Xf+bb/3bGJ2CfqrWL/A+sUSEZhdYu4m5tumtFACZzXrE++ZNbueOBwOZ3X5k1nKV1D9+ARcilg8/sxj7Uy/hH4R/RL6pdwfqAevCH4j+E3gM4HPBF4TeLMeeLT/ekzgNoFbe+zS4jaB0wzqZrtm5rIyl5W5LMxhZg4zc5iUwgX9m9HXgb4O9HeoD7yl0rkUXwf6OsCbFc9SmKeTeTrQs0n2dvw+sPtu6PgfQofB0w6edvUc9zLZDJ5OCO6HyCmIPAyho+DbAe7N4Ooonc41u544HA5ndfnTWMqjWcqflYCAS1H79eUnlHksqAkLGBYxLGHIgCEJ/JniSQ8+EfxW8NeALzferHiKpho8NeCuBXctc9cwdy1z1WmpZa5a5qxhDivztGPkKA6cWkq0VE5j9DRGH84LRIoHI6cpfFKOnvkm9sw3sWf/MPAERk5h+DiET5eV0CkIn4bYMzD8Ggz9EGI/gMhjEDwFodMQOlUsp9fseuJwOJzVZbUtVbhCbwWWCukxJKgJZ0RlwIgRglpF5dGDVwSfFXy1pf1Uu1zcdSwTVz1z1TNXHXPWMVctc9QwzyYMH8XYWRwoJ4/kJPoIlA5Gz2L0rDzwxDdDL/0+9oI88DhGH8bIGYg8Ujpn8xM+A5GzEHsWhl6H4R/B0KsQfQpCZyF8pljOrtn1xOFwOKvLqlqqcB25rwxLBZQIS/VTSChmKQkjRggawStpd0QplqoBXzX4qsGbFU+JuGvArVRRNcxdw1y1+SWUs4Y5qplnI4Z7cOBhHDhdun4qrKVOYeQULBuMnMTIyT8OPPa7wee/HXiKRU5j5CSGT92rfjqVE7VCOgmhUxB9CgZfgaHX1Ioqc1xJUAmvpTgcznpllSxV6m6nXEtBnqUyflKynKUEDIsYMUDQCB4DuKSsWqomx0/LKSpjKUVRGUvVMlcNc9YwZzVzVDNPO4aP4MBpxSjL5lRelvXTKYychMipPww89rvYc98OPIXhExg5obnn5LLJ81NGQpqohl6Godcg9lKOqILcUhwOZ92zDi3lNoDTAG4RPAJ4zfmKqthSNWqc1cxhUxUVPY3RihW1vKUocpJFH/4u9sTvBp/9w8DjGD6J4RMQUfRz4l6W0hIqzHEInYSBJ2HwZRh6DQZfgsijEDoBwZNZObVm1xOHw+GsLsUsVdFdvR5puc4Ry1gq20/lWypgBLcBXBI4RXAbwWsFrw28tnsoKstPWWN9tUuWclYzpzLQdwQHSinqRFbyvwulg5ETFDkuR8/8PvbUN4NP/3HgEYwcx/AxiJyAsJLjZSVUNCcgdAyCJyD6OAy9BEOvwuALEDkLweMQPA7BExA8AcGTa3Y9cTgczury5v12SPreLKUHtw387eBvBK9lSVRlWao2x1KqotoxfBgHTmH0OEZP5Drp+D0DxXMCw8cwcjQVffib2NPfxJ6SI6cxfBQjRyFStpzuYanjEDoOwWMQOgrRx2HoRRh6BWLPQzhbVNxSHA5nvZLbIWkF3WYrtZRfQL+Q76c8SwULLBUSMSRhONtSVeiuxtAeCO8GXz14LOC1LbtiIq+QqsmporwbMXwYoycxeqyYhI5hpOjx5RV1HMPHIHzsj9Gzv4s98230CTl8EsNHMXwMIhX6aXlFqTkKoeMQfQyGXoTBVyD2AoTPQvAYBI9xS3E4nPVLjqVWsnNH+ZbyC+Cv3FJqMpYygFvSLGXB0F4YOAmhneCtB7cFPLas4imTLD+5NTm5qpmrOl9RkaOakDI5mnWwmJ9KSAXDxzDcA+Fjf4ievRt75rvoYxg6hqEeCB+7Dz8dWzbHIdgDwWMQfQxiL8HgyxB7DsJnFFGt2fXE4XA4q8sbf/N3k/8O97EL4p/OUsFyLLUDB07gwHEMdYO3ThWVu7owzF2dpaiaLEW1QeQgRk9ipEdzUnZ6MNJToK5jGDmm1EklchTCR1nk+B+iZ7+JPfmH6FkK91DoSN4JZSWUnZ57JHgMAkcg2AORR2HweRj6AcSehfAZCB5ds+uJw+FwVpciuyBWtqP8PS2lRgS/WIGl8isqEUNirqV06LZiqBujPThwDAd6MNQNnjpwmcFtBbcN3LZcRVXnKsrGnDXMuxHCB3DgOEaOaEIqKxBePkfk8LFvo49+M/DEYuQUhQ5h+AiEj2afcO+EKknwCAR7IHgUgkchcBiCRyByFmLPweBLMPAMhB9es+uJw+FwVhd1R/m/f+sf/vZnP1tlS3k1Pym5p6UUUS0z9BeWCiy1A6NHMHoIo0cw0oPB7eBWRFUNLjWsME6bWkWF9mP0KEYOYeTIsjm8lPBhuFcwfIhFjv4xcioVPo6hQxg6BOEj93xWTkJFs4yiFEtpCRyC4GGInIWBZyH2AsSeWbPricPhcFYX1VKrXEu5M+WUWNxSy4iqMkt1Y/QIRg8vmSagiMoKLtu9FLVPU9ShHA+VSiWawfBhCh7A4AEs7pvVS/CwZqncBA5C8DBEzkDsWRh8cc2uJw6Hw1ldilnqfual3FpKWKpkOeW/p6VEDEsQkLIsZcHQdowqtc4hjBxU66rANnDXg8vCXLZiirJpiurByEHNUtm5X0WVLobuJ4fyEzx8jwQOQuAQRB7mtRSHw1m/FJmXWvkavyI7QpVhqaLeKtNSwW1LioocxMgBjB7G6EEIbGPuOqaKSnGVTVNUC4QVRR3QnpWXXGmFD0FFKdTJ6uRgToIHIXjo3gnsh8ABPi/F4XDWL29kW2rl90tl+6l8S/lzU76lnBI4dOhSLHVI9ZOa/Rg9iNEDENjK3DVLolIH+lohtAcjRzC8H8MHCnKwMFBRQitK8E+WwEHw7wf/wTW7njgcDmd1eeN+e0+4pXw/lbJU4dRUOZbKFRUElEIqY6mtmqL25yR6AKMHILCFuWuY06oqytMCoT0YOYzhfRjen5VCXR3A8AGoKKGVJriClKmoAxA4oIhqrS4nDofDWWXyLFV5Hz+3oYiilrGUugPvvUSVbamsgUHwigWW2o+RfRjZi5F9udmP4X0Q6GKuWua0Mk8rhHZh5BCG92J4n5b9RQOVJrSiBFeWA2WdFsjOgTW7njgcDmd1ebOIpSrqiV6RpXzi0r7y9yyn1IN69OnRowY8gvrzXXr0mDC0CSM7MNKNkW6M7MTIHozswcheNeF9GNoL/k7mbYHQDowcxPAeDO/Vsq9ooKKEVppgJQncZ/av1eXE4XA4q8x979xxT0spolrSlbBcOZXxk09Arx59evTp0avFr1ef7hfQp8OAASN1GG3BSCtG2jDSjpFOjGzDcDeGd2F4j5bdmpZ2Zx0sEgitSYIVZS8E7j/71ux64nA4nNVlTSzlLdtSSrz6/Pj0GNRjRIdRPYaVvamqMChhuBYjjRhuxHADhOshVA+hBgi2QrADg4qrdpeV0G5YmwQrSWA3BPasRvau2fXE4XA4q8uf0lJLTSjyhv5KW0pxkqfAT1EdDuhwQIcRPYaUekuPAQOG6iDcBOEmCDVBUEugCQKN4G+BQKdWV2WyTvykKmrFltqdmz1rdj1xOBzO6vKnsZRLEVWupbzLWsojoEuPbj269ejRo1tTVFiHAzqM6jCiw4gOw3oMavNVAQlCtcUU1QT+JvA3gq8BfG0Y3IbhnRjenaurXRjeBaEKE1yrBJTsLiv+5bML/LvX7HricDic1WW1LeXSkl9XZUcEj4huET0iKg9cItoFdOTGrceQHsN6DOkxpMegEgEDyvoLPfgk8NsgUAv+WvW/vlrw1YG3Drx14KkDTz2468DdAL7NGNyCwS41gS70d4G/CwLlRTnZpz0oJ76VxltJPOVmza4nDofDWV1W1VKuFcUhQb+YGwFcAgY0M2V29fVrCyuUPuteAdw6cOvAowOPDtw6cOvBqcWhZ3aB2QXWJ7CbOujXQb9eCeurMDcrT2+l0bFePbuhZzeEcnO9zOjZDWHNricOh8NZXe7bUh7Dyv2k3PmUrygRnNmKyu1SkdkKxCuARwB3dkRwieASwSmCU2QOidklZpdYv8T6JbAbwGEAu4FVmv4K07ei3DSwm8YK0lt2bhhYf8OaXU8cDoezuhSzVEV39boMK/eTUwJ7gaL6BXXFRNESyqv5yZNrpiw/gVPKUZTDzOwWsBuZ3cDsxoKYSiRPP0bWb7p3+lYQY66izPdIb6mYCmJkN4zM3sDcfMSPw+GsV9683w5JRS3lkKDPoP5bXvv8BTUGNX0GuGmAXikn10Vw5q6qUJZaeAV1wypPtqIE8EjgMSzFbQC3EVxGcJnAaQKHCdwNEN2Hgz3gawCPDby14K1VJ67U1IO3AbwN4G0EbyN4m5TkKkoEdz14m8HbAt5WLW058WxcSVwtrL+a9UrqX6nfzJxN4N4I7jZwt4G7FdwtOXE1Z6VJSyO4GsFVn5U6cNaBoxbcbeDfDsFda3Y9cTgczuqS2yFpBd1mi1vKwK6Z5S/N8hWTfFUNy+SakV0zsutGds3ArhnYNWkpvSK4M2sC1coJPULW5iC5Q3xeA/iM4FViAq8ZPGbwmMFtAZcVgptw9Ama/Sua+gkO9YDPCsEWCLZAsBWCrRBs07IRgu0Q3ATBTRDcDMEOCHawftOSpW7qwd8Owa0Q3ALBrRDcCsHtENwGwe0Q7IZgNwR2QGAHBHdAcGcFCewE/zZw1LEbomYpG3g3Q3AnBLZBYBsEtkJgG/i3gn8r+LeAfwv4u8DfCT4lm7VsAl87+DZqaQNfK3hbwN8B4Z0Q3QOR7jW7njgcDmd1ybHUSnbuKN9SVwosdTXXUlcksGctW1fLpqw9q9xiziifYilvlqU8JvCYwW0GXwMMHsbJ12j6DZr+Cc28SfGnMbwJAvUQbL6XqDaVsNSWrCiu2qbpZLuW7pwEC5J3gn9LgaU2QbAbAlshsLXATxlFdWT5qUBR3lbwNIO/A8I7ILIbwtsgsHHNricOh8NZXd74m7+b/He4j10Qy7HUFZN8pcBS1wzsqoFdk9hVzVI3JHAV7PmbiavYFJTHAF4jeIzgMYHbAG4TBDfirRM48QpN/4imfkhTP6bpn9D0T2nqdRo+BD4zBJuLiyqQI6pcSwng3wjBrlxRbVFdolQ8+boqL/4ucNRmWcoK3nYIbC/up3IV1aIqKrwbgtvA1wbepjW7njgcDmd1KbILYmU7yt/TUldKWOqqgV01sKuapa5K0F9gJlVOevSYwVMNbhM4BXAJ4BTAKYBDBKcePQYMNGJ0G946iomnaPIlmnqFpl6nqb+gqR/T9I9p+keqsW6fhmAtBBsg2JQjqkCbFkVU7cUs1QbBTgh2qa4K5GVrMWOVyvalx/7O3FrKCp528G/X/LQl10+Fo3xZivJqigp0QrgbwrsguBV8beBtBB+3FIfDWa+oO8r//Vv/8Lc/+9mqWcpuYFfLsZS0ZKkrEjiK1UwuCfofxGAz3TpAIz00cpSGD9LgHorto1vHKfEojT9B40/R+DM0+TxNvkSTL9PUazT1I81PP6Tp12jqNZp6leKPYbQT/DUQbFRFFWiBQCsEioiqwFKtEOyAYCcEO7W7fQtdVWiswmQmnJQxvaKW2lZQP2WXUKUV5W2BQEe+orwN4Gtcs+uJw+FwVhfVUqtZSzlXZKlrEjgK15SL4BSh/yH01dPQQRo9S2NP0ujjNHqGbp+h+KM0/gRNPkNTL9KUIqe/oGmlfvoLmv4hTb9OU6/S1Cs09TJN/YDGn6LBneCzQbARgo0QaIJACVEFNha3VEBJp5bldVVMXf7c+DrAXst6sy21EfxbVT/lD/EVHeXLKKpZU9TOHEVxS3E4nPVMMUuteF7KmbkL6l6WumpkVyV2RcoWFdiz5SSpDxwi9G1Abx0NHaTEqzTx1zTx1zRxjib+kib/G02/STNv0MwbNPNTmvlpTv00nfHTSzT1Ik29QBPP0q0D4LOo7WgD2aJqyRVVW66lRPA1Q2CzZqlSusqVln9LvpP8eQsitpSw1JYS9VPREkpTlH8ThLZDeKc2F6UpylsPPn5XL4fDWa8UmZeqbI2f25Djp3ItZWBXJDVXJXZVghuapRySFu1xvw5dZhrYQ/HXaOL/oIn/QeP/Hcf/Cif+kqb+G02/SdM/pemfaCXU65qffqD56XmafJYmn6GJp+nWAfCaNUVliyq/qMqxVK8IvhYIbNKyjK46l/r+Lc0tFSbT7m8z2GtUS/UaWZ8V3G3g68r1U7EhviKK2gqhHRDcAr6N4G1aUhS3FIfDWc+8kW2pldwv5TTkK6pMS31ZYClHVuxZ6dOhy0IDu2jsFRr/axz/7zh+DsffpImf0tQbNP2TpfG96VdpOuOnF2jqeZp6niafocmnafIpmniCbu0HrxkCDRBoWF5UqqWU9kWqpdqzRKW4qlBXHUuDdf7OYo1oO3Pi2wSOGnZDVO+A7rOCuzVrlUR2/ZRdQmVG+VrB2wy+jKK6wNeaU0V568FbB776NbueOBwOZ3V54357T6zAUleN7EqBpa7nmkkL65dY7wbw1NPgPoy/iON/pSgKEz+l8R/T1I9o+oc09TpNvU5Tr+UO8T1Pk8/R9DM0+TRNPEUTT9Lk4zSyD/xWCDVCqBFCTRBq1tICoRYItUKoDUJtENrI+k1LTfZ6RfC3QmgThDog1AGhTgh1QqgrK1sglH0r1bZyE+gAey27nmUpz0YIbNHKss1asuzobwd/O/g3gr8NfMpyiW0Q2QHhbRBoA38z+LWNS/yN4G8AH6+lOBzOOibPUpX38VtFS92UwC5BvwT9aotY1i+xfgO78RC4G3HwII69gON/ieNvYuInmPgJJn6EE6/jxGs48SpOvIzjL+H4izj+PI4/i+NPY+JJTDyO8ccw/gjGz2DiYYw/jNEdrE/HnGYtloJYmdPKHNb8brB2C3NYc2PLSjWzVzN7TcXpt7E+c1ZzWBPrs7H+atZvK5K+vJiZo4G52pi7g7namL2G9VlyctOS6f63ZtcTh8PhrC5vFrFURT3RK7LUlRKWuiKxqwa4KYE6FSSxfon1KTGw6w+Apw2HT2H8B5h4AxNvYOLHmPgLTLyO8Vcw/jLGf4DxFzH+PMafw/gzOPYkjj2OY4/h6CM4egZHT+PoKRw9ibd6MLiJ3dhQRkdzqaBtuVQyNyV201BxejMpbGRuKJIbubkuspvVzN7EHG2sv5n1WtkNY06u52TNricOh8NZXe57546iluqX2BWjfNkkf2mUrxjlL03yl7mWumrMspSBXTGwKwbWW6CEmwbWK7FrD4GvE28/gvGXMfFjTPwYEz/ExGuYeBUTL2PiJUy8gInnMf4sxp/G+JNq/TT2CI4+jKOncOwEjh3H0WM4vA/8TaxPr+3KkdscvT87BTtrKAfV5uha+jKppAn6zawonctzNtrIfHfZTTr6qpmjmTnamL2J3azOaYWep6sbRnaDW4rD4axXVttSytq8PoFdNsqfGeXPDfLnBvkLk/yFiV02scsm9qWJfWlkV4zsC4l9Kal+UnIjU2pIS9XGDRF6jRjaiaNPYPxlTPwQE69j/FWMv0KJl2jiBZp4jiaeo4lnaOJpmnySEo/T+KM0fpYSZyhxmhInKXGc4scocZRu7QJ/LXgt4LWBtxq8NeCtBl81+GrAWwOe2uzkKKpXBHdNfvd0TyN4moqlebm4s9MErka4aWU3JM09ZnDUg7sZ3I1qXA1ZqQdXPTjrwNMMvs3g7wTvJnA3gqsOXLXgqgFXLThrwVkDzmpw2sBpA6cVnBZwWdbseuJwOJzVZZUslVk73i9AvwA3RPaFUb5klD81yJ8Z2HUTu2GEm0boN0C/AfoM0G+AXhGui3BdYlcM7LKBXTGw63lDYQZ2w8iubQBHA8Z6cPRpjL+M8dcw/irGX8b4S5R4niaeVdfvTT5Jk0/QxGM08ShNnKWJMzRxmsZP0fgJGj9OE8do4ggNbwGvGQLVEKiBQA0EaiFQB/5MGsBfry06aMy3lLcB/C3gbwV/K/jbtGzUFjJkp71kfAXxtkF/ddYaPzO4G8HXDr62rIXmreBtAW+LuquIfyMEOyC4BYId4GvJWstXD5468NSBpxY8NeCpAU81eGzgsYG3es2uJw6Hw1ldVsNSjuzNDAXoE+CawD43sMsGdkNifRI4paUu5tk76tpF6BPhpgQ3lPYThRMwRri6AX1b8NbDOPYMxl/G+CuZWShKPEcTT9PkEzTxeL6fJjQ/jR+l8R4aP0KjezDSDD4jBGwQqFZd5a8Ff61mqXrw14O/QUmBperB3wz+lixXtWqiasv1VrH4SsTbCv3VObWUu1E9viSnFvA2g7cZvI3gUxTVBcHNOYry1Gt+qtX8pCmKW4rD4axn7ttSDsOSovpE6BPgpgB9AvQJ0K/1OHflNuhTW0sotZfqKnZTZDck1iuxGwZ2XYmRXa2CmzaMHsbbj+PYcxj/AcZfwvgLGH8Ox56lsadoXKmfHqGJMzT+cIGfjtD4YUocovEDONwFfgsELBCwQsAGfhv4q8FfA/6aLFEt6arAUrXgbwR/E/ibs3SVbay8MqsNfGXE2wT9thxLuRrUu6C8zZktGcHbBN5G8LVBYDMEOyHYDr7mLEWVKKG4pTgczvrnvi1llzQ/iYqc0CWgV4/erK2hXJqWnLndJewS9ImsX2SKpdRooromsSsbwNuFt87g6NM49gKOvYjx53HsWRx7GseeovjjNP4oTZyl8Ydp/DSNn6Tx4zR+TKufDtP4QUocoPEDOLYDwnXgM0HACn4lGVFVa6LKcVWOpW4olmrKSnNWWopIy1de8ix1U7FUS66fmsDbCN4W8G+CQAcENoKvqUQJVUxRHiu3FIfDWb/ct6X6JE1RIvQL6NZjUI8BPXoy2xVmr63IURSzSzmK6pVYr1pUycpeHs5WHDiKtx/DsWdw7Hkcew7HnsGxp3H0SRx9nMYeocQZzU8nND8doYTip/00vp/G9+PYTog0QsAIASsErOC3aPQtHX0AACAASURBVKKy5ooqx1VLirppYDck8NSBrxF8jbmuKjRWM/hayk4zeBuhX1s9cSNjqeYsOTVqimqHwGYItIGvsXQJVZ3vJ48VPBbwWtfseuJwOJzVpZilKrqrN2OpfgG9egzqMaxHvx7dQsHav1w/2aWl+6KUEkqx1A2RXRflqyK7osfgXhx9FseexbFncPRZHH0Gx57C0Sdw9DEcfYTGzlDidL6fEgcpcYAS+2h8L03sp7EdGGoEt4F5DcxrZj4L+C0FoiriKtVPylpw1VIN4GtQXVVcV03gawJfc9lpUi11XVKXjC9ZqjGr0VEz+DdCYNOSopb8tGwJpSjKbQEPX+PH4XDWK2/eb4ckxVL9Anr0GNTiFTAzyueQwCExrTXfkpz6sy2lzEiJ7LrIrovQK7KbIvRWoacBh47h2EsYfxFH1RIKRx/F0bM4+jCNnqa4oqgeGs/yU2IPje+lyb00th1DDeAUwSWAR2IuA3Mby3TVkqJUS9UqrYay0pibppXE0wh9eZaqy+oV2wC+JvC3QqA9V1G1y5ZQtiU/uS3gNoOH957gcDjrldwOSSvoNqtYyiWofgoI6BfQK6A2/8QcWuVU6Kd+ZcRPUZTEekW4qThvA7oeQE8VOh5Ebw1G9+LtxzH+PMafXmoncfsU3T5O8aOUOEKJQ5Q4SIn9lNhLiT00uZfGd+NQB4ZqwSOCWw8eETwSuCXmNDCXkflNEDQXiEpzla8afDVLisqxVHYalpVWGfE2gqehwFI12rKIBvA2gb8FAm3gbwVfY9l+ylWU2wQe05pdTxwOh7O65FhqJTt39EngENCvx5CAAUG1lEe1FFOiCCl7iK8vMyOlKeqGxOwSODeg80EINGKkBkMC+qrQ8RA6DRhsx8EDePs0jj2G8cdw7CzePkWjxyhxhMYPUeKAskqCxvdTYhfd3kIDzeAzgUcHfj34BfCJ4BXBK4FXYh6l8YQJwpklf5nYIGBTBv3yLeWtyyxS19KYm2IDgKUSaIJA09KI37UsS7lrVe35myDQCsGNEGyFQCP46sFbB95a8NaCt0a9JdlbDV5bbqzgtYLPAh4lJvAYwct7T3A4nPXKG3/zd5P/DvexC2K/hB79kp98qqXAKeYoSjVT1uNsP90wsKs6dv0BdAoUaaXEIzTxGA41YLgKfVXoqkLnBnSbMNSGsZ04fABHDuPtIzjag2OHMX4Qx/bh2E6Mb8PRDow1k9cCLj24q8CnB68AXhE8InhE8IrgkthVQ+ojY+pjo2w3g8/EPGbmNTOvmXnMzG1hbgvzWJnHmmOpXgNzVTOPklo17pqs1FYWVyY17KaZXTeoluo1MYeNuWqZq555Gpm3mXkamaeWuaqZMzvWYsnqmeuwMIdpKU5eS3E4nPVKkV0QK9tR3imhT8CA5iefZoXMEJ8iJ3W9nMRuapZSbuC9LrBrVezKg+yqyG7UoW8XjT5FM6/RwpuU2I8DBozoMKhH3wZ0P4SuKnQL6LVgsAFjG3F4Mw5twqF2HGrFoXocsmJUQo8eHDpw6cAjgFdbB6/894bILkqp9wypfzMu/sK4eN6Y02FWnYgy5fgpL5nGfaXa65WZYq32ltJrZX21rL+W9VWzXnNh69jcmLWYlnItN9f5vBSHw1mvqDvK//1b//C3P/vZSizlkdCv+ckngk9Ub5PqF9lNHesT2E1tZO+mxHoFdlNgN/Xsuo5d3cCuPsiuCazXzG7Wg2snhh/F2Et463UcfQ2nf0zTL+BICw5UYUSHEWXpYBV6H0T3Q+jWoV/AiIBRLREdRqswXIVexU8CeAVwC+AWQSnsrkjyh4bU20YtpsV3TKnPjKy/sDG5gfUa8v20fIfye+Z66eRbysx6bexmDeu1sRsmds1QIsZ8FV1dJtxSHA5nvaJaasW1FPpE9Avg1fyklC9OAexG1m9RV5n3avdC9QqsV896JXbDxHqtrL8WXB0QOIDRx3HoRbz1Ot56HYdfxcFXcfgVnHgDbu3EqIAxHcb0OKDHqB4jegzpMFCFgQ0U1tGAngYEGhApJtGggQYMFBIxoM+IE/0CuAR22ZD60Jh6z5j6pSn1gTn1gTn1gSX1vnXxIzNzGcFhBIcZHGZwmDLJs5T6Xbtl2VhLpr9ULHDDlDXiZwZHLTjrwFkN/VboN0OfKSvm3Figz7L05U0z3DTlxqiFj/hxOJz1SjFLVTIvhX5RHeXzap0m3CI4BHDVQWAHeNrB3QSuZnC1grsV3K3gagP3VvDtxtBhjD2Cg0/hrRfx9ut4+3UceQ1HXsWRV3H4FRz6Af7/7Z15kBvVve8V8EjqTTaQ3MAlNyFcnBcSIJ4xYzA2eGHfzGa8wNjJS969Vc+kXlyV8uXZhLgojO0/kgCVey/FGl8I4AV7PJukGWmkkWZGs++jbRzbuQ6pIsQYYxtCn3N+/d4f3S21pNZIGmnW/D71LZcltWRJ85v++HSf/p3oetZ/CwtdxrqsMGCF4TIYLoMBq5b+MmXArgxLSvhSJXypEr5MiVymjDiUfhv0zYO+Mugrgz4r67ARNyd/IMiHRPmwIB8R5cOS/IFD/sAhH5r/ZfV82iqxLpF1SoY4WKcjdSAlqNfGZkxVuESfyKDmsoLTfilLnpeSaMslLPRV1vk11nFJ6pw9s7Q7DJG06XztImsTWRvP2njWxmlp56asnhAEQUqLyXmpgub4QZc92QlJOwlkY0E7a/s6DC2FoWUwuByGlsPQrTC0AoZWwuBqGLoTRu6F8IMQXgvRtRB9HCKPQWQtRNdC5FGIPAKRhyG8BiIPsaG7qO9bxMWxoA36rDBcBkNlMFQGg1YYKFP6y5RhUYldocS/ocS+ocT+SRm9RBkog/550F8GA2Wss4y4efmwKB8R5KOiXC3K1aJ8RJIPO+TDDvkDh3xkPm12sB6BdYmsS9LjYF2plvIILORgnQv0XJIllxac0CXMr1pKor75tOUS1n4p67wsY/Le/GSSolJn8UksJLGQyEIiaxdYu8DaedbOpSSElkIQZLZSZbTURK6X6uQMflJbItlY0MaCX4OBmyH8EER/CJENENkAkY0Q2QDh9dqRvfA6CD8OsfUQWwexxyG6FqKPQuRhiDwE4Qcg/ABE7oXogzSwkNTxpJ6jXp512mFQd9WAFQbmKUNWJfIPSnyhMvZdJXaNMnIp9M/TLNVtJU2cfESUj4ikRtQsdUS1lJQYURG3g3VzrFNgnSkjqpRFCD0Ca59vEMaCcWM6QTzLNqEFzC9Rr0B986lvPm1ZwFqNVz4tSBWSg4UcrD1tFCWydt1PicFTWnAshSDIrKWq2N4THVzKehxqy/OgjQUvZb03QmQDxP4PRP8Fov8Loj+GyI8gsgkiVRB+AsJPQHQDxNZD7HGIPQbRRyD6EETWQOQBCN8L4XshfCeMrWGh7xAXT+o5Ui8Qt8CCduiz6meqypShryijkhL7rnLsRiX+fWXkMui/CAbnQV8Z9dtJjUiOiqRmHEtJxCXpluJZp5hwlZmlHKzD9LhfEQktYC0SbZaobz5tnk99DtYqGfykminNUmZH+dp51s6jpRAEmXukWarwPn7tHGs1LsmhLhylWqocIo9D7KcQ/VeI/gtE0iy1HqKPQ+wxiD0KsYchugaiD0DkfojcC5G7IXwXhFfD2AMs9B3i5omLI06B1AukQaA+nnXbYKgMhufBkEUZsSnRf1aOLVOOLVZGFsCgBQbLWLuN1PPkqEhqjZaS5GpJPiJpovpAkg9LpFFk3Rzr5FinnXUK+qBKTCpKs5SDdUh6HFmNlRz9LBg3+jbt81lAol6JNjuoR6LNImuVDE6Scskpl5/0TFk9IQiClJZNJpYqqCd6O5eUU6udBVVLcSxwGeutgPDDEP3fEP0xRP8nhDdDWPXTBgivg/BaiD0KsUcg9hBEH4To/RC9FyL3QOQuiNwB4VUQXglj97LQNZqlXAJxCaRBIPUCaeJZh10ZngcjF8PwxUr4cuXYCuXYLcqIBEMW6LHTJo4cFUmdQGoF1VIk01KHjZays04761R1JbDO1MubPAJrlwyWMupqflJaSbvkaan5LDSfBRzUK1GvSD0CbRZYq6SfapJYSEo9spcxeMrDT2o3xSmrJwRBkNJS9ModbVyKn4J2FrSzFo4Gv8b6lkB4DUT/FaI/hMhmCD8J4Y36eanHIPwIxB+G+BqIPQCx+yB6D0TvhsidELkdIqsgvBLCt0H8Lha6mrg54uKJW9BE5RRInUDcAgvZlJF5MGqB8AL4wwrl2HIlLMKghQXtpE4ktbqlajVLmYqKNIqs265bys469UZK6ZYSzSyliirVKyEpY4JDmsBSZ0C0SLRJ1C7RbRZYq8hCki4ko5yEVD/lkpNBUTiWQhBk9lL8ivJcip+CHA3Yqd9OA5ezgRUw+iBEfwyRKgg/qQ2hRtfC6KMw+giE10D8QYjfD7F7IXYPRO+C6B0QXQ2RlRBZAeHbILwcoqtY6CrSyBM3TxqFpKhcAqkTSCMPPVYlbIGoAGOVylilEhag10KbeFIjknpRc5V+0I8c1Y/7JSx1RCLuVEt1aMmwlMA6REMMokpXVNohu2wPqcfxJOYTaaOQtFQwoaU0OQl68vOTcVkvtBSCILOWEllKbX+eWNjQZ6fBf4KRe2D0QYhshsgTEN4Ao4/D6GMw+iiMPgyja2D0AYjfB7F7IHY3xO6E6O0QXQXRFRC5DSLLIbwMwrdAeClr+wZp5Iib0yxlHFHVC8zHKf1fUaJ2Jf49JX6DMiKytq8Qp0jqBFIvkDpdVDVmw6k0S3WkJMNSHOvgDRFYh8BCakQzG+WXdpH5RNqUZinBEN5wcC/1Kqh8/KQGZ08gCDJrKdpSQT59YQ6/nfoE2n4NhB+E0Ycgoo6iVEU9AqMPweiDMHo/jN4L8bshfqe2ZFR0JURvg+itEFkGkaUQvgmiS2HoByz4VdLEkUaONPKkUUgbUVGnwIJlyohNiX9TiV0NQwJtnkfqRO30lVFUWY77EZeY7JoxnqUSZ604FuJYiE+NmCPqCEwdFYUMY7I2gfmNYymRBUXWrr9snk5q06+Las0SHEshCDJrKdZSNMCnrGeotkQKXEZ7F0P4ARh5BMIbtRNRow/DyBoYeQBG7oORe2D0LojfAfHV2pJR0Vshuhyit0DkZogsgciNEFvKeq6hfgdt4kgTT5p4TVT6iIq6eeoUqJtnXXYlLChhAbrs1KUe7hMyR1GkWiRHJJKciS7JH0ikQWRtPAvyLMiz1mTSmsOyoHHdYT4jQl4JCCyQek+LwLyCPpYSqVdkPoEFeC0txgi5488SH67cgSDIbKVElkosxuGz02YbbfsGG7kDRu6H0ccgvBbCj8LowzDyIIzcDyP3wsjdMHInjNwO8dUQXwmx2yC2HKK3QHQpRG+CSCVEFkOkAqKLaegK6uWoh6MeXhNVk0FUbvW4n0SbeRi8CEYuYgGO1IukRh08SaRGko9K8lHjjAm1N5JDPqiF1ErUn2hGPm6y9ofNnkTn8iaBNqU+1CQkD/SltzMXaKNAGwWTlrKmaRSpW6Tu7N1m3dhtFkGQ2UrRlkr6Se16bqc+iXZfC+H7Yfg+GF0LYf0onzqEGrkLRu6AkdUwsgriKyB+K8SWQWwpRG+G6BKI3giRxRAph/hiGFxIg/O11ac8fFJU6nG/hKvqJeIWWa8NhstoM68rSrMUycdSvuSYybB8Rvpk9ImkyRDzh8QURXlydjc3lVCuYE90BEFmLWaWKuSqXoOfONpsp147bftHFl4B4Xtg+AEIPwKjazRFDd8Dw3fB8B0wsgqGV8LwbRBfDvFbIHYzxG6CaCVEF0O0XIksUqKLILqIdf6Dpj1t8QuOenjiMQynNFeJxC2yDhsMlFGvQGol0iCSBn2OX50o14pyjSjXGHSVPOLnIPUSbdPXFA4YkqaoltRHx0+LWVIe5WkLT1sE2iLQ5lRL+URtvauc8WVJc0Z8/JTVE4IgSGnZVGSHJNrMJePlqH8B7bsexu6D0bthZA2MPgijD8DofTByNwzfCcO3w/AqGF4Bw7fC0DKIL4X4TRBbArEbIVoB0UUQvUGJ3qDEboD+b9GARH3qkvPqKk1cckTVyBPtgBivTj2ATjv0WamPI/WGSYAN+lXAdULKlPQakaidZ49KxC2yLn3ShOGqqZTRVZPAQqnXVGVLR5akb8BpCfGsRaCN+ijKK7KgwEJc7rSbBXtPIAgy50jtkFR4t1nq5ajXrp098oq0859Z7E6I3Q3h+2B0jTaXb/RuGLkDhldrQ6jh5TB0CwzdrMSXKPFKiC2GWDnEfgDRH0D0eiV2gzK4kLVJ1G9LHkts5hOH/hIzKWgjTz3an9DBQTdHvTxpyMNS6kyKalGulohLTK45Ekom7RwSa0t5NGvaU2O+gdErPPMJtFE/w+QVWSB709hx5ppr0zqyZsrqCUEQpLSkWGoCK3dolvLYabOd+AXW8x04dh/E7ofR+2H0PhjVT0QNr4ahFTB0Kwwtg6GlMHQTDC1R4ouVeIUSWwSxGyB6A0Svh9h1ytA1rM1BAzbaYjec9DKskKuLSpvLoFmKhw6eenji0qeqp1mqTsic8idXS8QtpqyM1a65JN1SrVmsU5iiMkc/PGsu0FIF+okFOBZASyEIMlupemr7iTNs4qsgUh9P/XbaaqdtNtZaBu089H0HIndCWB1C3anNlRhWFXWLrqhKGFqsxMuV+A+U2A1K7DqIXQeR78Hw1axVYkErC9ppwE5b7MnzXglReVJF1chTrwAdAoR42pTFUmnDqcTE9KOiiaXas1sqm4fGeWgcRbVzrJVnPoG687ZU/nLS/cQCOJZCEGQWY7IKYkErytM2jvXaYcgGg1bosULoYmi9CDq+DoNLYWgljNwOwwlFLYOhm2HoJhishMHFMFiuxH+gxK9TYtcpsWuV8ELov5K12FjQytpsLGhnAV1UATv1ctTLaXMBjMMpL0+beNrMQ4hnrQJtEqhLoK7Ug371WYZT1SKpFkmTbqm2lORlqXGiySn7aSTNOnlbKn85Gf3UomXK6glBEKS0aCvK796z92dbt07AUmzIBiOJVd6t0GuFjnnQ+hUI8tC5EPorYXApDC+HoWUweDMMLoHBG2GwAgbLYfAGJXadEv8fSmShMvwtCC1gLfNYuy0pjFY7C9hp0E4DdlLD0aMc9fLUlzzuRz26pXw8hEQWFGmjQN0CdWcOp8SkpWoNlqoRqY9noXRF5Wsp41PSH80ywSFtjsP4lipo5GSUk8FPaCkEQWY1mqUmPJZinVYYLINBdZV3KwxYoc8KoTIIlLHmi5ifY6Eroee70H8D9N8A/ddB//eg/7vQ/13oX6iMXqVEvq70OSB4EQTnsW4b67CxUIqoqN9OjnLy2/yXb/NyLZecbK2KqpmnHp76BQiJLCjQRp66eU1UqqWcCUuZtEoitSIN8JmKSreUR2DBVBWZPcWwQY4Zd8kEzc5LFWSmXH5CSyEIMqsxs1Qh56VInZ36bazHCgNlmq4GyqDfCp1WFrSxgJX55zHfRcx/MYQE6OShk4MuDrrs0GWFHosy8hXomgfdVuixQpeNdaaIijZy8kFefpuXfy98uU/48n2euAwnqJp1SzULEBJZq0CbeOoyWCp9OCWmj6UaRNZuT1kfa3xLjR/jECrfWQ/jWqogOWXxE1oKQZBZjcl5qYLm+JF6jtTaSYOdtthYjz6u6i+DHivrUn1jY202FrAx/zwIXQwdZdBZBl1l0GWFbrsyZINeK/RYoccK3TbosrJOG+uy0TY7qefl/YL8nhpRfleU3xFJtUB9HPXrx/1US/kECEmsVaJNPFVnqBstlTmcqtEHUs1CuqX0mFsqQ2aGFD4xbxxLFSSn8RXl55gfLYUgyGylymipCVwvRdwCcfKkniN1dtpgZ0E7DFhhsAx6razblpJOKwtZoVOALgm65kP3fOheAD0S9FkNorJCj5UFbHK1IB8U5AOifECS9zvUfPmO48tDImniqF+/gqqZox4uxVLuPA76qZZyiqyVM1VUuqW8Agvoyzy2GhfT0u+c2ByHIMcCGZZqEcwlZPRQ2p1+jvnN5cT8WovFKasnBEGQ0lJVZO8J0qR3KnIJpIEn9Rxxc6zVDr026LZBT6qlOsqgU4Lur0HP16H3cuj7R+i6lHXYk6Lqs7J2m1zLyR+I8geSfEjSGu4dcMj7HfJ7DnJQok6e+jltGoWHp0088wksNJ8GHdrb0Pyk90lKHOsztvWrl6hXoD41Zn2G0jrGZrYd0pJ4EUHrB5h4Sv4daY19YxPr9k6gVWBGiJ4pqycEQZDSkmapgvv4EY+Q0gRW61POEyfPWjnos0GPjanptrHOMtZhg95/gv5vQ//V0H816/oqa7OzkBX6NEWRel4+Imrd9j6Q5EMO+aCUsJT8voPUCdRvOOjXyDGvwNrm04BD+9e1GLr51RosVS3JDVK+FhnPEKK61kYyyabmhafQDrO5msySlGC3WQRBZiubTCxVUE90j0DSupW79RXfa0Ti5lmnHXp1V6mnnbq/CgPXwsC1MHAd67yUtVtZm5W1WWnARup5rStE0lKSfFBKDqfed5A6MWkpD0+buJSxlDNxRirDUrUScUrEIxbtpyyKmpifJl1RInGLU1ZPCIIgpaXolTsSl9kaXeUSkm5oEGkbB/026E2Iyg4D18NgBQxWsq5LWLuVtVtZu00+Ksj7RfmAKB8StSN+H0jJ434HHPJ+B3nPQWtEbQKFj6c+tcWtAB3zWZukHgDUzk6pl/e6BdooUA9PfXz67INxzxilaYm1JE5E6dtMYL54Zlp45hGSS0N5RObPfl4qYH7myRjN3xlN06esnhAEQUpLSSzFpYvKJZB6w7TvOol6eVVU0Gtj3TbW+y0YWgpDt7JOnoWsrMNKnLx8SJQPiPJ+UX5flN8X5fdE+V1JfleSfy/Kv1f/Isn/NZ8cdtBmkfoE5hNYC6/NJmgVWJDXJhGMs5c3nSZndmeGpVLtUryf1H8up6WyzNnLoqgMP+nnz6asnhAEQUpLKSylrtnhNaz/5OaTa7onmhJ5BNVS0GtjvRKM3A5DK1gnzzrKqN8uV4vyAd1S+1Mt9a6oieqdNEvxrIVPrr8+jpxyiiojOSyV34vkjqmlsk8ozxKzFadSZ3lMWT0hCIKUlqItpR52S6wvpYrKzadfSFuri2pAFZUdRm6FkZWsW2Q9VrlekA9J8sEMS70nyu9J8ruiLipRfttBjmiWommWUsdVmXO1c4rK7Clpp6CY3+w44QTNZHRPfpbKIic1uRZCFGgznpdCEGS2UvyK8nxyrd7E6u9NPHEKyVngRld5BOi3QZ8dhsph+CbWy9N2Tj7qkA87tOXeEyu+H9CzX5s3Ib/vkH8/P2mpZp76eX3dW9VSebsqecwtI0lLJZfQ1SxV5PjJRD+5LJVdTiz3Qr3J5YanrJ4QBEFKS9GWauG1JaCaE4vq8rSRp04h5XKlhKjqRRrkoN8Ggwth+GbWzxOPIFc75CMZolJddTDVVe8aLOVNsVSqqHK5qmVcebRwKau8e0Tm57P6ZmJ+ymmpTC3pclKTXVFCSrwC9aKlEASZrZTCUi2cvlyh3mGviacugaZdV5sQlVNk3XYYuBwGv816OblO0iyVKaqDqaI6oFvKI9JmQWuR3pKe3K7KvDNFHjxr4c0sZTy0yGcVT0HJtJRPSNeSwUzj+slETolMWT0hCIKUFjNLFXJVLwvwrIVLF5VuKU1UDQZR1YmkVqR+Hvo56BNpOy/XSHK1pFnqiJQU1SGzEdW7DnJEoh4haSm/ITldleX4ni6q5FPSLeVLe8Fc0QST/XhdIqaW8mWNmaLG8xNaCkGQWc2mIjsksSCv7uJTROXhqVtIDqcaxPROevUi9Fmh30p8glwrydWSXO2Qqx3axbxposrfUv7s4yq/Pk/dXFTGQZLBUk2plvLn76e8Y7RUo8iahUL8xI8vJ7QUgiCznaqndpw8U0S3WRbkE9MQkqLy6pZSReUUU5bPqBNJrcjaOei3yi5RTvTWUy11RNIO/WUe9zuYh6UyXZUphnRRZR7N47WuEMYjftkyYT+p8QrUpbeNaDK3lPn8CH9uOaGlEASZ7aRYagIrd7BW3jhfThNVM6cun0FdAnWqIyrdUrqoWICHPptcJ8o1ki4qh1wtEVVUptMoDjrk9xykWreUGl9Gv9dmgfoF6s94KCWJ/b5AfSL1idSvxyfS5hRFUY9ImycnXpE2pfY3Smu85BWJGk8igpYmKd80Yh8/BEFmK1VPbT+RZqmCVkFMacGQEFUzp52aciVEZVhBo14kdSINCKzbJteLco1RVBI5IpFMSx0ys1TxvWKNSevIZ3xowg368ungl9mITz/6R4wxtI7V4so7TseU1ROCIEhpeXLL9uJWlG/jWJs9XVSqpdyC4bhf6lJP9SL1iqyNJ5mWUodTh7MMp/KxVD6NYjNjPMTXaKaotH6vTXk1fjVP4lkus0ddInWJxBjVTy6JOPOLJieJOCXSIJEGtBSCILMVbUX53Xv2/mzr1olYqp3TFqttNVwn6+NoE08bhSyiEkm9SD0iC4ikTpRrDaJKWMo42c8gKvK+g9ZI1Kufl1LP0KQvDWWWLJe7qrZjapqTSVMUS2yT2Cxx01NI0p7SJLBGIcVemctEaS10hXy7p6dt5hYp9kRHEGTWollq4mOpdo6166utJ4ZTPo56eNoomIuqQSANIvVINCCpTWmNwyliMpySEsf9yAEHrTVYyqxnnfmqhokzUn7BtGu4Gm3Cgp9PO9DHmrNevVRYmjPSlLQUaRKpN2PFxTxXUxx3KDll9YQgCFJazCxV0HmpkG6phKgCHPNzzMPTJiFTVInhFPVItFlS5/sZh1PkaOZwSkpM9iMHHbROt1TW9XPTXJXPHIqMNJlZqrR+SrUUybSUt0BFZV/Md8rqCUEQpLSYnJcqaI4fgiAIgkweVVu2n/ikiOulKt9j9wAADY5JREFUEARBEGTySL2qt/DeEwiCIAgyeaRZquA+fgiCIAgyeVSl9vEruCc6giAIgkwem9BSCIIgyIyl2PWlEARBEGTy2PQUWgpBEASZqaClEARBkJkLWgpBEASZuaClEARBkJlLFVoKQRAEmbGYXS+FV/UiCIIgM4M0SxXQISl88s8YDAaDwRSfcS213WAp7DaLIAiCzCSqtmw/kejjhyt3IAiCIDOKJ40rd0xgFUQEQRAEmTye3PJ/MyxVyIryCIIgCDJ5aCvK796z92dbt6KlEARBkBmFZikcSyEIgiAzEDNL4XkpBEEQZGZgcl4K5/ghCIIgM4Qq4xy/CVwv9dJLLz399NNb5wpPP/30Sy+9NFVfPlIUc6z2VPKswH2+0XUvNi3fWTOXsu7Fpn2+0Zyf3eXxVde7Dtc2zKVU17tcHh9WuympV/UW0nvi7Nmze/buffnllz/66CM2V/joo49efvnlPXv35vzikOll7tWeSj4V+JZ3ZNlvg7d2n1sVZXMpt3afW/bb4FvekXE+e02Du6U19Nm5c9P9gyoxn50719IaqmlwY7VnUlQfv23btn388ceEkHNzBULIxx9/vG3btvG/NWTamXu1p5JPBT72m8bbes5tOUGuspXFP/18zvy55QS5refcY79pHOezH6lznjt3nlJ6YW5BKT137vyROidWeyZmlsq7J/rWrVsZY9P9SUsMY2zr1q3jf2vItDMna08lZwUu31mzKsKuspWdPf/5XMpVtrJVEbZ8Z804n/1wbQNjbLqdMikwxg7XNmC1Z1KspSiln80tKKVoqZnPnKw9lZwVqFoqdubCp+fmVGJnLqClsNozKWoVRPW7G/8fmHWgpWYFc7L2VPK01DfLLj7z2fm5lG+WXYyWMv3Uf8/VfrYklvp0KunfXVm5u38y/wW01KxgGmpvfEpXmflZikY+Of/JZ+fmUiKfnF8VobPAUqd8r7ziO1XqV81pqVIUV0kpRc1PhaUIIZ+UhN4XKitf6M12M+f9pYMQgpaa+ZSy9jLpfaHSkuSHB/J7SokqM2cFLt9ZszJCb7zyir9++llh6dtTabFU7h5I3lyypzv/5+a/8YRy45VXrJwaS53yvfK8kYOD2cRjev90WKrYaj/wwwILOg9KUfP57G9LYKnTJaF7V2Xlru5sN3PeXzrQUrOCUtbe6dOnT+/fnK388iy50lVmfpYiox+f/fhMgendU7nkR5uXLHm+N3FzT1cBz83cuP/5JT96v9C3kSWjH59dGSFTZKliNDNNlppwRXXvqrRYNu/Xb+7fnPx7UZSi5qfIUn8tCV27Kit3dWXe7Nql/6+2cleXfn/XrsrKzZv1BzbvL81bUEFLzQpKV3tqhaUWkbEa929WH0xWosX4mF6Eu/Sn7N9s2GAi5GWpMKm44vK/fPJpYenZU1m5p/PAjyw/PJS8qf5F+xxLnu/59C+fHNpksVS+0KdtY1nyfE/f84nfQ/X+ZA5tslgs6usUl4orLl8ZniZLqfec8r3yis93MDHCSm6ZHH2ZblYKclpqogWVtm9N3ptSz127Kit37dILWv99MFT4/ix744lX+l//mt/+tqpIS33xxRfHS4Lv2QpLKhXP+o6/udGy8c3EBhXP+hJ/Wiqe9R0/fvz48Tc3WhLblIIvvvgCLTXzKUntvblRq7N0UqoxYwOtKn3PVhgqL1mZxVZjzgpcvrNm2dDf2o7/OfbHAhN4rrziuaY//vm1Jyzrf5e4+fZ6S9VrqRvEAs+VW6pe+2PbjoobdwRSH8r2yhaL5Ym3C35LhrQd//Oyob9N5xG/U75XEtYZPJgQ0qlTvleSdx8czNys2Dd04UIuS0282nPWpFrPvmcrEnvSNzdaKp71pT8zy954gm9LI5/9bVFX9arf3bGS4H2mvPwZb9pN7zPlKeLa8Ebi/uTGb2ywGJ9ZLGipWUHRtffGBotlwxtZHjQWWOLvxmpML8LEo1lfMn/ysdQtg1+s/v41kRN/Kiz+nYsqdroTf0n8mfJb9uSrJ/4UOfEn97OLLRbLomdb0587Tt56MvH0CWT196+5ZfCLaR9LnTK5Z/CgcdSUuVmxb+jChTwsNcF6SitU4/3Z6tlkN5u6vXFvPMG3pTEBSxXWIUn97sZKgueZ8vJnPGk30+40v/+N9Za0jYoCLTUrKEntvbHeYjEtnvQCW/+G55nyxJamxel5prz8mTeeKbesf6PId5WnpQJjfwofP1VYfDsXVex0Hj8VPn7K+YvFj/9i56KKnU7DnSl56wmLxbLoF8HM55q/ssVi2fB2wW/JkMDYn2aqpVR0V02TpSZaUGZ7yPHrOXuFm+yNJ/q2VPKzlLGPX4HdZrdu3fr555/HSkLjjvLyHY3pN19bb7Gsfy1jM+PGr623GJ9YNJ9//jlaauZTutpr3FFuSauyWGaBGe5p3FFuKd/RGGvcUW54mr5B8fWYswKX76xZOvjFbdd+e/jYHwuLd+ei8p312s19ay0WS/nO+mP71losa99I23jfWssT/3ls31rL4qe9+nMtT/ynycsmXqfAN5OR26799tKZaalTvoPa3ad8r7ziG5wGSxVT7Y07yo0V/tr69a9l1rOx5rW/p1Z4tr3xhN9WLBbLb39btWX7iTMTXblD/e4iJcG9vbx8uzvzpnu7YVi63a3eb7zTsu7V0rwDDbTUrKCUtReJRCKvrksrv4wCe3WdXobr1mUW57rtiQJ+dZ3FYnyxQsnLUgNfNEdPDsYLjOeXi8p/WZe4+fpGi3rT88vkQb/yX9bFf/eYxfLY6/o2lo3/ET85GD/5H+stFotl0TN+w2v6t5Vrjxaf5ujJpQMz0lLaKEqbPDEtR/yKrPbMik6vZ+Me2Gz3u+7VLHvjYt5WfvvbJ40rdxS6CuLWrVsvXLgwOvU4n1606Gnn5Lz2hQsX0FIzn2mrvcknZwUu31lzc//nqxd+sz96fC5l9cJv3tz/+Sy4qndyGN9SF/5eq/2s6SqI+a8or353wyXCYob5pvX/tmjRv9WX6h9OJZ9vDZl2Slt7meRbipNAzgpULdU4+oeeyLFCY/pbNoHXmYw0jv5hyiz1fAbFv2aR5LTUlFXgVHIhX0tRy+49e3+2desELHX+/PmhucX58+fRUjOfOVl7KjkrcPnOmpv6L6y4+sru0bG5lBVXX3lT/wUcS2G1p6FZ6s0333zuuecKtdS2bdtOnTp1+vTpgbnC6dOnT506hetLzXzmXu2p5FOBj/2mcUnr6Y0DZx5fWuEcGpszf24cOLOk9TSuL4XVnoaZpfI+L7V3794XX3zxww8/PD9X+PDDD1988cW9uFbvjGfu1Z5KPhX4lndk6cuByrbTS/rOz6VUtp1e+nIgx1q9zsaW1tD58xcmdxHZKef8+QstraEap7mh/56r/axx9kTCUvnP8Tt79uzu3bu3bdu2da6wbdu23bt3j/+VITOEOVZ7KnlW4Oue4Ud+5V6+s2Yu5ZFfuV/3DOf87Ecb3EfqnIdrG+ZSjtQ5j2ZZTh6rvco4x6/Q66UQBEEQZFIpqvcEgiAIgkwqmqXeeuutCfTxQxAEQZBJZVPCUs8//3yhPdERBEEQZFLZ9NMdJz9FSyEIgiAzEs1S+/bte+GFF1RLNf4haamx08q/v3100093YGZBntpRpWV71ZbtVVu2P6mnasv2qqe2q49uUjPt7xY/b9Ef3/AN7Ej7BrQvYcv2xAZ/H99DRhmkVcK0v9sZ9F3Nmpr597ePjp1WLO+8887evXszLdX9oTJ2Wjn5KWBmQc7AyTPs5Bl24gw78Qk78Qk1hJ04w06eYSfPgBbTp0/7Ryj488LJM6B/3tQYP+ys+2hmH9M0J1I+Ps2I9lWcGPdFJphp/2Yyvp/clTAJP4JpzgQ/CDtpspfQauZkzn3F1GbstNL9oWJ57733fvWrXy1evPi1fe+2/TczHvTDTHdYvhljrjHqilNnnDhjxBmTG/Q4Y8QZJ64x6hpj7jHmHmOuYxlJzO00efFp/xLMMgauMeaKM2dcvbwveTW6M0adceoaY67EVKBpf7cF/ohNfi5piaufXfv4DVHSEJXrDWmIyg1R7atwJi4vyfZqE8qMKI8xtRLANWb8KkhDVP0toM44VT/4hMpA/3GU9HsrcTJ/l7PvItzas6grTtP2Eg0x2RmTnTHiilPXGJ1pvzuWgwcP/va3v/3JT35y7fUVJ06TaX9DmNSU3lJutNTMyuy01EwQ1eRaCmappcxFNastdfTo0ddff/3nP//5wusWv/bWOyN/Uab9PWFSM/mWSuwTZ4Wijv3dWCqbq2aApVxjM6BO0FLZfpeLtRSbUb87loaGhnfeeefXv/71li1bLv/GVW/se/e/P4XQqel/Zxg9+VsqVVFRg6WSxZddVHrdz4LhlGapVEVFDZbSdsqzQlTmP9OslkpTVIw0REl9VK6PGBKVjd/G3BxOGRSl/39FVVTisxNnjLri+j63iJ/O9NuocFeNp6g4ccaItotIxGRfMVN+dywej+fw4cOvv/76nj17tmzZsvC6xddeX/Ha79797Mv/h5kZUfLK35Sz2fPZ3/J6hSybTfs3YJZ8P+90v8/if8R/S884HzzHd1LyTP+XnGfxF/2jmaQvsJQ/hRLsKGbm787/BypyAgyO6nJHAAAAAElFTkSuQmCC&quot; 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&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/7640318319649911111/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/exporting-project-plan-to-excel-with-ms.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7640318319649911111'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7640318319649911111'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/exporting-project-plan-to-excel-with-ms.html' title='EXPORTING PROJECT PLAN TO EXCEL WITH MS PROJECT PROFESSIONAL 2010'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-7543852459460516441</id><published>2012-06-05T04:44:00.000-07:00</published><updated>2013-09-25T23:17:18.702-07:00</updated><title type='text'>WORKING WITH CRITICAL PATH IN MS PROJECT 2010</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;/div&gt;
&lt;h3 style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 0.0001pt 30pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: #454545;&quot;&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;Working with CRITICAL Path in Project 2010 &lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 0.0001pt 30pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 0.0001pt 30pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 0.0001pt 30pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;The critical path is the series of tasks (or even a single task)
that dictates the calculated&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;start
date&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;or&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;finish date&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;of the project. If a single task is
late on the critical path, the end date of the entire project will also be
late. Viewing project information in this manner is also known as the critical
path method of project management.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 0.0001pt 30pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 0.0001pt 30pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;To
change the sensitivity of critical tasks, click the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;File&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;tab, click &lt;b&gt;Options&lt;/b&gt;, and then
click&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Advanced&lt;/b&gt;. In the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Tasks are critical if slack is less
than or equal to&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;list, enter
the number of days of slack under which a task is considered critical.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 7.5pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;There is no point in
analyzing the critical path if you can&#39;t see it. You can show the critical path
in the Detail Gantt view.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 7.5pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: 15pt; margin: 0in 0in 7.5pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;HIGHLIGHT THE CRITICAL PATH&lt;/span&gt;&lt;/b&gt; &lt;/span&gt;&lt;/div&gt;
&lt;ol style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #454545;&quot;&gt;Click the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;View&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;tab.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #454545;&quot;&gt;In the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Task Views&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;group, click the arrow beneath&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Gantt Chart&lt;/b&gt;, and then click&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;More Views&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #454545;&quot;&gt;In
the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;More Views&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;dialog box, in the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Views&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;list, select&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Detail Gantt&lt;/b&gt;, and then click&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Apply&lt;/b&gt;. By default, the critical
task&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;Gantt bars&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;and&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;link
lines&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;are red&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;This format change overrides
any direct formatting changes that you might have already made to bar styles or
individual bars. This formatting of critical tasks only applies to the current
Gantt Chart view in the current project. To save this formatting, click&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Organizer&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;in the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;More Views&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;dialog box.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue; font-size: small;&quot;&gt;&amp;nbsp;&lt;b&gt;SHOW ONLY THE CRITICAL PATH&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ol style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #454545;&quot;&gt;Go to a Gantt Chart view, if you
are not in one already.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #454545;&quot;&gt;On the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;View&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;tab, in the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Data&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;group, click the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Filter&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;list and then click &lt;b&gt;Critical&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #454545;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #454545;&quot;&gt;To display all tasks again, in
the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Filter&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;list, click&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;No Filter&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;T&lt;span style=&quot;color: #454545;&quot;&gt;o quickly see the list of tasks on the critical
path, on the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;View&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;tab, in the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Data &lt;/b&gt;group, click the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Group&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;list and then click&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Critical&lt;/b&gt;. The critical path
tasks are listed together under the heading&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;Critical&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;line-height: 15pt; margin: 0in 0in 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/7543852459460516441/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/working-with-critical-path-in-project.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7543852459460516441'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7543852459460516441'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/working-with-critical-path-in-project.html' title='WORKING WITH CRITICAL PATH IN MS PROJECT 2010'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-7865925980427861293</id><published>2012-06-01T03:30:00.002-07:00</published><updated>2013-09-25T23:19:38.453-07:00</updated><title type='text'>TASK DEPENDENCIES: FS / SS / FF / SF IN MS PROJECT PROFESSIONAL</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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&lt;br /&gt;
&lt;h3 style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;Task Dependencies : To Define the Relationships Between Tasks&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue; font-size: small;&quot;&gt;&lt;b&gt;Predecessor&lt;/b&gt; :&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;A predecessor is a task whose start or finish
date determines the start or finish date of its successor task. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: blue; font-size: small;&quot;&gt;&lt;b&gt;Successor :&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;A successor is a task whose start or finish date
is driven by its predecessor task.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;The nature of the relationship between a
predecessor task and a successor task determines the type of task dependency to
use. W&lt;/span&gt;e can use &lt;b&gt;FOUR&lt;/b&gt; types of task dependencies.&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Finish - To&amp;nbsp; - Start &amp;nbsp; &amp;nbsp;[ FS ]&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Start &amp;nbsp; - To &amp;nbsp;- Start&amp;nbsp; &amp;nbsp; [ SS ]&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Finish - To &amp;nbsp;- Finish&amp;nbsp; [ FF ]&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Start&amp;nbsp;&amp;nbsp; - To -&amp;nbsp; Finish &amp;nbsp;[ SF ]&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
For Example, if we have Two tasks, Task 1 and Task 2 in our Testing Project , we can define all the 4 relationships by following steps:&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;&quot;&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;If Task 2 is having Predecessor as Task 1, double Click on Task 2&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Task Information&lt;/b&gt; window will appear&lt;/li&gt;
&lt;li&gt;In the Predecessor section, select the option from &lt;b&gt;Type&lt;/b&gt; Drop down list ( FS / SS / FF / SF)&lt;/li&gt;
&lt;li&gt;Ok&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;u&gt;&lt;b&gt;A. Finish - to&amp;nbsp; - Start Dependency&lt;/b&gt;&lt;/u&gt; &lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;u style=&quot;color: blue;&quot;&gt;&lt;b&gt;B. Start - to&amp;nbsp; - Start Dependency&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;Task
1 and Task 2 must start at the same time.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
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&lt;br /&gt;
&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #953735; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #953735; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: accent2; mso-themecolor: accent2; mso-themeshade: 191;&quot;&gt;Benefit of using SS Dependency&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;span style=&quot;color: #953735; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #953735; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: accent2; mso-themecolor: accent2; mso-themeshade: 191;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #953735; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #953735; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: accent2; mso-themecolor: accent2; mso-themeshade: 191;&quot;&gt;Overlapping work helps to reduce the overall duration of a project.
In our Testing Project, as we can see from the Total Duration of the Project, we &lt;b&gt;&lt;u&gt;Save 3 days’&lt;/u&gt;&lt;/b&gt; work by using
SS Dependency.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
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&lt;u style=&quot;color: blue;&quot;&gt;&lt;b&gt;C. Finish - to&amp;nbsp; - Finish Dependency&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;Task
1 and Task 2 must finish at the same time.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
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&lt;style&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;FF
dependencies also reduce the overall amount of time in Project, same as SS Dependency.&lt;/span&gt;&lt;/div&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;If Task 1 will take 5 days to complete, and Task 2
     will take 3 days to complete, with FS dependency the overall
     duration of the two tasks is &lt;b&gt;8 days. &lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;If&amp;nbsp; we set an FF dependency, the overall duration of
     the two tasks is only &lt;b&gt;5 days.&lt;/b&gt; &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
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&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;&quot;&gt;
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&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;u style=&quot;color: blue;&quot;&gt;&lt;b&gt;D. Start - to&amp;nbsp; - Finish Dependency&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;Task
2 cannot finish until the start of Task 1.&amp;nbsp; This is &lt;b&gt;VERY RARE&lt;/b&gt; scenario of Task in any type of Project.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;As we can see Task 2 has been moved from his scheduled Start date due to SF Relationship.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;As an Example,&amp;nbsp; A particular task needs to finish
before a milestone or project finish date, but it doesn&#39;t matter exactly when
and we don&#39;t want a finish&amp;nbsp; it late to affect the regular task in that scenario we can
use SF dependency&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/7865925980427861293/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/task-dependencies-fs-ss-ff-sf-in.html#comment-form' title='18 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7865925980427861293'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/7865925980427861293'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/06/task-dependencies-fs-ss-ff-sf-in.html' title='TASK DEPENDENCIES: FS / SS / FF / SF IN MS PROJECT PROFESSIONAL'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>18</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-3525817285512006314</id><published>2012-05-31T03:32:00.003-07:00</published><updated>2013-09-25T23:20:25.495-07:00</updated><title type='text'>FIX ISSUE : BASELINE IS NOT APPEARING FOR THE TASK IN TIME SCALE SECTION</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;Problem with Baseline Appearance for Task&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: left;&quot;&gt;
&lt;b style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Definition:&lt;/b&gt;&lt;span style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt; Baseline is the value or condition against which all future measurements will be compared&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt; &lt;/span&gt;.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Baseline Finish Date:&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: left;&quot;&gt;
The term baseline finish date applies to the date on which a schedule activity is expected to be completed.&lt;span style=&quot;color: black; font-size: 12pt;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: left;&quot;&gt;
&lt;b&gt;Baseline Start Date :&lt;/b&gt;&lt;br /&gt;
The term baseline start date applies to the actual scheduled start date of a schedule activity within the approved schedule.&lt;span style=&quot;color: black; font-size: 12pt;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: left;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: left;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; line-height: normal; text-align: left;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12pt;&quot;&gt;To
Configure &lt;b&gt;Baseline&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt; for Task in Project Professional&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: left;&quot; type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Project Tab - in &lt;b&gt;Schedule Section &lt;/b&gt;Select &lt;b&gt;Set
     Baseline&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Select&lt;b&gt; &lt;/b&gt;Any of the &lt;b&gt;11 baseline &lt;/b&gt;available&lt;b&gt;
     &lt;/b&gt;from the &lt;b&gt;Set Baseline&lt;/b&gt; Drop Down List&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Select&amp;nbsp; Entire Project or Selected Task depends on
     your requirement&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;OK&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;b&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h3 class=&quot;MsoNormal&quot; style=&quot;color: blue; line-height: normal; text-align: left;&quot;&gt;

&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&lt;span style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;&quot;&gt;If the Baseline does not appear&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/h3&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Right Click on Time Scale section&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Select Bar Style&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Select &lt;b&gt;Baseline&lt;/b&gt; option from List&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Select &lt;b&gt;Baseline Start &lt;/b&gt;and &lt;b&gt;Baseline Finish&lt;/b&gt; from the Drop Down&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Change the Color and Shape of the Bar if you want&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Same changes can be Done for &lt;b&gt;Baseline Milestone&lt;/b&gt; and &lt;b&gt;Baseline Summary&lt;/b&gt; Option as well.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;&quot;&gt;OK&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;b&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;b&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/3525817285512006314/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/05/baseline-is-not-appearing-for-task-in.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/3525817285512006314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/3525817285512006314'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/05/baseline-is-not-appearing-for-task-in.html' title='FIX ISSUE : BASELINE IS NOT APPEARING FOR THE TASK IN TIME SCALE SECTION'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-5719686280252427606</id><published>2012-05-31T02:57:00.004-07:00</published><updated>2013-09-25T23:22:05.794-07:00</updated><title type='text'>MAINTAIN HOLIDAYS/NON-WORKING DAYS IN PROJECT CALENDAR : SET EXCEPTION</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;

&lt;span style=&quot;color: blue;&quot;&gt;Define Holidays or Exceptions in Project Calendar&lt;/span&gt;&lt;/h3&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: black;&quot;&gt;Go to&lt;/span&gt; &lt;b&gt;Project&lt;/b&gt; Tab&lt;/li&gt;
&lt;li&gt;Under Properties -&amp;nbsp; select &lt;b&gt;Change Working Time&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Lets say we want to maintain 15th August as Independence Day Holiday for our Project During Project life cycle.&lt;/li&gt;
&lt;li&gt;Select 15th August from the Current Year Calendar i.e. 2012&lt;/li&gt;
&lt;li&gt;Write Down Independence Day or the Holiday Reason in Name section under Exception tab as below&lt;/li&gt;
&lt;li&gt;The Start and Finish date will appear automatically&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Click on Details option&lt;/li&gt;
&lt;li&gt;Choose the &lt;b&gt;Recurrence Pattern&lt;/b&gt; as Yearly, since Independence Day come once in a Year&lt;/li&gt;
&lt;li&gt;Select the &lt;b&gt;Range of Recurrence &lt;/b&gt;according to the requirement&lt;/li&gt;
&lt;li&gt;Choose the End After or End By option to make sure how long you want to continue this exception. ( Project Professional Supports up to the year &lt;b&gt;2049&lt;/b&gt;)&lt;/li&gt;
&lt;/ul&gt;
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&quot; /&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;OK&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: 11pt; line-height: 115%;&quot;&gt;Come back to calendar and see the difference&lt;/span&gt;&lt;span style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt; &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;now we can see 15th August as Exception/ Non working day with the reason of the Holiday as below up to the year 2049.&lt;/li&gt;
&lt;li&gt;As we can noticed 15th August date is Grayed out in the Calendar. &lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt; &lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Same way we can put weekly holidays for
particular resource or all resources&lt;/li&gt;
&lt;li&gt;We can maintain the work hour/special work hour
on weekend on in Saturday &lt;/li&gt;
&lt;li&gt;We can maintain the schedule for a particular
weekday for every month&amp;nbsp; (Example: &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Third
Wednesday every month&lt;/u&gt;&lt;/b&gt;)&amp;nbsp; [Check
the entire recurrence pattern one by one]&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/5719686280252427606/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/05/set-exception-in-project-calendar.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5719686280252427606'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/5719686280252427606'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/05/set-exception-in-project-calendar.html' title='MAINTAIN HOLIDAYS/NON-WORKING DAYS IN PROJECT CALENDAR : SET EXCEPTION'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2021010105989775431.post-4247762311710640598</id><published>2012-05-31T01:22:00.001-07:00</published><updated>2013-09-25T23:23:24.156-07:00</updated><title type='text'>CHANGE THE VIEW OF TASK DURATION &amp; % COMPLETE IN TIME SCALE IN MS PROJECT PROFESSIONAL</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;



&lt;span style=&quot;color: blue;&quot;&gt;Change the Style and View : Task Duration and % Complete of Task&lt;/span&gt;&lt;/h3&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;



&lt;/h3&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;In Microsoft Project Professional 2010 we can see the Resource Name and % completed for any of the Task in the Time scale section under Gantt Chart View&lt;/span&gt;.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h3 style=&quot;text-align: center;&quot;&gt;



&lt;img alt=&quot;&quot; height=&quot;229&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;/h3&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
To Change the View and Style:&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Right Click on Time Scale empty section.&lt;/li&gt;
&lt;li&gt;Select &lt;b&gt;Bar Style&lt;/b&gt; &lt;/li&gt;
&lt;li&gt;Click on &lt;b&gt;Text Tab&lt;/b&gt; below&lt;/li&gt;
&lt;li&gt;Change the appearance by choose the desired option from Drop Down List for Left and Right align&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
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&quot; /&gt; &lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;
Click OK&lt;/li&gt;
&lt;li&gt;Now we can see the difference in the Appearance&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt; &lt;/div&gt;
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&lt;/h3&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://projectprofessional2010.blogspot.com/feeds/4247762311710640598/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/05/change-view-appearance-of-task-duration.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/4247762311710640598'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2021010105989775431/posts/default/4247762311710640598'/><link rel='alternate' type='text/html' href='http://projectprofessional2010.blogspot.com/2012/05/change-view-appearance-of-task-duration.html' title='CHANGE THE VIEW OF TASK DURATION &amp; % COMPLETE IN TIME SCALE IN MS PROJECT PROFESSIONAL'/><author><name>Chandan</name><uri>http://www.blogger.com/profile/12236127422946084849</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry></feed>