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<feed xmlns="http://www.w3.org/2005/Atom"><title>one long token soup</title><id>https://ohrg.org/feed.xml</id><updated>2026-08-03T00:00:00+00:00</updated><author><name>Lachlan Kermode</name></author><link href="https://ohrg.org/feed.xml" rel="self"/><entry><title>A comparison of Elm and React (in code)</title><id>https://ohrg.org/a-comparison-of-elm-and-react.html</id><updated>2017-01-22T00:00:00+00:00</updated><link href="https://ohrg.org/a-comparison-of-elm-and-react.html" rel="alternate"/><content type="html">&lt;h2&gt;A comparison of Elm and React (in code)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Since React’s open source release in 2013, techniques inspired by functional programming have become an integral part of what many consider ‘best practice’ in front-end application development on the web. Functional programming as a concept has been around since the lambda calculus was invented to study computation in the 30s, and it became practicable through Lisp in 1958, and then further through ML in the 70s. Only now, however, is it finding its way into the mainstream. This post investigates functional techniques in contemporary ‘best practice’ front-end development by comparing an application in Elm to its equivalent in React.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Disclaimer: &lt;em&gt;I think Elm is a lot more expressive and robust than the React equivalent.&lt;/em&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;What follows is a ‘translation’ of Elm’s syntax to its React equivalent, demonstrating what abstractions are shared between the programming dialects. By contextualizing the approach of each framework within the web’s history and the JS ecosystem, I argue that Elm offers a more concise and expressive syntax for than the ‘best practice’ React application, as both frameworks are intended to be used through the same architectural primitives. In addition, I also provide brief reviews of JS frameworks that employ a similar architecture (which I’ll simply refer to as the ‘Elm architecture’ from this point on), comparing them to Elm and pointing at how Elm is more concise and expressive in comparison, in the same way that it is for React.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In order to clearly compare React and Elm, I’ve made a very simple ‘books’ front-end interface that makes an HTTP request, and visualises the returned JSON data (which represents some of the books I’ve read in the last couple of months). The code for these applications, as well as instructions to run them, are available in the folders elm-books and react-books in the following repo:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;a href=&quot;https://github.com/breezykermo/elm-react-books&quot;&gt;github.com/breezykermo/react-elm-books&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When referencing code in the following post, I’ll refer to a set of line numbers and the file in which the code can be found, implying the appropriate directory through the filetype. For example, the reference &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L1&quot;&gt;[1-12 Main.elm]&lt;/a&gt; refers to lines 1 through 12 in the file elm-books/src. Alternatively, &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/App.js#L2&quot;&gt;[2,6-8 App.js]&lt;/a&gt; refers to line 2 and lines 6 through 8 in the file react-books/src. Links to the relevant code in Github will be provided as they are here.&lt;/p&gt;&lt;h3&gt;Background: React&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The composition of components in a tree is an intuitive architecture for view interfaces, and some variation of it is implemented on almost every modern application platform that supports a UI. The browser, for example, constructs its view through a tree of HTML nodes. The iPhone and Android platforms use tree-based abstractions such as Views and View Managers to handle the pixels they render on-screen. The application as a whole is usually composed as one large ‘layout’ component that nests several child components (e.g. header, body, footer), each of which in turn may nest their own child components, and so on.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In the browser’s case, the tree of HTML nodes is represented as a data structure in the JS runtime. This structure is called the Document Object Model, more commonly referred to by its acronym, the DOM. The HTML view can be adjusted by modifying the DOM in the JS runtime, and these DOM updates are then transmitted to the actual HTML component tree. Modifying the HTML through the DOM is relatively computationally expensive, as the web was built on the premise of serving static documents, with JS and the DOM (i.e., the browsers utilities that allow dynamic updates) only added later. It is much less taxing on the browser to run JS that does not access or modify the DOM.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;We have come to expect much more of the web than static documents in 2017. In the popular imagination, many complex websites are conceived as analogues of native application platforms such as iOS and Android, and are expected to provide the same quality of interactivity and interface. This type of interactive web page is now known as a single-page application (SPA). There is an enormous collection of JS libraries that provide developers with utilities to manage DOM updates at higher levels of abstraction, and more intuitively. The most widely used of these is jQuery, which is a flexible collection of functions that access and update DOM nodes with an arguably more intutive syntax than the base DOM API. In many cases, a library will provide both a strongly opinionated toolkit (collection of functions and classes) for managing the DOM, and also one or more practicable development strategies which promote particular abstractions for managing complexity. We may call these strategic libraries frameworks.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A successful framework insulates the developer from the DOM’s technicalities, and allows her to architect an application on higher level primitives than those that the DOM provides. For example, Angular 1.x, maybe the most popular full-bodied framework of the last 5 or 6 years, provides abstractions such as controllers and two-way data binding, along with many others, to allow the developer a Model-View-Controller (MVC) architecture for her applications. Controllers manage a certain scope of DOM nodes and their updates, and two-way data binding facilitates connecting one state of the screen to another state, for example the value of an input node to the text in an h3 tag.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There has recently been a revision in the philosophy of DOM access used by many JS frameworks in the ecosystem. In 2013, Facebook open-sourced a JS framework called React, which was being used internally at Facebook. React has since enjoyed widespread adoption as a front-end framework in the tech industry. This crusade is led by its extensive use at well-respected companies like Facebook and Airbnb.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;React’s core design principle is stated on its website: “the key feature of React is the composition of components.” While frameworks like Angular 1.x were pitched as a holistic framework for the browser, where almost every conceivable part of the application—view declaration, state management, routing, dependency injection, and much more—is handled in some way by the framework, React declares itself only as a way to “build encapsulated components that manage their own state, then compose them to make complex UIs.” It does not strictly opinionated other essential aspects of the SPA, and this flexibility is one of the reasons for its popularity. As I will make clear in later sections, however, despite its interoperability with many types of development, React is designed with an a particular ‘holistic’ SPA architecture in mind.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The primary way in which React differs from frameworks like Angular 1.x is in the way that it registers and performs updates to the DOM. The SPA is constantly updating different parts of the DOM, handling side effects such as user input and asynchronously delivered data. In a typical SPA, there are thousands of nodes in the DOM tree. When we recall that the DOM is really optimised for one-time render of documents, not an application of changing frames that updates constantly, it is evidently important that a framework for the browser be economical in the way that it performs DOM updates.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As the complexity of applications on the web like Facebook increased, they discovered that “in our sufficiently large codebase, in our sufficiently large company, MVC [gets] really complicated, really quickly [for developers].” The cause of this complexity was the free, decentralised way in which updates to the DOM were being made, and the fact that the application state was distributed across the app in various different sections. As there were a lot of developers working on the codebase, it was very difficult for an individual developer understand exactly what was going on in the part of the application they were working on, because:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;The section was able to be modified by other parts of the application.&lt;/li&gt;&lt;li&gt;It was very difficult to identify these modifications statically in the code, and even when they were happening in real time it was not always easy to trace which code or event had triggered the change.&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Facebook’s solutions to these problems were:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;Enforcing a single direction in which data can conceptually ‘flow’ through components for updates: down through the tree of nodes from the top.&lt;/li&gt;&lt;li&gt;A central location where all actions relevant to a section of the application are registered, so that all events are traceable.&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;However, unidirectional data flow (Facebook’s first solution) in a browser SPA is not an immediate solution. In unidirectional data flow, all updates exclusively enter from the top node of the DOM tree, and propagate down through child components. By this method, the &lt;em&gt;entire application&lt;/em&gt; needs to re-render on every change. Given that it is computationally expensive to access the DOM via JS, this kind of complete re-render is super expensive.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Through what is essentially a very clever hack, React provides developers with the abstraction of unidirectional data &lt;em&gt;and&lt;/em&gt; keeps updates performant through the use of a &lt;em&gt;virtual DOM&lt;/em&gt;. The virtual DOM is a virtual representation of the actual DOM that is much less expensive to modify, as it does not actually re-render the HTML nodes. With a virtual DOM, React only has to perform its re-render virtually, which is a relatively inexpensive operation. Using a clever diffing algorithm, React then calculates the necessary changes in the real DOM, and then performs those changes without having to re-render the entire real DOM. React’s diffing algorithm is, as it notes in its documentation, “an implementation detail. React could re-render the whole app on every action; the end result would be the same.” React’s performant diffing algorithm is this crucial optimization that allows React to compete in performance with frameworks that directly manipulate the DOM, while mantaining the beneficial abstraction of unidirectional data for the developer’s peace of mind.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;At the same time that Facebook released React, they also released Flux, an “application architecture for building user interfaces.” Flux provides state management abstractions that operate well in tandem with React components, as the library is also built around the virtues of functional programming, more specifically immutable data and unidirectional data flow. As John Reppy calls the JS event loop “a poor man’s concurrency” in his book “Concurrent ML”, the Flux architecture might be considered a poor man’s &lt;a href=&quot;https://wiki.haskell.org/All_About_Monads#What_is_a_monad.3F&quot;&gt;monad&lt;/a&gt;. Flux uses stores to represent application state, and flushes this state through a view tree hierarchy (e.g., a network of React components). Modifications to the stores may be made through a set of pre-defined actions, and the stores then emit a change event, to which views (i.e. React components) may subscribe. A library called Redux has become a popular alternative to Flux, as it essentially provided the same beneficial architecture through more powerful functional abstractions. Most notably, it reduces the burden on the developer of managing store subscriptions (a complexity that the developer has to deal with in Flux). In Redux, changes to a store trigger an automatic refresh of the view tree, and the refresh is made efficient by use of the virtual DOM in React.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The creator of Redux, Dan Abramov, was explicitly taking cues from the Elm architecture in order to reduce the conceptual complexity of Flux. I will be using Redux alongside React to express the Elm architecture, as React does not provide sufficient abstractions on its own. I will also be using some additional libraries with React and Redux to more expressively mirror the Elm architecture. Immutable.js allows the creation and management of ‘immutable’ objects in JS, which we will use in order to keep ‘immutable’ state in the Redux store. This allows for a more performant update of a large store. Redux-thunk is a library authored by Dan Abramov himself, which allows controlled dispatch of asynchronous actions to the Redux store. I will explain more about how these libraries work as they are used in the examples below.&lt;/p&gt;&lt;h3&gt;Foreground: Elm&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though Facebook popularised the notion of unidirectional data flow in the browser through React, they by no means invented it. Nor were they necessarily the first to apply it to web’s domain through the virtual DOM. The idea of unidirectional data as an effective paradigm for state management is, in fact, an idea taken from the functional programming community. In purely functional programs, unidirectional data flow is implicit. There is no conception of ‘two-way’ data as there is in object-oriented programming; programs declaratively produce a result from a given input. In other words, purely functional programs are nothing more than simply referentially transparent functions that take an input and produce a value deterministically. Reducers, the mechanisms that manage updates in the Redux paradigm, are referentially transparent functions that take an input and produce a value deterministically.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Elm is a functional language written by Evan Czaplicki for his senior thesis at Harvard in 2012 that was designed as a more robust way of developing GUIs for the browser. Programs are written in its own syntax, and the Elm compiler then produces browser-ready HTML, CSS and JS. As Czaplicki explains in his thesis, “the core language of Elm combines a basic functional language with a small set of reactive primitives”, where “reactive primitives” come from the domain of programming known as functional reactive programming (FRP). Inspired by techniques in functional concurrent languages such as CML, Elm provides the programmer with view abstractions directly comparable with those in React (it also uses a virtual DOM), as well as an elegant and robust approach to management in synchronous updates, data validation, and asynchronous requests. Elm has been actively maintained and developed by Czaplicki since 2012, initially at Prezi from 2013, and now at NoRedInk. Both of these companies actively use Elm in production.&lt;/p&gt;&lt;h4&gt;Component Tree&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As I have noted, both React and Elm make use of a virtual DOM in order to allow the conceptual re-render of the entire application at each change, while remaining performant in the update context of the DOM. One way in which both frameworks do this is by avoiding the re-computation of pure functions with unchanged inputs. Elm’s concurrent runtime system uses memoization to do exactly thiss. React’s ‘reconciliation’ algorithm—the algorithm React uses to diff the virtual DOM with the DOM—employs a similar technique. This is possible because the functions are deterministic: given an input, they always produce the same output. Though the virtual DOM/DOM diff is conceptually the same in both frameworks, Czaplicki demonstrates Elm’s superior performance and ease of optimisation in the elm-lang blog post, “&lt;a href=&quot;http://elm-lang.org/blog/blazing-fast-html-round-two&quot;&gt;Blazing Fast Html Round Two&lt;/a&gt;.”&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In terms of their use, ‘components’ in Elm and React are very similar. It is worth nothing that React has three types of components: legacy components, ES6 components, and stateless functional components. The last of these demonstrate the way in which React components can be considered simply as functions &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/components/Desk.js#L6&quot;&gt;[6-17 components / Desk.js]&lt;/a&gt;. The most conspicuous difference between Elm and React components is the different syntaxes of HTML markup. React, by convention, uses JSX, a syntactic sugar that allows components to read like HTML elements. Elm, on the other hand, uses a collection of functions, isomorphically named to suit the full set of HTML tags available. Each of these functions takes in two lists as arguments; the first is a list of attributes to be applied to the node, and the second is a list of its nested children. These functions are provided by the elm-lang / html library that ships with Elm. This library also provides similar functions for the relevant attributes that can be applied to each HTML DOM node, such as ‘class’. Both provide a functional map utility for lists of components &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L30&quot;&gt;[30,62 Main.elm]&lt;/a&gt;&lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/components/Desk.js#L22&quot;&gt;[22 components/Desk.js]&lt;/a&gt;, though React requires an added key attribute that is unique from other keys in the containing list, as a marker for its reconciliation algorithm.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Perhaps the most notable difference in component specification is the way in which view data is validated. React allows the optional specification of propTypes &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/components/Shelf.js#L14&quot;&gt;[14-16, 25-27 components/Shelf.js]&lt;/a&gt;, which will be performed as runtime checks on data that is passed into the components, and which will throw a non-blocking error in the console if the checks fail.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Let me quickly digress to talk about data validation in JS generally; responsible manipulation of data in vanilla JS is largely up to the developer. There are various JS utilities that address this concern in JS, such as Flow and TypeScript. Flow is an optional static type checker that can be inserted incrementally into a codebase, and TypeScript is a Java-like superset of JS that is strongly typed. However, it is difficult to use either of this tools fluidly with Immutable.js objects, as both are designed to type check regular JS types, rather than Immutable’s transformed ones. Certain Immutable types, such as Records, provide partial type checking, in that Records can restrict fields to a certain shape. However they do not enforce strict types for the values contained within the shape.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In order to synthesise complete type checking in React, I am using a combination of Immutable’s shape enforcement, React’s runtime propType checking, and Flow’s static type checking for functions. When data is in the Redux store, it is validated through Immutable’s incomplete type assertions. When it reaches React, it is converted to JS (a relatively expensive operation, it is important to note, especially for large stores), and then validated in React components through PropTypes, and in functions through Flow. Note also that type definitions need to be repeated across Flow and React’s PropTypes API, which violates the ‘Do not Repeat Yourself’ principle of best practice development. If this sounds complicated, it is because it is—type validation is no simply feat in React.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Elm, on the other hand, validates data entirely through its type system. As a strongly typed language, Elm will complain at compile time if the wrong arguments are passed to a function, or if data is used irresponsibly in components or elsewhere. Note that the type alias Book is used in function signatures &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Components/Pure.elm#L29&quot;&gt;[29,42,62 Components/Pure.elm]&lt;/a&gt;. Type aliases allow the programmer to define their own custom records for elegant function types such as, &lt;code&gt;shelfDisplay : Book -&amp;gt; Html msg&lt;/code&gt;. This solution is noticeably both more robust and more elegant than the partial runtime type-checking I have synthesised in React.&lt;/p&gt;&lt;h4&gt;Synchronous Updates&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In both Elm and Redux, synchronous updates in the view occur reactively. Data expressing the application state is kept in an immutable structure separate from the view tree. Each time the structure is reproduced, the view tree re-renders through a virtual DOM diff. In Elm the structure is called the &lt;em&gt;model&lt;/em&gt;, and in Redux it is called the &lt;em&gt;store&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Elm’s update function works by restructuring a Msg that possibly contains data, and produces a new model by addressing the previous model from this Msg &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L37&quot;&gt;[37-43 Main.elm]&lt;/a&gt;. Redux sends actions to the store, which are generated by action creator functions &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/reducers.js#L21&quot;&gt;[21-25, 27-31 reducers.js]&lt;/a&gt;. A delivered action reproduces the store’s structure through a reducer function &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/reducers.js#L33&quot;&gt;[33 reducers.js]&lt;/a&gt;, which combines the action and its associated data and with the previous state, generating a new structure. Note that in Redux’s reducer, immutable data is not enforced by default, only strongly recommended, though I enforce it by only storing data in the store the Immutable library &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/reducers.js#L38&quot;&gt;[38,39 reducers.js]&lt;/a&gt;. I have chosen to use regular JS objects outside the store, for the reason explained above of using Flow to statically type check function arguments.&lt;/p&gt;&lt;h4&gt;Async&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Elm’s update function also returns an optional &lt;code&gt;cmd&lt;/code&gt; &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L34&quot;&gt;[34-52 Main.elm]&lt;/a&gt;. A &lt;code&gt;cmd&lt;/code&gt; allows Elm to perform side effects in its otherwise purely functional environment. Side effects include generating random numbers, and making server requests. When creating the model through the &lt;code&gt;init&lt;/code&gt; function &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L15&quot;&gt;[15 Main.elm]&lt;/a&gt;, Elm allows an initial &lt;code&gt;cmd&lt;/code&gt; to be executed &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L22&quot;&gt;[22 Main.elm]&lt;/a&gt;. &lt;code&gt;Cmd&lt;/code&gt;s can then send &lt;code&gt;Msg&lt;/code&gt;s to the update function after completing a side effect, for example a &lt;code&gt;NewShelf msg&lt;/code&gt; after making an HTTPS request. The &lt;code&gt;cmd&lt;/code&gt; is not executed when it is created &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L66&quot;&gt;[66-68, Main.elm]&lt;/a&gt;, it is only executed when it is passed through the &lt;code&gt;update&lt;/code&gt; function &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Main.elm#L34&quot;&gt;[34 Main.elm]&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Redux-thunk enriches Redux with an analogue of Elm’s &lt;code&gt;cmd&lt;/code&gt;s, which it calls ‘thunks’. Thunks are action creators that return a curried function (rather than a JS object), which is then applied at the threshold of the store by middleware &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/index.js#L11&quot;&gt;[11 index.js]&lt;/a&gt;. The middleware passes the function a dispatch function, so that the thunk can send its own actions to the store, and a getState function, which returns the store’s state at a given time.&lt;/p&gt;&lt;h4&gt;Validating JSON&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Because Elm is strongly typed, values that arrive in JSON cannot be used directly. Elm provides a validation library called &lt;a href=&quot;http://package.elm-lang.org/packages/elm-lang/core/5.1.1/Json-Decode&quot;&gt;Json.Decode&lt;/a&gt;, and Czaplicki’s current company, &lt;a href=&quot;https://www.noredink.com/&quot;&gt;NoRedInk&lt;/a&gt;, provides syntactic sugar in a library called &lt;a href=&quot;https://github.com/NoRedInk/elm-decode-pipeline&quot;&gt;elm-decode-pipeline&lt;/a&gt;. Though this explicit decoding may seem laborious to developers who are used to using JSON directly in JS, it provides a data robustness that JS cannot achieve by itself. Many runtime errors that occur in web applications are the result of dud or mistyped data that the application has received from elsewhere, and thus data validation at its entry point makes for a generally more robust application. The Elm type system requires explicit handling of error scenarios, which results in virtually no runtime errors that are the fault of the front-end. (NoRedInk has been running Elm in production for more than a year, and are yet to find a runtime error that traces back to Elm code.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Creating a comparable validation mechanism in JS is possible, though it is laborious to make the checking rigorous, and there is an added layer of conceptual complexity. The developer has to handle the possibility of null values, a complexity that Elm’s decode libraries abstract through the &lt;code&gt;Result&lt;/code&gt; type. The formulation is decidedly less elegant in JS &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/react-books/src/decoders.js&quot;&gt;[decoder.js]&lt;/a&gt; &lt;a href=&quot;https://github.com/breezykermo/elm-react-books/blob/master/elm-books/src/Decoders.elm&quot;&gt;[Decoders.elm]&lt;/a&gt;. (Note: there is possibly a more robust JS data validation library of this sort out there, please let me know if you know of one!)&lt;/p&gt;&lt;h4&gt;Extra Comments&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Elm also provides reactive subscriptions to values that vary over time, which are similar to streams in functional programming. These are a very useful higher level abstraction in Elm, and make it easy to create interfaces such as Kris Jenkins’ &lt;a href=&quot;https://github.com/krisajenkins/elm-rays&quot;&gt;Rays&lt;/a&gt;. I have not implemented subscriptions in JS, though it would be possible to do so through a library such as RxJS, or Ractive.js. &lt;a href=&quot;https://github.com/joshburgess/redux-most&quot;&gt;This&lt;/a&gt; is an interesting project that I haven’t looked at in depth.&lt;/p&gt;&lt;h4&gt;Other Libraries&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;React is largely responsible for popularizing a component architecture with unidirectional data flow, as Facebook’s standing as a prestigious company encouraged many developers to practice web development with the framework (myself included). There are now a range of different libraries that employ this architecture in the JS ecosystem, each of which offers a slightly different angle on the Elm architecture. In this section, I review some of the more interesting libraries in this ecosystem, briefly comparing them to Elm.&lt;/p&gt;&lt;h6&gt;Choo&lt;/h6&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Choo is a framework that provides the Elm architecture in a syntax that much more closely resembles vanilla JS. Choo’s API is almost completely isomorphic with Elm’s. Choo notes its point of difference in its readme: “contrary to elm, choo doesn’t introduce a completely new language to build web applications.” It uses a virtual DOM to perform updates, and employs a component architecture in templated HTML strings, rather than through a custom library (Elm) or JSX (React). It does not provide JSON decoding support.&lt;/p&gt;&lt;h6&gt;Vue&lt;/h6&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Vue provides components to create a view interface, and its own library for unidirectional data flow called Vuex. This is very similar to Redux, though it places a greater emphasis on reactivity. However, Vue does not restrict the developer to this unidirectional data architecture, and it also provides many Angular 1.x features, such as two-way data binding. It provides support for TypeScript, though there are some types that this integration cannot infer. Vue suggests using HTML templates for its view syntax, which look like normal HTML with some extra Vue attributes on certain elements. It also supports JSX. It does not provide JSON decoding support.&lt;/p&gt;&lt;h6&gt;Angular 2&lt;/h6&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Angular 2 is a remake of Angular 1.x using components as the core abstraction. Its API is very similar to React, though it is modelled as an all-purpose framework for creating front-ends, rather than only providing the view, and is a lot bulkier. Angular 2 does not opinionate your state management, much like React. It is possible to implement an application with Elm architecture through ngrx’s ‘store’ library, which is inspired by Redux. Angular 2 enforces use of TypeScript, and as a result is strongly typed. It does provide JSON decoding support, but it is not strictly typed on all values, as Elm is.&lt;/p&gt;&lt;h4&gt;Elm as React/Redux generator&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I was interested to see if it would be possible to automatically generate a React-Redux application from Elm code, to provide a general solution for creating a React-Redux analogue from an Elm program. This was always going to be mostly an intellectual exercise, as this generator would have dubious utility. As I have shown, Elm applications are more concise, generally more expressive, and more performant than React-Redux applications. Elm enables interop with JS through a language feature called ports, which allow the developer to use external JS libraries by sending necessary values directly to the Elm runtime. Because Elm is interopable with JS, there is no argument for React on the grounds that it has access to a better ecosystem in JS (an argument that often kills web application frameworks that are not written in JS). For me, Elm is an almost categorically better conceptual toolkit for creating robust front-end applications.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;An Elm generator would only be usable if your developers already knew Elm, and if that were the case there would be no reason why you wouldn’t just use Elm’s compiled output in production. The only practical way a generator might be useful would be in the context of pedagogy. As more developers are familiar with React and Redux than Elm, a systematic way of mapping between Elm and React-Redux programs might provide a valuable learning resource for developers looking to learn Elm from React-Redux (or vice-versa).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The &lt;a href=&quot;https://github.com/elm-lang/elm-compiler&quot;&gt;Elm compiler&lt;/a&gt; and most of its associated tooling is written in Haskell, and is available publicly on Github. The compiler operates through the command line tool called &lt;a href=&quot;https://github.com/elm-lang/elm-make&quot;&gt;elm-make&lt;/a&gt;, which takes an Elm file and generates browser-ready JavaScript. Although I was came to understand a lot about the elm-compiler and elm-make codebases, I found it very difficult working efficiently with Haskell’s package and build manager, &lt;a href=&quot;https://www.haskell.org/cabal/&quot;&gt;cabal&lt;/a&gt;. Simple modifications to the codebase can take minutes to build, and as Haskell is strongly typed, I found myself running into type errors simply trying to print values and find my bearing. For these reasons, I was not able to successfully modify the compiler to produce a React-Redux application from an Elm source. However, in the following section, I offer what insights and tools I produced through my investigation of Elm’s source code.&lt;/p&gt;&lt;h5&gt;Elm Env&lt;/h5&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In order to get the elm compiler running from source on my computer, I ran the appropriate installations in a Docker container. Docker is a containerisation platform that provides a system of containers, which can be thought of as light-weight virtual machines. Containers are built from images, which are snapshots of a container’s starting state. I have created a public Docker image for a container in which you may develop and build new versions of the Elm source code. See the following repository for details:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;[&lt;a href=&quot;https://github.com/breezykermo/elm-env&quot;&gt;github.com/breezykermo/elm-env&lt;/a&gt;]&lt;/p&gt;&lt;h5&gt;Elm Compiler Docs&lt;/h5&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though I was not able to produce a custom generator for the elm-make interface, I learned a lot about the elm-make and elm-compiler codebases, in particular the means by which it generates JS from an Elm program. I have submitted much of what I learned as a pull request to the &lt;a href=&quot;https://github.com/elm-community/elm-compiler-docs&quot;&gt;elm-compiler-docs&lt;/a&gt; repository, a resource for the Elm community that aspires to document the Elm compiler, independent of its creator and maintainer. This is useful for future contributors, as wrapping one’s head around a large codebase is a considerate barrier to entry. It is also useful reference for those looking to create a compiler in Haskell, as the Elm code provides a very good example of how Haskell can be used effectively. The PR can be found at the following repo:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;[&lt;a href=&quot;https://github.com/elm-community/elm-compiler-docs/pull/3&quot;&gt;github.com/elm-community/elm-compiler-docs&lt;/a&gt;]&lt;/p&gt;&lt;h5&gt;Elm Make Generators&lt;/h5&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In addition to the above documentation, I have also created a separate repository with preliminary information on how to generate a custom ‘elm-make’ generator. The elm-compiler and elm-make codebases are wonderful resources for learning about Elm and compilers, as they provide a robust demonstration of how one language might compile to another. Further work here might involve coding generators for a range of different JS frameworks that use the Elm architecture—though I suggest this with the same disclaimer as I did the React-Redux generator; its primary use-case would most probably be as a learning resource.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;[&lt;a href=&quot;https://github.com/breezykermo/elm-make-generator&quot;&gt;github.com/breezykermo/elm-make-generator&lt;/a&gt;]&lt;/p&gt;&lt;h4&gt;Works Cited&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Reply, John H. Concurrent Programming in ML. Cambridge: Cambridge U Press, 1999. Print.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Czaplicki, Evan. Elm: Concurrent FRP for Functional GUIs, 30 March 2012. &lt;a href=&quot;https://www.seas.harvard.edu/sites/default/files/files/archived/Czaplicki.pdf&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.seas.harvard.edu/sites/default/files/files/archived/Czaplicki.pdf&quot;&gt;https://www.seas.harvard.edu/sites/default/files/files/archived/Czaplicki.pdf&lt;/a&gt; accessed 01/09/17.&lt;/p&gt;</content></entry><entry><title>Alma Steingart, Axiomatics: Mathematical Thought and High Modernism (introduction)</title><id>https://ohrg.org/alma-steingart-axiomatics.html</id><updated>2025-06-14T00:00:00+00:00</updated><link href="https://ohrg.org/alma-steingart-axiomatics.html" rel="alternate"/><content type="html">&lt;h2&gt;Alma Steingart, Axiomatics: Mathematical Thought and High Modernism (introduction)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I started reading Alma Steingart&apos;s 2023 &lt;a href=&quot;https://press.uchicago.edu/ucp/books/book/chicago/A/bo186192600.html&quot;&gt;Axiomatics: Mathematical Thought and High Modernism&lt;/a&gt; in preparation for a reading group on Math(s), Philosophy, and History that I have been running for almost a year now. (We meet approximately bi-weekly, and wander from text to text based on the group&apos;s discussion and shared interest.) Steingart&apos;s narrative is deeply relevant to the &lt;a href=&quot;./24-01-26.html&quot;&gt;third stream&lt;/a&gt; of my dissertation, the question of mathematics in the 20th century, as it argues that there is an intellectual history of (the rise of) axiomatics in mathematics in the 20th century that corresponds to modernist cultures of art, linguistics, sociology, and other disciplines that became infatuated with mathematical rigor in the ascent of &quot;the postwar abstractionist theory of knowledge&quot; (Steingart 2023, 23). Concretely, Steingart promises (in the introduction) to provide an account of how topology and category theory can be understood as mathematical cultures that represent what she calls &quot;high modernist mathematics&quot; (Steingart 2023, 20), how the utility of mathematics in various disciplines took on a more &apos;abstract&apos; character after the war in projects such as game theory, and how the abstract character of axiomatic mathematics bears a relation to the &quot;aesthetic autonomy&quot; (Steingart 2023, 22) of artistic formalism and structuralist anthropology, among other disciplines that were coming to be characterized by a flirtation with mathematization, during the Cold War era.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The book&apos;s introduction frames this effort in intellectual history through a smattering of terms that constellate the &apos;bigger picture&apos; which theoretically coheres each individual chapter&apos;s analysis of more specific historical actors and moments. It took me a second reading to begin to feel like they were adequately disambiguated, but I now feel that they give a helpful coherence to Steingart&apos;s project. The important terms clarified in the book&apos;s introduction, which I will develop in pairs in this b/log, are as follows:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Abstraction&lt;/li&gt;&lt;li&gt;Modernism&lt;/li&gt;&lt;li&gt;High Modernism&lt;/li&gt;&lt;li&gt;Axiomatics&lt;/li&gt;&lt;li&gt;Mathematics&lt;/li&gt;&lt;li&gt;Mathematization&lt;/li&gt;&lt;/ul&gt;&lt;h2&gt;Abstraction and Modernism&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Abstraction is the principal term that grounds Steingart&apos;s inquiry, and thus in the introduction she accordingly gives us two, mutually informing accounts of it: &quot;one following abstraction&apos;s history as a mode of thought and the other as a marker of modernism&quot; (Steingart 2023, 6).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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}&quot;&gt;The history of abstraction as a mode of thought (pp.6-10) is summarised above. Historically speaking (for Steingart), abstraction originates in a quandary regarding language&apos;s apprehension of the physical world. How do apparently universalizing words such as &apos;color&apos; emerge from the world&apos;s particularity? Thought, it seems, must have to take something away from the world, to &lt;em&gt;abstract&lt;/em&gt; something from it, in order to produce such concepts.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The pivotal figure in this sketch of a condensed history is George Berkeley. Berkeley is &quot;a staunch idealist&quot; (Steingart 2023, 7); yet he is &lt;em&gt;also&lt;/em&gt; the first in Steingart&apos;s condensed history to strongly rebuke abstraction. For Berkeley, &quot;reality consists exclusively of minds and their ideas&quot; (Downing 2021); yet Steingart pens Berkeley as notable in the history of abstraction precisely because he refuses to allow a conceptual space of ideas that is not firmly rooted in the phenomenological world of ideas (Steingart 2023, 7).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;With Berkeley, the nature of the difference between idealism and materialism is revealed clearly as a contradiction, Steingart seems to suggest. She glosses over the philosophical specificity of Berkeley&apos;s claim by lumping him in with the empiricists Locke and Hume: &quot;What Locke, Berkeley, and Hume made clear is that the problem of abstraction as an operative mode of thought touches directly on the foundations of geometry, the signification function of language, and the relation between perception and reason&quot; (Steingart 2023, 8). Fair enough here, perhaps, as Steingart has flagged up front that her concern is not with the nuances of philosophical positions on the matter of abstraction, so much as it is with painting a historical canvas which provides context for what she means when she says &apos;abstraction&apos; in the rest of the book. The lineage presented &lt;em&gt;does&lt;/em&gt; make clear what is at stake in abstraction (notwithstanding its suspiciously British contrivance): namely, the sticky and difficult relationship between mind and matter, subject and object, idealism and materialism. Though this is a strange progression from Aristotle to Marx in some respects, it sets the stage for the way in which abstract mathematics dances around the politicality of its own position, an argument that Steingart will make with respect to concrete actors in the 20th century.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The &apos;other side&apos; of abstraction&apos;s definition, Steingart has told us, is its apparent entanglement with &lt;strong&gt;modernism&lt;/strong&gt; (p.10). There doesn&apos;t seem to be any notable distinction between modernity and modernism for Steingart, and this slippage allows Steingart to settle on Fredric Jameson&apos;s account in his 2013 book &lt;a href=&quot;https://www.versobooks.com/products/1818-a-singular-modernity&quot;&gt;&lt;em&gt;A Singular Modernity&lt;/em&gt;&lt;/a&gt; as the backstop for the claim that modernism and abstraction are two sides of the same coin. I haven&apos;t yet read this book of Jameson&apos;s, and so I can&apos;t be sure of the following points. But I would hazard a guess that &lt;em&gt;modernity&lt;/em&gt; for Jameson is structurally coupled with the problematic of the mangling of subject and object that Marx argues is a symptom (&apos;fetish&apos;) of capital&apos;s installment as a social relation, and thus bemoans a philosophical history reaching back at least to Descartes if not further; whereas &lt;em&gt;modernism&lt;/em&gt; refers instead to an aesthetic category that is historically specific to the 20th century (whence Jameson&apos;s infamous critique of postmodernism). Modernism is not unrelated to modernity, which is why Steingart&apos;s account that &quot;the association of abstraction and modernism is &lt;em&gt;not&lt;/em&gt; a continuation of the long philosophical and political tradition I just outlined, but instead represents a clean break from it&quot; (Steingart 2023, 10) strikes me as a bit suspicious.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Steingart wants to segment (or perhaps we should say &apos;abstract&apos;) 20th-century abstraction from its pre-20th-century forebears by recognizing the newer phenomenon as a &quot;severing of abstraction from the phenomenological world&quot; , a turn away from the &quot;etymological root&quot; of abstraction in its reference to something &lt;em&gt;of&lt;/em&gt; the world (Steingart 2023, 11). But isn&apos;t something of this operation already at work in the various idealisms that contest the empiricism of Hume, Locke, and Boethius in the 18th and 19th centuries? We could offer the names Descartes, Kant, and Hegel, for example, as a counter-history of Steingart&apos;s abstraction, a lineage which also culminates in an important sense in the first master of suspicion, Marx. All three of these thinkers were (it doesn&apos;t seem controversial to claim) concerned with the status of thought on its own terms, thought &apos;for itself&apos; that was ideally purified of phenomenological reference. This German lineage as a counterpoint to the British one Steingart gives at the least proves that the &quot;crisis of referentiality&quot; (Steingart 2023, 12) of the 20th century is not the &lt;em&gt;first&lt;/em&gt; such crisis that abstraction suffered in philosophy. The curious triad of &quot;linguistics and scientific philosophy&quot; (Steingart 2023, 12) that is then given to evidence abstraction&apos;s reversal of meaning in the 20th century– Ferdinand de Saussure, Albert Einstein, and Alfred North Whitehead– are brought into the historical-philosophical fray almost as if there is no precedent for the problem of the object, the subject, and the sphere of signification that necessarily traverses the two in language. It might be that &apos;modernism&apos; names a distinct inflection of the constitutive problematic of modernity in the 20th century, but it is not clear to me that this inflection&apos;s distinction rests neatly on its reversal of abstraction&apos;s etymological root in the phenomenological world.&lt;/p&gt;&lt;h2&gt;High Modernism and Axiomatics&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;High modernism for Steingart is above all associated with David Hilbert and the crisis in foundations of mathematics. In other words, high modernism emerges as a dialect of modernism through the proliferation of the axiomatic method (associated with Hilbert) in mathematics and other disciplines. The &lt;a href=&quot;https://en.wikipedia.org/wiki/Nicolas_Bourbaki&quot;&gt;Bourbaki group&lt;/a&gt; is given as &quot;the most extreme example of mathematical high modernism&quot; (Steingart 2023, 17), as they emblematise a particular configuration of the relationship between mathematical theory and empirical reality. High modernist mathematics sees theory as a practice/process that is constituted as an autonomous aesthetic domain, free from the demanding contrivances of the (material) world. The high modernist attitude is fundamentally idealist in the sense that the domain of thought and theory is not borne of patterns or perceptions in the phenomenological world, but autonomously, on its own terms. Mathematical theory for the high modernist is conceived &lt;em&gt;beyond&lt;/em&gt; or &lt;em&gt;besides&lt;/em&gt; the world, but is then tested by its applications &lt;em&gt;in&lt;/em&gt; the world. This phenomenology of theory in mathematical high modernism is what gives the history of axiomatics&apos; proliferation its seemingly contradictory characters, &quot;denoting the rationalization of social life on the one hand and the promotion of an autonomous aesthetic sphere on the other&quot; (Steingart 2023, 18). For Steingart, game theory, communications theory, operations research, and computing (by which I assume she means the burgeoning discipline of Computer Science) all suffer this kind of speculative pragmatics that is both idealistic and utilitarian (Steingart 2023, 19), and can all thus be united in axiomatics as their common rationale and prehistory.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Grouping these histories under the rubric of high modernism is evocative also, as Steingart notes, due to James Scott&apos;s use of the term as &quot;a particularly sweeping vision of how the benefits of technical and scientific progress might be applied&quot; (Steingart 2023, 17). High modernism names a technocratic worldview that parades as thoroughly materialist, but which in fact is built on an unconscious idealist kernel that hazards scientific theory as autonomous (and thus unimpeachable) rather than grounded in the world and our flawed phenomenology of it. Perhaps it is this quality, i.e. the repression of an idealist basis for the claim of scientific validity, that better characterizes high modernism&apos;s break from the modernisms (and modernities) before it. Berkeley, Hume, and Burke would then be correctly identified as the prime philosophical actors in mathematical high modernism&apos;s prehistory, but for reasons to do with the way that they each repress in their own way &lt;em&gt;the necessary politics of abstraction&lt;/em&gt;, enshrining some part of it as independent of the world and thus paving the way for its unimpeachability. (Kant would surely also feature prominently in this historical drama.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though the distinction between abstraction, modernism, and high modernism took me a second reading to make out clearly in Steingart&apos;s introduction, axiomatics appeared early as a clear intellectual historical object (if such a thing can be thought to exist). Axiomatics are the methods in mathematics based on the spectral objectivity of &lt;em&gt;numbers&lt;/em&gt; posited at the turn of the twentieth century, newly realized through the questioning of their basis in physical reality.&lt;/p&gt;&lt;blockquote&gt;What are numbers? Within the new regime of objectivity, neither the empiricist nor the idealist answer was acceptable. Numbers were not arrived at by counting, nor were they synthetic a priori. (Steingart 2023, 13)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Cantor goes curiously unmentioned, but we get the other usual suspects in Dedekind, Peano, Frege, and Hilbert. Steingart&apos;s argument is that the proliferation of axiomatics within mathematics and their percolation throughout other disciplines in the humanities and the sciences should be considered a high modernism in the history of abstraction.&lt;/p&gt;&lt;h2&gt;Mathematics and Mathematization&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The final two terms I wanted to disambiguate are these. While mathematics seems to usually refer to the actual disciplinary practice of professional mathematicians (and thus &apos;mathematical high modernism&apos; is an appropriate description of axiomatics&apos; preponderance at universities in postwar America), &lt;em&gt;mathematization&lt;/em&gt; seems to refer instead to the dissemination of paradigms in mathematics to other disciplines, such as sociology, anthropology, and linguistics, as well as how mathematical technique was consciously applied in these other disciplines. To the extent that Steingart&apos;s book is a story about mathematization, then, it is in the company of recent books such as Bernard Dionysus Geoghegan&apos;s &lt;a href=&quot;https://www.dukeupress.edu/code&quot;&gt;&lt;em&gt;Code: From Information Theory to French Theory&lt;/em&gt;&lt;/a&gt; in that it accounts for how mathematics became the Hermes of a disciplinary pantheon conceptually divided into the humanities and the sciences. (Along with Computer Science, mathematics is– I think– one of the few undergraduate degrees in America that is offered both as a Bachelor of Arts and as a Bachelor of Science, depending on the granting institution.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Many now are taking issue with mathematization as a sort of root cause of much that is disagreeable politically about the contemporary world. It seems important to me that we give nuance to the widespread claim that it is the &lt;em&gt;mathematization&lt;/em&gt; by Computer Science&apos;s dissemination into other disciplines that is the root cause of our moment&apos;s political problematic. Throwing out maths and computing tout court is not an option on the table, I would argue, and thus we must reject its easy appearance as the scapegoat of bad epistemology. I intend to proceed with reading the rest of this book because it offers some such nuance in locating axiomatics as a specific culture in mathematics and tracing its social and (perhaps) political effects.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Downing, Lisa. 2021. “George Berkeley.” In &lt;em&gt;The Stanford Encyclopedia of Philosophy&lt;/em&gt;, edited by Edward N. Zalta, Fall 2021. Metaphysics Research Lab, Stanford University.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Steingart, Alma. 2023. &lt;em&gt;Axiomatics: Mathematical Thought and High Modernism&lt;/em&gt;. University of Chicago Press.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Amanda Holmes and Adrian Johnston</title><id>https://ohrg.org/amanda-holmes-and-adrian-johnston.html</id><updated>2024-04-24T00:00:00+00:00</updated><link href="https://ohrg.org/amanda-holmes-and-adrian-johnston.html" rel="alternate"/><content type="html">&lt;h2&gt;Amanda Holmes and Adrian Johnston&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have been at the institute (the &lt;a href=&quot;https://www.iwm.at/&quot;&gt;IWM&lt;/a&gt;) for nearly a month now, the first month of three. It is the first time that I have had something close to my own office (I share a room with one other fellow), and the first time that I have had the space and time of mind to attend specifically to the task of my dissertation proper. As a PhD student in Providence, there is a bustle of daily university life - lectures, seminars, meetings - that makes it more difficult to properly think. Perhaps this is because it is the aim of a PhD to find a unique space of thought, and such a pocket (carved out against the majority of opinion, if it is to have any academic value) is necessarily solitary. The PhD project is to design such a space, to educate oneself in how it reflects and refracts existing projects (of existing academics), and to come to some confident enough conclusion in it that one appears salable on the job market.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In the past few weeks I have tracked four contemporary projects that relate to the space I am trying to carve for myself at the &lt;a href=&quot;24-01-26.html&quot;&gt;intersection of mathematics, Marx, and Lacan&lt;/a&gt;. I&apos;ll introduce two of them here (Amanda Holmes&apos; and Adrian Johnston&apos;s), and defer two of them (Svitlana Matviyenko&apos;s and Sarah Pourciau&apos;s) to a later log.&lt;/p&gt;&lt;h2&gt;&lt;a href=&quot;https://www.dieangewandte.at/jart/prj3/angewandte-2016/main.jart?rel=en&amp;amp;reserve-mode=active&amp;amp;content-id=1458930944469&amp;amp;Pe-Id=8332&quot;&gt;Amanda Holmes&lt;/a&gt;&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Completing her PhD in &lt;a href=&quot;https://www1.villanova.edu/university/liberal-arts-sciences/programs/philosophy.html&quot;&gt;philosophy at Villanova&lt;/a&gt; in 2020, Holmes was advised by &lt;a href=&quot;https://philpeople.org/profiles/walter-brogan&quot;&gt;Walter Brogan&lt;/a&gt;, &lt;a href=&quot;https://en.wikipedia.org/wiki/Gabriel_Rockhill&quot;&gt;Gabriel Rockhill&lt;/a&gt;, and &lt;a href=&quot;https://en.wikipedia.org/wiki/Alenka_Zupan%C4%8Di%C4%8D&quot;&gt;Alenka Zupančič&lt;/a&gt;. Her dissertation was titled &lt;em&gt;Erotology: The Logos of Eros in Lacan&apos;s Return to Freud&lt;/em&gt;, and its structure is refreshingly un-American in its singular focus on tracking what Holmes calls &apos;erotology&apos; in Lacan&apos;s thought. Erotology is &quot;the logos of eros, the study of desire, the disciplined examination of those gaps in the universe around which desire gathers…. the discipline of identifying and elaborating the philosophical implications of psychoanalysis&quot; (Holmes 2020, 7). Erotology is the fourth term that psychoanalysis, as an inflection point in and critique of the Western (European) philosophical tradition, introduces to the reigning triumvirate of ontology (the science of being), epistemology (the science of thinking), and phenomenology (the science of feeling). Lacan&apos;s return to Freud, a project that takes psychoanalysis seriously as a philosophical invention and intervention, is erotological because it is &quot;a discourse that takes desire as its central focus&quot; (Holmes 2020, 8).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Holmes&apos; dissertation does what good dissertations should do, I think: it synthesizes the state of a discursive space, offering the seeds of a &apos;new&apos; argument only by first demonstrating erudition and pedagogical generosity as a writer. There is an overwhelming sense (in America) that one&apos;s dissertation is supposed to operate as a &apos;scientific&apos; breakthrough, exposing some connection heretofore unseen and unconceptualized. This contributes to the reigning paradigm of paranoiac collaboration and publication, whereby there is an idea that one&apos;s academic space or niche can be stolen, as if intellectual specialization were a patented technology that needs regulatory mechanisms to protect its strategic advantage. This framing is not to downplay the very real and common occurrence of more senior scholars taking advantage of younger ones as a fungible labor force, manipulating the cult of authorial singularity in the humanities through their positions of relative power so as to significantly disadvantage and dispossess more junior persons of their due credit and/or acclaim. But it is to suggest that we should consider the limitations of the conceptual treatment of academic ideas as intellectual property, i.e. as salable commodities that should circulate in such a way that the benefit gained thereof warrants a financial or reputational &apos;interest&apos; that accrues to their authors. Some will say that the commodified condition of the market of ideas is just the way it is, the realpolitik of (American) academia within which one must operate to have any relevance, and/or to feed oneself and one&apos;s &quot;family&quot;. Perhaps this is the case. But shouldn&apos;t we still do our best to imagine it otherwise, and implement this imagination as much as we can, as much as we are allowed to?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It is rich, perhaps the same some will say, to suggest that the dedicated study of an infamously cryptic and white French man&apos;s seminars from the 60s and 70s represents a progressive (i.e. less commodified) kind of scholarship. And it is probably true that Lacanians have failed to convincingly articulate why such a thing could really (as I am coming to believe it to be) the case. But I really do digress, here, as the point that I set out to make is that Holmes&apos; dissertation on Lacan is a valuable addition to the available other introductions to the Lacanian ethos of desire (i.e. &lt;a href=&quot;https://en.wikipedia.org/wiki/The_Sublime_Object_of_Ideology&quot;&gt;Zizek&lt;/a&gt;&apos;s, &lt;a href=&quot;https://www.sas.upenn.edu/~cavitch/pdf-library/Gallop_Reading_Lacan.pdf&quot;&gt;Gallop&lt;/a&gt;&apos;s, to name a few that I have discussed on this site), and perhaps one that is the most up-to-date regarding more recent Lacan scholarship, such as Zupančič&apos;s &lt;em&gt;&lt;a href=&quot;https://mitpress.mit.edu/9780262534130/what-is-sex/&quot;&gt;What Is Sex?&lt;/a&gt;&lt;/em&gt;.&lt;/p&gt;&lt;h2&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Adrian_Johnston_(philosopher)&quot;&gt;Adrian Johnston&lt;/a&gt;&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I intend to discuss Johnston&apos;s most recent book &lt;em&gt;&lt;a href=&quot;https://cup.columbia.edu/book/infinite-greed/9780231214735&quot;&gt;Infinite Greed&lt;/a&gt;&lt;/em&gt; at more length in future logs on this site, as it is one of the most erudite studies of the relationship between Lacan&apos;s and Marx&apos;s thought available. In recent weeks I have read a &lt;a href=&quot;https://ir.canterbury.ac.nz/items/35ce4f03-fba6-465d-8862-b44a2d9bc5d7&quot;&gt;2017 essay&lt;/a&gt; that prefigures the argument in that book, and I am now working through a manuscript of the book itself.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The core argument (of both the essay and the book, as I understand them) is that Marx&apos;s critique of political economy in &lt;em&gt;Capital&lt;/em&gt; prefigures some of the core psychoanalytic insights, the discourse of which Johnston suggestively refers to as &lt;strong&gt;libidinal economy&lt;/strong&gt;. There are &quot;temporal dialectical dynamics between past and present (as well as future)&quot; (Johnston 2017, 277) that Marx&apos;s and the psychoanalytic accounts share, and in articulating this common understanding one can marry metapsychology (psychoanalysis) and historical materialism (Marx). The terminological lodestone of this effort is &lt;em&gt;Trieb&lt;/em&gt; [drive], a word used by Freud, Lacan, and Marx alike.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Drive in the Lacano-Freudian sense of the term can be understood through Freud&apos;s enigmatic and polarizing suggestion that the human is characterized by her/his &lt;strong&gt;death drive&lt;/strong&gt;. The final chapter of Alenka Zupančič&apos;s book &lt;em&gt;What Is Sex?&lt;/em&gt; (Zupančič 2017) is a sublime rumination on and interpretation of the death drive as it should be understood: as the name for the object-less affect that emerges from the unknowable contradiction in consciousness called &apos;sex&apos;. At once aimed at reproduction, as a crude Darwinian imaginary would have it, and paradoxically also at a self-annihilating end in &apos;death&apos;, the death drive is what differentiates a speaking being from an animal in Lacanian thought. Speaking being is characterized by a contradiction in its telos (purpose), whereby there is an element of indetermination in its (life) trajectory that gives rise to a special kind of under-determined drive called &lt;strong&gt;desire&lt;/strong&gt;. Desire has no overdetermined object: it is a subject that strives not for something in particular, but for something &apos;abstract&apos;. Thus Lacan refers to the object of desire as the &lt;strong&gt;objet petit a&lt;/strong&gt;; for it is not an object in particular, but an absent and negative object that must be &apos;filled in&apos; in order for the striving to make sense in a causal register. We do not desire because desire can be achieved, fully satisfied and sated. We rather continue to desire exactly because the object of desire (&lt;em&gt;objet petit a&lt;/em&gt;) cannot ever properly concretize as something positive (a person, an amount of money); and so once we achieve what we thought we wanted, what it is we want has moved on.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Johnston&apos;s project is to put this Lacanian register of desire, understood as &lt;em&gt;the&lt;/em&gt; contradiction in the multitude of drives a subject suffers, in touch with the way that Marx talks about &lt;em&gt;Trieb&lt;/em&gt; in his theory and system of capital. He sees drive as a commonality between these registers, in that in both &quot;drives are mediated productions instead of immediate givens&quot;- and in that &apos;drive&apos; is the constitutive terms for the subject in society as such: &quot;The (drive-)object fabricates the subject (of drive)&quot; (Johnston 2017, 280).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For subjects dominated by capital&apos;s abstract forms, the range of possible materializations of desire&apos;s covering over are reduced to two specific kinds of drive: &lt;strong&gt;capitalist drive&lt;/strong&gt; ( &lt;code&gt;M-C-M&apos;&lt;/code&gt; ) and &lt;strong&gt;consumerist drive&lt;/strong&gt; ( &lt;code&gt;C-M-C&apos;&lt;/code&gt; ). The capitalist is one who feeds money ( &lt;code&gt;M&lt;/code&gt; ) into the economy with the hope and intention of generating a greater quantity of money ( &lt;code&gt;M&apos;&lt;/code&gt; ). The consumerist, on the other hand, is one who continues to take their commodities to market ( &lt;code&gt;C&lt;/code&gt; ) in order to procure more and more different kinds of commodity ( &lt;code&gt;C&apos;&lt;/code&gt; ) in a fashion that is &apos;plastically&apos; related to their direct, reproductive need for them.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Johnston is careful to distinguish between these two subject positions Marx&apos;s theory of capital&apos;s contortion of desire, and he is also careful about the specific structure of the relationship that he sees as giving rise to a compatibility between metapsychology and historical materialism:&lt;/p&gt;&lt;blockquote&gt;plastic drive structure, as theorized within a metapsychological &lt;em&gt;qua&lt;/em&gt; philosophical/psychoanalytic anthropology, is a necessary condition for capitalism&apos;s peculiar libidinal economics as per historical materialism. It becomes a sufficient condition [for one to call it &apos;capitalism&apos;] when capitalist production, spurred by the pursuit of surplus value, begins exploiting this plasticity for its gains. (Johnston 2017, 283)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Psychoanalysis, in other words, theorizes a &quot;plastic drive structure&quot; in the speaking being (human) &lt;em&gt;in general&lt;/em&gt;, i.e. independent of capitalism as a specific configuration of the condition of value&apos;s production in society. Historical materialism, complementarily but with a different scope, theorizes the contortion of desire - as reduced to only two dialects of drive - by way of an historically specific mode of production (movement of value) called capital. Johnston&apos;s analysis exegetically focuses on the German word for drive that both Marx and Freud use, &lt;em&gt;Trieb&lt;/em&gt;, as Marx names the affect resulting from capital&apos;s structure &lt;em&gt;eine besondre Form des Triebs&lt;/em&gt; [a particular form of the drive]. Capital&apos;s particular drive, Johnston suggests in his book, can be understood as &lt;strong&gt;infinite greed&lt;/strong&gt;: as the drive is always towards the possession of some surplus amount, whether it is more money or something more in a different kind of commodity ( &lt;code&gt;M&apos;&lt;/code&gt; or &lt;code&gt;C&apos;&lt;/code&gt; ).&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Holmes, Amanda. 2020. “Erotology: The Logos of Eros in Lacan’s Return to Freud.” PhD thesis, United States – Pennsylvania: Villanova University.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Johnston, Adrian. 2017. “From Closed Need to Infinite Greed: Marx’s Drive Theory.”&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zupančič, Alenka. 2017. &lt;em&gt;What Is Sex?&lt;/em&gt; MIT Press.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Birdkeeping</title><id>https://ohrg.org/birdkeeping.html</id><updated>2026-08-03T00:00:00+00:00</updated><link href="https://ohrg.org/birdkeeping.html" rel="alternate"/><content type="html">&lt;h2&gt;Birdkeeping&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;We need new ways of talking about large language models. The artificial intelligentsia at frontier labs have beguiled us (and themselves) into using an exclusively calamitous tone of voice. If we are to take the Silicon Valley oracles at their word, the latest models are effectively sentient and thus &lt;a href=&quot;https://edition.cnn.com/2023/10/31/tech/sam-altman-ai-risk-taker/&quot;&gt;pose existential risk&lt;/a&gt;, that open weights models are &lt;a href=&quot;https://www.anthropic.com/news/position-open-weights-models&quot;&gt;as or more dangerous than nuclear or biological weapons&lt;/a&gt;, and that the best thing we can do for humanity’s and the world’s increasingly unstable climate right now is to &lt;a href=&quot;https://www.ft.com/content/67db9b64-ec26-442e-8356-6c4411eba66e&quot;&gt;concrete over open green space with massive data centre developments&lt;/a&gt;.&lt;/p&gt;&lt;img 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IOwd9/Q3+uS4bpUoly5IBXgGGwWIzJgkDbBxU/6Is+OIHvRRhiAeZrFeRMdAiVgfVBw2cSSKYaC1Aa2xqu2xqGaleIi/PGvALZOUB1jLUUGhXVZCX1qx1/4D2iajuRuOWXvexqkpP4QEDB6+mBhPVAEBPMS3I4o7izh+x1AWzxHCTVAtH+cUPloEf5Qd9ao/uX50GpBno3msMSSIxRvt+sy2WvHDdKQ46mwIlw7ogFyEqAOqgso61YgLDNEMIHS7o3yXpNv99ReUIfrXX55C1WdVOW7g3yj+KI4ErCLMYd19vqQ2rUbrE6X2EcWGGKq3s/mA7C0r6kj5P1oDTQOrU8MBCVUTFwKMzvs4lm8q0e/JY/MPD2i+J5JyZ6V7k64fhTIBFHxNODzbSnhVHE8EoSzWa8WzgiZzjyy+d5jkVUGwsuAJKvbkfabqHXqH7spPb/1Mn6+en5qdrbl//sCUBZT4mhtFeOZu5izac902gw2VWl7GhrWlWhi6hVKpH9Unfz4fMgkV1gouhFbYxb7bQHyNvpPGMRPO/Co8JRH6ivfNgG5zolmlBBWK5aDjrPzssnxPYRLUhFbgefw+7U3bnSaTamktCmg8HZlcq/veaUrXz9QGBAaZB3gvmpd/hnsezUKshsTzRTKf0q8WdpLgPnuP2Y0Za2Tdj5pY4/u76xSAPOy61AJ141SIHPfc2vsm3ZXM+ja7PgyHgxEl3Q3Uoh5fx3IStqZ7uplfYB36OgbImOui2SyLg2fCYMU6SoWOREbfDE2YrP5V12c+OSLaK1R3iFZNVoLboGK1PbPrJrG1v2jUjFZacm207vY5rdTQ7h7+2KbFRHmrBWLa5hwTcjBhdORNregwEmKSQjbOLQB1BjHNZcbPOen+PmabwO8KOq9JW3kyGbVn3Oqlhdsb0KbbgpHeEy1BaJQhKkHIqQ9aeIeyyKYgbWAAdFoxuulodTA9lpT92pHZHkCKtfCUSTO6Y8GIEUoZgL+MTD0IskoSWHbzoTm9B7yYfSV7lMvYSb+i7tbpBFuhAoRiBzLI63eg2al5J0haMftLp5DA2JbZY9bCIQTAUmgsbiyca3RmY7HrdvPtmFdkVToqg4I93ju78ix692pDXdFxRPrrpQnQDEz43F7JYPDcaOOapcVOlXru57q9CcvNgZnDRl84UzT549ApQ1V1Pmv3VNJbaTQCYF6STd10j4s9V41idnKtAEvAbSFBnX8ejODhe0+QOa/7TPgFMXhZiPaOFudYuYClBF0Exn2avHoZ1WRXwAbcKwlgzwqHZY50w3+E5sfyzS6X2G7HcGK7JRh0I2A1akaoaIu/jA6luFbgfcsslwBJCHBDpjfB/pwHDoTX0+NBYh/ogQEyeshXBcJl+D3ApxbJnri2Y3elTxzm3L7ox2KIgd67QuDUL+D2Y1FEWBFhRjO9KVUdYgCKA9YRpiBBVT36WTxhAEoX1sIlf1rdtH2YO3J1G7HSYXvxIy2FElBm4YmRQenenRzzks4EE94uM0IedZE1uFqYlsrlax9YQwdKUSXI3IhJiFUg9Y0Wgjzf0RCFVVJPXjOegUfGbKcrfw1EPw0TmyrOkMAt57Px8M8fZTutgsgwnchpG4keH6e4bdqd+PzRUmr5bQp6kSKIOLEqrTddRUoZVqU6731fn+fRYUVuOR0TMBFqyCAii/aJ3CDoAikFViuV3t0+i1qMLFIu8sQukwBKCfv59ce+b7WPNNmjj+/bN3t/hAtXt+bTE1zC2M/jCXS8+fKKowdpmYStKyrkeN2ap0cv+0qYEZydT974Y3zGWHjLHOPGEYmEVod7si6/5/9vzSmbG9JSKd0eglzLyU03ynwHkR+LDHmtMYRsPTdNJ02CY6C73L3r7Ykmc8MOiYVhhRCd9Qwplfvifu09I3UpxyAhF8/gphLdBV3VE0sj2sQw9j7uuGJnjUdp+nTpj9of+qXtdO1XbRyfa5dlCq6awYwlKQEoD9aE5ntVRSMXgShR2RlZ+wDV9sNJeuoZFj1ILB3iBoSv6cNI1BHSjQEXfUKN2wUBJwUbAJ7jFQrEX8u4yqji2hWYGC3JRSWQNGwFRUd2Un3vZIjDsbnxG28Gzya9NxhybaavuPhebjIgsd1LVkjkU0w5DgTTx3LvjXmw4O6SnXCtKKvwDotvEQrKMFw8NoD17cwDYB0hwud2blc90eGRP1a17wvQ9FnSdSzdPaE8mgDmjcDTblutrrReOweOBOol3252Xh0ehNOWQBNlsoDcMFx1hQoZtNAWSpnlXnXJ5Hv637buevWtRgmjOEOANCkUEVrHNFg9a5Hf2Kl9q3Xv3pOK4OC1LxVDTL/HZQomWXNetdQR8RxMUYwrjUys08BQNDdiVrPnY93oejl7yQSyU2TuHZNntrk2PqRX7uvJaekau5VxD3oFCSMq5c8s9IcJ7xtyVFw2Fx/jXx9I9MdpS3S7HsBvXHPqQgF+wjcW/u2IwNRfu/PkOp5yCz/SyESpq5+Q73vBg5v3IymHKvquYW/xhXQ0dX6el0v2JaZY9EARDfIN3Xn0Y8YvssdxDdXikfs0Ls8XcR7KGhqiyGdqarfSB9MlpuPvwK+viKc8qJDU/YMKyYlOeWlqxBhlnJGPB4GVGQWcWb0fFaarroAhDokIQnnsQe0vbBwsMaNVOG8D7mGVUoCAhm2i1WeIwUxRWqc1fmdsZ+0UmyXsAsrTBa0ZFbLvK8r5EK/Ie3cUzLpAHoaCuc+E+lCO1NZvzDb4zF7XKmkLUmCcu1T6B+Xl1MIQILDhNMLcqeiwOBCP4nAMLV6mOb4WGsUpKDpTy9CmYoiDqv4CJRSsnaix7tRiZlbXRHC5b6w5+iH0By8TC4I2YzUzlYOdWmm6BRjsHzPnKSdH1Wd6Alk4gkA7XYO6REqiMXg2trIpVPTNBYeLMMIPoxuWPOfp7m8fONPW13WhtjOEkT0pwZLLzbBxWdYZRlAawnz6u4G07NWOK57uiapPP2A1G0mmlxFwEQ3VqDdGoUeLZ24ksMwDMnDZiYJ95vOQEzTuxkJiyBypRqkiAH0x5tedEfWymo7QKoihE5g1rShuiIG0JrQHLniR/rids9gQia42wPsxQ+CjGC/jyv0fd+qI4oe0rPzcm5VOXEIEUh7Y+iEGH2Tllq2bZd0wIVNZXUypJ7COUkQfyIQToekj4XA5Oe+v/qJkvP5gDTkI0WLsU+puqHrEnb0QEqpb1x+XGENskFQTrcCqGAAabRZvjRtIwkcZOCM5PSv2mzB5WrfreOplAeBYCGO9bY6yvGvH4DslXfsvVuz/cE+x3bzsQBWhjFnDGs/ZXl+Dae8JY7BNnji8w3XyM07LdXxe+cZZpyh5K6EaXaHq6cYC9REW2AVkvlGGEDV18dCegCDRQjd6x1BUA2GgljuYyNezYbbQX/UZIcm3pfZm7NY1xP1hT80GD3AWM/duQx5km7iKBcDfeZtHtCB1ucDz+zI3rHNQqYec3b/Yayxh5gnegT5bnIyeCqlFXZaoA6XBC9Yd5eTVtSwDjOpHuWfZ2q6Wu7Gzzs8xtToELhwf/iyjqgtEgmNh6i5BzKgKu7Gc9FweK7sXrqM7FOb9o7CWfUJ8IwxRlC64smjPD1arVKhgCLOHv7ph1enR/cTTwqmFUTIBnoCtihJAnMFOs8N6NIoGKacDub37W8gzXWfbqigv70BG8/rBEarZPPB9fI1emArqlv8OD0gAUIvklqLrZap7ccRyrXvHdsztyXm9RA01Pp6xSfeyLsdkEfMiriv6dkQqWTrq2b9uO9z6N0FN/A7BnognYa3WBS4+squmdVzWgQ30FdveFRN1i5jYglEcZ1ASF37IZqDa6wadPkxxBuTX/klwfCNUnbzDRpvaHggKpBccg57qlHUvMcP/+DNl0FtnofV3JMl24uKy0Z7WQ63a99EJz9yI4bT9CBbZ/gdj1o2u7M3rCZ7VLQhW8hZRXdbyWIY5ix4In8H3aMKhhiGpRY0YphwupPLMRF5P53hZZEZg4Du+CXGxWUJaCmEJRVBXdRKPjif+UORwpx9GUrIeRBDriigtALq6f6khVt5uLU3YmaqVxHvY318RQ2r7nCX+aU2NR9EK9cz1L2DSeq4JRzTkNdJ+mFfEQWfvqPz+HzUEi3y4EDnITw9APOprG2llFVQtC6saW5sfxXRpHqOX9rSsXSzvG0+EKQL6eHhy8GSNAwOu7BxrhPv468z45s2wYsipckdTTx1h06Oaf3ywEf2sY48pn+lr7XdguteFIstssHbJV+G6cSdoMYaBDhdUgtCH5QRcsUxifXSMdxibsTCef/d009TjPMulvvVYCyZc1QzFR3YhGKau2Kiar3tn5I59I3bWJWOzPFZz5po5ePmMLVPNbmUjRfYV7Hqg0YbSjmR81puwpcX6qdSbCBcU56qpxmFMZWpwiW3nOc3R9ZzPxWUVmdTvFRFeCRgdX3UxhGshWvuNAOqaSHE9C4bZ4ewNmKMiwQU6FCkBQoFSui6NTwcchPk+QAaRqE/OtfuZDKauA4HAoh0rnyOhQ3HaT/Rtt2U6o9aZentIIOBSPe2WkxsGSxZQMJPuGEsbtAvqlLmjc7ZoV0/H7YK+N+h6QsFHUpkwDYhuaA71GJSietixBTwX63ppLdvrTGttDOZHuNobUZElqutZrGIITNBXron40lx+ojgnx6AyYLnUZk8aBpXSjEn1ge7UtjW8aLviR1cuLlxjI4TG2fJtu8kXkbj8s9kMd2+dIx8a9IY+HKPb+/FNux418fIS7fx+cKFbOo8IZz88G/a0CMGOJa2hf6C9vL/TwwG3rW1xT5PoDXzKVhF0bWf2FmB9p7lHtzZLUu+8KOo0E/Fu3/KhWnSO6XI3urkQBIxdibvohU4HXWaYOVrlg63EwbtsWTygRI7lBgXSK70s5pN2rGWPS52dZuz46PoA6RgVCyZm9ZxAgEx16EweZ27VbdoCEOk3IkAIEQbq5MX4WDdctAXPxJGpA+6PDqsEY0SKlRo7wN26MC8taycHPqS1rhazs5npjmMWDBPmwvT4m61zUXDdhIEoBjvZPv7/e7szcwaStr57Y4N5CAESEkL+NTaeMb4ywEIzeGZpxyTLbIMhqc9cAbxgW7MglXV1GxvpO/jPcPRQh5qEVGwBVSJJdc6115ptSBoD5ArIJBFDHuaOeu/xuNOgZ96gLHJv252qCYyBwgXHm8LfnCRdf/4szZtaKxxG9La9wLMivsBwvly4OdCr7ysSxRP03at8qGl5Ijj7WJVnc1FJyyfyHgFKZJNy4ZR1h2jRAJeL0Qp2603die0FnTynY8TVndF3Z7CCUEdoLYRpTPvmUbnWMOKNzHiQ9PVWtzDq9KBVhNUbuubbIy7LSfWpIMqsro2Qopn3K+ss/a5nSbrGMjWQs4nobreh4Ri22nYTo5TqMiCWP67nNsWrhDTdDjf5NhoEfhb3mTzVRRkuUVOsdQWKOIFBitS2npzKplil64k3XExQ6xxXzKFxBHOFvcBI1AYTLFyeGFvDP6qKA+i1XxdYilbjOJ0YknUbzUwXp5yPWV88JQiDinEYWA3S7D6EzWqxZk4SNV/grzAhJKkLeuNM4YdjTK/g1HmvR5hXK+HSRp1rMw49UoxKm1xF2Yvlea2swpuCo/DMZ70d52zqQ0pbZ49NgVlqjmeh19O5ZZaOU1S3RGBd4gCr7OZCmzFXFGIZVhCke7Axsu7xWuecPnbtWp0vu0/yPFiAh4Hro6LVpSjr5SPG80uUWfflKapSNPQrVbvxmV43qjrNf0FlVq/326FSRtJgzkjY1/Q159iuB8P8NdFio8gmmkgGQpLebbkp+8swMI86vPMRFb+QZ1dYDTHdTiPChl38/fP3n95Uef35OPvzY38pOj95DwVfZvMyuFeu5+V8en1lJnrEebyYbQtd9Wtshi5HpJFh7xB8YdsRWuIhLmvICfnYiMDG1Dkavld1O6yN2D8SMdNVytX9+U15Q9PypyAikcl0Fm6VUWwvsS4Dfa8fVXkfq7kPU4VbrPX4cB+wn/me8JHB/Xjeg7Fsz7EaKTgfR2Q60s95vPlDj6WHPG2/p2SvjqHKu6jpa+AwD7sRVhFJQKXe84736uLtNvNsBa0H7ao4ALtP6X71kekAhPHqpiXeHc1gMBLLMhDZaZTZ3O5pOGBW6Kh/TcI9+jxj8eniCnysQwQg92FSg1uqRNckFDZlgjdM/QT8cJWIFpi/OBfcKCwLnbkZp9GAFB7GMKbiXVGVCVXGtLkOs5EFAXRqfKdBIh7dBeD2RBZ55VFMaHAUPMhUXDChR8lVBs7oshOBHyUFMifghcdjGkvhMpz+bediiR5OIJiAW6HQQYG3WqZpOz5q6Ho9PUabDzeMGSAVVNmK3f2ionOHT7qnZpi060Q1ZLKN26eIlYwd1q+LQeG7LrpbIyvmSeae7bZ56SwSZvSIDXowe0xPiKcIeQIi63ODYnkKZnMc443tX8qpt8epMPwhE14hh8YyZfCWFWRsB3/soiKhe05lRcQ6RHWSXsV1l8ON1HPGt/CWiWRs4gjF9yW6zbYVO27OilG3y+p/pLAJaKnkRnwuldDaz21ltdYVDKp+j+Fa7vcS+BZaxWnM3H9Pz9v35evHwPqolDv98eQNCYCVG4PdPXL7MXq/rWEIMYgQKVPpYTCEV1M7dVJZDtDe4z2l78oyGvqYCyn8Xg8bOmk3m7B+2GY7xg50txY67c/uaziRFRmmh0kRAwctPizY/TZ+vb8YUb9W59M151sJKjfPW6L5lmvGPC5NUaYJDScdT2S1yNRA/rh4TLWniMRa1wEQMx0fvu+Aiu02GRwaSwvEfv4rVytyHGzzWJ/dUalYnKnVql5losYRqn6qau3KAOXtMNhsSVEzhXOVJ0b3/fZqO7Ly1Z191uV6YIXWc0PhoNFTjeolsePwFIcs4fuIafGI9jBkriANI78bFSFbIxGyz+4wGqizUR+U5jobWuEGnA5ZCjFbTIBQl5h/og9n3hccl0JRcErqE22dkB0Ud1CRcNVuydR6VMjm8hChVIFcRdr2Ap4nhBwTfmgrmj7joOSXc26muI44Xp0XBGsIvPsYGqbfQCG6lOwW8g4CmDA7MnlvIdcgMuic8Oiw3JUOoW9bY2VrI4s5IQKTl7rDZq9FVaGCwrwygti4LxXjzEGfsWt0OA88q8KZguxq0QfRSeKAEV0MS3BsO2i4s7l6QauLpSZmh6Ef4RI11PYAQhNRbTmze1xGR6rA5qlVSelT527BsoUvDL0EKr3gkUJVQ7wYw2QcvdfDN5LCpSRsL6VUuoQFs0N7llybb295br2WQUZoxCBlkdS/g/1CgzwmC4nPT3XUl3H4Vkp5opwrEXT1gWpiEGV0C/x6sye1aRYS0v2IN9wTdVPuJGXTFFwM34xNKlXofHZR/QRJW5bCnMzjujDez2t8HCQa5/Pn1rLzXYVotwQONX3xoLmZjRPUHzcX2c53M0jlKJpITqEloAkm+tz5n2UMBP6B4cGsJnSW0/B5Ab/7QNfs0OmuEGXNt1Mpb87KZvvOTfWazCJd/eLvsYoV6Ix5EhIBO5N6DElWU5kWKVBp9ByTzv5zDVK8Mco0PjMyFIv0r0YvP2EdoBVZMlhVxA4FtpgamVB2q8wgYdZQRXYfH1OyprPQk0BQI7k13/AfqEbk87p2pQRkMwGC82b/Hi/Dx/1zhJkevigdxumU3tn4KcAln3lxxIBVEtdz51jkfdlJF2XuoHpMpu6quPDVqXLZeQmVzuriWNiu2g5DsTno545cV4RHsyUsJ8LDA/7KwBzL2uFsVA71acQZ799V0XelpltNqzQFxFamelStfq5Bih5ayG4ep4qgdEoTqQxTulXWD4eDPcC4P4wa2F1bbF9GkYSaxRpxGEM0ke4HCXPRNbLBhgtOkU+hIMwoymvsZHxlpVwFxzksDV0b5kbuFaQlDgzeYDgFqbE40FRDabhw7jvq0xXdFaoDZRM4Knt0jmVgfjrCZlOlGzScgeTjH8xp51QCQ7zYAOvRDvRzwbWKhO/mEmr+uN0r77fqFF1bY+ieztfcO3ZDsVWJ9TDcsQxqTlxGC++oTWK4nV+kM0ydLqsz1dGvx0sSZlsYGyMhDPXx4K2tO1UPqCn8xxn9wzByJS4oO3CRGbAVwPB9rkzQsGoT4LVgKh+MKDzFkyRVYkmg+FkBYl90UfkQjCsBhQUCL2C5n3IR7IktnphCTEaiZQyVf69hAJD0wn35p4uzV2VFcZiLYg6mVBxWfjbu2DDJ6GdHEevf1K7kQlTlLHV6NcE1z4tR+ZXQLbk6Iy6lPigBJJ2k22KNzCaLsHqtdFAPkPfsWuiS0te5rQpT2+yDxX3vsF0F16+7lT+cIeohVYdWdFrY+io0o/lftaHhNJ7B0LPKhtFUpbG3KQULWzS6OxZyiBEQVUL32WuvfZbxEDfJAcZp4uxbGUMUlsNYnePdxq/tJcvAHBu3gAnbwtVN3MPgUcY6KMVQh+KBv/IjSkg8QOuvbF5dLiDTByUpfPDj8eoGRauw8LzCm47/5vTPNOb0FndCAfURpqtkUxiObjWWsGD2FFE3SAv8jbbyMuALHoGVpiXPQiFax//z8wySMca2uWJidVX75rNxHVHIgfoWccMu8KzLtUapurKzIfjW2YozohF+Y4kHnXN9UGxLGxHcMlTG56Ezwvp/D2R+XL3MK3twzt5uNRaVksVFvUxZcR3kxatzlKbOFNNUyANaBCykqncuf1C2hlD1Q5SECLSx36ZxcuI057Rqzpzoz79eAunXRavn2vPXn6Y7v69Vzm+yl0qUjYqgeH4eEyR1P5KkaqihqPsfdyA2q+YseUyVLAWvhQbfJGstN/TsO1lEs9IjHbCPQqqNTit0ZB1gZIQcYzO2nsUGy/M441Xr426+GE0Q2WEwfVrnmf+WiBB0nh/TcglWVWJVFJnfHzLexm+18w4kxJ2zoblPAo0lmYBTZWgZfYvNG+zUON/fz8CEhg9pLL1sbI9edE//2MRh6AubQXpJ7ku/t7siNM0aCpE/MxaWNqXDsXhQTEr0e7HNnnMc7ktsHJyvxtPDHrxWdNheDTzPPeKzzNTF+m3vNFh4gOgLwhCgoTvk01dmEyTfmZ7l4BVuE4aUVGZZJoNd27psR3jNmdZabEBp4Ab7DoHPmRTl2xsUsNWwnuAUFR17VawMYFdlL2YnaQMcCDLG9we633vV0/H+ksX5CAH2pCg18E5WttUtiyANBRSywyRFGhieWudr3XupUyQ0pajllCbAGQQ1P2ckmmuY1RgtIzvmtM37iz/hI+7F2BiyhwP3MqryRtUIGYpIU0zU5TnFwJNaXab4CurjqjHbfFxGMht0U4LTc/k6U3pLtbAJFmoVNgiylhtAX2WQBRkM7vRw6F1aJTanMCNE0BolVUdNs/0bby2ZrJ0/USqHkZm4coCs42/A2ExhcainoDoyfPCBqasAPNdkyGLlguTu15FpMRCiXIUzpjknl/h9GNCWx503Ne9Jip78itQfC5aCeK379fdf72vIaOFHgtwvI3rs3fqvv+aAESmh+NTw/TFmZMswbctgvvO8srn2xLAa7fkKSNhFCjT37tFEYJTTT4HF8EotzczM9m+0+6Vu+7zqNHXwxQm9Iid7JiGzKIMmp65y0BJGNRWP4Liws8rZ2uvnZX6SzSEkIuvRfn5GNzcczkXc/39ZvtJODeUI+T2XXsG4mhp2tfndfu1w4FeyCmPmjHAWp9EQ6EFgHCxEil61uPfPSL7LoE30o0FYs77didnAr5sz68TCIay3yGE+PY/aPwgaxdEMSnXFwIwFqP8EVf/Go2kmSrctob1IWchR17bkCyEcAGGPWBXyMRaGV36I/2jbXGyPRN5I6hrDXcGlTDf59RrsGRvBhw1jVLtW5uKhekES8XXznil33AcApuAs9VSuahsRHtJlakroFnZ2yFY3O/1MuFwhnICn9OyLW3ir5TlaQ8Q+jvEqW7RsCnviIgYZy1FwiqWUPAq6wx1ZexgZIu+oGJmktbITehwfkj5DGBBSve+FIlSVcMeTXEigOy8aUVSF2LBXVEEPUMuu2u4cF4lKDFJUF4lYpmFbvQQK3Yg/Ea8LM+hcsE0Rja30XTLWQeE5EGe7q0v3CIl+65o57cgyUmGTUPytbFlI+bN5B2FvXyOYLTfZOODw8OLYUiC4GDDHQv/K4I/whNnQcwUyZa+lXbrOQM/qJ7r9GJFjlJywaHMaZ3I6sM5MzD5SR6dZZHbOXpKExLrPGGdgBamVnMDz6hkhkYa68VAPpqeeJxTQLwYkIEQCYANcxieq0rs7hdNPHEsL5qve7neXtyV3jRKgXt7PcJTHTFjVJt+z92+JIzmCQ2UwTx2K/2VEX6o5NHMyqDMnOWWkYCr7uhKRWKXub7V5/2PcMAkTmuFXjW2lfuKROLOk/A1edfr1s4AOoYTOC5iOARu7tNmk5Eq435hORszBinx2pMr8AY7nPKRguOoR1FgR1PlP4PNg1ryIFh+9XVXwAkKgULFyIoPVlVQFm8xTtl6jBViBkT1KTpBu292DkqLa2ThL7rJj6l0LhpWYjNJgHrCcjVuAwn4dxqDgIJ7zRLW+Y4qjKaLhKOg/9h0ix2CpBy8vGSxRHBvNa1HLl/tLl0wR/RI3VocobPrs7LNbWOtR4EaypJgQquOukD0/zj42PrOeERHs3LHzJUeneMcOYdLjhKgHStE9pvKczyFr8lXyP6SCrq0FF64rj+9GpaRfXisgoFjSI7dxF9REDTx+MgT7lV4SpeFnXBCj1PD7IA6rAoBm9hU0VOcd7zf2ebxPXupqZgFJ4eJLC6bFba46HGFy+BcNpAdMnVYAHFg1iJ9E4jJBMq5pUp7Xla00C0pwUT32TC5/9SiRIxOsaOtcLhafJTYO43YwOKlrtrmHk+OzPEB3xDGSNaXIwrLIZBWt5HEIAxbxKYXIAoL9GrZE3f4jGFiUBUFhU79DkNGM/WebJkMM6WJHxWjk34yop4jWKwW0QF0Ez9XnEzxp/QxrIOF5l4fvpPf8r/sf9qAISpeIkGWZ57uNJMyWW0nl4Z1teH/hWLyZ1FrM5xrYF7XTvzgfARBPcfxR4Qlxp3BivMopCyjXUwNOKqYdLxWNPxs3VE/ovjNyGJ8oD6hPP9ils2uLpX+5Nq2ixgxZaGxeDF9pJgAlfgMK2WHOXUkVYz7IHz6fyZMCmRD1VYfo4D+O69SImLqIrP2E0n/x+u5BQ2UQPZjsIAuIjCUnQ7isnd+Xe6beCxDg04DbIapmQdnDO2X2vgdJHVSBAFLWnma6t8PcNpBaqZJuAKH0UQbCGTK1Lb0jLrCaCNumQ7G4PVTmeRirpfVnFdVe7t4y2HHNwXDMLGo92c4NeAwDXLJxsiVRdeHRavt35w6j/PJ43jQUnSFZUxWwvZcL6i/dnY6+RdHBWY+CqV/naqjEYegGuTCYUClqZz5FM8zemxP1gPaZSfkhmypDD1rvJwl/i0Nz++M6oyKop6qOeWhPTBPeSoXYBs4UwzKMtMc7ey4GFGgvObp7KZwI6FwfS0QJzfyiD6u/0vyh6kLx5SHGvxF13rM+GRF+Fd5imyT0H+W10CPX5EJ6Ga7se8fI3A6IrtkiiEzJup4XFpLwYr9rGoQwh1ocst9Jl3and7YwwKhGtgqCzr5RcQ1I1W2c1WK6E3/UzVV5l9x9aO/0bxJ1+g9JKpMYHrPLPv468chKNUQpFY+M766gz6o+HBMnliZjyFT4oEaDnXy+Nuct0cFSFaJM6zYXZLj6TTIDEwQpzMvB5VgkENeH4+8wAWhCctZHXeYHT5XysMxnQ4/VYyeovcIVczVpBJR5uA/HhHg1KDd1h0hTqKActZI8VJXgIIQiiJLSqo6DQB5IIQHAXj9Px4kXTazp2ObpcB9WE2AR/IAZpIZWHKZ4dbGwe0HPa9SxBz0InKkM+5mFM32s3FHPASuOPiv51vF7qRPy8YXPEESLAtjWBDrM1MZNxoqyLoHb3aMYRRXw8lBhLpUcs7I2wLjq1fUI2aeHYdrq+14aoOugdNFz5ih/fuW5pXRIvXA5fK+lR+k3cMDhozPiSL19Qq6tljtwO2pF0Xb1DKkx01b0yH3Bd+XWcl5JNrupdauS9E+yQoeQl3GejcbWyAXbeYDk1pKOCs1sVJMNCHbWEtLDwTD6hli8HTaZvi5izmmaUa7yrZqriFC2EwKe8N0s/7bM5s3ddKo0/Vl+cmShyiJEPIsmGwkUwNtTZTFDTEH8LA2lfDW0uh/U4EQ8f7lTBrUXcTvQZd/Y7XA/7DL5pUjyE0uRndMekKSCotkqlgFVha37xB3777R7RcVmCCeVCaFZgOYod9PZZmblNM2mDiF+vQbNhROlUsIg4cuDaxtXEYHpGNKeR0ioH7tLEE8A697cmPyTraVKQkoHH2orSs6Yxf1avSc/lbKlFDYKKuAxfgOLwhUXpQtQvzifQ6K8JDjapiPO4ZAVrSIqmC7tj28ZcoUwjOY1SQBfW3iD7OVC726sFGgyHWQHM5lRwivh7V8N/ghLUwpFRjFfvB9pAtZxFevdOJw3ppmOR6hg3QEfQirR68KWBwYNPKg8bNc8d7pPfYIvE9DyIgbdWaGx8eQWwokdgSuVvVZxpFpR6RHSsH2HYhGu8qrmK/7Lj47Ev1E89ueUsBjzpjNDjQHMGTyDQ6V7GJHyXB2gCOPE5R4OkNffrOLmFrlGj68niq83ojkzSmN1q1WDQnyZPaNDYfUIFP8RDHVB8Ea3dZoooEFuzZrGRFSAPENs64z+KJ9u/HhT/N6H4fq2mtMgPBR+XwPecPI54F/iAnvD0OfvknhFsOxpi40nLZtM8MC3ERJGHWVsS2ek8dhBVDEWJHMo6Qi03HePfis58XPKnargXJQH0mkg47S941jGa+EC7xnSzAa/Xrjbv5gQoSIu44zf+xBEhm326lFFEGNVNU6+6r05PmNYMzMTQIF/WVIrRaV++C8Yqt/Tj+EcNdjIWqtHpupTNQYkBnkTUyhFqPa1ECSCBHQ7x9trCbVAcaPCMzh6WaWFXRLUy0AcKlUiKWGuJ7nuAQUzW8efeUgWUEXNC1qj2wpCKhQsHNhhuutbpDl804Renx1gAtuTLQ5YaRCMDy5/b/0XNWAzjTqMV7kxRw9hL6ueHBYrXg/h7WGPxOrFo/Oehv2+fIer2JLA2x+wchb+cP5+Ioh+oyVuQkcLrPyYGrh5IJ73naAVP9IExj39hJrNAlysppnviIbpMGrb/LLOa9IfLmBvPNbn4uSTVXhdVOtpWEQ9NmlQj91gFeA78N9vg13pCEzr+jz8DTqUKS9xnkIn41G9IHa8erYEHlbZoOlizbtyADlWdDPnSOFYNw3w0znig4GiZktOqXD+IKh0VyDQ48vvtsjEqLZU6f8urHYNHikGEUgBUgFkWGLH57Y9UsUQIIg8MCJEIjtEheOivEIZh/hFBNE7tGW5LbLwngcjj3D1d6XlrNXK1OZMLQEXznzBSteIsMWUPGrltx9cZ9vq/HQh7KhfE5kZ3/SSZpzuwgqUEtmfE/i7ek6oloHlYmKjVm2wOihmTvfpUTIkqLNldV7AIDieI+u7H1Mgzq6MmVMUiAlgIRMetsOSP99qhhFxxBqLrwoK7I07CzlW5YzjDw06ZMLA+zV6uiAmRHzbGhvyRCAn2Txekdi/pokFXXLSNnJKZPQafndBm+r87SgxEEtiE+fKgy8IL759chspTPFt4PEugJ8dXMhmGRsSjoDD6RZd+P7RVeMDutwlu1pYEVv+7GHntNoRce72gLLkoAe0Sb0b1NXwqmRJztogAVnu4eIVmzDMknOWKKsfUFTMj5tDEiwFpIxI+Xp9FIqyLHO/xkC0/phTFO5kjkkI4kAt3THhr/QGs4Jq8ck/E8j9gZhcTCzGGPt9gYnvE2PF51HgpkHd85/zvPvcUjz6Ye4yDiILbsqP/bou9yf2eIU6Fj7MWHgx/VhziW63MDyqWUV8ocGM1/tl++y1enK1iweROo3nN/qA/EZN567Nui2qtmv5HlfGds73wHieFTuon4cVEA49fMHxwvmXqY4NG/A3W1JJtzG0MkbY6cyQiLCcnsM4bVyh8JfCwRvyQ7CJbArGaga9lV+vP0f5UBmRw+uXESEuUFg993zLQ9wTzTWQtVzZd4KTCBbUpHuz2axEyagbkTS/Md1Oy6rBMoFHOY/68kJ021peyhYnW0qVmYdzZL8LTeU4EP5b4n3YAxxCfMVR6LE/hb4NJYdsRWW1qsN2do5TcAYlyU1VmW04TrvORsX0OzJx/r9e5LaLL1QwNcod0a2wnHNWSh3EreQfpIMMzpvVo1PfrjBeKpXeN9eJP82e44RVvacPuyj5w2eH/T+HX+Kdhw+Eu1w3G3qsnCpHB1vr/NRVKd8+mtOzvLo5gf+/Hud2MQY0MStsiJMksMaesuK4UDoCOrXPuaYyx9SvdlfjyjNTQaxkGRjGfiA0aQRFSEyuGv+BWGnBZDkeZsgftw1aaYZ02jqDkn2aygAGe3oQEiGr9ebkB8cgCmxEOyVoyJo3J4nwIqqQfziJhAv3sTjAWK5M2U7L4XGmyxJUQhHNounxk/VxWhfzNZ3rfAtpeuYySMcxr1rd5tnVqM/GsTJ6DB7IjASrQSFoUm3PenEmO6DDiPBAqhfPkkhAF1xlMFU6QdCs7I5Lb5BulkW6sx2MDkzwICQaWon09Tny/vn7L9MNHRTSJPn587EW9s8/BY8OCnnXbv0l36huglAob2zenrR70AsXHrgvD9NyH71ejyC1X+vu7N6cz7CjbCgeH3Y4TnBvi8D5AjksFNZbiairHtPPG+5z7MvMSExlt3ruKMWG+J40bSj7kwjUiQ38/DKi7X57cIxIGX5ecW8ACzFc29TgSykX9RlRZ9MlgBxGRKhXT/0cL0KOGc1KyccogeKOYpH/lYOEz27Wlql/aCCjMFQqx1fU+TBwVzmJxbV6/YyhuUXIWUikeL9CPaW7hzcEHY/NPYiDagjq7TDTTNnfKRoLuKqU4ZIGgA8IYL67/SiEIL3Cxl6mpb3KPSizbtY4ltRBAF4w2fRLs9dxQfuuGlkBvnxnl1Jsp16LY0jE4OkV2d10phQcADH0RoMxt4NH3Fz2TDqn9yML3lFbwAwFYLWSSG9KdJmEnpNIekBlyHnGiqR5HJu5L5epK+zv46vJXQI8L059Kt/5qLnyiALmCR8NGjwtC+rP2sMN4uzn2p/xqUmjYeHEE3xJBd7HGF4F9USmAt0KYvUeuoScm2iqMMDBNt4sDLzWu/VuVjuQHnTmgBxCtEZGRejzGW7OEBtsBXAvoSCrpjLAIDJRHM663bNIgpby6aUMugpzrDGSdw3lgoa5gW2xMeLTZoqBrSFZMyBRsIoIIwM9z/1eC/sObAs/z32gkoK9cmSsxKfziDA/29CGvgGDfDdMJ2P0jGcFOTsVof5lRGYbv2F38frzz9v51HSvalQYyKm4ZeooLE8LTvGQ39NBrs3YQQwX9IrRG86l+2et9kUEIzwrwFiR67niAKeNHeOYClSiMClPFF63IznYLo5eW1tSQLM4n59PFz/vzYjWzyN9LNQbaxZ0aRzkKYdIBgr+NrneVgWkJHBY03Rknml3lHFNVU5HrWWmtZxAE8j5IP0qQXwaIi1vTnRNVUoqjIw/8nTbNNam91xsj0Lxs18Bw+TaxvYjIeY96jWk8qZCl9oTQjc2zVX1WvFoGSYisXHIVvg7eXAjfu+jGRzdM1HyalD1lhDyrcrolmq11CkjKEEMX1k/ZhBq8RYIQHatrAQyBx43K1cWV9LDUVhj7x0ejqskxzxmVyxSu/vMJkAZ1s3avNbtxxRQkT2e4ySYj4c+GE3eXXZeLnJHO4eXLuiD/3XtzZr4y3jaFLsilFNBlhQNy/cqMnwKjeaFnQaflQgnv6+one4RRGUYO/aGTM7WnNBR03LusBjT8WuvQGnbGGxt1O2aY42+RLhf+OI+exF6vHFkXqffOHeixMn2h1MaRLY6VdhSY5Uw1dRzxqBOPgmDTnq2H6NIFShHjIg2zi0826tkwuc8B33BhbLwq+iwou4YcV1DmTrKaj+iVPWkny5FQTIZMtEQvLftkOo0YpH47lIK1IjdV+nmc6qkB52QSZ9xql0PPuF4PgIcrSqaXiCeE2FBzEsEggYL/IhkwRQqlBsNFl5gc/fMMlvXD624O1+qKmB2rium3JAcQEeRm/B2pwdtD1fq9xN0GzCAu0baMxK1SBy7M3wTUjkEU+ytXz/OWUa0Xfxcf75ug1dVnpKH/4HuMhWOuBa0xMxyiR2r/9+WDmfTaacRjCwwKIBctdbqv/zVNAK2u/eorubua9y9+kEoZpGT1ZJZkHj0NhFTQoaNxYP77XSKCtaPcRxd1KNh1SJiT6/f+gbdY4B1tp5KP/XFAI25VML3+bEm6+71ioouaYbu0bKMfGaKdF5P1rqKnQpIm5Br2HetOKXq5YTZhKrJFCMRgE0JET77NBjfVhwd4+pxTKw9tb/O/PAYCYcdTD68U4unu772z+kZ3KTkhEVrKOnGDu8YblWA2ExU3V91fN5huEG9ECMDxY4ahogLpzBA6MJ7NhcJtQuDbc1e0+ayLGw4wDJ4NsDH1jalodIB7oRpB8qrnh/KbAutzhXNIlpD7FdaIDBNzw8M4iPbo5kydYCmv8LDFF8fvNVw5yInfLziOVIzywuOAABmDb5qb+ECaubN2w8Bo6ykHVlbFmJrxI4ZcHzjkqI9KtE6uAc5xl5iumEVUIxnTiYkSqFNEIKGuKJ5xtmcZjkVdAikGgQV3aYWRwTJOu/Xh8/bSq13PYFbLar7DKVNI94FodoDSHpMBrud8fb9KnoDHPRI2UTeY5Wgqk7TIDDoRvUE8cIMFKUkRMCiW8CzOQ7XHCX3x2TrbMIMB5Qf2aW7QzChMhZXW0b0/nR6qkL+/FGLaVkKyKqM7JVVYD7fB35yDIlL/BHw4B4KBmSHgU6BZhxfp1uzU4bzdoYqiKqMfFmA2PgZ2NgNvBKV9uOf/s6+icgnGhEWH0rEgKkT/awTGPeeccZcJZ6VznkuBqzTbQWY8t3bTQvmw5OPxuh9/V0nvJeudSfjced9aPxazqk7exOBbY53ZvOx1Qo5Pcti/bJgvtm1HbhPC/zXYgMZBYpUAfFWYrCxmGI+l2om6KildxLx9QIRYYgQUHA9Ly92LtwCjuxprRTukw/ezZiKPE/VR1bY4HYNl6BxW/riS5wosRRa1uAgJqKmmS5RqnUhsZqOYDxfvFG0dOpk7J4sRAuPowIfN82rBnym2soTUFWnHthSxF2SwB40Am9nquulzwBER6ZkAGwYIrgpvHKNujlV450JO3aMRqJfwaMlL5IYTjZgp1ZCgREPD0VI4+Ruw1I4SCpLqTnw8aPNJ2VPc+p8DmVlvX0ydCddxIDLptGoHV4uNb7846r6qeJWSltY2CSEWZwpTsDGNCUacmO1Pgz7mcPlEJ9dOPYm69MN/DAcsQOD1vpFcG1ad9gXZgycNrVr3VrCYrGNy+ljJLvu6+fHdon/sHUuao7bIBSWZCeZb9u+/+t2OOf84Jk2uxPHti4ISSAQgm9np9K91R7RKo3dH7GI/edL9Pz685YJ9Lvi6N3yNaeo4PV6nf3+MoF5v1fuLxG6dyn6FErsEnB2RXvfCvIlYK6F31uNeTvOEohuoQa0mM0a07z4+HAz4Qii1jBs88VnlDk4Q54r+YpeL5o7lJzlQ++qvB0qvFhRJfhGxxkr9S5U6xjOxLo8zOE4QOSK9ulA5c25zX2S8MFHZ5mVWni4lSsZyeRSI9pjAWhl12V/b+KYyuPUnxseYOMYUV4GCX7s1KAa5Bn5dSXamlcoSo+Q7kuit9w2eXoE0dbed3yfQu5qcL0w3qqKiqloSYVOBGO08RRcZSvTsqL/JFSndGSJL1Q1uYHwHiKfqBT264kCi1mX9zltGlngVF0mi+TBPE7fAQ/Di6M03oAVviZ2Y3RUUBQN8MToc2jL4+bnvd2fCkR9ROplv7DYA3KVG0enMNsml+bUATKy44sAKHi/BBcvnHMWgL5SgwGUTGq+UMyiRnxxSHUaIe4SUKLyi88Ib3Y5vXVdd3AY5idIdL9Vh0CBMmtgumx371aM01cABcLKELuOTWwn0ZJ6q57gqCzGMccNxw2o0WuXg+If8i9LxF1i2qphsZ2A/nKcSxwx5DtO/dh5qvIzSMKXzinE7d3sFmsUQdwWNPRPfQK4UokzjpvnbTtCgiBjrF4LbU+qtj2cqZQAh4jZWHQ4NHz25lQP5VsQxh3BJowPJ8xwsWZhx95zBEesOGpDg3hxavTDYi92a4rQ+qlcf/7++lSJf/39vvf6FpT+ltbv/ddfQsz7+/U6R67pykdo8a37+/Wf79tVpg2XbBLqWiiKT9T9VYR7rQpIfmu4fH29PaRf7xb+Y9tYozt+kjl0Z9tWlt92115DzjqC1oAi20R5PCwCU4EFO3p4npOjy59OCE7vnIgRSQz6DyPC+4OuqfeKWtK19YGgterHUpoQbZRCZmfUzoddr8hzKmWkL1R/p/e88hzpmW3CYXKJqj8as97NkeSO5yXt+WePY1UNfo5Xnky6hF49rdPASUNy3ifAwEQnVGeiWeUczQ5EIhF+oOqiabKR/s1h9BzVnLOJsm+d4/eE3alSt5cpW1dJPOPZzTuX8Tn3cIm9XWhkb6z60QOGY8RO10vudtkY9kiQddt0b7il1NBRuTnX+BvDnSa0i9iV4ZI4drwWinjiDIllYcxnecpY7EgAxrmw7iiDGAu7cDew3b6iNjI64e0BBEuu+KR1swWX22oChkWduaGWv+FBlRIyt5IJb5eu61gcSQsL23iMdWJ3golmO80TcvTUdR4bcNLKiLLsR3Om507N5nMhxWIuKM1sNgcH9nJCLyNFEtLmNqeM9g81Af4mrDCrzOzFuCSiH3G8985S5qQb2kE+otXl5/HnbtQ5SRaTum6/C5nHrC0Rm5DasCLHxSG+xPtMnYcbDNm7TpqGBbKQFxV+hM+6ssnmOGUiW8s6NJNHWFE0aOoQF4t7hfA1gffnW8RRtYmD/n4bm19flQppd613PGV9bp2mfde9Vo+RYtxAhaOPmlT80qufW1eMMJWvzxaLAVVuHD7yDX/3ho70TKJer+3d7HFx2zS8favOZgnBgcwNPuEXeo/jWGIGJW+9f8tq7vc5ortsOE4HeuVT9MYGb67SF3+4EmbRkJGSD2ITgcTDNSj1GLKxccgvVzDqSL+BFc0xVTfe32MDMSB9QBaidfYaP4+tHSseidh0lGL9POgamIRBnuOIK6YLFMdhQyaUwQ4zUsXjgc5XHL64NDTzTCu2uneE/UoLV1FeFHPKiB9ogFgcZR+Z1Au6BGJHhV9flJrGS/fBWzNpqsRljP5EkwCYw0tNOGFQxruqsI40e/iRXfc47jFC2A4niKm+YHMYJbCJgMBHx6FrnZNQRrhvF//afUXS3eKxwT7594O/SsFjN9N438cOEneHoiEEdmOfw28C3HiwU9vTlJ5LM43oYmyG2xevPnhxURX+JGNSsC3iKHFtm6tmYous+1jBKH/6RRiNOJADdGGD+4b+SoFHLFUnDvS4ywKwNAJHquFjOHh9trXP46E/meUf6HlMa95NMFJAX4hedLrxzBgZoxHzM/9ROlS+zIesBjQnWsINHjHb29HSDv5+Y+uUfagM6IRqco99XHLl3joVBpUuTOjaTsf0uupDOg0MDt3pObrGX4mao9rcWf4c/isGkQccH5g5FKdt3tKFRHtoDRYKIvDG8zZKy4sIGySQZWSSqTYct/13j8g2auvr3UVjh1DV4tp0RK7z2xyuxbaJTMQ75LVcm8uccKK8IXlf57cB0s2wYY1EFehvP0IiZPeK/HoQqvPTVXZPfag7NfgKmg0tkue8YuZNb5kPUg3vu0DMHnCrztH3lPjDBSGbtbPQJ9S8Eg3dCaVlQi4sQAa+X67yeow8rfshl+MeMz8ylmGVuDHEUgegQgvgyiwGMLscA/rwG1971q5UPS5Gt36FYeEoLpnaY8ODycCXUv7c8cg/qSRIlr5/pa3t+ASOq0aHqzr9sDasE36VASjjJGjcm7AkSOWqRiXgHemnh91xUqorndDhPvCDpBtnnujWnDkxhl2wATgbkGnGxqwBtfwAwjyJEW6Q0OgFsZiRuXZPTpfWtsBcTQKnc3ieNTWFMZnysyft2DQZVsz8ujRwCYllmKq+IaDYKw8pJYDNkOHUUB+8HAwxW12sirz2T+qhAoRcMyBckeDT8GEhsSlKOWCrRBhhfoslOb+S6mqeFdjMe1lKA1gHuRuHNMygoaeNWd+zM0JPjOul5ji/1V7z2KRy4ZhVSqnwWL1Nnut1fjIifXpDCGzCKFI2/IQOSwLyzsAQT6C7JieXtJfyh1cBxM8PVR5Uj2gJw1ifXzQU9mwuH+yjlfoZu4Fv0PyceeEPoO0Z9BypkzzMVOOAkZGOI01zdzjHM9j91Ot3zwUNJpg2fvAo8zROZflr4gnNf3LU1Xjgxwy1oODBbWAqs0ImAZWNWSeTAxiGCJ9MQqigKa7ykXQaugJOGq0H8xVF2loIGQgyzg8TMKyQ1R8SE9o+QN1t8oyFZrA/3QnTsBiwUlgHXHLS+aZWQIII5HHKf8q+s3iYTH6r58OHhMreyFi4KCPIAXt1FD9gAFzIKjhKRwfZvuAYQj3koax0z/kSU7a9LQoCsNJRoJKyIIQLRoRWOqy2UaplqKVOsNIEkPk3ihPuwZG7hgHW63AQMA2ot1Gykb/t1KCjAOERwXyyZgPYBAOnNofrDe5nHKPRfHJvgKbZ1bkzMJIZ4iD2hnq09QWDNLKgbTgzhFx2XGwx3lh2OiOPxilBeA2tMBbGnAwVG4JHXX5/hqano3SXivQCB+A/XfyMWTVamWR3NRgUUMTO3Qg5rbEbVkkut4GEge+XeHQAPlfUa53C9x+c46rqdeGSe0z3qPcYxCBWLVhpThMDvls9yBfvFmtSlkmUeVzvQ2D1xUlmxuUxqGgvS+Tb+sFk6SGO3znI6GxpeUvUnlKgWFBQPKiw7mt1H85U6Vh94wgKLJip6cuHW3q3L9/Ri+/muwhKs5ZHSbRTXCjU4Bhm1/62fZf/ifMIUZnaYTlX1oObPChjgHJ098MRUZ48wiEhA9RrqgYQcIXQKXRRfNIEvB2G1JavJAb4XnmCjEnFa6MFcFQ0L2YaBmZd05jxrwZg+ISAHXCqTYMgO42auD6w5n5CndZOaod/Q6f9e8W8MnuLbjYaUwbs6R3a/oAHAozQxDj/C5T7ZMw8xfZ8L4qKGs5UitckFnoa+xb8kCF2ZFoiuX0iQVyrBcAQjBvqBnOYFiTPc/9B6TWkPBESvRmw0i3sq1XSk9gVu2lOz+Jm6MNUBnGR/J+zoi89QlqhqrZsBl9oA/0bUuU3012mnwr3aUoLmVS1tzykWkHZy3EzK04GQcnhzyNgQNWTZuyvZYITJvIrMN7+umRjGfXaw5Hb6YJl7bgAJ2jHetq/2q8rs45h8+QzTzGKGQQX1kVd475OJTCHnKfYOg8aKBd7RixgW9Y3HJFWKXt0Wr8dpSIHiU463c7q7vhoICknPVtyjF5ISt96KTGMi41RdpcZJyMJQ9aVYCdKkOkNT5VaW/bxnIVDVEedQullGBjaAKHcnD9rXRVRHSJRRKXei0P8hkFyOa43oHKi/CeD2ROZxonxNwFZIje9iekDf5nBmDpQ2rj0W/F5ljGHa2lEJXzbjI8+ZUaDcc95FJpBDwRXuFIzfggrnUDqAl+Y7oHT3NT/DX2sIFlmjIPswDj4cXIoRDoSRMCTehBTHEEhbcORgXHADsFYg0TrDDlZEKP8kWv124bg+diy8SIwsH0o2tGd0R2FXnPkHBoS5LG+oFe7mljMADpcfFSIsGqEa6Z/BzqM/3pknOfAuXbsbIivfIx+NauwAScuYtLi7ZizivPMWTHtdAgEAMd/RVutcpqV0DaPIA/vFwMQ/8SqDcFEh+sd3A6qE5GG4I5Xduh0H8BE3dDnHQDe7iI5RVIupP+wfTwagViUg7pHgyKLGeSh7YD1ml+o5TNRH/uaLUfo+MJwoPA78h38FLzeX+/fjIgDrX+ayQIRIiwCzbme4o5oe3Ls3K8Lvul0cBygeohGPDMRCgHWlQpk1bZsoL1QF9xooayG3rAFI9pr53RxXP/pfY7g3bg4AO2eRAi48S1QaTfWU1lNtaHOfgbssuo2s5dD6RnR5pHhN0QpjDxPvBkFa2Xhc10ddUCa1Wy26rDO0b1YTg7meU7dMcWV+Z59siD+Zxdd0EUM0jNBnYkzZwWwZPVZjji76716a8EtE5mepaICMmzwPhy0WVjaYUZrO3Rfr610q3mDjf2yZm479ogyORZi42esxOuDu1aUdrKk/si9HqTGJALnd1fs3zhO1EHR5ZzMAAvDNEPJTIfxqZl9KVlI4dfO9rqFoVyrH8lX95fv1U+KFj+WZLHwShMwAsviNd0vmpoDam1EgW7WxI2AOYd4twVKOnLsQa/MB8lDODDXALQdm8NpFMZBID0h496lxu6ti5AptIQ4GqwIMet48FEIq5FrN6Fvb/KVDnuXKLVRPttozwLxGrEDTWSrvjzT4lhGJWjO2IaQIMI2Cbdtujm9oLddTCxLOqSK1VxmpS6imo9IWnnphuxnssIiJ6y+euH++uevO6NdKA4hR7hlxBfF9/Q3KavjRiwFbCaT31swOF69OM5JESrx/RK10lm2bSYYq3aNejFgDUz7nisMa+4ctVFTCGpoNlvExdPws8pxa9uphKIvkxnUV9VLo4pDLSUndzuyrcjR19eBDf2QiL5faBypZylYgwrtWBuOwdfU9ZHldkQPJSQlnBJO4xeU1BtPh1ezOeXqx15ylF9W0jhlSyRmMQc3L33q+fSGrUmec0sEwXS4Hpgg1VWPP/jaxSx9ItvdnsG35Q+8n1aimXh4BPCUq+E75xM0/DMi67a6l/iSeEnD/JqzPTmP4lnPiPQsrM7VqVCccmo57DbZS+KNhewlMH0WZM4GXfUpE1XTUDUrZH3h7EtVa9TG4Fe5TUoEmp76yMcVrogLN86cOJ0dqRUT8/uj+6sPz6yVdAZPzylP5yc5Z1oAqx14/eaV3WDKhN0+5VSCbjXbFqDXPNVsfus+NR776KTa1cef5OvMzTk5Dlu5Y0Jrx6oHB7d4cL3elV1tMrLdv++3neP5CspWKPwVFxC+Z4AdFaMhptTNA/cMjnNwhyc0XJdbsDvox7ah98Jo3OJMAZ1DqR4RBPQQ06UHtehI4ziTI8+viUjPamnnHAHHuYBWzVJbw3+Ek+otNW+OA22miGfRiRIwM28iW94RBv0YgeVeAyx2cohxiwxRSRnDKCZwNWFkiR4vHPOLuekbL1gFEfpclodC9hwKP2HA1+ebEX0KrPeft6STbw5TvPdVS/91zvd1F7jvv3L/9VrH54hO+7O/lXvtVT5Si4DZdaqSf4mCfH2p9PV+fcPOYCt+tJfwvH28sSiaBqYh77AravUrpuoTT++wUS0E1J/t/yIQ2YNUOMScbcUEauwXrnjvrntrct9f+5f3bXzNvU2wVQMlsjXiOxupISuNXYlf2qEdBtrOCCxsBqoPzw9rhbCTzzTGr/mqd4enVlN8MGVbiF4u2fhr/cc2FKjlJf10TElixheNvieoInJUtFoxeorGsp4gkXtkx4r3s9ZCIzBBQjMBDn5BOare+wEKDHILhiiAzJLEqmA9nFy1NsTcS0P9lrJeoEh2t4+zUJi4ycXptcjJ7dUWS/t1ozbzajHqFJwFPbzj2BswIXlYxB+aOaqhqimgGvSH+003G268bfWrplwdsNVV2ZfmJelJnyrcjQ9VMGoMawFvcJ9nGJXSbyOSxX2436pg6KqGhem95Lnb786NfKnyJYOKe5ovLizVtwpUda7B3W6WIVrebpWcWiKYeKRAzKlSPTftlmwbjnDYEsxSWEWD0HWwWWgfvMq7b7F3a0ZHQZkNr4Tf8TAzT7n3ZYxFG5XYf+EHGpbRInevvux7Tyu4HvVKIMpFL6hrC1ubuB48h/2pAElbulfpBz832Y5qb1PsQoesJZ0tfOvhdN250OBic772KJb9vS0n6kd7lMAhJabR6T2Urln3ozE+mb8ZzVHQbmPQnVYufuqVnJ7W0dS/Xvc+YkRy0vJHLGV/c5QC1ex3ay1xjhiP3E683+qH9S5GdHSgVf4CdXA5XrirZ0siqlUTHFginhYZuhdm1Nw280RhMqZzC/GiKkSVb9ybIWFcAu3XfyJ2o7/nFOtaiC8cXxEQOD39KRGVg4l7R2xEVFFpo/2jYnaH/Blj7nQdAesaeAzg5h4wk0Y27k/zO5d6HhLT+ggz3LehnJ8+xaP4V/rc7GkIHqyKcibmc8bZn4Yg5yVwDxRcEmgGI936+A5mohc94c8nZk19gIaFqBRD1ihWmry99uj+CVcbUohnrNZTj3NOib8rYgjnaDg1ER+H9GV0ALfuiNONvw5O/1696TzxVVygXdV5R4oxFPtxq3jC+lNp29NR4EaZUL+gHcqn50IxoVAxG4EfFwoghR1q06W7kwjAHWA7wCu8nk4KyyIVyq0Om6artyv4h0/dTMb6m+A6vftE3SJkhcv0uYBy3O+8nSOQbAYR6NpNBsSlNIyVON2q9tNlD8vq1QD7niwFClzUa5fx3kbsNzGppfwCw2F0sc0aw7xLg95HqI0oo00iuPhGglpoGHnph6+jnESrHKHa4Z2MVLerwV9j1poBMwdiPBuNJOsRLfGDgDvzxns/nvJ5i4U9w8fcGCqMXlHs5DOW9WxIT7y9sR3ib7P9NFt7uIKxXCjMfjOivz4FrM8T7Z1XIVnLep9VcoUYuY8bLUJeiV/HQER8Ideds8GX+6+qFkBf7/qWHp+YgLFyzIyS7iyQCx2mLJrJZkDL7sgs6xMxr52CQiRNf8eSWmU9jY6JM0dMibwWnosRnf+ViOTiR9DsdiyHtIMazTkxoHtyHGIXRQ3W/JJ3sKLjG04NtKlbkq+xueN1eK2ME9ASIunElqZ5HmRzrMjauGgLTu0htNg4pxBM3DGQiWxqWgLV09vjWWaQsaYNJfEAhrL2NrXkrsxDmyxmit3hKDdrNzvXbV9XEw/bO9ZbI8jqPJGmK+KJxxjxuZunbFChRMasCG5MbzkiqbILSlhQPY98cDwBondflOLdoGTQghoPy3vFd7IyB/gxqZMCyzsbXkLq+sG33d6jQD1xzpKoeNfSvFIOTRmCQYj8eeEnkHExAX9ut6I7u00U6KsW5PgZsMDROvHtNe6uv3ZQkz2kCCMjClwhSUQ34wBUHARI2gE07Hl3n/8Kg4QXo/YhKMgF01ww34w7wxvnDRjQGffxlhjpJhs0XiwQFz1m6BZCbAWm7uyA8zt6p+xqOWPHEr28HuLsirdLPx0AEtsUIU237DoghLse0VAtuncftTr4uYaxC9JK2wqlgzr9qksCYC2ztolxvMxUmKsnhxlwH+9emmCy27t3KguXqCxQZAMd7xxzDBg/emooO0RG8WUGXIGGPtXOWxsNui6MFcbEP3E3So2m0WVncoJT9RjDrFawMMo2WtX5CZOuHKX4jWo2kmteaJhJE58IJFo66yYACUqhznphFExS3xARAmNh6SlXWBFGubwWFyGSq3afxJzM7+tAq4WU36q5P1841l2o3Ciu5SDdIWCx64FIIh7fxkqBmVzDR7H4HntmmFmk7dceVhvl3loxHFNDsZlXTgOgHBhEs/j1UL8wHcEuRl1GiAO0X9rHG0fXs32jJrIPbadyrt3pL/T7hBNAu10ARHEncKDL3q1JJWs8VcZ9jdLKxcbZAolo1vuyqifx0kwMVaP2ItY4/cJWCJMewpq2EzfNXfZ7NCSVk7L3CtHOOM7AR92WWEH4xHnlmQpmz6b+BE6ANVwES15OXxrs+NC5dJmtj9Ld2/+Z95LiYzroLlDjKlT1Ol9+1XUpo6p2D+N0Tgm9KfVuX3PxsqrUrmi7Pzm+upXrmLtY/0dm5VHmF88N7JWNsKjpE4vvAlVXClXv41AveikDvNBuChSNY6Uq7HcqGiCPsURbEnPX+9O7kTOx06wMwuqpgkNXek0FJaZIYjvi8FYli/u6D+xXLtDqW6V47ILftH67w13+hDF899ZUhrh+JBge2kOBLI58E4iayCRqMyP7wncrkaWKhRMyckwzF4h3a5VCrD33kU+JWBKmPm7m0eSFEigHorYbu07HWa41/qfKLW9wBZ+cnso7nLjJ60/tGSmQq0jFtwZPhOTP32+pD79qz6gwZuul15+3eu795etVLGeVyu6Fnd7yltFechtc399liCK+XwJT6r3aK3JUV9lSn82mnMG3fc997EfTk/CKqlJmQRvLOX2NjVyk3JgVrDyvvFFo2bZEfPZ/GdHb9gxVfmSWU399lBMt25ojYtgN9F84fJsSkNUguiSEN7KeLtzMJ1EE8XiuVMX2E6YWV073VqvG4SvKNKK0X6h1e5EFD/t4oSn5SFReV1bErN432oLEKNG1Oke/cHsKYd+CVMF48ZJlCm39OyFH7tsFZ12dUOCeOBB9e8eUYleSdLarDeIRabpQoIk3OqM9t0Zt39ZWE9CPLRRcr92E+M72PK67+oSPCzmVDLtXo2gncl5HUoZjhT15BpswTuDOjl8Tm4HxAHoTSnwhWMRhtSd8hy6HrookXUz6NZFXYxog34/ekA0LXMYeRtSqwHt8CVYUd2ngWIlxBnDSA6bMJnfSiRL+VVxNyGugDuYG9/p+GXppw4Ef1xsmvDd+7dyCnfRZK7G9l61rve4qo/YvyqzmxLJE/YLHs2hfst3hIsNmEsHWXfLUVyIVrvYTaFqdYAIb9Vx3aFYmdRV4BhNjlqB9t/kCBjm4earC2WmzY+GlWxtEXG7rWKy3ICYWpq4D+44kdXPWlymFvsYaPA9+7S7FMEPcCI3IhBdXYiG5T3EnxLqd0RntNsXpPdWDucfn/fdfn0LdX/8UQ1rX91WM5++/HQ/hLzGm8o0q70tvBeQpPqVtXtk2nFPxXUWYip1VtuJXBUHxscLHn+/3y0YwNpDb2E+IWenumyGJe7zedrUvS8AjT7r3LY5TA7f41Hb4261Ub7XK/uxD3Ipj7DtbGpioYWg2IssWMxKhfh12oJSkAm4qGao5zrNe5fNVkhn+R13m7ElRfiWauB2umKPB2XVX7SJQqbteY5GwBDgCEobY41VOFRDLYvzRZSZ9+tQo4f9QP6LlsLxMFBwXQzO6rCs60bXnwJeV0rEmIGjUmVM4XTOn0FA0GM7NThFO2rDoZC/a1AsHAtJxE5JhTYTONQ5f2nlJrpxSinCGD+DwAxe3XecNyT0d019NBHjLh7xdB8G8g/t1s1fRStMIdveck7Ofw7h6e2xx7BGbjnVZ2sfTJ2arfSimD05qrIwf5i5Xv5WPUpyBDXQ1b85q2GqbwLt4E0Blw2aTAaFor2CdajS8GVIcQmlLjPWIyRpw7uewC4qNc7w6uHx+W8jfGX3EZZ0dmv4d9i2/q3NoVZfQ0N0bja6YdiE5JX7t6sfJbqZjHhwcO2QekdDjMN7DxOQZTv39PvwrY6gPFU9zPcyyhNEtrkJhbPhaGOqFNuysD4G/NKHo0p6BYHSZ40yYHbcwWGDbzDwku0wCyvxCkOLeUKQic09kJGM0iGUfBN0px6IePuFRQhoTEm3++ftakojkD71IsBdpyiovcr7ahaFUSSsBiObUs9yuq2FeBRYy1DSFfxBTwebWA1KiIL0RAZGYAWqV0D8Ho3BnrzAmCQPPEHOMXmiQJQCou+4h3SL2DlSj5VL2ZCC5IvWaxpGI7tkjcso7jEhJ2RFCJcdfO3h4cA5gQ3kHR1CNZPPzOWubaxpmRtpawBT24U4piObKq3OvVMF/V5bub2O6EecM/KMFMn+AmmXA2azPuywU38E3KEoZ8CkzB5w5p82jlhAPZBpn6pQasdVCCNDAbsYDD2aBuVJFONqQzbCwRMKo6xzJnFhyMfSh7E5GQ7n6mXfiPFkYANnuAz1pOIwBpM1ZiQ2RnmVFM68oXDlOBw5/hS0dZqe0036SGL+6cnpvg3hIWbexK2aakR3iclgJWd7Wo22wVqwsplblYg+X/09HfQ9QflzHPRuEzo8AS3XBohvINAM0UtxWSnqDV/fKduB+vyHuNJjxywkF4yw1hc2P8YQSjks9CQugWyheFNlQ5b57i4HmT8+TgAThIBRNyhqUjt4lpSxqUarUhmVWrv5h0uNi0ORkpQWu6L/2tPzLmApoIFfj69/X3bYYXANyRO26fD5mAubmmyUfRiNsOq3NA/xTYBtAcMPTPDNMnMR0d4CgH/SbQcQ6gLHw052HwWnnRfQKM8goFIowmG63CQSDeCighHcoeZUPpVCE1q08T4lIlTrutM8Q0YH1ZsKwUmYbrs3W1Dj5HicJSYJhOfn5npAQnZKNorzmc57feUxVY6wAnxgvC6TJc1KkLKd6elbB27AmO/+aD+HqiG7jsb4pxVl+O+x5BhIlhbMrBWnIS1oKT/fNb6yIDAs7wjOmqDnpKR2yOR5JWF9SFi3lo1LMO1lnzAydTFDc+hpmRphvv3B66HcmLBBTOfgGCRBDkqqWfHcVEIAN3eTT+dFdG+HzciDnYbqqwXkQHAAUuRghjW3uTsDPBpjiDxLRkwZ0O+jAyQk5o/0RHEjQv0Y4N+uneBeSI+NUHzplPD/xLe7tYRmuCPjYSXRP6hiL3kDPAZYh+WzdGrcIPNN1vK7RnTNnYA0ApyvzwNcphA8HY/CXn5cM3zQWB4rYMcKUPw+fr9OVQ2rGF/VYAs9yvEepsEUjBWXe7+hYhy8t3zRjQB6dMTwY7PtcGat+ngsbwyzeyDfjp0uePMh0s57GHyCGmdADfoHDJq7DGU7IK3zpwYcmVCr1HHL+9DW3tSW0wzmescF/fybw6nTd6Rz1f/iOv+lTHoxwBCsdeJ8pu5zjK0xV2r76pvzhbxQA/ACkL5KDx5nWQ6/lnL3qoE2kQ3VId43FH2mbgg9j7oUatMEIg8k3Dx3Zcj4otam/yyQTUiXOwVwRywO+yc0CeFbs47ibRtLS2c9bNDks/v4lYZIXskBVkZBgGxQ+Egmi28z6M70yq4OkMxrzgJoCMqUhFc30I/1v3+OkD45aVqSz+u1wX4YdSItZCpQiuajB1YxahyuwJM/4EgDvkABg6gb2upTHAOVHWEnSDwaJVW7eAAioeFTrsAXqd43sUH5nHLQGMyMiRZdMwTSCisEPaiZ8j+e/iwTvYJpeyVT2OwYZPQlhHNxj8tjYn1VurhAlsDizzD7oJg+VDNEY4M6Y9IbgDJe1rTrtAuo2ZcDe37aCcw+Ce2djxgy0Q6l4y5wA/yx4sEPscXBwd/XsOOYkx6Ng5x9ajtiT3hrqzuyfXQ7jgA+IsddbKxFa+/VI8yvn01ihDu5e92YbBweDPyUhPWNgG9pt5z7tD9N5pyPhf0SVZeI0yM4WcXzT5SN0reXmLFGCHS2t3s28HxfZGU3j+W0IHD/yH93rOBNExaxC+DgPPhApJPOzI427WrpNwDm5ZyzLj0l3fN6Uyo2/0T/1ldj5zFXdcJ+VIekxes3odGnRY5Os3VwjnqNGQMMxNBNi6lqRPJ8HBQaZs9Nh9e7oBA0KvqDkMWXkGtsjBQlx3qQrPcOy9bkO3DANo4B71pGkI9No+A0nwgmFkHhwn0cj3gQ8CN4emtIK+BHTCC2BXPATqO1UgQvg0OLN/xkFNJtPN4ieW/shEGJXkAzIo64aEFevP4ZtpDmOLQz2wbgkaOzOlXpjfaM/PAEi7LFLFCD3Yz0xLFz5DnhCRzvZoh7KHEPdk+f0Dock0vKcHvrB1sYVaq4cVGOGOTzZcsbMNwYjayp+pgDKRgDEO/q9H+whz5aP0iABGVPtey6DKag2UPi+G5mXrmWoBavMr3mfsv2Pfk9PkZZnjJJhc5A3aCyU7XbHQHEmzeDhE7kTRRN2ckmlrdqWEsxrCQPxKzDe668vmD1Hh6DwZ4dvWG4bgRWO91TkACpLaczNgbc6KeuIZ0fbxOaE4R7xUBygI3F8lIIVNCaCRPOrXKa8hyQo24CJGrn+iE4XurhUp18hXpBNx34atR4zhz3JaQjigEJVXUzBVsAFdjvQi8vcYUJDJ+YR7KcHwXzZpodgMpRHgIMFE4pNWkfn5/AdBKJ7qMPvpCYWfONnibvHDM1O7x2ut3M2KTNaPxjkMb1BUGnWqMQ+zZ9rXGHo0zF3+uFmC2roP6YiLpyWpSK7KdLzJkAxnuBcC7ngEDV1GIIsd+1mLNQE9jDcivMvT5ek2GQMmwAK+gsN4dBr1hG0JQ9DtBn9c74WwHcshptFXdnBbj++s02mMz9E8ls5joCTo5RrE5dT393u2QDPH+dTCUk87rbhpJkcxzn0Oj9uGL9gysAYls8YVYPHQ4U42L98XYmW6zYI1eIlJ/Pa///czt3ASXvqvo5jWwtCEggEiE5DejIcnKEnEUR3tXJJlqanj4bapTHsmVOnndhHZEQeERcW+DOz7qmirkMbQB2qq1o5d5w5VH0Ef7Pv+NlMBZXg/iGxdllPhbzNevAurIwM0G5i7vB9xnQm5kPuO1QubJSdFKMyPDUX7qnsjnqrDXgODZwSdVsBNUedcTTIQaLM3Kb6K8zjes/7+HJoRZsm/IgOEglJFuxEZdx2mUa99vHp1eLxr7N5ap2TFc0w5AKpDj/PStx+WAleXyDYtkOxYziitnaLje7N5LLvmX2AoAmQJxjy2omeJfTSt6MmPg+UhqcCTJkjQ8cTKZFJMqupjZYH0Cl/CQ7tmKrprul9dAguR6obBBgPSGqw7aYzaRss52r8dX2lqJdj6zPCsGhIOXKMpE2s6DjuCx7FjXJywztQxBFr3keAM7dGmEQrCWi2ZmfrnFnv4r0djPQUUv+YBrSmRoEy+D6G3bGcy9FxBt57/sr823bTTjgVE6+i1Kk9siZKRfZ+ZAep2zo83EowNMWI3GnGFCfIaeajYkTGW2ijGgcWSHggFNKnNcu8nkid20ZvAnSy2YqqoSBTuLOPPORAV1iYrfAVC7Ps0rftonFxwE7d4/eFZzoHuRccFS7RhmISb1+oD08s+/luXhr6LgsYExpGXIoqmKAkIncQATAgTJWxKYZpTKlMpkq3uf95J7Bzxs49HlEemwW5v9PRiZDa60r9Slg9/1ChRoPGMS6B4X4ZIidokb3wwpSWDuVVbvlfTAthdjrwHFKb+/ihuGSt889fPwcr1D/HtAyBwU1Jg1GZza/rLaJOSkVPQoJ0XsgTvyK4kOGuvsV1yh/hdc2JGxRd+LjULZNpbWG39iXMIg9dlF4+oSaLiSghdKOME8o2OeoWkofm2aT6joVI6znHbUvECN5waF3HNyNCjv2+WvPaKujiGuJn1g82bwsbig1FNKh694zaE07ZdnRdAZrca2y3AlAnSIK/owHRiA+hjH/LfXrYrnBZFJKDrHz5R1jVsktIBwEdW8/jxN9N63oHMLMPI7NQPcOnYWPGQWKYIKgGdHW07mH7NE0q9iWdAc/xOCN/DqYRHbOzpf2DNifkRQdXvdfklnl25gHSaRqE8g9mbw0vwOCAQgky2GR20m9UndiTtsbt8JNbD3FGkvgytxKI3jkj0EPqAFR4UtqbgeA6pDwzI5lJCysWGVTutUTPuHaNo+t1nfYsJaEWH2U+EeN5iZPsq1gaeMuxzh3ewRBeIpCmgIv974Yk6Kkg5wwkAlaZbZOe8ULAUrlsAHjdDwN1EGsQ6cKQtrMJffZeMWs8FmtWU0/HWwtGTpRKQDu66SR6UdRWf+vfRbh36L+jXLLly2Go3RBJLXI9NUc+E6+QvHmgBIteIuYKQi3olVeOW2uo/MFnuROJ5QifHg5ACSrB5LE7LOFDKg0XDm1VMo8lJkoMUBQToGtYt4L+psyjSctKq9+IPMtyum35vlSclaNYqdnfAAgODGl+gWV/GamOHYFlOJ6dqjjIgRzqgc9mROLN6kfwt9cfBj2l5w++KFwpgp8CFwgmhzzHhVB08ivmyvT9Z7P6l/xar/dr4vn9c9HbCd5IY9INiUt9uBuNwcAE9D567cUQ3iAZJxyDBqQQmkZvfESDLgYY/X2+Ft9rki3RLJSxjvK6wgjdsdNigNQ+4mnKU2jY/MA2p7V7RDzGzG/qfoMR/VesuRNuVFKW+PB0W5q0z2w5J5XCBt6vbSzTKVuP0yfKtRaj4+t1plVbMG2qFRGL0EfLbwG2Yk/dGjTltyA1sb4cE0/AEt4oS52tIGVGa1LRYOl5zlN1Wc9wj6gCIsla0TGVwuulI5L/+rf1MdONKMwS+FS1aYXMXJHBNu89q0mByHl0iWHFJG3e+Ep+4DRZ9KuxPfEsDcRPPfIeE2ipwqCM+hXtfCyBWwVlHfMySbLJ9DbD2cQpigv1aNsB0TtWL0Z2OIiqcANKJLmRNajvnboi2KRRHfPN4pmR12bHnCroskT/yfEXqtIg4D4ECmtae8cXzHYW8dOV9jvBJeJ+wzJKJ9z9rX2IhL5V4ZJElBs59ZXDLM/tyDq/DpMtda38FG+m2VLGmfnGpWxYVOtjXE8r9mwcjHw2+8Y9EY/K2dVOEPivwqqNRNXeJXLvaSmLOdL4xBsqQ7MVi4wRSeFruz1+UAeB8mXY+2BCL6817o2QqE29MWJ1q4LxM0f296LhRQoApv5wPb1ZE9uNUWCz6ihUU2e0wBRqxXDa/Nk6Aff9eayfnxtT+fV+oUoEOWWb32+CcL1PLZTe1zAj3JSkrkH0geEvLkepNDxfXGqRxaACcJXBSAuibAiewBUmZ9H0suSiLMTI3QyMKgglER1aH/ZAtM552+bf9KQomymhSG80Z/Z7iWdMaMdNfZvWQLEfJPcAvGRV38YK8+fVbKePS7WE0//KiN6px8NOpW3kkiKGa/6aWHjP+HWproWw/t1hNtuLRu2jz1TEnpjneuAPkzllmn1wfVsDmWf3sXv+6mkkdmPFaO0mj7KMiaLa9kYCVCm7EaHbn0dFe0Jma8WpJl6yrA6eNB92RhYGc15kpliVPMtdxrq4doWdMw5r4dRce7b9p9qZynqDNDyoTOeUIGr07OlG8d7GH1LBm6rh7bf0rDkdiV20yD0doNuu47lbPz7dd9pJq2Jo4B6ROjE7hIskVBMqrEsfF1s+foIwyLhj8l0NFsAxWPCV4eqSRp3eF+eb5MSlu+ppfGfjI81JODLXYNb8NH80e2eqtodYlj/5/xGMqfIwjKUS3H9KoDcOZ9N2iR+WM2mbNTaKMZrdO2M5W+jpz+PhJ1b2CG478Ve4FudpN5Y267ISkxJnbRj6e5s8pHEx4c6wTPVhM33msdTLSdFKmue5yyIqhtHldVDUdu/IVRt7YtbHCYmI3ElsxtHchnDddnP2aG8jxZBjWkG0Mydmh91g8e/Gx5Gm9jHs1vNPafddYyjgs4JY60sbreZ6qriF7EsTb1fyYbggoh5LO8+5GeKumNXb+YTTeb/e8ej5iKyAWOWMnPe0hhCXK7bUeray7UQKwWoHPQCnN/GzulsKaoXdneMl6FhcFltOoDHGGZinUY1XYV6ncXts+tzWGtS9yX5TRR+KoE101xYTnu2DIrVo5Q8da+IwBdIuZc8g4oMepdSzQJWNSvzoyPURNWQWZv03xqPIIdoRYDpSZEtMx4jwUZPSBNHB95C0vLm1rdLOImaZIbXtzj/51vppZJMyEU+1TIzpXYZ5pBaCorFuB7xsmB6S3RQPxyq7OWPQ0M5MN9fWtMaiYJLjwNQHg89zM78PhOitMm0FhxoBzYkN4GbOUI29NVEkVUiBgpaiogpVuqks9UYjKiIgh/sQD2rumA6Esw3sDiMjPWZjHC3Q0c9YwqZ+rwnnPEKJzZzYTX5ujiHZBmVmgxOVq08sAcgk5Yg9gXfOFnNObj9l104ykw+o85Cq4WLiBwQpF/6y0Bxm6jNMBIDZH56xWeX4Cvw3E7pHRxNyKGhzRroTINJrIqHIk+8UO3d0DPfhLDDzVbuhW98tPMY+wv3mjWZjSQNJ1ZrBRXOhmmZFMyp2x4SyvCn2dRMgT8myu8ma1PxaRedJHrOJrXv8ktaDm1j6P1J9vldI+Ix+5CUCxPnCsLlhwClFcC7vFXlriX3BnlbdeDsZj8HqW32b4tBebyUqAHX9mBqmR9P8aHxGGHke6a42emsBr2I8EJa8z/Bn5GbVR0VrY5yJGT+iu/yIDqjmXmNblmn/UGC+fOlxj2djZBO8uGfvKon/3H5uRxHWUazMf1zUwziNr/tUBNseFHZmSzQxeQPQU07/xtPHCRYk8LHqtDFprLt4NBYj+eVUrLmHC1yZEeh4kA6pd/TOAUa9uWJ6MGM4jRb7aF2NOkVw1I6eNmep3/aCRTsnaDRhSYwyTVZZZ6iEprUiCOJbHS7PPqrnVfo8xSiyIoREmxQjSzHvUeckU9TRmzTaVAOgqrL0LEzN1d0xthuo49WYnxFEqQrKqd4TKU/AyFdNStTCU+yAiug63nhmy/vyzpefHZrWewHS6nszopGmo3iva5t/ko8UndxXzr5TRRdKXNrZYhBQbtnkzCIUii886ZLQYJgo9ZxehQhpC3eAcGK/St2IRlLDYc5+WEV6mBZjBWmD6TrLetzD8XiQkHUR3ShATWA/ki1kI5GIseKPPIVzxVtQY4Wtk39ITAawXKfVKbjZZNdYQ5HD8WDNxNAY9/Q4WRH6CQyfaSb7pcC5LtWu/qBiaY6pc0OzKQQgNMIEP+tgLu03boEOKCUlmY3Amkgo4N0DkNfmHKS2nqzczIhaBeko7V4avoNqu9Vz5RSe8gBBoqzftPWrqe+lAHerIu1qQ8MdPDXsDkTfPid3avACqjnW+noJoe/3BJ/e7xdn++vnzdJfNFZA7uOYeM0T737vm0j4+XOSvmBrCZjHKUdjQPG3D2wh/TCINXeUtl4OEHmQ18Srw74SyPAvp9x43K8LENy/n6luwsDVa+aa14lUmArEi23YgFJZzC3cIsOMXdoenZ0bso0475tmFEj+FWtuIdacT5Lr2Ao34wM197Dn10M0EVuKmGwt4Fy6q94+uO7Dne+2lLmYhElb3VJGXo5JGDuouG441VgVFYtE15Umv9UGJImca6Jc2XrNsimU1Yc96H0EH6TN5ZUkGdLj/AUFauTf2MvDtECUhUk00ZyMhTs7GV9Z+mzFDVVakZzK693lx5mdPg6ZyW1JIBrEvLbGVS6QN2Wq2GBlFuW6UbS19a4ChRSexCt5J+a1fdXJzmxsnN5tVS0SkLGRfm1h9YEOx2U1kIo3z3LxDLpl5OWwWtyCGr7IF7FjP59CmmSzuaJQbTMtgCdCyMaaoPJ52DIg8fOj2CTWONj2QuVqLsGeYUQcjA5OyxIDyki811BJ5AVIhDxrE5/UiiciT03le1YtHqpHDWimLktyNMiYlDmBMYkFQL1XA9kRrs0p5+L3xKlTDp/hGdEvBm09fvYgQwrEFUHOVgi26RF3Qy7wd6TbvFAMwU6OXft6yOvOGCXqrFkBh/QeRah3hOudYZLD7lf28IR6z63YcHCRa2GaKqnaI9IgBRq0nIxVWBERDbFVkycRfDWGvQZ05LbNE1qP8/f+8/fPDSj//PWCNfP5588A8f61ZTjX5oni91gwUnhP5P/zF4ypwZ+4wXL9nFxoX+AljN0tomQTiEOMCGdOcD683i900fU6J7elKBeCaWFG/LIn0mHE/cZSSCZ2i/YQSPaaLOq3SGjiTvEnWlUcixFTfUY5d3mY9V7AcE7nwVVHnpYZ9DFpkkUDBwDI3N+RFehHZKlrliufpZs+UbXD97RoY+HrpldY27p/afOk0kwwuGU42w/pVh7nb5HLjFbPvshgkEFSf+0p2NHfNmsaZ+KYfCOlCokjjYYfAbKyS8mdpVZZT3kITyulRtXf0UEDcV6Ngfa07V8ttzaVc26jwLaI0R7VdZJcnxnjkz4BmBaAsQDCM/NXJJjZuyRM5IP9do5pNYueKrsiwvEXvhIkyz0xDljBy7jxSRMT71V1XBZQi/thDgkND1/caRHOHRi+Pbxs13J8sPY6ObUCBYxSjcSPxqBF2K6GJCb4Kg1pDymuaSpeqIxXUqBouTks+1DsJDtzN0lPBYFDRnfPxHe+Ul1Wpd9qJBKlc2TcJYifkc70rKZ6+72t69An5g2ewYdE9biwdRdq7WWla87ApUQjpSoJcqD3uq71UQ565nNfMsbl9KdepO0a63G+aXtcWxRm6RhfXhcYz+bMjx7oiVFajkhx55pxdgOP4Ws04hYm0gWjfX9G9Mx9HsAhpkDwOdDFKUq3srRqaAsLCTrtETNxN5XAPUQiwVsFIPtJkPsZ+fCduWQyz2jbPyzp9XOJCUv0o1ynCNF4BjePZTH1g+c1HKJT6CKRwjOBzl3nkrUznTWLlFDYLFEvByEqj6A8Cyn34Wa4BjzTXlFdLNLm4vPT3jw2KQBX4kPT+884pTYWQw/p++s9HFjh/jBW2K+z1O7NaBZ51jMKT9fWZg0Jh+lJn3uzGN9v/01hTBPIdbcTf9tNfHyHdA/eIOT1ZiSRj4f89wjKqav6ie8ieKf/4vJuipkwPkZEzqcOa8CVzcvef+/KU6vAt1WDN8Pr2wOkPsG8TI0qVDJAQzl8M2ufYXxHtzPCpHZwTiJGkNch+kLX9D3E6BnbsINeu4nGSAwM/Eut7vjNPgsQd/5i/o4zV81uH9Y+MJVsQG/H0YzY+VWuGVCXTLi6+br0njJzG3t8bWmvwmwX+NjFUUrbyQn47vMclJF/1RiX5BqSod+2zVcbPuRLIURUMlDlH567O5LFrY/snuGVxjjMgDmvTfiSKrmHGbpSNbKyTPFAiSd+h/xQLXm2zUa32nWMvtZjj3AGM75n50vYTqSEANvT8IFR+7d1iqmmd0A7N+Xp7RiThBjXQkxfd0rht/YzDjGpvuWT6tJaInPQI6jNIbKyE6Z4XJht8rGmlUo5e2fVZ8CBiZl7z8zX8eRyaL6wni3jPnlx6wNBz8BuHYR/tUe0apx2bM6VpgpyI8/4yYhpPKwn4R5iSkrWNL+jf4ET9xKectb6CPGT+NsdXefzOv7nqeUkXRVSrktxiQTsO3+zpGe1zdTy/ajUEjhoycTKuoyP6McBDEn11Ncj7M8n0/BU7NqavXcGCnXRPfYH/d+XeaFAfwzstg/qTnmGwE1orw6ALDu4rKArpaoczQKr+ZXmSFX+2vmG7x3PrEN7ppxwnBStkpv3JqHkiWpAGnTod+/2peiuRh9HJYone02ifG859OsSeP2pLMq6Sd8dn3/Bj6/gPHUF2/kdSat7LHzgEfsn+UaLfqk1kHgV1FSvr6PBJVlOJ5g7GZk1eHN3b7o6Z+r+SpT1Ueg+9K/gNoDp+9Qbvzz/73S6dShTvE/M6MalqigarYL4r/s7Q6ZsD9cI+GGCbYqrKY1iU6Pb5WtKDZ9uS4DKZ5ifu+Mh6LtLL+1Fp+5BmveuN+AZ4R29/In0jwjISu+A/XWgb66d8/dWJLtIdWppRU1AEtwtirKtXJHaC9EMseN6NVFpK/kO36F7OijJPSzx5JHSupYnvTLCvqUIE25jXy/yd/bZARGVdP8M8QPZCD6l9xeriM/Q6PfyJIp1eMVYwMVfUcg1bAY9pzvg/y9CnxHhB2ZuG+c8Rc6CXnEvXw9JK3PzG6gvq+QOn5YrltoRHI7AW5DVwtVf5N+oqizLNr3VYyRDYbzmXeSdnoj5PTNechR+LXTtLteBcnVpzDyeZfxdV1qboeYlbcS/jsv/DPbTVC4YSa6A6isEMJrEGOw60EuM/4LTptoRbUKMPmWnyEc9tx7CC68kSs7O+onkdkTrho3uaP0s4mz68ABoNVDWEmSWR+76koOUt2zR+lwq1RPuk8ldcln97RH59Ww6pM7g1VjX2PmMHc7Sb32jtR1/dQ8lF1OKP2TE3G2JnDJXAxnMup/lhhP5lT8FbAe2I6BBeb5Xz+aeNk3J7c6RjKUrVGICJr+vkj4pKXSkIec57l6opd/NYdRSMrcP07Sk7rEyOzp52p4GtfFc5nwR7+6OrCxjIZsttPk4G/ZxPktjURjn9+Zg7nY85nnx6YsRLd9nl/WcMxp9LX6XsKnlwui53pJ5x0IqnJITZGyLnAsLov1kqVwQkLks4drEf4gFNCMiH7L59oWbLLaV3I5BlALCXWzH3q4/of61jGANdS4q7hHUIvt04b3+UEUsxQyvlyEW9tzx2g5jLytrwtzlOX60aqux1AeXBJX17C5hEqPYeXP5qPqVZ/KNONo6wew++ljesiHtu1eLDi0QdfXpb0yjhxD45G06EIZmahExWT8imDip2laMLsOrp4wQk1nDK0JjkhIOoy5BR5TQQv5KELKQFFtBE3hfwVucUvWvAOo42YlihutJCZtGf7Ol5pe8A6bug2At0kNWgMFWcrFnzF7iXBlpz3rHnp9HuZc1NsOyjYzAY6VfhhruJmHPDvX3NuH+PFNuOWNFtSxBtJu/cooDo/nZuHvSaSzAez/Fz3Zkk2QzCVakCGtOTVuVPuCNgmPQutAg6Ufw6hqLV3R7AHneP5oxTXUdBdGZMGLu+OSXd2yz6IpHPpu1R5MsuTRuhyhHR3n2+jRVp8+bZQmACHH+6k5JX7Q+JfTDBTenjg/graGf1aW9yxOB4bGspBDrEMG24z3EjBJaLI7Fvuf5qGETttfEYPZs6mkT+pOQpmFJLeX1GCw98FP/k9+5VrmDkjkgbzaV7z45qzUV9/na4kPxI+IeEa0Ep9LhEG15xxqH5bIUAYbd6lANkQwUZVE40HM0UWVjnsvPUpwldnqk8t6G60FMJhvuLindG4Otpi3ZRAfY5pBy0uCQCZbTLEvcchJgvicBlaO6QorrPTDSskqOA7PicwIOeYvHEzPCXBzxxkfQYgiq3k7R34QmyAjTxjLyDAtpXmQThvIItwM2a5YdaqQtfBdIpSBWXUUjen2qOpoX+9Evk53m3OkJIt3CWvmijF7e0RSb9m+1WxSKDPyQSfVKWkHXkBbXkRjFWzk3IWAji8xlJR6HE4FngPkk2uywjDHi6N35anLEhmHL3fIrFOOuk2P2MkNRemHHLnvseOtQNEyz1ShZps6azRzmlSC4jezqgN69MScS7ks0IwrZsJzQYHMU84YN2yYfID8TdM2xmDb/z+H2Nr9e8hcihg+ZdTpYD4A0KnaM9jJU93Y/bF8JGsRO87nDtnFNYxJrCPnl3eJQP+qlvM7WYbQBmRlbJncVg2ijokzg1USetjWbqQEMfKJk+oESAKFjNWWKGEITmBrcOW7fbzjb3Pc51c7OgonZO0ucCpDoLBpNm1V7orRPkd77chs4w+ypOp1iZ5BqANiAPHtDpmy1sSx3Ac+1OEpZOKhFSVikLBk0tKx9rOfZZ20UlV97igj4A1MR56V3gIG21Yxn9VBtDR9M/0LQU/ChZkTS471fc0oO0K0VfUyQ39lH4lqlrQrs0K3eyJpaWa0qY6EdY0HPkV8qKL2ljN7tbw226AarJ35N673duiWxoKdu3ITm2rjgdIrEJOTxt7q2bLPiF74ZuyGBTBIhjVbBjPwX0ddUggNdPgf+tN2KMWUhZpNU2/smNF3CiOGuuR07XtvAkgQ+4r+pDBGVhPPayo96iIR1snC93LgWU5lLVBCuKsuxSsXCRIhpDnvafUZMz7R5eM4BJ0C648kwIw+DAGhp4rSNss/zX7KannpECjYVT7JYZpNRdoyC1VTA9fTY4Qcih7dte+zrdGg2R2H1KkAAexLhtcUgjx6ztbbEHsKkY4Tu4a7AeAEQSgXqg6ZN0XkuJ9jgGNyxELnh7F1cWthLkNPYEgRQpFAfxGpuTBuWE3O4HHIuP4QhjZVzirRPDvqYi4PSIzcx6lh0+sFit0et2JmIvc30mUZl4nJXbcbNFc/ZgANlD925fDgv9gcwqYwyphZS7Gc5Ny/Bgwf3NAD18LDvQCSXhKXKSFmyKBfzlYjBYZ32IREZiQrRCxtjiolFmFh0fK5Jgd/8Nkst0JGPp+d6n+0gazqZNZ6O+IOaa202f822/9wVhLdWVvTlxUUl1CDvdBUDvFTOPvKAsmMg7kCv3BsvNf5SbLZ5vS7iqaO9ytye0BOra50vnTTPdjIy4zzY9YLugkcTGyJ5iu5ajtxMp7BNDz1RQLzwSkmEeu9Q1hxJVPsmls9iywfpaTHEz3/5EYERsUAkex4OnghztiH40ls1x0iMldnbfAIme8fZ3e+D1fw+QpKz2ViSYFu29vfeOx5x2hVSRcbNECroYSzd1NPIaMv/8vGYmwk9Idp4aqohWtGi5N1ODTOn+XgxFelPolQpxLdXxbgc3smEYFhFHC++fdUkvPAVAzq+LXPHeUaTrE8ejppZxINgZ4E0V0fQMrtSxarrjJtJpvUYoCKeIgmillXn5kOSG0+eUI4Auh0AeeI3vzsN3w8FgHBpzoMmm67OlL7VRD6HBG43uFxzTIEECClZEKse4mM4vfyBTFnN8lxD+WSJ2hKgmdirAIgCnRq0t/incgE8Pg02Wk5YhFJIJGVm03hLxECWzae4wbo7L+Ta075Yv4/iPGax4vUB1x0ZzDnEc1JndZ34cUQ6qxQzVdAx6xaZkL4R+Jvza7ZFNNAce5fZG8mr8sX6QENJwdxQEfze/cDdxNV+3+bOfJgSNSp+XZYcU6CmFxMbcU0TBs5gs3zCNdiR6AkxsPiVRzGU04liaa4VqeXRUnJa4SEBI3LzFDURl6v4eOLZW+qzyEj+qInCDg+Tpy/b/frzPsBwfu83SMn7TbZ8/flz2HsHgPozXX823v/8/cK2yPXzA5TDMYiz/efPa6EUuaqO+f7zRu7z/fMaA/f3ST9tEpXNUMDrer3OSWfYF/Byvsi0jv1b1rE8Es2IQEb0vORxO1iITxQoqyt6Jb1n2zPVXor3glr+n/eKrp2pJHbt6zUqxE/vEa013i8zkDAcXx+H6fXHOqG7g8yB4js9ixFMKTNilvOHn7VdXV96v9qU78u8ofWT9hnShmtcYHtThb/ReontTB2HPU9HOYjE4R+/OpJFR/Wy5qX3WKJwYJd0zNZ4EcltKud5RnkpNUPzUY1oLVv4N5Gz+2o1mvKycf2FA0U18FgqNcoXQI6fiNiqY99kWz6fVrFNNEH5q0PwNTCJl0kfGvYSpiO3ylUqhujHam+grLBi8Ntne2tzQNlKcdCqeYsTgpB3NfKpwVrJVL3PXiObWL1q8GVWu8TsLH3yp4hXQJTPpHUymouH9+5Sf1wwBKiDyj7MvtuEeE8MRZQJOI0CQhDsuZpZZ3pzuJjUJRBsm95qZidaH8EWILme57UKr1q2HsGP4zZyCnQw29osq8OB5tAQxpOAGwQmQV3LRGW1Ok452dQsH+8Bg2lH5xFznpJgV9vnxFsoI55t7cgiU6Kp5yFX70nJOtq1IYRC9Xtgj6Cl3SWMy/xrK9PrOjOOUas4eNJU4JgpG/hEj8PMYYkxLjjmz5ueqq9fsg9kvV5k2uf7xbkARuQY2Mi4GcqdyBmgn9f7fa4DAUtPqq5fvl8XKd8AC8Z9O8TL6wozQQPBQ6TSYH9vadHQMFZ9UQKS9nIdHKGPqbJ3VHLCaW/QWFJiruwdeZSbbnyedqu8bck6z+VjIGKs0H5EQEvSORhpmaP1adv+RvhCA9oqxSMBeLMz0Gzb5uJDDXcsYkb2i0JmNDcMzEjMIBQ8zVxMfwfeZ1bgKe4FhC9j0hFTTB16YsbM3bjV1owpeFsx+m/bspkM9GGJuolOdmvFGIp5zKRu7DnMtJ1xRB9d6k6MYCkKKreqbReBsCNPNqcTTYi3RUEq2XWWy9XwNI1npabS6PdSAUvUraNZU+mMrTIlRDVBXldhUPbqEWaHgVp6r/zKR3bgZepWb8a9SuRRZYqUjiavTBhQAZPufVCznJzTxHRzeUH0Ss69ADh8TgR+JvZN77MJbD8tAcUaZiKoxzhBsyqeF2oMRwWgEYjthRQingPEiyuLQ5FZAa5E2a6v1mll37/0QaGzKwNvAu8C3xJvZsaiZETFnsO0c3WklJpJ2htSdA1+Y0WnKxVoKlXcmo8Y3JELshtZVgluznXqRI2yYCm3oojdW2zYysjaQtyrGkV5M2Mfl4CqQ2Jnxd/dNQZRjdHpg+96BzCOiUEQ0hqZ/NV2lX1ucoZcnES3qud4OvY/bF0HYuS6DWVRmT/2bpL7XzZ+DdA40a5HEsUCNoAgwcfvr7tPBraGz7IKTma6tqvvqG2EOV8gBylNrt+TDA6vh+6b00ckGc3O4Q35TkoQAn7Uj9WL9TQ6dYZ62kKQujIBT3YL5bZsRrObOKV19D57yMx01tgiElHr99RcwOYmphohDnr7Ti/k6F4ufeJRiSbDJ6PALAOO9tf23NFqrOHxna/+k6Py1OAOBVatXemBI/Wwx22IAAzsaI4zv9uAbb1VZ/o+FpJq7RIxxp7E1QM+HLSbiKFRi629P03T1X2qVDbPaSFPu7CRx2pRU8uvrLvMNGyM3hk1Iw9ogSdRPBDmf7IKo9+xH5fOpCls0SSFh75kRSERZVdkToboosBZp5bOLsvgMWxGXcuKYrXp+A6+G76ILxz7tEQd4aGHz5nLEjmC6icKgWYzvPbPcLzLeQj/pWGMWGZaLJoMS2aCS7MxdTbAwzAv8zwm1ENE5KMOa+C6muqUc38iQHWMe6P9RUHCnWJWP4q0zn5GpSOY3sSvvbRgTbBgZ2OKa8w53q3QalqNhCvtXl07J2HtPNm4d4oN8HWG68nCfJCXNvW+1kmXdYqDU5cgTez8XvKk0JNpsSZ3zG5IWGqUxJ0XSbTdguvUUHjWFI9lXKHhmTytBA56OzMXC/fNOyOnf/FSwkJKzh3itMKM8DPIavExZmBXGk1eI1znEmkRVyojMTZLj3aREp6OGv4166BDAOyl22bHuCjRRK5V7mN+ff0T49UYCE59fxpO2mwGPFXvJ6mDhuS1ICPU7TVwf58It18/7sL0OQ3CFfOeOo5FjEa1XGa/6PaxL8h44zpXY08bV79U0vvW5Bpm7OAj0DZHGDF+sKBkdi1rx6ATsLf0xseNYyAih36fR6SYIjhw6d6zbUfZ4JOSfBgruurU7FztTtOffOVBuYvupnJJXjI9i45wK8xaxfzWhhAVPKdGdKXLD63+CP7raMx+Fn5MYYxlljNRxtI9B5UWwC9iNbCHJunpo9C3NQGctRbyExseMQAgz81satMzeqmH/uso3LCsV1zBQYMD7nLXnUl7IZZg1bpT+2aPvs5lRLjGU5tBwHqeUFZTUOPQakhcefe4lRnaMapyZIH7YtIFmDb9m7HqNpSbFlusUnBtlS5zrFrKQO8iMRceIMhkJsDFmEDBMRby3Uuxwd24ySJYMZ1Vdg+SSHgrDJv+Fa7B8Q74aH+4R/TQesT5EPbqJyKd2a/ivhTKaSGMOIkFwCbjxpszZQrw7gd+IWNk0aT2Xesghr91GqxqLFCoNhVwA2BVLD/DW8q9msYaRT6TpdpQ5+wKk46FrIKMRUFJCK/+IUJ8Rh4hE9k2QzeLKipcrTKCfN4TZ87Fu1zQV6AA7Vv13SAeDpu+pQh39RkPF9kGhDGrzowxUkQNpGmDR+q7TGINyFdDObUDfDHEaZ3OTDbep//C1V2NVZflSIOeft0g6/39ulHBWuUZ19f3BVb//v46YYf8/vPNk+2+/3ztY/7c/76OCQi67wv98QepjtX9/fdNq0Ag1un+dYyJYCeXlP78eQPh6OsLS0pYOQLdX0RKJZ4qJAdcxxw/Xy8UwWVM1AufBzFRh2Tcea8DK0ycTLreJ7U/4U0eP95kwATxZUZ7HAKsXQYbznH7NFxsGKhjMPT9PxoR1L33K+d/3wXe09gA1mjwtTbwWDn7wM/2JA7f+xQQW8+V+QFTYeRt3G2JxEiZZADo+OjPJM5iAg5BUjqI2shZS03BS1dsIRZz16APC8+fN6EbsnH53EijgmmN23qagJusCCFEo8z3Fnchyxga6uOw+HPb9gvuAv7y0kiYpISFuEGfMHHoPhnKljvkTCI6EJBe/vZxnN7kmMO32QpyFCsiZV/EXRnIEeaidiqsZf8WoJ2t/NSJQzJyJNWf0QYNVKZV5jssNlCBu7K+ckAn7jHSUqm6JI6edJxGXu0pGbQgEVh5BNnMgLq/Buo5Xs6rXzsGTjbFtzXLU0BPuiK4CQe1/Do93jihPfCuyRoWhhWn2ELmZFb0g73hmznPkId8E906NQPvMsgksL8yEFE5oi4bfVCj2Ay3VW9Meqcx7Mzz7cuWlMPgo0Z/0nKJPbmaEZ8G/MGYYQ+QxFSSOZGCxZMJy6gnC/Ur+qRy2RzcyrXbKiiTu/VYyTO+2sYEw4pMkeYQvcydN8j13FaC1cTcf5k8IjzUur2upVDBIdg56cDaCFxq+s7UuF45askkKakoFVIIlpNpSVdFFHuze1uvZMoo4htopvDz9ed9zAEjhdcgyOkfSEcIoo3o3vx8nD9yaiK27+8TNX29ZQx0EZl0QhNiPb4uycrXy1jel/YzCtsbihJIMBTq+83eJ23jAOgpCgDS6qCRwmsP4X6PEkRzwe4BXP18cfmJdm5Z8sYD5JPPzzsI+z9v1NIy2KKWI7QT6Dx/fkoukIu3RhTzbQobLJ2xpVnk8HqcSfS/1nINnbCiK8VYNi1HHmrfLc8eKmgMR+W7YpvyQO+t0y3PD+atwyOnjM8mHR7JZP79XgHODbRjA01OOhYgG6WKBXjLEc+nWWmT2Pc4Mug7dVxHz/GH0OeuzxXunufRq+oOimS98t+70gPgeVQ4fJer4rRAW/XdvtbslWsp3CmIWbtYG8TsCZ6Qr73gWpt0a5XNYmtl94p63R7bxeDJ/D6PVemtIo5UJwv0ylhjK1CxLMRK3yky3Q/e9dwbzZMlCjx+D4pprB1y6mfaSAhRBFP6lDWqbazr3txEgeiy7UtkyUIrC4vB1tV9+GgA5jTb1OeoQ0uthOjRl+dgQabd3Ljz1WsK+vFgP4hkmS/oEh6sjTLcYKlkvV6bbRqQY/pUnV1pz95IRZcYCA2fh+96p+D0mmyEJn+ZoOkNdn0U9BwhVH996KAnGwvtWZnRcDBHxeJyD+iGyLowmUft28pqkfpcTDH79JYYMRz4NSFO14v4K0v3kgLuhwWHqgg0clAfoGrzdchUVI1LK4odvFG3kKRAxDbuSxHwVuxh+f1QudexSiIfPDbH/VrFrvPKekmfY6I+6jlod+frpL9ufgW8FS6/FI0isrv5nkk79rEs2gO0xG7nUCQPHj8FURSiMU51mU+Un+g5ePpEPY0LnwJ8IKIjwNpMTmHsGPnFz52WA+SvXS3xnOoKArgiiHhOz3cpuW4tJXXvc1qryTViV95uvTfE1KHc2U0JT08/O4hqJJFGPiuqFtqJQf76QFKS2uKiIXCeVgTKjD35vS2E9JXfn17q1+nzLt+VcST2G3hvjHpvyGRXWENd0+TXnLKF2EMU4PtTbsY9VwRjiZYGDvsNwNdvKZvqdR2jc6/P8dv5cv4bjANl4VAhONTPBp4pYV3zMpkESNE0mfV+5PLjkOf7A6A2zazE/hhdpYpozsqyvn8+0n+IzjphvhlQ07ghgYeYpI4feCk5pBS4gftxenGVrvEY7g7Thx7zbnSNxn7gQ9dUCj0lnGxY4wrhqUglF4DtkDZaUmqavHZnfmCaFI5iHI7A8usaRqHxxuMeLeZrN5rbO820B745Sg0zezmk3vi1VrYmz/K+ckYLrobhOXTvjNVo4xMASe++5crHXe6PGHq7bBkhLFH5G3u3LZmejcuVYbulJ7xhHD7AKcP3x+w1oflhCn17107X0T4P7mf9FETk6yjQEgoN4B3dqAVL1n1CD+/xr8QbyKeh5SKPmr6Wb+Xh7oSck+X4Ig/aIvPGvS84PUbLJKvdG/Gqocb6Cr9uUMbWwTqTYVq/DatbEDkQL7t8DkaSSNHTEaX/FYKYGcdnqwnSSq5Gb+7mnF9Rm7SSZOW8oanCtOMatIVKrM5onMFQNoGNd0VPnpSXy4yoopecRuYEHOJxMWyg2KI45Bs95ylX09ooYGYuLRHDv1uk9xerdUk9QAw1iTVrC2KIe0JYq57aGCoSQP+zPf4ILWkDCtCVZdHzixvx6urw3Z9bA6xp2M8d+trs1g61Rax7Q594ndpw63LGLH87rfSG1GCumSuviiz0M5Fuioqsy3pVfrrkn1cGRNU1dVnn736YhkozYVNx/IL81SMdowBW4N8MwbMwdTixgzdAdaOg81a8uqctHkgPMeGownHmQ33atsP2UyZJ/FYdQS51deg64sv/03iZYTf6Z1vp5uj3xqnzWxhis8M2a7VcZlkz4kaOIhicuWHj84SlrJI29681oh0xQ4XKsuOhmsghf7xZ/WkxxAR4x5dGW7WikCh6W5Ie7FoRObl8WvRvAiLTP+C2nc8evQc4C/e+mh2VwlMKijzEdfglUfqlVYgwhQ8NIqUQwNPQWAOnvgKm5wo1Td3b4j7dD0t7syf9D33qLs6t3SM6IxxFdsJIqIuwcMKUlwtpKk+WOy7XxnIXoWmRuWwfVhavDzv32Xyl2LBD5sB8uzOLjYRhjqh78YEOGz8FV1kohy230xF+pU/3jM7rF7SGHTdH4JdW3zI5mWGNMfqt9R7Rl9n1mO9R9W4S5MsGp8phPmXyNL+/9aGIdU858r0GJF2vzzLqe1r6w6LdqbYZEQ05Dk3ixRStId9GSvpp9NV4mrz/xmBr2kW+Gl2bqmcrlAs//7td26LCL91l5I20j8DLkDVa9SGTUqk3C8G9tdjx0f0LLqY4Cq7WqFaCpbEmYO69/jaDgTRzOXM91NAVeRzs0+Cb+r8e46Wltz+2GIofJbjjYYrUHrmlzjPozs/HnEUmDMN8+orSHobfZ6TzbnafMIaXXVnwyTzBL9DT7CO6WnVl1bXdm6VdMTJWRjM1dRZ9nTMrEQnMHwGpOjshVNS3gnWzldmt1K/qL0wjfa/BN+GWTpeC/YTdbSHlGBwgbE8ERq3gQ8Aecx9Yv1oeanjTXy142qMsKGw13DNYhXetfjGleH1OyoV0dcjw3pT7ISxEFcFkSVvVbuzgDGL515r2fI5bayRv0kpL72FZhHirT7N5W6DzCH/Uhg24ovnwNVaG2Vag915l6Ayu0ov4lZFv/Ejk3RlDBxv9qQj6f2qy6382pmNhq66ZzqTPT5GiLNogIOsOnnjXrzFpnCxPzIPPLK9YQGyZqZirRbjj1lgXugrjv9WPZKfUk2MG3iYbg2xl0WtFNYvTJcxD5PgxlV3Yn+NIAlwtZWA3Ru+ye2hIyxuCCmPDWAmPhUP5rH15nUHx4RG79YLTZPKeEcvhgkJRi+H9bvjTxVepFcly8BVTnjtQp5likz2NDSkHycX7EV4pjiI6wt2y/33wHf57QpcvzwbbTZy3qP762kbMyRwrJWa0fJbUqBVRRZOItx/ivkf5HorI/wJrNFM7SqtZkWorAC7TtZFrz2yTSuqt++iRLzXIpsee7P7ERPQkBxi8uNHecrklNxq0dqq5uTliQepuQVRyiPuIMmLI/BmiioRjEahC74eWC4+IN2C9orCtESB9+GO0HwnHPuSjVAifIifz7FhGZHmGoVATzzGkk5SV3oqm3dDTLTZbcrbu07oOUoieHzFFexiLnmCYyj5PFtjqmrL26QH75L5qtmbJo4ACZjXQ6aoc3YEyyK993sFEEHYVIrXJslrWsjzlUAt7pe86Sw4+onebqB63ZuzswNO907arYYSqEU/QN19NP4tgQv6bk2e/p5PJpj1bkpknFK/F5d4dRcP4FbNgYmiYVoMKOJEo4udsg8sZ7icI1+YI7M4N5R/4I0SBjGd7athiJuSZ8p4tNrNti9+AIRMzZBu4n2MZ2zVagbGYPITOdA4FGMgzgHstx1iiZ/W7ipgFFgA4JkJ9NEeEMx8jx4Nqj1VP1AQdKtpv9toIgsmWxmJRYW6GkNDaOekF43Rae7CYhTuhOoc/FkQEIl1VdhqAWJTNVVBQNZkQSi2E95T0t6xC3kkaffBU79KQRjYv1YahkzSoyasHiLpTVv7wK4w7Nd9ILK/oGCpitCRlZwjyiNlTGSreapxyC/+FE2P1fHvDbLKre2gzvv58W2JYgt8Cc7jvCDoTwElPZwXejlLGyejXqPvyPlf8l6TwbhdnCOlkWnCoj9sSDbQHhdOzViMs8rFCvlrz7PEpfTuEQrclWCD6p3aobK22DceAGxj43bt7Xm+jb38KonG+rhuE4upTvVFzNS9otZUuJUsgh9QQa/EmwqslWq8tOd+OMgAMcy7608/MjB6TQvVwDGqMiVGzrCe5sgyI8WawS0mLgStWWGaLMl8W27RydIJuf0cwAxnuax/DgKTihjnafmUJWxsE/RmJwsuk5eu92F9sZ8pgiOdJ3EEzqdo0c3qDOsiORbERQLXpXZbnHm5eJ+Tmpgk6xeIJLhPEYwQXt0C0jGTUBimmtVZtecHd29aZJMsDhKjbyco2dtWIjXHumXDeh6g7s4Cs4P06t+Hz5IrweKcz7rULZYmvDxcE3lrzHE4Wz4aO8w6nXRhzjQaqOFhLT1BQoWWKAm3EoXuDtDGYImQRgngmIQi9fV2uKVHPOx6cXcHF7QCuVqE6AdZ/HlwUqApmnfdjKQNGCVPJb2Voi6Qf9951FFi87fvJC+Qasc4gvocEV+WMSJkNB58G7HCnCwKlx7rRH33VYp0dAlaoV2Ziu3AZ326UWpdzte3eHMU02diRaXmPfGGhKoc2vWSlq1aY4nZFcriD+zoQuz8Opld29pO/3hhBsRAIXQtkE0lgvATjN/ajg0mr0BAZm1iA9EwygwsJVqMEuR7vv39u7/QTGZeGd+eLMq7G1OeJe61Xni9bPEy+IhQ+X6/NaM7LMwiC6znwPei92V48Zm2TQFLAAYe4FFNDipdskNEACR4HKDrvR5Rd9mIK8o6DG8izM/d4Shwvw0FPb2uhAJlinw+ZMJAMBYw1IiBeQf48puaAGYtUuBzTQG+P2bVA+1gyztFYc3i6vbB9xynf2rpOD1l5ggTLN8b5v2eQN96cMbWUpI+oKrRsywe2FsIHp0TAfbLBdauHmJHZ9NJ2oIzJmzu8FeAguLfq96xFeEOaQpJ6zqAn8Ty7L3yGINTRJPeWTrU3fAhr11DvxC8xxD5bdtLG53H0AukTTVZZ9qkYOU2EAT0IDq+e3ivFUbqFmiAgCn3YkoelJvmk0qNQNp8xEOQ2PhrCZWc/xavK04JNqKB6vzSSlovvhfl6CitB8k9sTBtgkSVrfDfzlLejMTRi/uyMIEaK8bnEXQrNFHdE2Ra+5jnIiNG5DTfd6/5WCwS+FoXnxLulI8mceDdIgQ18a8ONs3Fod4AUWhYN/KKlsg7E3Q+KzrGHZULj8tLbni5SJRYQjBlql9K0YA0u67SVeTgACtMGn3AhUXDFN/INb68iuIyhKlR1HGAWDGijNOKe/UkqZPh168ieau/9XCZwMBTe3T7GMbSV150YHbXMyljU8mqaWC8GYtqMSTDTvS0VOrX1mNP2KRim1Xb+vlYRr319wqCytsr2oRpUgwGRj/WAWDWrSUn/F3WSa7kzcwv229//nHtio9CNIfXXn9c9D2w9vY65sJ9IG1r/CgT1/f2ikvX9L0DTrev7+zrGQGhypPf3G2VPwFL0gq/vN/kDNriidL6+rgNbV78wdju/3wSq/fraUKKurxdbwet1Ejvt/d7guvP9ory4jDe6X9c6JI/YAa+L3fJ6n/fB3B4srOt1opfkOC7bhU7v23kctNlLkQHXQWyg4feGVqT6vgBa9LGd1bbSxyxUP7Vk8MoAkeFJfo+albMNQzeARCkqTEybLDBc0PSYH39eBQau1AJcMhh91tclH6namNXg6xZy2soGhqeB6HgAKMUWVRhr2SNxHP5i8UqvXpTyELOO7qmM4gWe+0hptnTyAM9eBWVimA9Ia21CkqTxN4a09zlNmsjLSmnWiXR4Ep6QYsPtZf2nu1yGEipQfuTbPUSvV1QsXpXtsvGTn5hQWS9RtKttd+mD5De6HH3Lh5moiXSHJufLgPFg7EchDaZd3ExFZ+KEqSnZGFq3cR9fa6Ox1wQcZRZ8MyEztbZQJIvRBOLS0B51IN1mnSqDw3AxhTFnCpMS8+dGHdlRy2ZKkxdSSFet2HgF54xNL9eavcRlL21RweFVz8Z69SZieyWbFBg1A1L76dgwNaiFn56hGgph0vRnAMTaWpXdnrPWxGYW9ROLu91jNbfHcWkhG47B8JOygFg1Uhtl8i0poTUe+w0SHJvIcr25pwV7c/TyuZ4KDrWtZJztowBNSRs+GkYreFGjW36f6J61z0Ds/0gcCKI9Xl8vRn+9KJTP14uDY+Fl4/5izi5uRbW3OQDWDSKAZjpxp1I7qRk5tmMMeNtjCFL1gOuLmiG2pgoXiCwEqp22rLEgjIJwXNeB9zo1S5VS1hpUeooZCvSn9lVnVtNsdGet76a715SmDygs1j0WYBv+H9bceF93zeK13JAKQzYYXGDoQ2ZlLTey+NdLPiK8ByLPPUiBVohQ0pcSn3qxix6HYF3V8hDOyXxKsGXgzNbj+HRrbcjf21i7/xTq8OXAMbmSgJ2FV2W2tHxJwbO4s8VGjBeUcB//msPXC6beojoTmnVovHrE7XDnFtsK4rFTlrxMxqw8Kcp0EcnNQH+2Lpk1m0CcaRRBp3ZfVO4yxR6OBufInJTn8bRrNj8IgJpeEIi+FT6mqww/K5aQfAw66v8+hpnVMApOQCZqWY33RpXwGCpnospDWiV8eVRtoAohX5N0o8tZSInr1AyPN70g8Syd2/qAglSuzG+fZRP+pdB8zEp47eSSBmwcmT7Msi30GDCxBAs15+55x1GEskVCKvyeJ3wYuVrrPFZuBXtNXU97ddMqtIN9eNXUWfJeZZe0+pm+ReiwwxhwdbbVgrlEGf1lP/rq01GTs0QFF+nsMr+4x46Vg/fnOu9BxGMdRJ9VystCxH2WfJZMtLt5H+6vMu9l5IyCvILQSjnpIZF0dfueZbBF39YFrEjeJwSRJvKQjslm3nxkTRvILfU5XIfXdzBSN/2gkK80QVN5iRHPyTuXs0BDGlz2U7NyyUhjB9XKShnLOtnwlhTUh9c7oG4P/BW/46uVakcfBh17eBLjMr0+14huXTRWQFVXaow3Y3aWWrhBNJ4+tS5VmKcQnkeGCUAD3BwwREZzO7yhNpy5Y0bYIAqtSf9sgwfcPyEFNByCsJw2e5k2Yq7t8/KHNLKXX8wGflRWcA2SMDVUQ3w+ji7NnfQjcNv8cy46q+BabCX6YQ5Qygr9DoNz58uhPZz8R5zHOHfmD+GXReCumO1mFVLfBK1HMkRBuqsRh/WeBQwBNIKQ68S7aQkWM0llPLzpbC5PeWrJGw+KIHiVm9eJ+zgZDf7RKybhHOGEG5kh42HayGpA+5BfsSaSM03njMURi49RyU1F4NUI1ye/UlQ03goJaQCdrbtoLsMzEOmZ3EJDKwDonAgkTDH5lB9mRsqG+L1jQ8a1psFvrD2xeZtiIrM5lcqLOTs1BRr53onRWRkTPJBdN6ftRx2tIGBSxkRWxPA+pDTwPyx5PDmPdZIOmjtCDecd3vHiAh+i0FNqTMb6MYI0RKyA5/rYC4Y04rxSwhXoQEaa5UrcEYQraOc4ZjUgRXuykSlDVa9hAIgnCnbSzUkWax+rod1jDLvwtOFfhSOBRP9xmytmHXXEapstrh58gdLghq19WyPa9z/HlManTAyryf/c3m+kBK7rIsGny+G6bBolwXW9mD12WH3GcnDj3L3wLhZCQiS/2XjWz8dgoJqXjjITM1pW4OA/9MJNBii7D9UkfbPOJMZjAnjOzAAQ3uqxtKAnnUWE70Cu+9CIslvndXn3q3Ug0Sh2XbN0ElGgW4GWfH+InZV3G/bLIzMQP0jEgT2Cz2KAMV59LfpS+8CTtTvOVjOkUOPGYTB3nyqJO21uUFtBVK5z1Ki6BzRTy5Xin5BescfUzW1Mj4jJJmtB7Y9FKyKXuCvIW37RwIxNPDjSbVG5Ri/oQjfPsZf0o5ETAiFP62bb1UAg6Nv44SxpzkWErZ8SUitpeDzmxr1cQ2PpFObHXvLvtSK2XCOJKWiE9diNKaoV9AvvcMA3M3bcLt13AHOunQM7RaPWmITu9ThnVeniz9bQWlNiFsoOCTUU8Zz+mqNmhVYcArRGOOEF9RsUVUumpRUiSyLX3pxhzjndj4SiFGupnf2cwp1UG3jVVkxT9l52SBDTyRbKtqOBzZIZYErUMHwGv2OFdRUJv5yM/PMc3EESQOPz2DxPD3ndSTXoniDGmhPkZUc34JVZU/1sw6VqWsxIBh5rUKA1WuDsetdR7kGPZc3ls7AdbVLCbJLkgN0KxEcloKxN27Fvua8W09cZ3G99c8dO94fUF9CgqvMYWaoKRqMY62kTfMbF9Ak8h0tqqi2F8R7IfNwMS7SZZo30GC8+cv1rBsD13t9f/5xzAK70BsLbn39hrQg2DF4b+sOJsq9//VkYWH//6wuD9uvvv76Akfr6++eFmvv+1zfXnwF6inm+P3+xJoRYv7C3BCtO0JFeuB+w1HsvLCx972NiOQqejy+8LgCkvu81sJD0wvrHqXWl+Xq/LxTM++uN2/X+uiCmXl9vEPTjTDjS9aKvY+IzZnLfb9tNw/rhXJw2tSii2BjzQz+6pVHJau4TfZs8//3qtZpo5vcxIzz2wLeGRTR+6dRbwGPaVhqPUcwDdBcNHdQwhaEPw3PZtexVGh3JAZMnhCRylNPlNHlzG9f/MLji4njPC4cy5cg5AtVvyGtO6TBsXP6+JQOk5HoplJRJ0zX7E7dmQQsQ0wpyKbcCM54yHpI/3MhrLSRiHczWr8RX4On7JJU9bKan5fIBv6RKgyFxYvzqVJZ1mDcgiTYuhX8zebjr1xY95ATRgmI3pB4b6EpxzWmz2UZi5m2Eewb9+AxM9b7s0cCdeK/xOJIJe82g/9ozcqEEUZZxQH/m5XPY7JxOOWvrymwUsiGCoiBZIUO1VgX0Wo2EtJhLxIHhTuNVDUbc3GQznFUYmwpmVlJtcAY/lc3IsNWB8QTpkf0YxHoHolso7hYlZuikPHIkZEnS4Mng1TvWIz6ffga+QM4kpKFhJGC0o4WBVhKwTepOcqwJG2Yq16rHZL2hps9Jh6VRWwMnCAc2FS4Z1aDplHL4aMlOooO36jA58tcm3pRTtiuRTAHXCcYr1YMlNWJ7XLkLLSO7Q733YlGZdOjjEG26CAyXRgGveHv0ll15m247Vpckg3lBwvyzacb9OtCKvr4vdOTr+2sMHtz6dQxaI0AAzfX+viAx4e0YAOl+E1H2DcnC+8XxFQG1B95fCLa/IXIU6z0Q6TUArPq1x4YjFpKMvq2oIWkggI5x/3jeFAEItOf8kU/Iq+TTgpECl+OuN16hk5F18uAJjPJer9q7KM06pV/wt0jU2tXest/er/f8f8YKx36/+kDVQpDzxh9LEi446HlJn7Mz3SJfAj1EUWJ4BX2k0xhZhLIVRZSszEDSPCEU4OZjT630SJIlziyv3LLPfyK3mKochpEdRpmULgv0DHkOgzSTBs61juwmfyKxEdAfhGpnI//5O28bH72BaGfDEIStptdqlcbyWz21Dd6T5uAjXmoOG5kVk5lUKDlU5avPNZ6ejTXJc5owz6bZbCOYc7wiZlcBsIiORnBkeYrLLolG8W0EoK8j1odTXfpAQL2PnGDmqQv/WQ76vY7RIEm9ARNZjzp9I38Dz0N1xD6JXCQWa8nLc5b6lFkTD21zMUSIcN5jkSr9enplsAvAW76yAFMAmtkk7aJQ8atT5EPDZ4CedEn6Z3atPeP/E7xhK0VjnzqpPrqN5dQYtw4uUx0aWQbgNzu29ORfDZYyaa8xYcxONIAVNDy8pOoahsCLcYFbZaXUnrJtytYvIMTGfuxTeMzSg54hckxKkmPm7YLc6SkYXqYoHZVPusIr1KFIcHXklI3fHVbcLoPnNFdjcVcX7a2rT6s535eq1dJb8v777/dtuFId9XdIirKLshbULBjjRDNnSHJfVoz3Ed1sJfjc+4bWqLWh7DpyNJbcqiTL0aAHbleCeufaF016Yd3t+VSV6j7l3eB5taqWrUZu7frWG+R1jI+3G6Ismj2O+zhRxtwuJO7/qRHR4PHAv7afDnZqDN36GgXqw9L0rqjY4KjKspk18umBnOroZZ2d5z5+/K7/Oua70HLMt3uFPnd8+EA7bIhYm7C6U9RVWCiJadRTeoEJZHxMIdHcziHlaLfPgvcoJJQib4S7H701vlc05ZAM4TF3uUdwhthBwBJ+xS+JR50olcaFS3azA19uian5QmOEjUrINPdq7MY7mU9fH4ZgDF/bW9tPYuxsFxHxN8vOLlpQ+ns3i67rtuto8DFjD/g1yVjIHUeWNz8QYZ/QPY7G5OarN083QvcyQFrs3ZKKawif5frAXrdH32YCBEo3kAdZhnvAChZ//tzrPuv4cTUB+XP5RyzZxMA9oAlpFKOVP5e4Tc+UO/u3rG2U8xI2XKBLmtPkyqOp+EAJ9GxB2HcLIuWbqeezHtIFGE7d67kCPencTaIhXxLcJp/ibTEI4t1+04zyGk4al7QgWyXHL11iEdTZwE/ZzGmJKcozgR4kiKRDekvxzEyENt1I4vA7LpcMfnStGM8Xwm2NyukuQaTmHtU9a6fBqs/f7caT+mw+ZIpinq/Lu6sj7sOHShT5z1+0d0g0Q1y2mrJWnie1yfm/guhAkBi36d4IpC0tdB3tQ93JMRQOKlOXt7Zsa2nTVyfm/xGsTnDJQytoJCqxRmr5MUKk32Jm5lj7f5s0sR4TS0osSmH7q7AUt03nc30sjy76D8WxXTwcDZBWwYwk4aeIcL1FJFZ645b/Loa+HCzs9hNCKKzHlObQytkML9abZfqMl/BWcSOLCkdYCA41Po7oa22lgUwRa4RH7nNl4RaPpoGBH8i5firxjUc92VSjxZxyk538bhbNyus8Cqb9ebI4A1uz9p+xuF1fM2HCBcLBWwSmCVUbGS5xaxIe8MdkNFhyzbQZXcZzH6jb/YfgDaXXMiDkTDexqL+FdRAGn0y0JSVeolI0568Bm9pJXAPNc8wknliUxac+FPvpUN61k/+ZCWgxYdvRRNldLVFNd173GvUg3127dbI0npth6EWf88R7qsXbFetLBw60dHprj4Ti1qDMM7r5nMKVknjIdKfvWo+UyNB9F2wPF7ikZlldVjy8SwKljdNfw8ghGXjxilqDy33ee8yVEYzTrSFNEIwbdjc9JXaJuMcphah3BOxOQLYpuRC96TzX8QtZAfHua3p3z7R99P0LUjQGFpEwfY4DA4Ju+EtPVjCfuRJ81IR8YHCbLTKKWUMcJWXHagQjEyuhSz4ecD4Kz1fp2N0om7+3kPLHxk60r+br8uePHk+KyYaz9vg70bWMmREd/FvFL3gPfr0fM7NUUKEtC5KhJSqsOWTEyABBpWtSmsbi0rzYh59qgb0pnhFLcN6dswggte6GB7f7iDTo+SXeO/4QYUASdpyVeB9meeq+nlgLB9BuAddFSk3xa8doST4nMhd/Iy74k2uVWIn4ynYknZluEBhKRvW1BIxRIWXljCPZsb20+C0jZZP0GJBGfKjjuBa66FJ9YcjrUXvOqXiwxZ7keNDNBb5kiWSABfvsM4WOxtZWdHJ1I4pKjffa97xmwcwHXeHss9eziuQrLeOpnCKcHw0ZG34YGhVDIDZTWonA3Xdmh9Bg6gp4TIcNwu2nhuO572jEtgR++jLDcTo9M2wL2myssUZUfDz3Fpj2kJW3LCBeZ4EwRQTxN8B5vYu3r9jo9zJl2njSDzHLQd0jHJ9WFplGOnr5bW0YVz9MhdRNzuEgbtiFhMa74QTjlh0zWcqn07Z/W5r1AXIXwE1/W83x8L6XeH9UG1/ezQ9X8yt86xOHYkDnPpcqzHhu6tlqR0Ykj0k6+QhCU5SawGeTNtvq4XHubl8iIPLlxv+K6a6jFm7dQ0Q/FzBobbVWoq1xlQ27g/WhV1Y8uSzDeDSSN/qwV2eixFYcaVaPqYuy0GMWQJO+9DhQsjRrCvRtPb9tI0dII1UldKoB9pCNKZbFu94zsybeXIyIIVPl4fDFaHvjql8Vl7NUSUe+mYpi10Hl/mDDTL0b0Wqs55Tm6OwEokzvjPJDbYjXxgF8qoShqnPlsV9vNXV3K7Z5iOXiaXm3DP24dOTToVv8pUZ7hk6NVdtILV0LP/NT/1HGQneiCJJqLxlVo5i+b5e2/qnf55nkGf4vzdN3vAdkXcM4nxTYZvkqFD5LfutDJGhrQrrKTYmGS+rWQ6HK4JrRT/3eS4q2CyctyJLtYEqbe44pP680Gz6VYhXBZROq9idO1CtszynfTGnEurJFbIM1VvVZxsBs+/Z2rMCgBj+KMXjirQSObrVNSu9y897b7gmeQ0voJd+HxwcJm8GhAidzCduqUAshpvxIyU3MKPPZIEwX/IWH44sMmc1XWcv5Rn1ob2sYry+iO/w+jwjnwnLv1BQ+bQl4LzabkyGDtZc1HBtzfWHsRq6JIJoI2NMeBuHNDGDgLEuTaWB6+NaCXcwRJN+wENaA9G1I8NSDJh8M/aiVZ41qmkMcUzEWegAvAwGOEBF00hx2VdtcPMZSh83uglm7PLN5Ud7u7ufya107XYf8XCl4DQl9v7eyu8dOok+yge86wdWQ9hDR6kg9xotKc8zwK1w1bMtEc6zM2zDdY1LeoziKb6WvlRrhj71KEDjkZeGc70yb37PqLAJwFzOjH2UN7r0UGMgq93uyCVInwd/iozQs60e/TsdpIVn4EUaDPMQMnqDIDSMzbQckFE38iw0dye4jJAZbBmtlm++H20YXKkYriXARMaVPmlJbw70HIhZoygRuavexJQmmLgkrfg7/2eTpo7RFuKmWJBE6oNXovS8WSvQr7yVCERhIdetC94bv07uKPBifXc9siOaxJh8RdqWYfZdyJ5LVr/ZoEd46t/oA1YnGvjjbqBsJIlg3L75MhWPJDrWWYXSA2XI5FWBtYMmTqM1pdmnCO5pdn2/XPF5ZrhXEI6X2/npnUl9JuGEFn9i8UW3cwseAR30IRKFZWGImeRcwWzL9c3dlwCX7ziC6+i75yLsF/NNEsZNS1Dbfeozo05EZ1TytqxzCmRpr1yhScPqMX288oTWC6PcxEJqTyYSB1BdvRGiA7PiwCOLvlrpyrJItLX5wz3bcmYjoZFDV4G3Yf6Ms0FzULNp+iQ8xt0G38c4UYwVGcRjOo4GTuW0pzUZLz+5QswG13xqwMWoVuPZ9Yl9AEJxpEyOKusPIjFrAbhEbtfITu1e62yI2XNwic1KP4kH9Bm7jHVKaiWqvhkEbN37TQnV0/pZpjWgMKqMstcFFFSfInkF1VVMRMYFge0wqB3dgkyEZ7XPIu31OfpcvvGqcQr4uGpaYWpsxqHhZJCRq2eIVqKG4twFsNpBmH3h2pDgKWwuT/EKIFSACnFj1tnvmVsXr2p4pkeFVvGVw7z6d7WLbv4x3y8t1HWMzcTkIhxI15M03qriQQGbXhuJ0iyqQcf15dn3NIWozX6jaX+FcIghJxiYfbeTQyoKRQIMQqtEDnlxQ8IF7bO/xu5f2xU2FLsDqTd/j8P4nNkvD9WWmhz+SAorL4qodmDrLBDdvZjtHHdjQRuICR6ULfirjyKNIn4uZyx4oRsa0BNWIHRqOmLqo1Lbayw1nN0N4lkplLDpWZM4glziPYm4WLaTkutBrND8fHLU+QhxNg/Smrnljfzq+//3nH/LJ6zSoZYY3AakbNgmsfQW0dlDGhJg9aoc3CJDdOvl+NvozE6MPsCJ0LThXNJw2ipVy0jaxnqNw5ZkmBHge2KI4NfI5PR1H4/baTQPJMuiBxLFBP8BrlJUt9G3UQFnNtSDCx5PnERE5LoH5hWXONwsa3Vejm1LQI281dw8fTxAJxE+fIvNecc9kbK6nXcukrz0zWPROEu6yVvHwbW2pO8w2mkpGAwipNgzplLbsjXVksLj1fiJWrpr6PXRHmQvhU8i2mbXxqMVyjCGRhATYilIuG9tUFxNcJIDMPKPqrV6MngJimS0zSZsXeSDKhEmsdn3qEt5lyxR0UvyvrT3i6UZpHtxwcnrbTO0vmeMU1HHzKj7kvoWLvQM/TZ8k+YJ7AYjnPnDvDawi4kQyiXfj+1zZ37WzC4a1oufe+UsPhdeA8EiXCSqzBBu+mITIDbKzBpTbmZY4C4HY9yoKDbsp5GzcbY+Oe1Cfx3mttc1zIrczeAzWtGLCdwGUbhLO9HAnqvaJYLzkb27VW0Sqbx45hGC9y9n7ifSV76kx3bat9ZUEf6U3ipRpjX4cfRKo9dFw0QHEEo/ug26fEfkm4rvT21sNJy0j4KusVPgyOG5vPHWbjL+AeLtVEQWaEVPCwO9y1bswWK4g0YOxNS9nyqXo4slCCWuCIoLMM0gjeNtTrqg3zwlbpUG/IFDxFKRmz9idW8ve4gUaKbpOCn09G4mcufN+/f3+Z2Jj6Pf7QIbe3++JHHz/uUApdvNwk8/fP2AgUKAI0P7991r4/H6/xlpwnpCFX19vbBu5vNnnhTuwur+5n2gRuW6N1/uFcnt9vcYe2KnKRvRzB5M88X4ozgWmySTkDU0eKHeTkeyDqNtXsLtZGmjIVBdf5z2IPU9ASYP72nKOzTwzgQLCwcwNN7GiZ0gjeggiAnGTqIumDm2aPe7Aw+WeZfw2XYgzdaMYDTP4XL/QhmLf9mlQZvVOafC1TqyU0QPaRWHWPRfbPuxfkVFj7UjNBO+OsoGvBcM+0+YaJpISXIOdOYz37ZXTGbPiKF1wdnlnOmbRztzY2CaR0YAoQ/pScxnWnCK4ds64IhH+lV3V55R+pLEJSAyDX0kzv055q5OyLBDrpO7nCN1pBefK+BTmioQJMkxMXXsFGCj9PopIjQGDWICvLW1LDgpLICobEiwTX3MOlWsUlCzHzhqT17x6NDJJ7sYwCR6OWKaWJpAdjWhssCQqQ3Gslykm+khHJy6OU1tE+pSxMtSWWzYa3fCc1SURbT3V9UN9m/+c3FKfy7Suy1jdQPGahO3C6FV6qpauESm+FHJWnBW1NVLfs0wdkFN4+Dz9mlDusSj1Jqc+eYoo8sslmI3Aqb+RCzxJGXJA0qM5QtHLz16+kyto4P1whjnzYSi2mETgJYtivDQ4c2KP3QJedTyoCZHgcdCXjY4Z/3MPiLMfu1GAmWS03IeMC6aMuarFMQ8Bn814S5tIi77nD7ICNk9irD/HBNvfmrK7EOCClJgHdp0i7gkZMrjv9RwSHhcG4T/OGxX+I3hQMBBfhDn4hkA6BmJD5q8vCBNGcs55va5JyfI650FJg6kxyDZI2g2MBKJtv07hp2rAjcEFSgGyArIPoEHCqZG927Zee2Zad7khqUf30vUhVs5QnDWbQ2bPc//QtC1BPqzmxoZgPUbZPRpe7whAr0SP5VTLgTuoCe6/+kRCLHH4NXLKsRcUgbGLLPt46TyLrPWMto5azMEyMrYFovdzMRUfBVumOSQOL7JT1q90q3TkmLSNJ00jRgNJfyp99eU+/A13PKh2ark+AMhGUo3JMcHEg5lqJXb0HDZfRhkmeY1pGwu0EW9H29ORdCQQeNZCFe0Dc8PIInd7oSe7HofyAWpLTd/rFtk3Mxq0Bze0nT5XZ4e5jlhFlP6S4rUYVSAypHZahhqYTGeyPpG6czjYkdV/o/WXVZYzEKsevspJWqSSxCtdLESysLKno4hXfTY8tZkUhmsc9CIFDxb2jHAHyZnM59dYcSAUy3Y+ALL1V64KqeKOoANVy7W+GFkG4/Fr1OEy6Paap/3HWiESXWCJVFUMhGNFQYB9KhzcIZ+j1Cs+cW1L/znPMiCc8HkGsKCtOtxfGq+VmbGgP/jR3cB5NqdgkSnV6a6J6L2ABNJ0l6GoIgAhxeUDbrcLb56z6bUaKlgEd5d0a5DMey3K9cCjjbkRMd9qNIRXa0PBB5s1oIshbIjCXfzDWHMIHpVTSmtAJRq30aXKJynI/noEzS9LZlacD4+8ZL52sNkGXuU8E/cIbKFHiWjUmZAXT7SFn0AAG6GxummQtr2tI7j+PanFJuTlmRom7UWs2rW6duYO2977ep2fgogvxxjS9BCV/GIBZrSGpNO+19T+0tXmAUGPszXdc6+O3yOW+N5G0zkvIfmxKMIXPJDTkc86Iw78BJ1u1NWI4RrYWDThKQoKn/ibLqH5Rn03ubxmxocZT7IO2nJbY/1Vo0AMTBsWfagbkZxYlyNPVu365JqsXIv4iKwRzEqlDQdkhb5TdvDeq9YtmsQMgtVQiNAr/cT6TO1jqoO9LVzdVcJVzUlbmworE59fOWDfeqsSlWfj8Slxz3Itcwxv4IuiNgKBGlwAXtV+cya76d/8cxHO7ZFKJFnES/AtH1AteyRw9mE6b0kqBqqgDaFvT5C1qVMDrE2rkZnCFfnCdGDCpaw3mnbUvOiZlqoWVXExw8zyv4mtQNZ/DK0ZYG+j/3jQwIsBxeB82p7qd08JmKW3zYfaCjXZathIDYS423JLMmiZU3roJVGW9Xur/YFg6nMedB2prTbGyoZeNWo1NLnEpLmr9bDNo6o3C+yBFcjIcdO/E+F8RG8bHGXA18jfuLe5rSLheLgbEwm7A2MmlMBUa0BsCsrDv0Fy+seCaNz/MMZ9/yO96b5Vu//8oxmH+2bQH8YMZ3oD1/3nH7j/3DHEwWfw5b1+nJH6zTu9sfh+3tmK+OJNstRDUIwIK2sxvttgmuzdljBZlmJS4Un37SzRL2IR2w7siSAgiJVwUMwJL0S2+fcKWybySIDe9vXav/YRZWruJUs8D1RjKJeNhQevxkxgywmcKTEdsnuvNz2RGVnJieCKya8jizqUvqvRf2yB1Jdn7aFAhfNJxgz0bkP/nOy1CNtlvK8MXp/bTOQ+amVye6v0noxFHSV6v9E2N6PU3XCT/LL5IgaFKMX53f3dbYKAnwmjqcksrR4ojDzHNC0rwfhuCGhM7PWG0mRql6VARufSgCan2ULb9Oybr15QQrgsqDJNftxeWOJiAB2ytJJRHL6HFdYJnTsrF1w0hSPim8RAA0HkYczhzlICnj2F10sAdRDsHgb9DVJgsEM3qT+9joYQOeo6Rq9iYYiNJa8IZLXBDAqqSKvnWbFbsXPV3GkYtKb5vRhlzNypgrCJhc8PVDEz84Y18gCY2U7JL6Yk8klL1u1XUOj4HsOHzHqquZKUWjriW9msKDaJmQifITy5rFZYmqIeSWPO4WWxlglNxJXxbnHLGN27YEJ8ryZOfRf2X6gI7fRFV8Wv95QGU4llRSANN4hQoorxjKniIG6tpWKalTG4UcXwHMVQkJJiCdZml+aXA8T3lNrHkSlyW2dMJuqBh+StJ4RkmZVj5nXYZg9Dkync6L7v88/XP3stHow35gDmHLgNTrxDFz2//1CLwsF4Yx3AnGMJfQPVlOfmveeYcOZo6+vvG1zkx/mFNv4FPNO58ZnrVPQ21+ubx+thAg9LXlhg0oLSSbOC1/sC7ujruvax8E5upiokgvfQ4o8Mtl9YrKLzEhLQSelyXlBw8H5h+Pn6elFk/DijEG1NIeFlG1CKQI8tX++9eERrjBWgFBEI7y14sIy/ICYtanZ2tvMvkmjUeUWcyolukkFsUDIemAAFTDToFuNlepyBH6+JcOolerMi3ONl5orastX7WFYjAbc1RyR7yjIsNSK1Rc7WGJz9maqjD/rbWwjKVsIjiQoWu9Af9dHH7BsqtQ5+DZ5v9jgzebHSdMn+pBbsWRZLJAM6qlhrl3RBZyscu3tg448Ai4oqhFaXZ06A9Yw3vOIrw8hr2ApFQEiSoNHavgXBFXYI0uEOks2Zhbpdgmny3evxWlhQQkhXsCeSf0vJSIYUFQNVEGBtqyYxGHR6SAIUtBkWCGKeQJSxzCV1lohx00ISRnUNozFkaRmK4N2/ikQlYNGt7IINslBqcT6bZGw4PXOYgU8Gl8RJlF4XMT8kvcMVNS/dhUubLMdODXfNrmUKR/WZ78xrhkgzmaOjzQH5LTYcltE+3jfiJkon3FRFslu5+mjyqpdQV++zTCnwbPRt3S05Eblr2hsvRdyQkEqGncQYKkDB4+60d2RL8RuLnSPLnEnXy5wsL9G1rdCM6ZSWxwLG4HZvzDn7jmAI601DZaM18JTuQJzLUiKdPqdBr2P/A2OFveb9A6v9DxQ0oW8DXvs6zj1ef/8i98fXv//eYxGFm8YKf/79vidBul9gBF//+uJE4w/6Nmr7/ffvG/3v+19/X2OfP6G+WW8/d+Ts9ef7xxmBr2MAffs9IMQI+D1e37RsOL6+gXb6k8TX1wt5fH+/Oez8+n4jl+c3AL3XfX1/Ecrz9f2mndnr69L9++X318HT3qGfWj3PEhLHn9InPk+qoyXEb9BTlvvXa3sSIOfHFZQPpvv6/G5/sDpCkeKzyAsgpA9a6wPqeA80gN4DfxKlgZKAX1zh5AiUj3348RPR+xah0cQgm25DHdHZSPBWU+Eve0F3TX3Af2ItmJu5IxitTdU0Af0etbVf995eZlU/b4x+BQ8rGyzaAhruHRG+9X5y3uhFuyBMcePosbXHXK6wvgvDu5S7HfwAp9E4B3iVJhYL4tNTNSYp5ySQX0cEmo3YylCuZzCwJQQRlVeGihM4CRWAZDDvMUewIa61LdVNzwmSchde2zT34fxWnzzgTrDw+Rpiu2QTQZCFRh9iXXt/ehw0LEItZBpQzYQEjEW19djFWTNLuG/NQTn+mnkaFcZxbgH9mFiUCqPOIMfjGcM2bNdMawkUKLyZi8s9cOJLZWj5I7nZiTNmS2TN6WiId0ihHOLiDBldNvW5s1Dl1Or0kRA/YvPBB2aKcXdjDywHfSnQrKjRFI14z24ZImMmoHC9jNj6Sd3H4WP0d0ONB8aJDMej3rKYjgV+LL+e2HLUWm1d49cIuFnkINb7+0fCgIqLmsOALsD4319sVtf7Jcn/fi9ZJ1wsW3ij/F0Hvb1YnuT3k75PRvq6KF/PN8YHiO1EqQLRfcMi7zV4YsObRfnC64Zh3msOG+RB4rwY94Atw2TKJxc+oT8JC5UGAhet5mi2jDs0o8Mo80gyWmVt5sueKh5JVhBKWbs+X/vTfJsiBO4+BfJ4XLcxfCaj4BWkA7w2HkG54MqvrwQgh/c7b5/p6LYeru4Y0weVNrxkx2wEusBAlfDjY6AW+xzzIH7ZqcCorZ2ZKIPctGhtwLaG8si5dCVtjThEJ73xepamN4hl+aJxfrMxmKkNJ2g7HxOGOwHLO86SfEOAy/Jl+emnJ7oD4rPkpKcn5k3hbspDjDeyfA4vzbDgh0nHbTZ4lTcQZ/7TxRfg5FocU3i90T0H/9Qm+JDWc5vh1Nm/qnT0Kt812DGUpgIpuDzKrU/NNsJSflHoLjUFb5gTL50o+8nv7HEBtzE8AN5TH7VHoa1gGu/BvuX4CTSoG/yFjCx3ytVWACVAUoGZipge8+9sT9QeC7cgD/IGiUrS7lwhBonoS85bT0VIew23j9g11XfMebpEuzuMapKNH0JvnWzarUuqTUhMsvcky0Vp1JXn4LxoOJvsLmNkFBlmFuFYuJubkTQveWaSIUIz4KPyocvFgpt7RBLA2UBflDQHF3vGD9NV08DaENzvQ1PU+Dyx2sN1HSybIJ8gBu+8D9wX5/OhoGmdh5RhhQnRcfWnFoe0vANfRxC84YmbsfCK9SUtGblJWfmTPLnJbxBaHBP3QIkefMjRq4EUWlFl5mj2TFHUoDfZiXuudeOqNSKjb2NtNmy0EEotXyIoImryUk/yraCNegdqmMc+4uhx2IPjjwh6tgXTLC5h7St1jqfiwwzqJNOKhm5tAsFQiV2ueHIKDOtbXtxx8laj28ZRo+Oz39rmTj9TYsMUPxBLi4c5T6F11eHkHkE3/Jd8s3aOXoSV70baNlJk3S1sk0U9KJ/28LAbi6F74EvTkRlYI53Ro9vocTWCbQAaC6dg/MtuyR/DXCtV/+U8B+sTJCVoF20w0QaB5iZP5lmYConzc8d7NvyDfjtGTFqWh5oP6M0Gn/EOovDhAlqNLVzGNhyjdzuCK1SK1A6jTtgIlUJGVVzD4crKy/5cipGtKeQ4xMwkvJvFlcPwtpJcDUQTBu0GGHuIINTZfwSWl1Mi34KK90SQTv22NGgYw6ZyLqc3MmaKIKLjEwy1QXdaDD/b7PRbhj9VmiXucfeeRTkUCvdBQmo4bOBYphjm092glkK9Kwmfg3FezJVpmxijsFQTmHtI0vR+DcbspTnPZvLCDe/eau31ujr5aeNNa4aRjXi3o1cY+66+mt+GF7Jny47kxXytka4ahSxnQER4Z2dpWfQWRJ0mBliiNGcuJm2OF4tUHdH/uaE1kG97qwc48F2CRrf8HhE+vuA76o5RvMGGLZBLh1EwVJ3jzFEzGZD00RF0Cdd0Dma9P23y6E1EJFII8/IyHGUFaVGEe6TDUxy1E56TRjKSk+kbUaZBcDQ3GmRoC6K+QkAjbNxLV3uoDiCGSYepVFwQT2Ngg6j6Mj3w35JTGW/MwUb0buR3ZyPWa4r+YWu/dcBZPvLHoaLgdPrhEbnPo4/D7oOVwlMTT+k+DRhpBpgdCaqJMonlZaFWnK+1otYhGNRcOFcXl2lqSVc7F8tXxbQ3DHL2VqYzh0U/dUDXeWZ8bs3elnxBme1hQuzAukaU2aJM/z8o+Pg089DgldPvjcXaP6rbMO9cKWJH59rLRqkSUngLo8EDNcmydKnD+VujS16b7MkM7vlxFlaLxQ9AUn2Qip+6fYL1PcHDuyFmOLgezULBdbeMZbS0yOjhrNMxsq41rzrQQ6EEmznaKrv0OPPXTmVlWJF+J6OWswSDmnVIgjCKZOAjv1dT9uMsxMSC93haXu4C5olzfRomvOgPbBUfojcztbK5gkMMC2eGpWGKPbDVFWHdU92juJ39sVyDYbimojxf8/4/R4UPbZsNyp9Ntg1VqncJoagUlhirCfNhd5xhmqHcf1aXZGpuFYdaUWsrNqGWWHn2z4Kt7tw5DoqoiBbEPeYiWSR8nJHGzzD3UzqZ6ucpDclN3xvLLJpCWCFXQphZTeqPhlNM7lvFalmaZj5CX8tOM+rWG1pScNTWBx2UNYo6Rm8NdcjGOOTtEy/YwpVeFahNz+3XlG1tjI/g8IpJcJ3bAtqTbIUCPJTHj5PdZohobvqJ2gzCWsy1sqiC4pjQ/j8PyWnVp+Dz9B4KhJ7hflfO7UXRPETEnqm8AKNuUSCp3Gs5tBKaMu68tiLv4wqGuUr/BNGdcRcXtd30KKJaaSto9Dw0W3pqo7MzUlvGYhnBN4baCiLyqklPBKqJwJGJzwjr4mHEyMiu7LC7DnL0ToRe8OpsZ/2XbfxTEjWPGw2BTWd3iRIu3XjSlktg51ENTpzMZS2iSuEktJK7e7hli91MUlua2Sj4bpIjbcIvrM8p1/TSAp8EzMMQEnunBRZGZhCetuV8BJEoyHolvznbHjDKtztOaiNWkzEM1CgwwPECbakUFSddvXwMjvZE2w7jawzinrzRX5DyelVu1nkbxtueKghhLbaieOCo8P9BVrjHsb/eKLGg7rd6cGe28zm/JN1lNkpp9KRJUIjamtNCqrS1sCDFOCwyxVPTexsp1401LVB6VIpCJ5dD/EVC7dG0jr1+FZuFePN/94u7XoYZUsNN8i9D23TEw9XjzRS6WG61xglJ2yUW8HGvfq8cPNPj6TCnCIJ0tx7Vs6YllUMY/d/hHQGP6hNIHkJqNnsjzTDcVLhIoCzOGBRU+85kWrblwZCgDmaEI4+a4OY/H/aViCO8ZqAFennEtB3K4A4SpVEynEE3902JGNHW4KW8VqPZ6y1m82LyjclZ28SiOPYZLjWmAOEZIyEyhpD5QIFg9gZZAKKgAx/Xz00iqXTK3uk5TLDJakF6FCarK9i+ukDt0xfpzVRYPjg0SVNVdyA6ZayLX2WIQTQHFBy5EU1HMldkSfNROOc807OfkJzPqcLwbLeUKKrdHsPZ27uWvVNOTwTz6qgtH0er3z0/4FT6TF6XuxGgmbIM40Vw2jz8STbQhtJ9zQM1mwEZCvgWDEyNk3oV8qmOWvlaNadxvgKVRXJVEGXEg6sfot1o23DVoBwZuufghoIZCcqBT7kzrRiawL32DcCvPCcFxoydScftZsTKdXvkXVUXgZ57tXVGs7PvuYWHkEFTPzjy1eAIkwYS/wf0FEeF1ySz9rNGgcCDWbuntFoQ3X2Inp7m1vyYlwh7qSdaOSkGkEd0hfvYmPSYwtdhmdVu34cWHtUeX3LcaZh4bUca3PqtYsge0tJ2PIuYbJEchWlAPY8kRhTa4kl1XsDcsVRIv+cyNmrYTGx7uN8H4YmakEEFIRpDpK7b8Q46WiyGcGNbwu+c235Q8TJd452tNIs32+wm89kUJenKipHtmLEqp+lN23sxPTw/cnrmLgY5tYRNiRj5N9MSheXMhuzdWcwEu0C4WJrAQn729NQ7S7vQIrFZB8QG1kAgiQR2DZPdtSbSaKGeWd8lJ1zEDKRockjCKNRblpbYF16sXAQ2gh3Yh1h6h5W4NktNMdq8ehFbVsPc3iTLni/4CMMQsb60S+OEL2Zftan2pDQDISiOc2TLDTlO9uF4G8LDqFCMZtj3NOSPMQC9fwqB+B5kUp2jxtwNZjC75LTANJRiMGRFplNR9vhWm6Cz1Q2BXRsqumAviH8GL7oXKJF4kEsRCyLviSdBnUZs1qiHkD/8Xbbftqk6OzLrRgQqGXzReyl0O2wG0M+kx4D9DG9JPJexnPeMjj5kXtSnLR6ZiTWMgE3z7h+77CsbHrQ1VePx+5YgWQfuNDNQCzuESXFTGuB1w/UWX7LxAowVbI4A0shDcWmgwD2pXstWUt6ZYgi/ITt2665K/vr77//867pl/rkyKmh4s2z6r1H83XqFtmCwejEPqc2l8EFtsraRztfOcf/X64VO9TRWCPr2S9tsrAwhp+smDW2Ylqc64i7yx3dbZvMhikv2O0uG0IOOac/iDQ1C9sxIfyqMiIFnGxQfZpNGddU9a52oq1swk6cP0muiV5txrFlIdln7R3XMSBY3eq1OFoTXEYHw2OX/ACOgS4OtgVbBcAfwzEN1alrP3W47xyG6Y8o0tkCocc+2P6eaTX8NQb3pyTuFBlP0ngo2DEGIwlk8hxt/8E0iadt5n8ESjU0upuSyVCqWpXCMnIyMwUVx3EXLtr+tjUZ+zwKpv7Mn0J9Ck//Lz5n1WoTq48SGudEWRusZ0NRAsJpKrfKy/lJGuJzxZBTXnuvEpQKXF49LzyQNQiUZttFbU+beFAPWWSyxIOkKGpz+s6OKbSJFOA0T2ps5WSukuDbN+n3Xa41mtbGrs3zF3z6dgW4cTIKEGLhaoVQPseI/ofKpcSUtA7vtEzV7sSZPwd+iAFk0yoSdB+Wu071UpHQvWGdxK9E7Oa2JslV24G6ZGhBzqiIitgf99Qbyql1HVgXMuLZFqXO2wtC7EMRfJAvLQIL3yS+FCxUQxdYOiUWstyFXjZXYGoSbDkeqV/+l6zqwJAdxKMGpUoeZDfe/6dZPqHv3rWe6bGOCSBIC8bk9vz9ZKthFilC7INzacXnT8c4Go7ZGOSQF/BBfyPanw6PU9x2+r6vjjmaEWI/7xbLnbgZ8PnjzmXzHtXdWhzyBCrxejJO47Mft/ufPP/7eb9PYeawU1I1OEuhY1dlPDlOPA+823966kjTQt1H+NT2FX5lCm7tfOPlEpXndBXoaQSRRhFiP0RAmK/3NK0LQoxEC7jag8xcmA89w+GWgteSW3Eoj4JUdQCKRDzWFVZ4seT0hlImWgTfpTp33LmSFQKnjd51I1GIWWrDzvvuwn2lOYt4+dRPvCypTUK/h6ikJDY86nkRJ1jtzUEmdXzk9ReMR7AhnZBKZ2G0enzdrWNJ06GHYPeeWzUyOwaNRHkSeB7vuZfGQHhR45nA1/IXleKd8UI6zLXGIq6l5GU37ECi3GY1BIOCKB31H8PCpeQgkO6ytC/ssW0NyaijFsRWJWSbZ/DWuKMkWXLi5b/QDMSOP4wOKXGA8TEkyS5Pk5v2Ri4a5MCD77/kSvtY5C40ZZt8NPkSAHII8HLu80qta8PxbtrZl0UZYgoVmY10tpgVRbKMT1LSYSJ6+GzAhBOum0pouwYbn7IceeI9Ga8DQnbqsm+TejV8WTF6ENroCGL3rnZIg1lp0Zv+CqMkgShcodGwa3wTcyTvYWsYXdTAV9WWqArbJchkiQbYoSyk39hH0J5LQkn+OIA0Y5Jqslatlfm2cRcRuV942u8Kv0olpBqmaJZfc5dSaLMDd1KBIb/31uqE7PV73gYaHfaLg46/Xvs0O6ISJGYLn63Uh7P353LGC/njtbRL8dHZ6u0bvjAWS6h0aYm27ngRiOB8fT456HoT2HtfrsfcJIFXs8D1eH/cxx3xiYytcnw8oUffnYx9z3ygFAA7+/RZEO4cTrMRDQg0bnUDQdddGVgko4DQcoL9rbBnlu0kksF3JNOCMBtC2fZ6Gde9rQ+v5e2qOJ7QaTcH3ZVLMq05lxb8kEGy42BicNkmweylzEjb6k2MWkYYjz6WvTkBDFq/8KLaCAyoAtrHOVcd3h6CzboXFbKjMntXpQj8L0JegqigSqd2s7YNqY55EsHJExZGzXAswtnCsdI8VZ1nNUSPMTPNJAk1w85lWjYk1qv+1WCtlUmSLb0siBYLT2KuxjM2SRIyjyuiNUCd10Z9unvcwRI2VryFtsEDLc8YaLj47wmmDMr6TmEyqTpYYyRZFNlHjfXMNiAw41dQs6yGMdwZ4rKzXFbvmtUNPYck1V668ZleWy2WUKwLHBEQ310f++oyCqBjgekpsGb9OZwpuqYGs4Znnur5TczkM3nXve9pBGSTal7h2wmfmzw0uDluqd7Xwnn7gmgqXzSY1QakQypStLeB0TVOfjHFK1SvEuQiomNs395uyzdzSo0qRL/Y/sqYvGs0DYgQ8Y9vsDHeMMGqly0eF91qNij242Bt6hydTbWauwvEsj7KhtVD5qVahuZdWO+8XkKJqTrkt06Dq4slMYIyV+2CP46TRj48b3u/PC0VyPJ4Huuz+FjitEwQB0nICrGfMsT/e7ugld3yG9HgS6ut6Xiz9dyyYL4UzyvfCsRBzviO/H9AHAc79dr+eD3w+3rcGKIXXHeX3jvoYfbseT4qpC0H3dn+9Xs/79pZHf/4c0IhiyJADRiB4tkFrnLLVGlJDjaawpp/Fls3kc9BcGT91VDgL57jvNr4ujWiT1VyaUYy0T6tG0W3iiv+8jbOMru0el41eQ5Je+azZfyF+y8U9VvoVKVW69hFzs9jEwi2nurqf5hAM72ct7IE17DE9yUiZgLtTFm54umfGimNZo0UlWhvMzAmIiRbIbLF8f7C5kBJhFeUxPEE9eMElaKo9wAUayYM+cwJtLhhbWQx5aSW0KcimUBZLZQ8LerTQVkZWZouxnJ7BRLAY0aPLAHQEdFZ9l/9br01PvdDLB4moDa7h9nrXYT0kdjJfoMG5yGqnVymGRF12xIdX9GQrHV8s0lhMcFFzm1FzMpeihEGEvujd6gTLktG4RUwSyxGJo5fSMs3hdcG7bWGlLwWIde0HpjuplARX9RTkxcSzYhCL9Yjc+i2vVoKChAeI1ExedGhFLtA+bA+heuBdepHwdUg6CR7z6KgKQSGSHBLpvS0Nd2H4GI9baITCMyzLGN5FboR0qba9YGn5ltMxMg6si1lEVQvsO7h1wh9kqvxawwi2kYyQ4CJ1j2nhblYhbTMHFPRCufDgoi9zLEHHBw54mW7Wton07bL7Lzk8AnjNSG7bx+vGFE+4QQOR8dp5ahR3u3EIcN5OJAejAeb4dtNg4sR9vm+oPrzeUAjbDbFM3M+5I9JTME0nlEYuOEHWYJQMX4haPQJleZ6sUJrzHbfXn79//368Ez3//NnflM4YCLqOOB3Gy51uM4tVfXtY4AS6FrpQMhpuMxQljgyGTwNUXBBE2++pOfDH/X71ntFA8evA1mX5X5Fa+GjOTvzckrAm1Wp6zripjC8Ygw7UlJtSlDSVxXxZyWgxTPCqfUQTMlx83tzcoknaoBUKk/N7+JnReG2QM082uKaxUXaB3izQLkGhl26RoStdJn2RX/PSopO+8hl/jCbA6gwUAwJBvNHnJOAb3FW7nlgJTsvWdrX0OmRJsHDkKkJxySyPZ79KF7KT90CWEJOgQTrLtlMEOoUckT0LZNgcxNGPmklPhHrz6X/8GDxXPKu0vLzDtucIVJOT+YMv3ZoXQEyeVxOoRunFKmJNuhU021T9CTSvS8QpbvmVN8/TN02TK8ldbBdtxSriIK8ONlKPeq17R9hjn7IR0+I7/RrGzth/DMdj3pzhMpJBiowqsK4iPOtY00cSklAWiKDmag41U66FajvgfOz0D+9DOT6C/oMYUZJwl6RmqkiBMenXs7h0GE6hGToRD4QXNcyiAWA7fLiyI5CiRNLfrjZsgL0As2uKVYs+7CEM5lU75t8NShhUbp/Tv/tw6WmEEFCteIkJoDxpHLv3aJuxQo/wojct+levrw3bI+FAitvIapsWnef2oiACqfx/EH6HlUoMn+tqwlQ8GD0+K3CX69Ga14KEw3Ow+q77zvtBdMV5XZdOxDxRmHSlr2sBN6I1EZ1hUhq8/Vzv67i21/f319fz1s8bBJFRrz1lqUHS9CSWtMM+DREmdF+hdxADFYya61EGeLAu0dZ2n4GlfDF0AB79NlawICIqUfsxOyZvzagOgSPoUYOWKlT++/j5xc8CAqr9Q7VlUrJyi3tsJHRSQu25FHolNefsR2C0eE/wHvSbTPXVjjFGEywyAVrnZNYx2RTSfDazum0EpdHwmwUhOlCNtT0R70whpp7pTzIYCFawajWgxrsHfZJw7Lbm2+iYiFs7uEtpYIuY0X934xHvM0vlZbsQzJshj3wJ4/oBX23+y6KNEdnUpgZxNY2itfhr2w1+V7GwdIKaTb7+84RW8p4DkFhim2SmB8NNm1DUwZyMyJj5WdBifaPsky2JXJ/8ypsEEpEpfY6ul/0QuOBcNZ5gcSsDeGfRKhHVVyS6FhPhotXBLMIhGLqwAQfCY0hHdLBMBWWZa22GH/QmWYmoSyXiaGMLsBvrmelaEklkDpeUGbAb4ubmM7wKxxIuSWtFBrEoNttqBBNuSJ7gWRx9t67HUpb77ubUeZN/FgXcUWQ2imAmYtTjBjUcTv2M4XebRUjzE5clD+Pd2UG2WPrE5TOrlh6puoamIzloyTuGlE9j2o+0JVIbcPU5GhU4/2MfIY1zWtzsGBDUsdBGTNMZYXwjTRqEkbhady68dEsPFjpFJwtozNv5Apc/AXq6oUM9P5/wgoWbs4/z+njtwBZ9fL7Y058fnLI7Pj7vW8fBrR93DKefXw+C1by+nqi26/PzQqXdP+B99iegUvs83qEhgh4fXHB6vm9zn9fr44FRzOP12Dcg0L2eVz8m6+2aH98fJ7QyTM31W2/n8bi4YHAXuun+fGzbgPMdzgA5PQEuhDvBUBkpDhgi6PZ1NGsevQwFIiPmLnmzAdUX7Py/BNEGeLyoE7F24weWeQSOrPEWMFuZRNSM4Km7AkZ9Cb7PGdibljWiblEU7ai0Fy1BqcJzMhijmjszWOjicKpzJksaiZ/0qCtrxA+xXZayNTcTDO/s4sgCprhGL+AX5bi27pvgkODNLNm1nxGUcVStgxgbWhtVHYIiiTmt+YvoySC6mbQaXm4bn2xYJnezUA7H/NrI3s3Ji13LQGlBQjK3Mu6d4AnmJgXhnbUBV0nL3f48UG89KMulkEh+tQVrzfesH5NjomV6eV3bNiTCrUAkXhWauaJUIbK1iCxSYrVICQQSIm2oe85M74jPtuxbYNwDRuqzPMmodrbltbAlclh4SmMtkNU6CCPnPXouSfYgxjsOql3z1+bcAWH1ECkKX/CN6qBWQ8HT+87X4DMWSLe2odq8K1i3VhMCJEw5I/HDGHPSbkpwwi0EKYaePxRLIUPAwWDjGmEhjCSCHqdRFsjN3f+bFzJt3DoKa1gMfyUpajw6ZULGbM1WH6eH+EkIs7VJ43RrrykUj+RdpT3IlLqbDgyMkSooNSK/5Q/irP0TeLWl3tYX4Cx/b9fXx61tSxAdr88ncLuvj6/7KWMFTlI9v54niH6+sLwzjo+vCxbFb0lztS5BhFy9Ph+om+PjY2+TguiB1bO3dOPA8PX9sfe9A3Z7zB2CCG9f78AI85ZW5xzvlD+vsR/3x/1+HPMd5Djevq0RtfN63UHJeL6u9327ng8UCZwteI5twtvz/ZnvE2UkHHvO8bYehEzqKpYOAp2WlYGsdn5qRFGJjvv0skzpNAmzyRhBkclQISInyTR5t0/9FO4cg/B302MisL24QVHl71TIwads92nSCxiuCAgQSAvUaASZSQjab51/FcwcO3lMGKQkpBXYS3eOzHqLgGyNM8GFiRCKErAkMUZx2fe2gBd5LxxIJWIwnBCnTlbLoyIuhoUxtZA5IXOpN8lOU2a2uMpAbLYQBODBV53Z32geHWkXKZg976H2JxQf6RSRBeCwmMjC/IkVQQjYFLxbRZ59CW6b2cCnCQ531pjep6EXuDIu9G594Y8NSMzPaud8StxajNkXE+p15KiXI5fZnodOauwKLgoSPzORVSuWf/7YqxS+FcgtvymrWTDlVeCjKWtVfy1kxh7AhBZcnr83gfLwnooOhlxh3YKYxXgtQKRf8L8KolZIAw4R8GRGJlGalp+eEGTdQtUtkFz7qtMwC62rYBWrvxqsL5U3foRLaY6UPpxMuFwZMK2ThDi/ORF5If6xKMKDyNYWWO15qina6thTU4EV+IWBEkzd7ELWQzvfjP4mjjo1a6a/nJvfkZrOm5OcvZ1Se89RIKi80Rnn6RFw6rahL4BCD7O7QLp3vG7WY7WBF1oGgNofj4ODWxxPNM/Pv//4++fPy0aubb9d//i732AIce0ybLumERcM8996jhpcIA+13qnVb72bHSJvlhcUMnhc+4WO3xtajTYXIWQpkv/WeOqF3/1Kl7QhfKGHXPms3/jkIyjVu8+CTMKjMOFy5a0OmEdcJdPobqeT30SySB/pveYdorb5rWRB5uiZQvWJwDIXclaRnjwpwG+Y1AItDoCyWF6dxQnCVjsOMbHHChF9Ec1Zd8sV42hn1T/jSBFXMCPn75P4C4/Yfgptpa1OH+8cSUZ4OtGSP/ogwv27rbcMokeBVpFKv/Me5mhbK72TtCqGlKZC4p1hHfVI+t2s1LzWBV45LHjXevRXg0DEUF50s8xNTkGnni6mxQJLGLSUe6hY9pPrYuiE+Q32HpvT1TVGczSFspH/SSpvelwvBa/Ae8h3aw9Gq6U6n7z2qrJ2Xy4jMBdYrl9wd+WQNp/OVZnc4q2wgZXqr85cqPyrWVk+17cTAS2W06adkMmhLE8a+fMQNoWkUBF4OTEtDa/Ay+yr0J/TC6WmJXTgx5wLPpY8WuYjMEO/Py4xO6+1ifF7Otm1lRLLbjpDWeO21dEa3rMQB0TIP75MW08P3ocXQXlJrZv95L0PzcR9/uMf//jnP7/acXCXyn57/v2ep0+KByWcAQsPY1ZzrL4+ezF8k5TO6prxYmQeZyZphzJsGzhrAiUfQcTL8sZXYWkXXLXvdKlLXoWwZvd8VnJx9BWtiqIxNa3ceU2J4euHjgle10p+SSm5+RcR+asHPNXilozIYMzCKnd7dsACMBUL1hCpSJCNX8E21IWQec6YKYAQYSK/wCwTPuAwEZLdXQInCS/Klo4jjU9n8JgHqz0kt9Vxhi5zIHkNcYX1XOPWNhxTMdH4zXEJhQv3694KNJGeTbJLOP6SGf0YTzmsZVugf7Eq5/ck9BuLLDilv7BAFTzdyDVSxV4IOPlTq4j0cp6DR7+EpDmGXgo5lKFPOlfl41l1qqcazfO1YIWrYbNGUuxVVnw21VuesufF/7uD9bEAB6OsFgIg31VtTKYkNPmtm0NEkGWW3QKNXvTUdEDxGre0Ik2h5Ziq26o4PF5Lw9D1uw8p9MmAWcdJwg4Uv+7HbrNKqKflRzd1XaV/u0bOGizTxdfCpCupa121+pZ5RTYWUijg11j2PmsnM+K7r9rly+AluxYAqsIHR7uc+V7Oei2In857btnwnVPD7BkZ3u/3x/N+QCzCI/aStj5jJ+OkfiNL1U62wP923utAAiOcQyfBzQhsNUmWSavrfsi5NKKbIH6OrbmJRASR1emWjlgg1tGO6FxoPzVBV8yYHGnVt5aFKio/UhNFBPwrkO7VEkbNgIUICaDfR0tUsmvQkr5Rg7e0tlJM1sBMDzU4A68Xt+ONiUdL1HaiODDxYEpUs3V84Vx14pD+Ysmq9B2oUK2pCZ/whZJbh/norsXroAgEaC0IRKsjx3ex3xpt5+J7HPOT/+5xxSYqolLpEt7Oci0dyofA1PdS0uAMc7MeHWdJyCSUcgpdwyELb62UgnBxV3+IjhWxFzpyZR1IqRWGaGoqVZicO9ZSk/24sivPkcARgPUsoZ8p7wieNMpqelUjkTy/8ipa877FaQGl1d0/dsTDXLEIQ4huPhg2emd+eO+/yqvnwMDCa/yVgaqqtCbXdE0wezR0/gAjL8C6RKqGRv+qkcRXnZguijtCKX1D+8VS6zWs9CRo0sn4qCYJLTb9l+zViZRyrXZdJSPxk0mP9YOSRcrZ8lpHPvAqNTfGfLGqkJvEj/4U3O/1bHtVxlxwTPlq853cg0qxSR+h/QSpgSk4Y1FcOb6zWns1hzoSbCS7Ir5KE3dJb270kdusPTOYQySn/w3xs+2Pe2sWAp7UC25W8PtHFnDqoDbHK91GaAlnNu2YjujA9ierhQxYTnVM/ofJe0sSjAn0S++OBIr8i8yLwUQGM8tjBHBNlvklCETxmoWPOisrzcym40FozTdPtaCcaMAXNYb0lgwsdN8z0xIxDMwwtBsqggKGhgcIZqhiDXGbF69x2RohA84+DYC2B7BXfyDWHa6wVMvW1L05xqb1zpD1WPMqNQNf1ixxDUg2v4dzpgALcPJHN3OU3aG69S/Ha1eVQykbrSIw56g+asLtsURVNN1UtaIoPEf5zfaXMgMJg5Jrmk8uz3hHg15DAnXJffKdzZe/w7GLcL2vGlRb+q09Jzf8sa814eZyX78FgLpl+d/H787uMFNgBcMAg/wNCDRaWd9UdPTGMGyaCok3xzitNNZ5jj5fTV3L6ytRALMq6HJNI/SL372LtKYzO11Zi4HaaUhIQep0EAmZ7ffMewqsZdAod62XmYSIfKXhcZFiWjWjelvaTjHOjEQi0X5nKhSYQQcRlib2gYWL6InJ4VyqRfpZ7USus79+Bsxt6iXOgXhYyCg77SX4r8JVuyfv5x4iXIbAgMm1pJbeantddtOMwjXOkNBI3bz1nzosKjMOY2kT5JuGXDuu+RviR3NMwJoDcF7NQ0iUYOtTj3xjMp4syoyOXEFkFIY1QS43A57asWeizEtDqQKtCc8sJyMR9Xixa1tSkgBkOm1DmUpb8l89K/O6h3w71NLuGhBn3jwsz4ooOknsf+hPBGkYH07TtUkcD7YSkEetcGd3XbcAye6fNfYW64CLpoyLxcDPvgecRmS4OQgbk52V35kG41Gus0S+zmcQnaKqVB3niw45U71PeWWgklPV57KMUkYR+a6MB1yvu7nWce82VwyeZczbSrVAviR/BWah+ExgpuBrc8hCgmb+y76CBbv20Qdi2OqEzZa9ag8ToUQyGUDJFVkRDd4cGYKmVtKWsfCxG+7GqH+Ml3HKFj71zuDTGVGOsrE1S8yirw79mYyNrFlNIJI+oEL0lg27Wb6eu8bORuXL9hU+cIQ6xWXYp/gQlNag1PkddzS1dQA4v7PQCufCva2ALKxy9bQ1D95rinDtGIJzqoSbCbXFaLoAbIrpkUkp26kcNwNQteYFcr5xMzaKE7J0Usa6iIwrKzdslkmjrl3Ga50qy/M1XaAfs+qaCtW+rYidEht8MQGBra1N8xEbHXWXGmBh1J3l+FvUtOg+2gSZNFuwh+rM3HN/PB7X2GqqEDea8X0c/VBQBEvTZfFmTag5AxFJQaCqbcM5WnspyVyd0jHbuG1sFEDf/l+suQ3nltOaLnuA6kC83jPLVwrHiAYrSNQ4Z3+rr/jP/SxNhJWWE4miO2AgyX05BaQwZDx72hjMW3MYB9URjuzUo846AlZRKsZl58MXlqfaFv0UfG6WSTs/eKQyd5WnbKC9y37qYwtsov5IFEebIE13eEDnlLGpu5HNuvReO1y6MHGDj+atesy0bJ1l1uVZlxr92zB4BTS8bpuL2Xf+Ln5iWE4LHAP0028v33uMviUnxGl9H9LtDXZMDsy0RGMPSjczG7bD4AE5CAbrxm5Aj0x3jfNUKm1TO5f8jNRkTotbszAUitFPGZEKnZoZ9AkDfA+2fve+0AJ/HpmJYlgnFowiWoZLVlBrF+Q93unRMJy2hZ+knUmadVsdQSQgIYptc8uQuqwa2cThUWK54T05hifBEcTSf85aIo+lOkIx45TyLBZgBa5doZl8sZF6Z0DpOoXJirsx5fpv+NJgzc1ZKOCTmyqyRUefJWjmOuL0ZDfyfrzjQNnyRRvQvE8NxAdtqAU8ln39HUQfgq6tiplTCS5I3MnOxApDhpFDbgYVVOLYEKdJ4jZCl7gn4TN9UXb32QEbNAELpZoIzuDOCH5tWZtKrm+Pz497d4XogBW11m3TIOE8JwOcY2q9vBtRgZ8Jf47bDd7BjBm6326doXX++NxulpwnU+2nYACJY8CFbTAioZacX28rhb/PW58/r+N8/PnXn2s7dkuzHjRW1K8XKAIgjisnN8dt2IbyuO+ZULX9MkHnrNjggWwb247OgvjBxW+7YbllQDN+ICe0+Y61rAJapucKUaHMnc46ENVf+KwQ/lQrRPXQdB/5xwSjtWrSIfYlvWc6aNK6P5gaiMEmHAhJLx5eboamzoaX4W2B6Sg/3qe2GdIfGzo+kL3VtsmMZZDqDL5KTm3gQF4TZuYmOQYEElbGMJ6otVojL6p9eT6Cu2ykyQL5ytIKZSarXXv1FUfEh18KEdScwbfsfh1kO2SuSFOYzg5yKNRRd2SB5j76znC74ot/OagJS3T7tWXjTYGN88apOWYiWbQ6GDkZAXikSKqwGC0TGHSmo1I0JeBxeitA6cIHiKjVbsxEaTNwD/s0z8UerD3Zte8+hglWAHXfvM1K++49bxVBiszqA2OJoeEyZV4WkT8UXv4GXEAQBMpIzkhIfVpABNmc2U27tZTkIH/PakGwcMVJGVfsHLvvpDXwHMNyUpnD1+yl8d5OqzZBbsiondSamRfuRTQgRaHZpNgAo04Mhu/uIqXsOGZOwdC+XfqteqV6sE49VX9nQxW4kjzpU5BFhM+icScSyhruGtmTyyon4iE5GqS5c6uRWiuRPPMeulUR5/PP9wUUpetxbZ3L9DvzfN1VD9c1A3BhkA6hnN4DRsJMH4+D3Wa/qLJsD+5jBTQbgX+OjztHk48nI7+EfQqsudEGksDMv5SP6222/Y9/fNxUEkauxUjl+Y/v1g+WLYcpAMXD0OFglNw/1NuCysCOnwDZkqNpIoveIC5qPS4YpSNrKOSsF/SLEkSWRK3fryzYWytaKy1MIlpRrLv4PvhWAXIlpORZ2RF4R6u/1zK/knW8DOOP1uPUb+2YDsu0aWPoNJhBktWMIy7+BhaiqQo30iwQbIPdV8f7T7xP+ANvCgvyPsQWTKHRgnHBVhqQNlLj865AQrCW2VENrsSfrAjZ4M0q76YQGdAy+V/2Z7hnxaIp56pk9VwNW8VzatGed8HMGGOmpuaa9vfawmeBjkteZPunYL/pC7kLbFq2FK2Ro4jnIGFBylAD8aEJa11ClE0VIMs75w2tg2Rlqhb95yeqf5t+4BAsaxdBxQ5z7PrPN7eAOjl7IwuuedJNg11SuZDHKCoW9PSMyd8yKrCAKbStWC9m3nAJGLVmPhcWWe0XUnxZJY3pKT9lwT0bn8qgsaCMxDyDf6fhkeezAjRRQEysRfyonGp6uyZW14Fva2ko+qanDPbWzzF+GUf5jDKVULYmpa/GivHX8fBOH33W7bTscpRNyzst0rkLYsqZKm3DL8t0Ij3FFnjfDpdaqKxT8FkfTkdl5m7b0QTNJE8QnNLXqL1m7aVFU2i5UO0gdqD25lYwpbx6mHZs1+fHiWmc++ux9Xa25+siavXrg5rO/eNFLfd4Pc7eG8BO0SBury+2yuP1QoTj8fU80VqfH/cNVfz5dUAA3T8/IGNu9+8nWvf28XUf79vz+9X6zqOQtren1+vCrNf98djP23G/X/fH0WdhQyCF67z+8X1CdTuug63lLYi2Odt1v5A1IipgrMevs0kwdUi5bkMFLw9ZUrTIiRhP86l3qTPHNYds5iKI6mA8VU66xDh/GSxsHa64lzUco9Zjqy16kUR41md9yx6f2uJaJmwO1tIb4Q8ESBUXAZZEFCEOFrEZqXYGcxugeHZzXPjxMY49E8i88392lYpP+5Q9TwX2wFdPc5OswHX13kwxsiDtBSWi4F2BxfjQu4x4EGDG3m38laPBwonVtaQMamJegsvcOkeggGQdqiYO38oqLCvWZSEUumLkXQZPJJEynFGUaYBFoU0qRfooDOasstUxl7qffJJrrbJ0jaz9j7gXGXwr3rw6lKmMoGfqZakTYNElg+KCIIGmUsHHZsDk9HjfupuTQzlkLCICHUFflAxZxdPyhyaCMJqcmZsbG/VkCviAkDchS+uZkycxI4zSIVbM7ttFyaRr12UAQ1UUXsMLUWV0ZpOxfpnFN5dlQA3zzvgigmxR4QqPao4bFQfKaDe1Y8+ahlEaVJvh/q7tUQIoWaFr6s0TVC5xxeh5bict1qiqYmR42XcROrUymYam8k0ykrdujDHbJqnxa95lRFdNti++Ba/id2Q8Hs2kyaN2Yr3dkgVBrqOK/MF2MwrMKa++f36eB/F3dlJwXTtHhvfHbqDsaUG0ofncXxeZ9+O1d4iB1wvLNv163VFakA4c592hVwGu5zFPWC1dB9Wnx/PC8O/+vPP2uGP+8f3Wz3Z7fv/58/08dSj3mAb6ywzNdd7/UhBl6s1rW9K2ufZAn2XX7VGrGlbVyVoR6WTlQSHInl6bVmkf0f8IorPdr9rpHD0nx+C1YY2qjBWCuGCxwcMnSuDoyl6W2lQRG2r79YezVnRql4V/PZHDJa+GnGkDfsESIIwiqTUsupIOOdaG1trnzSvWApJGSyYWO9QJipodjKjyIaTGFHAaBmDNWEuKv/AUxdk78UpzxquxLgNVwhlvTJzSu74IZBQx5NSFWYcr8nHbYKc1O+WTWslwJ3a3HorDmKPr7Bsb1ENbsue22tguTD5+wo1Y9Bo7WfWCJ/YR6j3oYTIYVeTh1MUpUMIZW1vHIs3cXJ0TeAvtecgpduoklATC04TjwmdmVIWM4UX235jkARsMfqNQXEG21RdUbcSbfaCAAmWGZFnYUg0FP3SwEWbeSVMZWU7XwtlGbQ7BqGXS8xwGueU8CVLPcgGapPDZ38FAUXS3gWCITvNAymhU5nOQSDzSPzO+q3CDTaj6UT1FGYSz88oJaIQK6qDRAoncqklPp4ncGOVP878sZDQJ6CloAVLSHb/L3wVGgtFfplk9QsdYIYiIG1OLqVZ2dRJ7ETllHYGG4d7gSdKfrR2eNDaH/yhv0tfwtY7WlJSweLJuWhgKs2dCRa4/0ERqZMWXQnaIgUys1PnOxvAWROTlAp4mJgJk4e1GLt9uJ7v09r43onBvvIi+PXGCD/sZkBUwurm974j1RCiicGu/zE3LBrgj0O0ECuH2/oVfWsndPv58f783sJ67DjT07sOU/3Feb0GEIoT9s1qH/HDGKJb7Gr15QtfFoo46VTzzEDjCqV3Skt3Z3tn2YXNqgLeWIKoTWnkekRSP00PQtZ2V79acgyC0lodigxDf+MlTadzZTZijGkBOlAt4MLdAnMwq7xQzM8eXinHUZgmhTpRZ9WlC1YI0OldJa88n2VZt6eLdSwltEpES/vGBowV/WJwo+BYRK93G1VoTpz9qKOQMTEf9OgjXNmDqPgyNz9FwsreNwQVrnGNMeZMccKRTxAzLSeOC8SsfA0haU9Vdw9mA98hRmJ+B5l2LQz/XesYkDQ4uZ8Z28Csp3UOy7nMiUdBH2vFe6xE5XhNUeFpaJUcfOce5db/PZAL0KR3MVpv98a4IEUJX03sLumlXGSIDRx1N2pNBnYYQ41cJfz4b79ZjbbrU6jWj9QpiFrPp0zqwFySlA0kwxSjXwG5tsCmyxSjOjUvSVnfA04PXWgiChpONKVkOAdxNLlfvgj6rgnMolWOamOZ7LvqySUHhd4oppWfABQFd0AhCOSR3y7tg6XK4HyOQlG+TkcSYIIvkgnimp4C70tVrZluzrpQagiGEZalyz/hdnyrdQOvhYUzJURnhGFs1C4xszIgPb54X7tJsoi1j3ujoJ6hUaPVtEIu3AtDV0EKZWIC+7INBOGep7Z9fG9rvdT+yJkauel30elC30XikoW4O8dkdCG7E6kYsOlx1MhYeEXS/JtnW+771hs2o7GbXdXDFFihyB9DkruNA6WH67vP76/PrY55G3YyBpZ6hEWlqbhw4JLXhvKJjzIkkKI7ed4qgncpX71jzam0A4Rv8+rrPQYXvsUMiwGttZIlUsB1Cb/2dyG+IH9sx4Jyilrku//7P7pzlWLNstf9U8VhHsn5kIbH2dHqCzlBafLdBRknORK+5LM/zZjq70DW8VHzySl4tKVecWk7cTvQXfEJjRFhD2PRabyQbMBrnVka0PQM59lSLNlIkkSq7HyaoJReMZtX/A+S41RJI7aFgrhYEwpKxuEBrjCIlTVstGRkmM6bJa9pO2LBDwRibBJ34ISFMJSjDEMSn4zcmWnO3EYay1Xgv0FPxawGSWj7ThJ0CSbEbXfsgH8MrDxvgrcsmgnd1Ugr3OhdWMx5xa8YMX4JRxosS6n5amNB9erHXuMkzsNA6WQgUuFAkUvbs34TpklGfNdyy9qURsyvMhtwa79juPzNbMYKvLTMx9q02O3q2UfAFoWh9JVf3k55Oy20MBSib/VS24maGxCSlUFk5A+fV2ID+CnizlxU4icSTChwflAVmbOEVKkGhijJZBKL3vBdIa/deJJ+LPYPwEeu26FzpNQrjQ463NRFaG1ZteVT7atHe1BnlpjJ0A/HAUMnAQVK+/SgGW82N0JazW/fsJArolYofjwbonJROKmklCb+6bxrrMCKm2ftqcnQfAR9v58fn7Tr28fx6nW8fWOW5te12fH5d73cY1V0b7h+vAwXy/Hx0MGSgmfbe7m+buwnjhO8X4ts/vl4HxNPn9/NsWCP6fB193x5fnxdAJF6fr2s/7m9L7Os4np9fz3nNx9fXN6C8P76/Px/j1BaYrIou25/jRo1on0BnhWkeCD0nVpiw/AT41eepE/suagCPF1IEPsOE6DguzgYFtRSMImIB/3RvdIC3ee3b/2LNNW2XQXHXvBjuqR78JEr60JOem9F+eBU8kK+C9QlwHSdclIRSqMPv6BNRjaxfFAyB/cTAiH6dKF1NNjPxc1dRs96VZVh3uGBBd92ZjkmpRZXmXgfPDqWfnC+RDZESKCZ19SETW2sPbvJ6jIKXfZ0MiLewH5M+dLnDJA1uzDFHkrtXpO2v55hI/3ZlvFZrcgRqAcaY1dT7wrie2ZJnky4LhCh5fQ/gY8lSPpsddo+nM6Ucy7igeQeaWr4ZIks5CtU3SRDzQsbjrwoTBcJFx1w4xiUi8qkQKPBOfzVTvKBmU4JqBInml8FCyj2Jynf+dG2Fa/arDdSMsb/FYEGCSPG6ga5NbeLfBRqRjNS6v/l8kMhm491aZnYfTmaAV4gKUF5lY53rWvD1Pek4hMkaUf/8j4TycjYr9hSZghU8UrXBUeiAUc+0gUFd2wj0hYCWvUpOmBd7gb4muW5grGQ6+zdSuWEtNpYg0f7PSxzQbVzTtL9MKGuCLlv318a0N/Y1j0V5fL5OzPG+PiGAzrekOU7wdx4V3s/n9wcWhYHCDZDq6+sP7gj9aMfeH38+ONB7fb149sfHFwTRAKJ2P3csRF3QjLCkNOf1Fm7HdeG4h+vqH//4+/fPY9vJ89nIfu6qmrahPG6Pv9/oyfPxOKgB33Gf/bioGHUNJnGfXjuyJikewtKh9VjtOjXmZ6E/9djj9H5MPP8WRAga/Yf3iBSjbf8UNHzIu88Aj+vv74mnvCt+hgmRBYuAbDhQCCrkwVacwpoYyWzbf6WbMOnUhcSw8Hmt7v3e+p0fhlbY/OdVGwzU16u5BREtqFmFRRLUm4JUjntE0YLEDPhW/4Hu7BUzxeqsLxJb9rzzh/6TG+e8lK98RXxFhe/Ff1AyK6pRsCxx6WJNJQeTaIBzOt8LjiCSdPlzbFYvrLDpjXJdw+AyPRhLbBjllQ5FMB16ne2qLAWRuvbvK1dV4ZE8o2Au11srBd4JVmJl+5KHOvfb7aDiSoOiu6+Kt2SJGpJv+tv0Rd6rvoajrQgd1LlZGDS/iVbhpMYCv51AIWoLtasjVGxp2YnvN064f9UOI70L1dRUFwZjukL+0r3qpeR+8yE0BcySjJmwlExC6q9MoIpApeDacQzVwQtmM6X+s+b8mJ8hWu2uCuKHIIlAKbZ2jpPCvz+vyY0Pmgo/udrTsbozBu9a5Xy7o2YAu4P52/t1G03OnFg4Nk317Se3ePTbqVDv7xB4Aek+zw4/G+f02rzu13W/I+1DqY86RC6czpOzt89//rmf1O88Cb/1ySS0BLBtWbjDD9/baunqgBldqTRLjET8bMcRJy5zjYCelhzar0NrRGTwP89elf7jusqUnNeeEAKIr0EyTZpRqxzGltBpToU2TDGax+q24IjS5ySdCuoskTS3pzYi7hJWRNtgwf5Ly/nVdXjpru//fSVc9ZtcvRxGiZxw6Io3CHD86dllCsptHzSk14RlRDEqYq2xRGVR4KxX6y8Dcv8krqLMbM8ZyL0cFmZzUR/9o7uctPgdjOr4H3GMdsPL4sdkBxqmosalu97Rsahg/rby6kVQCUBEV0WiWESHfipXrpGYbZVrlYg+exmCClPszFdh/wIJCGOr0vRoAGEi8lZrLaKLNUbWugiDThq/keOhtAgfBSqzhN4veaf0KrktSgZJjH0HkppVThYLIij566Xp2FBk4jU0JaTLJ6aZthVc5s2/sl0otNW85G/oXkhGeI3yptZNVpKE9VuoGXCopxjr/U+tOyuV5UKOs5y1va9ei9FUjbte7aYIS3yKCNCb7OnesRYEQcL/Mu9ZeAdU+gLHExyEaegRkiILoYkIEA4PvEPM7AiF+FqvqVgacBK8B3+XLtwPrSaK6PBg/WnOYmyffz6xobUuhAh4Q0Dy9Bs6q2tLQsUUuXbx4BdSRbMI85q2pNuPcc4DOszvE1onjqigfX8BlvLDmdLvBjZdCDeBGp3t9BGsuficEZ4slsNCUgoF1RCU1DpNSGLNhEAqVutwa3FyxqtyqSbWxM/eog7ryPkTefgL4tjXaZ0hzIR3OZX48m91jXT7dNze0jHMWW0C6zXnrIsYp5AvokTJJdEtZNVkG68gxDddViySFf4Ud6oRZ97Sm9O9qgRqo0eYTAGW5MQe/Wwj5VDgmro5juKf0n2SauGjOezwanCoFicr3lsoYWK8/KxhzbKgdZql2FVQsZfKvj9tC5HPr+h1sdSKEXi1DJv9lY2Q854IS9n43SKWjlgNdzMTI7Rg02bK+Ag6X5pRlgZLDDKVsi0NFnCa+Y9hiHWbjGNsMalinZ2UZZAWTVwE/F708rvkQs4XDBb6wuUoVGh6qkIouDazpnQ50RJ25jRFQpoSPGdudSvceEfZFaSUegWuOk1bYNp6aKsx1O/CzVe1nN5BAmf8BKG80MyKfy+Qzbgu7DlXi4J7X31hi2I7Kmej5S8H99dm7+AAIY5Yz1gseMtg4yJsjHyadJQy0rd14y5hREOfXYgJNeuku0WvtzxDm+IVcm1naR+SlyJw8oM1ghxn5SkVFYonUz0Z1lUVZz86XGlOcu39/C2I4H6/zzmY9yCUuZp0acEbBZOVj+480RA35mpVLw4Lz7KGY2lbqp0WJVnDKoMDe4jhbpMwlcqgw//djbwFBD9LzsiU1fJRe6syADb30NAngPdhoTV0rnH2OrsTMcRSN0PYMuQsjctfahjvdsHUBa0Tcwa6WxUooEH2bCM0ICo2hIXH4r89B46LW7hDGxK+5sRdZL2H3MyT+b3s1qPz1Cg9sq7bsYuoyhS+1SRkATszXOlTSi07SiOVauXB8rO5hGtqh3dkKXqqVoeDM0c7iKB3RRtLfN15CCcy1iEfFBnkaEoiZicyP3NkGTG4RiaImeYV5tDZG1SwHCyYZH+zgJTJg19sVxnTKv/5d43sbdQvYfxbNJdWEeKHQU0y6kkJIrN4lpbHcaDHK3wdjb9DWB9eTMmGsx5MF5tmcsw9LDO6US5RiukrZU8qsRmGmu1eOQDBcLyGjLBoD16gsm21Wr0lGi3p8Ximbd1shp5r/EWSXHgZoRj9jPk2xvrq4goYH41NOmpZqTx+t1FFfTOj+r/HEjXfI8i7i3N6e5ZkNoOH66Qlq9FJMV+DwgB26y6GkHtg6uyptjPQtu56/3t+vY3lnsE2RRuKthHzagemban8yS+vdKnYnuia5nIeGxonc62qLpgbfAYL33vOn/Jh8Mf92k9da2puw4f7FU1rqRgl+aXF9OhFWcgI4nS34uLpO16KIlD96hQe6EgiKSxC4mGNMJgjGl1kJCJEyuBZzdkDPB0jFn6X4LGGOLSoyycNkK3pZNwlHSRqhjg/c5cji/eaK22b7jFN22yhWWizv1eBkmC61igY7IIi5bOYhHdD2CgtNsg16MkqofEJpePHnjaqs2Z1Ib6MJ6fvkQMsDFaIKJ3dlObqfY0zXRLht5bHRvWcMePWGjJHdyBBXaYmwGoZxM255g4jAUq0BW10kbMtkAJZ5xkUzOIO5RHDZcGJmlgQYY61sJNziaQY6oLjR8E1qySNhlBrDTkl92SnpKF5Y8kbHwmfvYFo2Qoemi2JhfpxTAG+kDfI86CDbJQFTzTHJFpAt2mY4Nh6C3df9l/w1Q16DcK9wW3BawrCSneS1znjGIvi2N8f04bFs2hHh3Tz8YgbAQ5bzCsu7WDDM5uA26iIzQazaStJPrCnINKgICIIYhVknuqQ8cB/yJOx99HDMTKHyJ1SsoeUHMzIkG+zR1Siz/K7Uci70RcUdG4MiUpPwQwvfZCJNRBNAV3HSaaP11IrXPO/TvTyFX8RXNgrc8q9BxNR3aHCLMmKko/UyjjQgoYBE0GLSPBLdoLltCKVF+bA+tE+/vGG9PnYUEHwWesnxaU1jtjOdpTiln1nZo3ZfhARhIgK/TlGLUJXYxrWMM3h2zTAWxDPj/sB918aEVjJfr/aFNuwHBLFveDqT1mrWKVVajUDJtXMuSxUZtwjo1N6jdnbsk9KVqgjRqRzhmUYbqqvzQAaiY3YK2fw6bP8S4nPLPMyptGCjHm9t0d4GIxYJ7HMxk9IXvOThpuVllY7L6zhqKdLezGkGC/h0inhoFaNVksgJMoEIWfBvJZIShodLYexieZhOORDvOHAHe/C0/rFA37vJPGGni7zXpDs7UTdfjsinaNln1D2B+nMLHnHYcKcb54908cipes+g4iNmijTsNhfjSoC215FdDWD0S3lgF/hBmdm0dY6BWVn5mWkU0FlwktcteiTw8EXImztsoKc6EN9F4GsmYIXq7FEKuEJXxF2Brgv4MRojCJsQd+JTJXRAeZqM3zG2xgqzVkUeY+WAPvET7JrmNZRHqKC4AiOBSPKvbRVA8oWq/uQAHHwHe64y90YgviOu8mQpSNEiwUPy8sFoEvJiEQ3Pri40YkcpO+AHEKyBQsyU+R4fKfswL/5c1Yds9mMzuG9cVYcHpwpo0gvw32XfKe72nfQCeVLG5Ws9/Zl9s10Ir3HwoEs7EZo5Fl7CtxWjuqh9DIyskYIzHO2g47r+fCu/55VHvkgrwwTjUbDW0hpUZrtxhL3fWF6q4iWS+9B2zmu48Di0HbekCd+Y7Jz2j45W2gGW8D9cY9GpBqJsuq5F5UBo9J+Kw/llGRnxWsHvQFSNS3FtZLCo5EWDmxUuEcQBWkOWHMZzW+FkZADe5a1dJ3aWtLcv8FjCIBPHfsQ5UAannUPjxxi2UePjm5Qa6S4DU4xc2G8VbhE1g6FxslFVnajYPEfGhMyNYWEbPBN7Z3eNrtDnniHw8x2a7gFRqVMvtla4jq20pTM9f2+dfEFBQp0g+d35ETScuwlXCxMN+9wyDhDHqK9MLDGb4ZGbFL2+Yb/4uu1ThKQmgVq7aMcxRDI4wPxHEE0xVagAxwWcmR3dPWWRDEZpd9G2EGn9+6dsUM0ythVcy3wABfGhoBin0341ZkJNx+ZTZLAhsMzHZUpm2EZPlZa2xK8pCjKm24Fcqo/OHg8oTLybpRlKzI9hM0JOPAFseP3dVCSQI1TUcuIeBnb16normhxKnxntlQ0vRCZClGIeWsb3gKKsMC66UD6WWOextWdYc2iPAIn8ZlmEUCBCBPiTjDhjO2VDA2I6o1vU2b1HiQiD8pc4X9L0W7WtUuR2fRrm13DUhdkM9/93wtgmoOqAxu9C70s+t3wqP14ZDmDut2Gs1pHOTC/U5N3Bu8ygVLNT0+Lsidnmzr7a1BMp1cGhJMmRGrJKeSPPSq8QHgbmuVVaz6ff79v0kCG5IWJOm/WCKSVIKivHf+1NN66VhiEzku9pct0+lSH2M6s74R5ddkK387vf75htr/vs0wVRg+6SewDET0hxffz8f22mhsHPbLTkCO5zrQXQwZ2AjPn1tPBzeJCATzQqAhBFzM3XFmOykya1/jHvOZmhejM1BzogUaUmbmCjeoBXyM/8epaHftj/aslzCxQRze9msNNT82yo/5JdJWwVBReKd/sP6jaFqpsSHzvjIHR6dedqccv5789uQcfpifYad6qQAf4XNrlkLZmPatMfLI2IP5eNpp4qkkrD1wHZ9ekawwCq4VJ0T/fAsY20JbUz8kb+XVGtQAxQePiXaFVT6LD22nwtqyZ1tYPybk6U4WxijuUuIsJWNbNGTgDU8oSzR/mantnjp1AJoBIiKEiIqGkgDTPKmp4f+gujxqFpe+GvXa4qsjEhzgUyQ4kBWCZmErj+kjM6DuZSFbRchjasgaTqWZU4GydDVoPdtfxa1bnpDhY0sK3nwWOam1XWrL7EGmJtrWWeLvTaK2AxMO7UyuFVuq2p+85J1urMbVnZ7XoYRMTq2Ak0uPq3YIIYV23ZnU05Cw4JtvVCY1As8cLW8SIJyZI/NkvZhZtegEsa0X476ywQIKsXSM9FT+LMxjwRq4Vfym12rOqbhLjx70xDDu8ESwMUJnFBVw6kdHqbqvT65ktwhV3Nze5suls1e/hMq0RVA668xT7xCxDSU+57Z+fNzDc4/ngSOt6XgBE2h7PceLaD0J49vuV5o+rYxcPEr4uxAIkAqrqF7y93x9P2dERXG6O6/VEr2GFbe0kY//++/cf//zauzpdTkrxcpmG7N5Uofp9/OPPsUFR1bZz7FzdoBtfB9rSCVRWjpuYc0kcDd+4sLvv6qHXfQpm0jKOaaH7kmFPm333duHp1PXDaq4B1kHqxua6F6/XGlCPUVhij2k3XoMTt+/Da0veSuRzgXW1MkTjg1eS6jQj2deNKKqNH8SvJx6RW+u3jNTjyrFAV0gSJS9m3klLgDpdIh7IWrK6fVvoIE6JVW/h5C3gzay/WLh4sNrqlLkyAeCTtWB2qf3oxmCIIVMOALBiJUFdw1fxgNmlGfmsOFnR6rSd1VwRqI6pJ8dYaGp40D0QNmvFSNnLxPSvTTlrFccIEmWZqV2pBxOebI6b+Oko2MwZg2gK9J7ZCcGjkKSCkGGcdfy0DLPyNTty+xpX41Psoh2SA9NYGmdVriDGa+Ouyl0Y58mrt3D7UACJwFojolnStDhZUz9LYexe+LEYqkMXkD96avvMJJTe8crbnPQ6g3a372OVCGj3Nn04yk2FaKEbFHmpac69VFu3Oa95Ig7SjmrT3GNTDo8dbUv0OSsZRIAaZ22oglwcWVNBzdveMzZb8OLQQaZbAzLptM1qtLGZcKMmWOCFkzHXuplyks1vZIoRS6AkeaQUwz1InNq2ytjVZnVNFRJebeugtSaxB4H8NYHi8aP5VG2epdsa78boShTWxqvapCe24DWdtyD6uAFC4P75GphRfH09tn2e++fXddvg/DExoH58vQbYxfPjieHb8fl93+a2AVkBMb2+Ptj3P78/jjYb97u+fW+ff1/bFLLC3Pv94/MJJJnrok50blaU6mxX0hrdxNnVfNu5/f3eth2qzoG+cRI6oY/92jnIOB73U4xBCLsswU3VsWVsyxrLMb4yiZBCkwSnMUCPxzX/VxD11h4XG1uOxsx53t7yRJKtJRrtJ8vwHsUJvycTnjmnGne9bkHFiXFRIXAz8vye1mkSUZcasMmkzHhVts5Z60xhdHiImU4fZ7DmDJtMCtbSnrTMHEcpto33Og8htv2973LP+k0kDb1k2Lq32uXAJecIL3g429Cc3yQVXl0w8eyhY9iKLsmCuOQNaQpHjBP1OQTIN5wYltWDX1hzxIe051oOnj1dnSoJYq7P0yvUXmsgKeGmSEkPWcZQXUpgB5+Fbxze1lYbF4sEqzR4vMVKw4pCtDB9oZ5I9x55wDpxJfBhqas5llVuCs57GYIzEoMXeTlBOWdhKUPGy/FanLH7tD/GhSeZTAJiKFb4OlkeCZYaO6DBKZSBCY8ZpLDwKd3rKKcfKqGbgWp5htCAJluNklzTNpWFvdd2PltPDFAu76pSCJRac4oMyCooG4ic/be2DJjK6Kx8NPUSSpme8jIM5W5Q+VTOSXW3f9KmxK2VRu90M8hHeQ1RWoFTn/ABshbZMTwrsKw2dQ9iYDC4e9l52L41R5EbZ3Jm0JmlS/yOtfS4Bdfd3DIDpx8mZtCIvj5vHGarmIEth8LCHBQY6fW4dnCn+/NCr7uez8eFDnh/HCDget4vdLvH68Hx0uN+oXyuty+W5mVFamtoT/e3GNu328cbSuEDg6lDK0s1gYnshW2HETWp6Wf/++c8gUonZYD3obbjllUDAav3W6NNXPqrOKHQoIcxSanW8TCGif7AJZy2b4/Px5E1oggiJLdDEDWZKGULKS5bWRh9p9AXzuzoQg+r7bN8KBDvVBRj0RC266fBPxWvpJLJPoeuA8ARIGYoCylZys0pHc3I2l0HsUAoIi/EmmOxhFUN83RxHLEOY5XuO5Qhsg91XkNkDwmgLGPi3k0JmhZHgBk4boUeudcWC1GyDZEdeGCPfRtfBBUs3qz2zLsXxLlWmhO5JK/kLhYpFrX6a7NFH1rOIOnVx1kFoNMnF1mRbJpA1B3SS1NnMf3izWxrnbrXhvlbV2TBt0NSy6FnE5Iy5hMCLR2bEdLgMXiRLPIodcOArdOW5gVIf2CMNjm4N7SEPqmCRIjSbaLLdsRsH7PJexAqa9Fak8tpLTbI9hiynaCg/d4zGQuqLKlMTchIJjNU8NvEmxI4a3zeNqstTFIenOQaxBb2Kcw3W5n7GKUpJwPGVLIwEpunXaLKS9HLjHCm7FI7LOSokG4+ntcte8dm/1lYZwrpGBqH1PqW9U7EGEO0oIIb5NQRqqBjqiwCXTOB2lAfDEAkvqoBxXjI+EXLEpy9g0kbkkOoUpma8OCcxUJX5uQ0MA1K+QDuLMvS/SxXTtwt8DOMfQJhniOkcImBg7+/NSKOjhFW8wn4BqdNAspgszGe3nX36HdI+zw1ozVuGNMCwL0f8iNbSG9hndAQzuvvP//5r++2IR3XshteoIdAucprVdq8ne/FrBu4uNUT5ZFePAC2aqgS3a99E9rpfrbR3oITfQETeieLp45j5QPx+XQu/zaPedxhw2hJ1JQiQSHvh3Rdc3UUlO98HxJuoi+LUPKB2ILFU8Bysd2G7wVSjf8uElaNIo+21PRGFzW+dZbQCCuvzdnrnDh/tTVIlGtDGfPPAgLttxhmpvRjIke+ok4RRdte12i/VeLaCObRZQyai1O7VzOJpcgHLlK3KWGqX2a+VQa9jZWJZ1eiBZQ7BTMjJjcRMmnh12camQFROvM+DAn52wAC7+J7WanR6NPKl82UZylhymbbdZFLSs/i/m8DgPm4CA1VrUJQe2N8F+/oOeT2QUWPTdBhpe/oshnQsFMiODOUqLSYVo3T034aBsSqajEqW0/0KLKqtTJKosgogAY1kGX6Z4hbQ6qlnHMVJoYbk8VYffd/xunGFxRCpCW1UXt03d4st2PXrrvHrh0kWcbUbPHKmPlwjvUJLydB8Y/AFCfRQ0sLdcb7JrKCpOajh/FOon+iEIajK5NUS6v8LHfTdaSguAxLVXW7Td5JurJa66HTk8V7jl7gr+LJaRiFgerB/yaKyH087OULL9kZ603EiBWhgdo8gjLWfXgqI4TcNq46YiVPqRNcN4rAiHccjIc1oh2t/zpy4BOv42oCfVbvDISCjSU17PIFGWdUgeP9NNHTdIGr8/m60KtGO29tu7+er4+7TjW38UZ6+pYJywzPW7BiLYgghYaWVo6rc3LpujC5u8H6D5M79+cdsvN8fNxvYFzP1wFue38eG0qfoNzk/YTGOYdlTMypmeUNVnNYrPpv8+1C08oqf2bejJ4Ef3oODrcjL9CiHNdq33GER+1+MOr6AmcrW3zZe9Nz3EbOPK8lJMvACtf8vSYF+aO7Yy3cBFAfUIu1JMRk8iT/KOzI1dqtvgRf7ZUkb7I0XUb9rHifVOQJfKYoyZa84TmuipY/9rHMCsLpwuJm19dsYi8+got3JVnYW4w2LdGD9rGtYZID4I6+1mzalI3UttiKbVmOmnjjI/59bAeH8XWc8sg6hwXT5DgNIWTk6/XdyRgLFqhgKKzkZcaM2ltKfzOJtvuSffcwfUjz59kw0bGEur0ZPtytmqWUWm31WEcepvjyPfXB57zXGTW+q09Xea6tjxWVLWbctfIpTVOZLNTDZDt5CqFsWKKnoNhL4lW2Ws+BPT7ouLD5KFIK4Mq3ylrOMw8NmjX7uSfPT86Vn9Z+rmS/DmD0e4z0SqtcMI7Jo554j5nTwjRKKv7KxxBeWHkxkStsJK8ReHJHfK6ODKi+YpvGwmCMRmsBQkcSvM0Da+L2EkuSExnUCNNz7efxFkTHnLfn9/OGzTofX8c559k/v07M37xXd2jyfH28NrT/x8eDGu7r40Ajvj6eHGrdX3ew1P3j+ZYHs8836Cnk5evz8/Par/n59xPC6PXGQL2u+w0XMja3nry1ILUiD7VXLyO30W83CCIsZn09Efj2/LhuUL0+PuY253n/eN76gCC6KJBgrABBdOyeIaL1NZQVsdHIgpgCSOWJldpx39tY5tvnLRUxp43NFq5SglgQWQLkr9Ob+bzrpxdYU85iyKldZbpUOBsVfeRXCwG4VnLVatKvc2dcwQ3FJaILtK5Qz/gbwRRuor9yK8TFKA6qtzKb86eAkJQlndimrhIJem2bE0sHW0ujOd0tm1y9v0YpeEDqWNv6q6utN+ekVL3iNAWsp7fS0FyI/J/PAZvwQG2ZAQcAgvrN+fzHv//xICzVMgTuGZRCCsjqW1P9BWwkgitr3i+nEptwMGdFKHJPUxF7aBmgyqEKRG9eHcmX2JyGRXQ+RUut8vC38J1fmHyJah3+nXNdE7aM2RJf7sEP2sK0N6VCd9eAGV+YuC+95Cj3En51qfKcFU3JVQwjfyoWmQoXcnrtlk+j8VsyUX+lRyW1NDGmtrB5KvO1BuswNRAsCGHtOJU/X5XHIjzWMi79yGhkqGTuEuMVugBT3G0ZHwlxbOZU3pMyAlpZ59QP4+EnxvRiBnS2pL4rmvgro8bhNk0TwBNrRIdOV7jNcfbXJw8I2j8+B6znHh/PBijUx/cHwbk//rzAjfevP3eIutefL4Bgn8+/r9ub4Pufz9fz1lt7Gyu04+of318vQMl94HY8/vHPf/257l/3k6vs2dfbY3eD4itAwDV9MOG037a/fyiIrtf9hvOLnh8Hz+67Xye1susYRjvV7Z2IOFeWirOmQcNKRMt9qKc3/xjAoJNhN5hAjNhv18F47bgf1GECd4rn3xim0Tjop3UBs3kKMXoOFRMQZeOmMIQgVPFhxcyfWNAliaCtGvSbiZTzKBI8YrTAcYRp8fLXJOGsbSWmBW7Q9EsxzQd5mSzSnMkTFQSN13mdnmpYo9plgFu4vfRIKSY/feKdLVj6pukXZk5Z4Oqpm0HRfwGDyWmr/q9hTrSigt5K1ipcdoj91i/5iG/OJstKMZfK1WdYl3Gtbs9//vvP8/Lm2LUSwsxnfjxII2z8I2ajPcudYZNwt+GNJYH27xmfyFx7DUO711usF0UxiRUtqeR/uoYu86dCcF6TO9Z/6Ic3ujCNEFuHNtSZ2PFW53/SqUZHDc9lXZrwxvZF3XMX+4pDaHGl+mVdK0qUCkhx/4Kzbj3yzReTK4naUo7ZeZRxgAPGgjptJE1QHhiZe4pjdOz0YI7D2ElypHRSNrGk+txsJK5FGpNSUKttlVy2/cYoOuUq6BRVH6+f2AcOXuglzjmubtblfnR2URVEZtzEvsDAAns/Uqlp1/CqRDqJ5EqebV4DCsObbaN8GBj253wN7+RtZF03IbcNm3xsg7f9fnB19Lpr1PB47bjuD20iPh4Xgs/7Dqk2394IJIc/IGwfO8TR/fsvDo14XaeH+u7ZM/vcCtjLa+9tnbA2bzsE0ZadTdhwwvUyY5twrxTvHm/iZbMkYyzsM0pRQsicuYtdB3pNE3X7NSVdjL5tOdSQT1AYbpXWnE4V3c7Pp/e4BgNKFUt7E9WNMrwQA3CTizR1GeB1RBb2zpoE4R1fGBP8pYEar6MtfBwm50YcZZzf05fJkBboRoVBfNUFs05UmJPd+1LoS9nz6FqGIv2YZtpRJhjArCICieGMRiY7LTpxxdgoZHjeg88TdA/ctTePz0aYikDvtNG3suH9Qwy59qMo2ZGJf6ga8hJrMik3hSiFJpWlLbgjkXz3fnySJ7SAMfbz+PPvvxcnpv1lX8AiGkkXglgR5vLpwaQTsdngvndqrYVnJX+F8LywXxXOma34op/EdOMHOlCrChJN3rGiAk95BOaLHnTt9AIuEDNJZWYOb31OuoJlG/5DOHkcPk01Z0ZL2evCNguemrImUZUW5E68QC1RHbby0x6OUjKCr+2oCvM8EY+e0g54e5sLqs21ZDgJq+rIaI4RBNn8ij/XpL+3vkwMo0HHWo5m6VO+mIbZrRBptK5oW3QZ6jh4d4Vm4yt8GWbECp1X/PCxZU62t0UVvy/kRXIUMZaJAAoPj5tNMSl+SpQF809LKeGANX3pop14UYMZQfGqUwOt8tqMvfWPP5/H1A7tgKB2gyzxOrySSjIxd8f7vp38TtXCUFqN54wPG9QSS87X/X6nOLouxHVm1OQcxE5Z9GVjBHhJ3EDr7fXPP9dtQaHmpMrqDL48a5+TacMus6NSuyv2iYig12sVMYBoNqDDdiMfjHf+3NDaoX8ZsiRKhweo4qtZLs/CSRa03q9Rh+AeJaWM8UFUoQq3OoSRPimKahqOg7Dgedq8zt2LPEXdir7D2ijRzfjo2so8/uxlvOBfjV3E7sZwly+4IJ19s8csJkYF2ZFr9LvZ63SVAqm2rlcoZ3Rl5yvkLNufcwsxKJBdmNc3Z9j2EAuM0eSUEOCvhAPe6BKIH3dZAbExjDw1C4Mcxlxng5dB9oRf3fPOtU99PvQRb5Y4/6HqbJimBmEgDIWzfo6jo/7/n6rdfZb16s1RW16upTQhZLP59O3Pr49LczFR/oD2DuShqyXl0qjXoi+2O/SQMMmIzn4ZaJFL2PSEXqmvNOzIvBoMwL6BUx2zMHn1wxGtjNrc8BjpJFKRv71q81CzSSeD9vMf0b1gmVWkb81DgSZ/TvioaloMy4GGZMGSg4TizL6dUZhATzSlWDD0HKTg3GPGMTBHhJVG01jQ2n5tWNBE2MPt5LTsfuLuEXpCec98b9vHDxrHZdid1RyBPyzGGn9ieHhBKkKjpLczrQFvMs14gopQT5vPy4lWrwsYvG7fQUcAq9ci2Pjaomaqk9G9fxKtO0LzVXaNufAtRQiVQTuskLhsmzmmftc5YiBS00KTUy6nv3VDHz9CzJNoxWhtVJHPEeRT9m0fBwhE6MBBt/i0rKCoIr2M2l4z1J0ncPNGLU0MuGVnkc7FDffp6/dvLykiU91A1BrpoWHoQ1eXeO1a4LIwxOUf32YFeYTw3ku+IwPeDBQcTyJXW1/NR7Qv5T6/5oLVgc60RwFUHM7uLq5erKZh4thev73S4OUUnHYoIhPQE9I5VcdWj36EyDLlmN23FNG+i6Soc2rFozAW+HcBgaUhyc7EEjtaa/+fb5VpOV51h9L5RVjhHrnny1NoAGeJrph1ppJgGU2ljYWU4CKhytPFQ97jVwWzDSjG2OgojL+wC72kHGUlFWbIL2tIel7IdJy5Yq8CThwkTiluLsImoxOhjZpwX0eVmF3Oso/Q2WZU+fAk0Pr26ePLWB0HYUO2CYUmcpxSVpu3UIuuw9DMbYXQCkK2IKu4TWIrNX196gcsfhbc/Cx5ygeNME7VUWTvZJIOGwo4K337RTMGejp48Vmk348IsyNx25OwPFW3lwBWDPkV8HaDrGM5Xrfq54oxI9aNYSwjnACe5YrfhqeWLCHpR1+VejDMayY1xKd2eSBb8SLEgr0iEgkc5HKQ63Py2ePWVWtGeQwppDlEcaPuDNOjjT+YogwRaT4ccvba7IOPlh0ggKDGYPFZwjYO6cRC06XVgXGGZzsje5XNVfWYImCH8YivoCItv2G+51ig+6wl+QaUWW29toUEsoMS0kSoqzVpTVbSs5aN+FLFwcVmcgjSgbeAQWcVk03dgs0eLVUrpAx1tMHZIOeUcejDvrf+F77ZqziaNe79Py++BebEh0pXKEkd5hBpH3oVJJdvfAjhRUmdArwYilDltVsvcz+B2jWt221A85gPU8Qb15ww4w8E5N9x0DwT0oZFGHKyemOTyh5yEzaAfH7NE6hswHiIpBrsHq6nTDjIYjSGD19N4sF/4MybczcNOJnhymCt3eR5HQ6XmXh3PL1iGdzdhPDCObQkzsO9AmEseE2JGuskfB5FPau8eBdQ3cg/HosjuZRBF/8DWSm6ar2C23BuglDYBtcWR0rctzu/6v09k9OgzhmsMpXQ0k/40+iSK26UZj9zs5Ql9A7hylNigJHc68vXC/rMRDUGxZeVNZKZYMPVgFuSQEhOfMdxviXuZCV1+AzcVuLoSf7vcT6Pa7mpZ+LxuzO6aK/+oKxM1XfkfmnUtekoNBUi+Oi5MJ+i2RD9MzkFWr/Vj/xSUHBJpuGo3ILmiSDSVxUprT9aMDT1oRCqhBrHy5O5FhzFsD/s24ZmJo0jpNREI7GvX1XrGcyuNvQxtKgw8QyrpjZY7PIFfaLPNsaqUNM48vIAar43O5yJoOYeywI8Qq8YOMDU6cbkPcd7C8WSOk3Hdar5SMh01FuRJlIN0Vo+5+4PH7L+tui5aeedblImjKfNh7qmcR1vJbLBWFJvzIpAQRBihOHJFiRsKTvoKKJC0FZInMC9pY7G99//0oH/+DwTKmzH96hz7FbZ5Iln4Y4QRSCJjd1sygmM8kg6yrgdk+2ARtMDkzRZ12sdd7z0w03q/A9PPGtMohPQKkWE02bsESl0QdeGQiEo0lcMR90M5Huwe9eWmk3vs/JSLmzfGLT4Js8W0HWc6U02jFdx3LGpdTTeA6AKhCSix4blHUwILOBgH8eG1CtZbA7Lfra88c1wvgA1MNo6z0RX0jJTVVe1vbFjFpYKKIpX18KmZpC+sN+wD9ysOC4fg0knLaZ1dpASCYtCV3lti5so+q8EBMdl0umQV/DYbPzPvWBy7nvUVCSdsuHwgkVOZRxhivzP/DBsdUGeh9mS25j4XM6CH7x4lA2I75DghnSCYhdZxXfTkaKgyfW2uZWcecuZPVzLYhDUemWQp5vl2Ykjhh6uZ79ZsctDomWHVY1ON1qwRBWpPMCaLGnukEXN4kAPz7kZkWn0AL1LFfS2BSlXnyu35X8MEvIfpy4lrZVEtaDymCtSRNjXFqbEW2PDYFBRWQ2g5mwq8n/BX0BPcDvYN3RRyTnyfIoPx4hj7EOdByJJdWQUd4BZXSdw/cojiK2GIIFIleuAsCHcQ6jibNYsdAOxqziCm2WwTNzUOuzafTljFK3v/6gUfv747IYPZeS0Rx0MwRTaYG5y9RVpi781TGD6RPux2axxNLjKZT2PPYRiUpnwbVkPkotMjYk7ZeA/FtEIWqGouT0+v/YoLs7uEyi3Y6iYQ/U5CAJcZ+8gIpJXFR3hPwM1Y1sqwxWbKvTgaqOpkMD6u0zC2Ux1/VOu2WujUvjrGtxE7j4aCmY2KV7rDCugPE2WPLhCzY5JwqvUa8P6Umvg2xtiBRQnv9jYIbBXDZgivoEq1IqgqmLxSZVVaj18IpD2W/yK65R2yTvRXMULADPDpkHb4ZkwOkeB308+/aljM0oKlVPpOQr8jQzgbEXdrFj0ZwcY1XTgZ4N/JVxRVluztikvOf1MzBz9WEow90L77M2X2fCwJhXtkMi+qmJDaFYXlQCQ05VVIgZUl7+nFp+OM0ZBP2cghJRoRk/2yTUjKDt6n2g5a75NU/ueT36UGSB9ODrGOqDeEmOmo/oq1ZFSh0tjb4pPLJpzOig24hTgBgte07di3dHRnhudsWWIqaVf+651shCvYBLNAsmmO6jBEVmRVwVCRFY9RCe3jCPz3ZONvOw7zCU4pPYALvYjaC2dooakU0jNoRJfEI6bNdcOVchTkPab2hxGN2yDzpYdZnibEhJHNm141YAiEqMJ0hqhpvpKxYCCs5pkH1ACL+EJJsG6IPyki9dMDfLDiGBpiiI+x3w9RRRR9NB1z38KCthTGbRvGkHZiHiUfVDefafesxbyUMG4JUMw9du46kt9pB0dHC11mEbbrh8/Xx2RVZ3aOFgZwM/pGE0Qa4S+GDkWOV9JV/isa9x3ib+TS/g9sLZYWD55Hxsvkm/jETNT88bMAs9EwVDIeS6xDp/9nlU6r16t0uaGmiOuJJBiXRdz/nx4OuUWIvf9X7auRMtpGAb6rHP1gMLy/39KPYf1lkcXNiR1TBI7lmXNjM6z9+P54/U8S7e8tdF3kqUhF8gel2fnAjXFNFWqsUWTJzkcVo4OFktwW3I4fjBCkXQ2ytMsDCn2tpUj3AWcgV2FeUhnGaytnxLo3SDWaUe1BRpDNbPxY2IhuUaUZR3aRFcOZl6YJR9LISmvptWD5VeRifF/vDshvoNXpCeu3fB9tOvu7X2c60vnobDYsTaxSDR+LMG903s/JFoggLy7pCU/CO8NnQ9VbGbXisOABVsCC4sCJg3KBiU2eMgoGVQZZta37U4YdlOoubQMudlEMdel7XNdhktmVWB+BD9mzBF4dDuv67azJpqbZgktqvI0pqNLrQFoiVD+Z7vvC6QyQ0C9wCDV1hA8HvsAqum635/PLVeW7ZEqi/QV344C1rTfEXUXvQ3H9uuj1v0c+ZvJw2+aUFwYaUSpYosKsY9KBvYZrC9Ce7lfB4Wh8Lhz3P3jEaXSp5ZeYXhnTbHwKTmJzUoYmx2OYYYRNqnE9M4iC2oh/8kq4t9D2zBK9Ij0WuGIbKFLumIeiXN4nktFsKQlXpgCASoXZYOxO+IsHNVOWZGo4Mmi+Sx9kMVq9a3Ght9882xsdDzGeXBkQ6/loRTlxMULpq/1hqyIpKzLYe0jFuEzw/Q19FGL4ZXFLVH0X8qpTgskuNz8u+Xz/e7j+efr9+/HztgqIJX0h1BW2HN+lhcYgMsgP5HGapq/w2tazTWWzmr8C9urNenwvJp4AlJqyYXOyKJTe4zgmOnnYTynhsZvNGZ9ohMFZooVx1yEYezvD5sfnRMiiDHdsEMfHx+LNwrvlL6xfC9r8rqcfadwWppxWpFoX+kewqX2jycrdrxtSILZ7HVJ++4oh8dqwa2Y3CXnRg4jE9LHYVSzu6Flj0U54rUHPSpVc+v8/rqWpLsWpy+M+OCVs5ENcV1mVzfJh2YRCv5SyAY605jAoDZdkYfOmDQwrmkmjuoLdMJ3vw87Wls4n+8ffZ/3st240HaQ+3BeEDfdjuOWYW62nqg3C8z5ec1eDmTc/HM9DryK13UrveXjOlsq++vr6/fX17VbZstzQNrmEWjAWI6JcAfiKM0Ttv14zZf7xk+sGE71Nwb9uyhEHbyFqSzRiEQFmOBTbKSEjHcDjWo/wNtBz0THS4oQUXhEOTvFFEHS8l9go/pCEsBQ10CUsF+498er6+Q31l+MYLZA5sSdaRobybVYCLMak3hi1OZiblOa6xJibbGK0bLqE4IiIg1JwCaj6DljXvGIZDqW8dW6RD4Oq6PqVgQc6Yv3Y9wpixOmG+kFFCnDeaqWOp4K1vJLMVmMia18kyKdrOIXuUR8h/rDploYH+f/k7e0KDfGdgtU0+cUC4Js2K2Av6WKGFDHx/65wHHtA9nO9fnz9et9ZGXXIwiPat3zvAqtOXFfLG4qqROUR50rMV5mOkGqR0c+7MxMCgRKW2nZOGnB8ognB/xMZzhphhGMOEmcnlS473QUJgOwK9DeW97eip6eEOQgqFqwli9j5jkRsWsZLD7YTSWdVWG1piRrYVcoQi5Coeamjo96Oo3TIoqthhSI13Mf/qCg3zA3vZTNVwK91f0Co8h3lFS3z5Y+sTLQRQpCueCy5RaQtMCBo00OlfF73iPDpN1sEy8z8i2RxQv+G5spYvzWpC2LoSFngwZFOeCkzErKkrCQBl3qJXYEYxbyNEmgbiV0Gc4YR9+oVsv6oHV4fYHMqauzJsPCrKRs/V1cCi3Rvj2feytlP1/3vffUXz/Pst3K7fVzy7fcPtIJx+hlv79fJdVRnu/HKHWkH+8ZLBnn++dZb3378WtK+qQDstopnc97r1Ot4fl43BFVweCs9O3fHD18tDpr8aPKW9VjK+i2Y7zf29iWIRrX4xi9ju1+jJzSvk2Jn9rSeeJWkSVinn+cyJYAjbnU8nltY5FaWsyOLAmifLbb2e0RjYWaawVWDf1Rye3Q8WiiyogQDVH3WICWRrdRc5qORpSJq78GVzgW0bJVwnEyY70aLoo5Ikusb6BvgpIs4zfY2Qh0XbxCUQtKEcdwfoFzUgUCzbrWEd/GjYqG3wocZnRhiUhpfumU7eiEyilO+AgvC9mRkXBF+1VbDJ+p1SpVSOxJW1kppSX/3GleWHAedLLpSjlfjb5WVgakGIFbETuERsXG7JdIGZ5yODvJJKOKHARegMYIL3VtMxcC7VPBVki3n1+vcWy383FlGJHe0dD0Vrpw3HCfFF/lJWIJr+A4Lo0WJ8T/Geu0ojz/QeOmAtZrduoP5b4E2tEis2VlYGUByUlVDk1CJ0NsThav4I5hCrHPhuuW/+yyXrhAkGStw4zu6guDIZeimAC+2StRNYs8aVVWmGL2BCqPKAN1ZlLoAXAg0zhjWqY21DL8/D0TYUrOULrTSa3urK5Kt8CrxnmC1wocEKKyOehN4vqI+s/60ETG2XE8r5zK4eoacYOhoaPe2BqfZ8P7YtifOHIcJOeti9a7xm6booJ29z7Jbs6eIdMWrPQmwmpKa+Ixj5Aezl/SWM969u4cfLm4RXt21t5Qixae4GejH4yRSnC8syUFeEdEdeJcMx9pmeYv2dN9fAzRHH2O+9k6EzgAd3DdAdnZzmOqhZbjcYIZfd4PJGC67nUOvNv9us37+ByeK3PH637Ni9jxGdw0gEcomMVAXBtElDVDt1qIjOSAsTXOyRNICWOfhgicQHwK8hEVaSCUcbuOMYfcbUO3hsppTlMLH/audlJ4tllcKvSifMJJRpYGDOgNGqnnrZRvS3M0RNtxY14N84kV/ahJXvaCs3E5JVa8SjjioUfqNVXLHiwT6cCr10sM7w7KI9eOF0OK1TT7ReBJSRHY8AGYWYKotZuqifwt6zIBeg19fueam1sTf7JcsVGWjJbwSg6DZA32i07LdCzCt7gktvKgNKY579vcaGIYGertQwmXmLvcKuRagTXCaSa233LuGDzD26zK+GX5MdyamFEeaY0TWi9/ChW9xTGg77QY8NibHfP19d627Xo9G8nbjx/nnged4+pLq9LaFnSwcuFOfiJ4+7pYUwsy2hUOQLS/17ebKBfychzvYL/A92xIk4BSqGOoF6nftKL7T54/SzLAHkf3U8G3K71Rw20Ei9PkGQbP5F8a08GkO92OC2/dj0XtHIi45gQE7sFy9MGql7WlnRVSEv8b2lmrqSTkVlkYY7OQplRdlsfEqLZyhhm83FZtYaiQgKnnIFBi6gC3AUYBHdn5/LSCoqxXrFnoVIPf1K0C/sdWpGWRZHb3xTufO29bYEPOLXBUFUr1YL1pVXUBholSkj9E4upIc8RjaunObXKK9gqKOkc2DNKol06fBguROfVKhVywI1CB7jAC1jyI0sdfqq4EQW0YBvp2LhKgbPv/n7aZw6ZbSoBlTQBbsjSjUX5eq6YZs93Y9umLGC18cczw5/xsxWgGGSHWVrrKywue/3pf17V3SYOwKSVva1ekNQ0XNcihnGzSbjI1TMFm7f1DR2RP1Fo0VMEu3nGw0rkNgz0f4oVcvILZsxX+RgMky4JKQmLZGggHagMhT5RujKgE0q+/EH4NYRjHiWuemARxJ8AzWyrh+rv4YBaN/0fgmlVDpgaoTsmMAGU1v/kKcCjuqiyfV0oURUTU0uh86GTaxUmToj7EUIbrRBU8kUbiugjlVm5bFps+1/0jcRF5tOBiLVfXVitAHXla7DCHopmsa4ElxbhTjVAZIg486Mcxkthu+vagpE1AdXLqBGTMpKm/E3lt3JQ3ypMSalopbV5fXr8/e2vt9fO4HVGOx/t9rJEiNLbu2j3nTJoSXcs8RdznC8sqJKUQ/FFIA3CCMXoUs30g0uxZP/SO7EtHa44QJ0z2HzNN64BPSTQ6jlInXMj/wb3oeR6mx0npk4udQBspUrh2CijjdGdvUF675sRrSmK/pq6ZeYqtg8H1DLs4N3LmOYohzeKaaAlR4dDGgaL1hoJGgNnD6C6i8aYAtrBENJlCkGuV2NmGMksvH9fOP3J8SiV6mrssS6DTpK2YsRpc1MlY05N1zHfGTfZZSrdNeR2lEvQJlz6088RYd2sjJkZtVia+ikcwa4t+B+1M8gBxrROdUJzW9yS0uGjoP9vlH74czgjaKT1DfbvWZVvElQNYlHonG2Jd4bOaqHTLAmd6PwmNxLel3mbtOHdkHLat3dHm5/fv33+ePSvCjSLuwHsTWzNpxGovViMbpBPzqUqUI0p0RDX3IIEveiqw/mCWSW/ssoid+jECQWjT9LAohLwYJYq9oGYLduN2RP8XtNIR5W2rrhwLFGZMY2onc7fDl/gk/Z7gPdoOvjl5XJbwWHExE+OnVQ0WpjMPx3xMZtK8nkJUXlp3Yk5K1cs9iBOvPXKkXTNzhzoNHqgInxUjy94i4CgjiJIvflM4m7Gz8KLMX7q/usRJAzBjRsrJX+38mQOU51MmZbKa3ToGd2kd4BfwHMUBJEgKw++SC4MtVlzE1kEqwTUaLElrQ1N0brPAHrGOU2rYEqOnCfHRIfYDP/Rz1K2248zLsbVle5znvtZYwExNiYOC0t0wcPZ+Wq0zq/Ilepa6fk2MCBGN9/AMCfW3ihgFxHpcphghkASwjk8JKUoBSwEss0MzxijiBSZ6E/pHApRy+NhO2rqSimpdlWjysJ1PmpJugxg3VYxAl3CNdVZgZgbkaCtRLJloepOjO14lTz8+XStq6IYYlY4TL9LtaCyAxXucImMJOBh2D6GRKQss1rE0RE7REmycu0U4nFq6cE3Ts9DTkhmgIkqDpEGorNmMFgNPpp5JW8TxKuTVqHzKPNcUD2afUw5BW9QlMDnLiHXqKokZ35By70Ev+q1w0r8Zrtz3yoK7wm+0MXPtnVuRjAip2GAKf4zik9aer3O9IdjzfZVay/56nymH9Xi/ljWs8Xy/9l5TuT6vpba8vD7PVmvff33OO/V2/no/1lt1++dccy37z3tpLe4/P+/ndXglxcxsaaR4kt8GARlYs85y+kn6M5tilKG3vnw+W1la2K6j33PmvG7pud4eR+4p3W0gEIEtx5aiQCEAGUsLTFnDGm97LSGpQva7kiZE8EopI3o7ovDliBT/9ZC3Bd8jmo4VEfZAJlEE40Nx9AC8JjpsUZ8GK170FPWW1axQJFQtXww8+aym9Cv7Sg0eOm91AS2FG8+u9t9JWfQYjFpyBUyydWa61hQ25BgxX+1atZgwNI9FU6vP9yp9ZroZsQgYCWW+Cj0r/1BvhDB9xkTPgVRDykyjnAq/RnwLR2K8h5Wkap1K+LgSL0eiHHiXermzFbQVSgnsU0aNaTDwELKVQ9SAGuB9JqsA5IScopSpjPFkyvmqfhWeDUnox8/nOJ41tLz26721pZ2/XkupsWznufRUqHeXjTXxWIM7vMaKscTKi1MKSMcpE6q+qbgPAA11j9YsS8C4QpCETSo8xhDkWcVzCInDCWHjfKpmnWRB6E0oVR2yrzbsuOmOYYbTU5E2qKszv8vDJmcqDQttvjxRLCgKwnih5MxllMxLYjDGuiETRmWoU0SX8Xgm1Lj7cyTkJbaCLIy5xLgn5oP8DjPH2p2YvOEvwIJ5bArgfLCdVoZaGKWYhzZVQYZZ2d6ktFdIwteCCwTo/akG42J8oKawhPKVeOvJmuNReL+0a/EoPxEgayb6Kd3ETZtC8X8X+t6Uh94fVfe00wMKx8Jak0PgOvM3/1HkrMJnsNEs/TBdaHDrTkJJBUAzG1FzEgtJqn17Xf12HsfrDLWGdt4ptdK368xr6fF4PO61FI7nA9HS4zzuVbNdzx3NgR5H+3f89/DeYy77+1qWJRx/PlvswYolrAWCHcC5DcUbd7GGAecsnVGDKgilewRHtJSl9eN5rDmUfj23tfS1nWfpIYBsEWPs+3X8OxZwGe4vYH9s91Rejq3fa2A7FqoTq7Iy1qhmqeR2BwbUNxaUCtzQN0YU67ZZVVj8crLn4hCkiaPUj46iWGlHOnS25CXwQ0HIR8vs7smaxYaXLFbgqpEigTKnyjEN1I2B2xKcF2aVhfEYuVutmWSkIrFrzAaz5si+k7a9U5oA2KYEm+J6CgWJMFFwRCbceI5mXzAgGYTIBk51buWt1YGhaQeZ/pbhJGgNuzih6SqwYiL7dCKtEpDnouYvLHbaatVpYOShU9YaLKuoDMK0M1ENjjDpCdVHiW77J23X81ivn2s9rzXfUOmvV1qWuj/P1Frf3z+ffc0Mx9g+WCdipkSN4FdkOZAkCp8CDqM/2fwUpZoQPsIZV2ZwkmRtkqytG/ZI8zQmi7KYPcb7SdKy7KWLqetGphLFE4xgnSI7L6JoCaMHP4kOEkGVEf8cpKAhJyUEiSaIHDDhSmF0qYdLFm+gdOFoULRTEBNFGKyaOTgptpzN1Le2azeVS+8jShPI7XyqsAe8Nk590lHk4geLQTiYeCaJA8NYCxSF1SZdd2qki+ip2NXabvL3Zk/S7Te+G9OMjUCSR0BuQZNOoTXjTXOoog76zw2MVvfE16CTZMh3w3XpdJ0RqSDiSqAhAfbhjqvOJIM6nCmVYzVHBxGV34sQPLHqaUxgOs2tcNx3r5mlUiMYTkO0LvaCwxGLOwYuvFwyshGq+AcnoVMHLsSK+/HmLEQhOcRhcYqNeF3KozkKxd0YclrKzAQAY7KaPi2dv3/2srS8UNygL1uAd1gWjNK2pd8jNdG521YRw+KYStsbmh7WlhH8tgUZKjST4L+I/JkM47LX4IDoGyPKN0YUvkUGLDqS+qykxm2VAeI2r/uUpScSW3rMo1rUihPKLfVYUw9TRmBoRMzS9v9KBwKxIKYvVPwvgSBF9gU5FyiNu4kJ7gh4HNqETKDxcQHEWbiQhDwQUXX5DzgikvxEAJiqr+TkKs0WEme2OgQUsKRGbzFccpVXlQxJoCW2HcYeXpgD8ZmhxGl3B/7B6APCI56kQ0ze31SSkiEsD5csebTid560MbRXwIVX93GKKabt15+fx3q927q1VGM838+9UuW3tlaOX5/31jMEIfFtGBhRQkZpRrKDHZtmOh3fD06s+PfEWGf9y6hfFVbobKjSsxMWiZYhcyXtmGNuZ4Oj8QUl0UTyxVE1vhaJ4VaIDtZFmOrsRtc3dr0VSBmjXJe368OVppRnOLPrDIVoBslyEjFa9i9lez8zBiM8PTdDqRRafPIIZ6WzA6DbHlWdnUo/bNTlbUW1FJDvzSLWKl4AQacdNxeHNJ0l9j0nTSJW5BloR+WWvk6ckptGAMquxGdI6lAJNRN4c/qLL0QqnPBhRlAaKYuJ5A4MYkWKW61lXnAVNPWMZwTB58qQEtugbJB341Hq2hIGpl6VCQs2HqZmmWhcjB8NzuTyl6kzwZIbhIEouHHjpDuTTJb7XzVjVX0K3hvTXmBYJYRE6f1+aYvBzr/HDGKnZBRxAoDjNugsYDt0wGzOY74+Pz///Bx9GORdsxfHbydg03NqaIMmE/ez1EpjTpdSUT2uX/9uw/LzbD59xHbZt6npOacsvoWgepe/2WDAooWlfNnqyXG65BjjIVpZX4LttbDmNh3RKGOF40CxjrZOwpIob2WObIS6x+qjiumQCrM2zCoh5jN27jxmmYdt+DMaeh1Lhuj6MURQoWiyvBu4vNX4ltLKo9TWASJslbZi/zySL/ppn1j36ZGqJDiNldRQlCBnUOL1WrPQBJIk6goJc1JYm0lYw2rpCIpVMpXW2U2UBYDjoMzVlRNN3Mftj+9VqngfxXbBCXdMw4Sbd8nThCDlr/O6PQ9/qQ9nH+Ne6H9/XacR56779ev93crSBmE5Y8oEfKrbyiW1AkthB4xoPLRqnnTBVbCtIPfwFJvj7SZvPQnAvKxfJMY9xfpW94HFFCzVsDZUr2hVIbK6/MPFBk3f4NtwR3SKwbdSxHPVAWMSqsX+PXUMNA3Qu65man3M5oHTOsZ7emMLNVeSgmOYjTLtESfjVezqQQoErCEe6Ngd1MwDqEA9zXhgUGLehjWfSlMxxVAeoxpW9+qfWSoztR61j2/4eByJQzHsBNapaP8bThtlLuwoFyED5ksmICBMHX338rr3IDR+GQMwdNYy4GY8DSgfgBkl/auWmFYSbk5E6Fg7wYi+ffz9/fvPx1HrRWxSxZUFDOSBKBHC26ecvbV2QRRUDcKze8/i+Xq/5O9Fp8UD92Z1iSieF7AxyuOoJ+s8/ECDAAMsIrbXOv31/fVsbdMR2RFEyVnVmMtgDSggW/fc17tq0yKTRJKgv038qNbfnFJpqnAViWkrQ94IGqzjGtPQQeRZsb1NKJG+q5sdEA7jF0QnmD6pdK140r75L74V561ZTtq17Q9GW7JacFY5Wp7Vd7AsHDX9kRsmSVhDQYvoRn+KMbKfdpBagGOEVjOXHeoteeBRDnq88zG2O4J0uFAWL4fzXnm1+bD7rpsf+TR4mTO0OWu6yGDkK1Zd4qzapNQiTDC44i5xO/cvk32IOHqXhGY/C0GRwppjKCYJ2WI1l++Dux7UF9KK5exwPnNaDEPdGqYGkIG6PCCFO0njVeqwk738RjGBIWrwBOVvMsBvlguNnkKVV+N0FVdUG8qZhkHo3FusauOQARMww6zcYonIItCaB4CHkWDj/RsUeS8LG3nC9+lhiqUlIOa1Qu8kKKHnQKOdbexh42T3Aj0DDC3riU00gD74b/sNumQIDAXiMCX5IE6pbjRvBPsFJWr+o6vmhGdcvIU5nMQwJjOuZpy1eb3uqdfxE7icCUiBMbUz1LSNxdCb4kTLVdI0Cg9ShHI6z2bHIXohvb0oDbOVhjH0GA2mmDFdfx3SD1Y1EJ/YXz+vRxvREX0Fm28/j9EH2wTyQ9aKCxw7KA/dONKTdD9G3uLfclIHzgsBdKD6kYyOORXzRf2A5YzE2ExXzlCTrf5giqhzIFukYzBSI0x6xWrpFBZ92Mwxqck3W0aB5Ao2mB6JRkAHSLrJSbAePfXyDZuoIILVQ0z1FaGJuuMdflBJ9aARmIqVgOzxZFnJOAHlPXcADEogum5bBYFPyYrheT5tYvroF464cOsFbApnwswvA+61/Ox2DLl5H9kGNw97BVYMsYaU4K8sBA4pVqQJ6o2GVl0UxDBcM6UfdRwQvh1LXq6MA5sFQ731Hg/08EeGp5amkE0lS7ZISXyxUXxGkj7KgDQ1dDIrOM4T8J1Yg5rJpQ90y9DzJWI0LY1YsXxvEfbD8rb56di2I5gEFJ7gMx+IuQhH6X2qTLfYe/tyTC1lHh6cQKSo5kkDwpm43/0xKse2WDyFYg+HS6+YQue37QxxfRdQYopNTbI77E1RbRPqnn0H/4BBoZplW7ujVVPY5aTepTOywqO7Ft0GxIuxsIAZPYKKyibkNsB5NUCtyJOlkVkvqjXHFWlyjzklIMV6zdtLsk6u2EsykIgbCzlLN11gCTsjmpgrFJfsMBQtBsy90BJNBIj4cg978Y+pPxGArDDqf7gN6gsyUqTXZJLrQlQOABdsYYl8KYzGGqbYeYtQEDYEHwwPleIQo/KgziUEFNusRLMlAlOc4DAvVADwjYNEx30W8mY6nqyZ15m8UAv2XCRlE9iXZ6MmNEUB2lIvUYNEQ+SvZAFVWtN53ECnH18IIq9iN0ZovO5V6vO83j8u8SpAglTjUD2dIvU93hEom5owVLzTclV/N8Qgvx3lGJgqBaZe49TzzpOWtLrHyBH6CjkyVBdLqV0Yn9GakrOokbsQ6R75OytmMOY69w4Mmu1Rh0/FFdcOLcour2IWga6INe1zUm0EgQgzDd+27CAi0+90mx5YgmjYOZKTGaSuIhestansxs2cterJO21jogeigxkPcQUdLbu2CgXlZKu6SGLZV9fEBxHF+cLGI+nmmn5Lm2c7FadPjUbjBASYyL7CS4l7y0yrMXoT2jKUskYHBC3xGMFjyQxbI0HWi8+E8kZ5h9mViT0rsK5RL42AwDfew239KnTVbaBqGl57fvvP1nUgOG7DQDZV22tvyeX/P40whVgnUXIrq5BiBQgQGLQORoCHEtRMIchHo+6UMjjZlNm7oGApnv8yTMLG0sGYjvNxS0a08QhkhrVqGgJI0FZyCOw2lDahqXnYRZV1b/61bekzpYpSwFnqhtzSn1XCiNAf2rDRNDWDJXHMXZDULiC5lilNKAlxHvYkmnKNPATpY6zAqO48pGQF26AJKU1TuxGSxfs91qv8FrpVrAXIQ1LByPvDU0NFwAcSX/I3KLIxy0ygcZ00g8mjcrybISxLRqWS44iVfFLEZ+AwAyrb3knMx2HG4yRTO82H3i9d9Of28dffl9fcVw12c3GeME84Ro8t5cu+5rGlRBT3hJVNC1prpdBfnR9HEVE5FTkRW9HTdPMYMl1rGutStFrEmRoxGsrYv6ozxxRYHah84F7et/PdhEPhVZ9bM725eBzwGoZJoytb2n2Zqx8hfmcR8ULuKFgWYtbW6noMpZReinislXI4iExh8qrgw8n3tYM/DVgW1Qx9jWRd3kKyqKhdo4JPJd1nlTZrdavGuPyfOwwYBlW8eCYAW1U7V0sCV+iVpho2QBH2kkrqxsnFQAb3Sa6IawVpm4CQxYDt5rOlGsMmxTeBTsvzwQCJCW2LuZxqVBIPu2oZKHNKtBohw2gCamRHW+uYboXXttscx+PzuXG13YhAsXHCbQc3jhBZNS4PYLkGv4Ed6raYEcGo+3EPELdf65YWV6MWAaKxsfht9lux59akXV7cvW1uiyKM9XnB2h2ixzDsl+GNMB+3w0qGrXhmmZ2bKUFimpbVUpB6HtWgksveIPLs5zJtFdKPqIx+O9c+Nd9h+WV4B7MvzAw6VOQOXVQ8vz/gafAv2G9u2FEB31MMBi0x9B4wnUQ3aTMZZyZPhToHlXwYxEA0gSQuiOaQtTj0JQYIErjtpopaCOGGWVWg9YmJSfwrJqM+VvIwuomTA1Uo8dawGfg0BG8sLv1abCvZZ/ZN6rUM/xx/46HWjIYRmvZttr3Gb2Ox2GeU78V1/E4MFy2wpmF2pzXCdU2RBnf1g3mvx/2vvz+PxxX08YIS6fs4LiiFs6/9FnBTy7F///V5r/sqRoR86TSpANZy33FQ8JrIMvq7JJCMAoiiB2Fy3o25qm1UVaxk8zecMO7MfNHubEOj1RpGszgGulm0UWqlwk/zZxliN4FcS0xBqo5Or+oMobn1nn6BYwx0soMwCqDGPrj4ANzBZPOoUIouCLXuhEKD2Oag7oouqIoht4K38AMt6gVGxjzsMvLofGpzMhmjEAonzbbtSyLiTeqkBTqHprD3UA7mNwcuIZmdDfou3QOS4RPIrqhzO6ovm3bxUKzHjI+T6005YYiT2nlQn08TiKUrC15qwlW5kamytkhXwErvvlcKbVEVug2ZYaVRxwwlAqMdBZlFrmxROb1hdGnK2Rr4ePx8wgB7PVeo6c77WYO7PJ6w6g5HoRj34aYTlHm9nZjej9c5OdF4/gkkhefRR536LqPOk272haxIpIWoIKDL2gOSZCEF7zBDsxNaH8vz8lsHI+J8GffHGRbh5w0B97bzcR60DsU4ppgimkm3mrhGeH0DNcrRjJ+GJ1pdO6wEagAokA95j0jo2+dJL0JT0Nqs+4h6GuLLsfjEriw4xR0SddvpcpSQ5KeS21JILUPwug4b7EgzCaBL0s4CofokMfZsKMDVnK4fmCCjdBneGHuF9qASH2QDqxC8NOy0mo31KougzgW1VeBV4T19Ry40LmaR90VckjQZif3Xfawd6GiDBCAoXW4g8DkRKSKHEdNASyJNhXVAr7gtFJCg09TpxlNe84F5DUk/L4MWITFhspESjAcpnKcVBUvwocts+2fflsAvDGyS52Wp83kl3Z6XX/c2+ufXuaxIA7WCy4CvJYhqKXxQWYWlqwrdHypLj7vyamG62aprIH+S3gpAzOts2FlCP2Ect1JQTTbSSkqIMxq647zoORIYYq6jaG4g2RtbbeQFtAPLtNTpI5dKVy15gapUizgPTsyYQ4jn6NVO35npA5xeYeQMNO0Sxi1yUSN1ftLLEN/tmBkEfyX38trY5oooc2SGZMEV/Fn3TBfAIb+m4mJEa8NcLnJ8Lg9kIhGqsiqeV0loGJtx8mUHuME/FMLdwUwb3rAB5DCUEQqnZRZBh5XDdIaqYve+o7lidyvjbBe3qPym45nKZTdqsEvDBS/mKHrcyZTXFWXv6hFjxLMRXE2+HGygHPvr46gDSASgG4/XrV6Z7Ncs6vtaH1/PGLTb4/vjKNtxPL4+RrT285pku6yGyuPrmoLfj81LskZTPu3RSeIlDTV6oUXNMd7UdlK4mifhXXL1Y//5agc2byi53R5ndOh5A+jQOAOFG+m5ehg0LSlX8VpDu4K47+eq5RiapxHtVx4zAyu6QWSFRi+ptJqDYnBfjWJOUJ40OIvsonBiwziomB/c/pMs4N/C87K/uBXqJWPoTf0qFDFxDCb5FZhuKnXxYTqQlWYoXXtvUK8l+GthV6abSIbgxd9RKS2Tl1YiukiOpO0LiVPDKBRIPekSEluvVZvZrLwuSLje1t38LKkJ56TBo0Hd8MDxD5RZsy5W36arRyXNIeOtNq3RtFw4yy0vofRykdd38QPNxQuUgEedJzKGVWxpPfbLfSiE9GsoPs6xnK+vj/steNjt86/P7XhdDx2i9VeBqn/KBp216yKEIjgE4qyUGBM5dpr8YmKJ36AO7tUit2UJWoN6ny5kbJM0o0dXnh3exDtrXlLLBZCEw6xJwo19w2bMN2ue2OsUQyye4IYQj21UzC+1XBSzaiZO3YMEjcPuEpyuPNNyM6XM3rUU1lMKoB7Ae5acRQK+sULL695u83phmbuj2PIuFjlNDq9p5I81AeYFuZTSoDRxn6mtlEM+poQ2NWhyUfAJjzCFeUYCnJu1n5ZLDNINzpIQ4cVOpYOLeguMHjBxjb9x5lvVk7my0KTC1BIKNIJI+dJQoNKmBdWustTXZD3SFQGXGSaEZltkRNsYfefW0C12XbHPihl3Pm5x7vt938KB9brGWv28xcSX6mps4YE5uIDO2HvR1er9BKBgUVOkTBPO93BlUinY6b8f/efrOAYUiHNly0Njo5OdccyHB+sWIgI8nVFliC5YTLJ10zUDJfBODNxBQzX3LhFJPbfuSx+2MeFUshFABf8wNKSzNQoKRSeZu7e5PTM2GrelM6JRSBNQZ4ht66BQgsTCThyJEFvIJaRYr5mKyJUJWG9bqqbxJm89OwaAzcw4zBRyrQBkDjWxu9K1cu62VmNl5KZubv7xSVoj25zan66CqTIpqW4iQInLf4H0lk+dovap0Bf7k4kZNYk9suAXhgCsgQ+WI9XRpoXgnEpBW+jsFnDW4/z6+5LR+7bdH/fX16Pu50lt3lkupdw5noEmXEexDOu8Ck7QRHPHjYdNhTt3GtIdZ/BHzziurLrmGK0uE+QtVXTWjQ8GX8gQb8Ubezms5L5oQ2MxiWqXZAzdYXwxBeJRWm5w2Xte0pEG0NyTYym3tskf+i0M3kSSsvGVx0YCw72FoPV5FMOF2SyAz9KAnfe1tVwbWlcQ3hoi08a/pWeXwK7ELBwUK1J44nvRQvDTMXf+oBBkAwmIInH87KuUSx1u5kD8iLvTZ8VBuAiBZzxt/XGLaBRAc0l1nU3NQjoR85ieLGbcLqgVeyNDv6jP4VbOq7TP4btyxcTsYWa2m9G1Z+P0HjWjK7wwbl96hWmHIiSiz1CpjbodA9qIcdAQ9TgAL1yPQLwGy4EzKPEbA4Y1WOH9+Xy9PhSjdPpHAwWQsoD9xTEGGlveWGRsKBMha50yZvooCR4/lmMNRkT3WltUJJIFZKDkQ9fFfgJ0WNwvx/soaYZpSwpbrdnIrnQxIjFa8SEzIrtienVOxuOPmBF5+yfDykuJB96jp3S8TcRr3bR5oY3rxluM+1ZlA6iZzDQ2TtJ6Y3AMTNQk2cijzvJvtvBWi7oLd8hBVQYbQW3Mpuh9w0bED4xSNuCbld2U53AtCxU3ctrD5R4hJhSvHcTZ1zY1iEN5Fvu6NXJReozjr9z7TJG1oq4SbCS+cQXLe6mh6TW9V2Wyoz0hGmfruH6V9fPvPw+Mi3O94H1eJXjUNkKZV24/f+3begTKgvfWBzO3M7xRtg3N4WBwWg1bwiEin68LpTZUQJM6486V4lTQX4FekL9ghPSe5gm2PWk1lwlmKmld3NQi7L6aEKIWRBgnaBDribyMM1FHe1+rcMQJmYP6D1yygGkfFj/St+jNuBsDVTi+b55fGZSlzGJMFDmxc0DLGMpjVNNyF8+gpySS2vkw8yBzwfxgell52DJElERASe1fHr2dwKRpLWc7BW2nUZWWq018Gyc1Sa4XconWBHYqR+XGfTWL9App1JeeEeVl9CODO/eQ5pnFL8UIy3iHczgwoU0b3gLO2kvEaykBFfZiboTrdYmXJq656qT4a5CIQnWx3vYCve65QwFx3uAMgcuIU3Tu2MYIDd7A6r9faX/CXuivc8MraAK7X8NTRtbuc7+epEQckrXWUPJwNfi7ea1IRhn9WC5GFMo/R5wcTTppLs2Og0NgO7iqWFZ5nm7kFL1ivKviNiTIGA1yylPjmBFt735EASyEzVTPvV67zUdze0eeRrRwJS+gTYNC1G+K/egBVCqhTG3AiXwmg3S4ZW9BW8VFw5wFOWj7GamEbEiMJ2oVUGHiL1tcqESZHCBW0ahc/xnpTIILzwpHXaTGcPeVqlWdlQe4KPRZH/Ep61kEJWLdgkONgtTzNemw8XcioDiB9G5Ww2MTgXe6ti0kuWg/oEO7L3S53O+J2Y6hDQU6LpHawNq6uSANE+1xFoJCMqJ6HEc7HrErej5ux/58Pb8+7+FQdIHL1fW8LHd+vrZ6YNkG0FuxlWXl5g6+wusFmybcUQC/416RbRtSpa+aas8l2gZT3s97RzrvsXfpvzBKofhnDhOAz5o2x7DgOTduqLZEz6Cf8KKKUFJNdTWujS+sWbTiztitKQxQbebdpUZ0KOOxWknIM+4XaeWtLnMcP1YN80DqrUbgT26OMrc0b7SrJBHxeFiFXGcwh1zWQrdvQB+UjpFbe1NoYA5Ym2QQd9Y+MM2bcomYEBcULgxLO1dG2Gtkb4AnJahUp3rNUrR4kvWqrK5wgRRcR0pONR5a0rt0TJH7M7ivME1Q2Po9Tglo9w00jGuqU8lfyEIVirNWhRXmuSjihaWF6ry1DQl0TQ8ubyCz5cGI1t63j+/HEQFPLyUDULgv+59tKdsFm7WH+Pfx/RxRvuf3awUETd3GsX59vV6vJ2KeioQwcGwld+AV1zHxM7091Bsi3ek+YS8DCufkF1zWHudfX6OFZcRrH1cV1+fz3Ho7AgO1lXHcn/cj0t8eAXZaj9vzdoSH++22BEbCjsisI7aSGqeewH97yTjwsqWrrZz/gvihJ1Hp6+0kUrSg/8DpDIGR/2mPxG6CWA0btnrQPk0Tiksb4pcqgJEilSVGgra9qPi0LxhYm4zW8UnAlxD1alQwImqrRaYd+gv9ZBpE3jLV77ykbTwXMTTkI18YYm6JXtGNjwgK2zzYCiGbjd7o7WqUCbE6pbO2QQ3ysQrH2MZmREEDcPJGOmpUTZaLOIp27ktdZWnt+ysM35S8dJ2VWysGxF5xV1e2nmN9lgz/QFZ0f35+vyJm8XH7+XMxo8/vz+dyrGu/f/95bcv95+fr55pM9Tg+Pp8Q4jVVgWmJsPv5mTaErp270eI75hLFnYbCNeOBmv+LhgpeTykYjygOzMGML4qeMPX/veHMIcaGRznZdwYkBRUi2xYRMZmuPHe9U5m9d7Hdu7YEGDHzDBJHINtFKNMYOlxmNDR9Kj+qTg2ZZmBF5ILdCFcAjcNkGPOhuxIBb45wbtCe6RWtpRJrzJmyAgDeRpW2kxQDN6OjaRnsMwyjmERaUVDRTMih9LROYfE0lFP/K7FdUY7nFVvQX8dg5gsl7T6tLVB3DOi1IlmmsyaJIwkDR2cUC7cTagsLPH/Vk3+WInP14OVtJnPBaVREAd7yPpN5C8uFWo/b1+uI4jwC1Lpu+4W+Hfsq5/NjHQFi/XrATObxeiCIynWOobA8v+5H2dYWNFrANBTnJSpOA16F1GllYKSkjjMqm97f9EGQ8QKkSONCUCBeghEBeTYY0VXXYERHHcft43aMFozodkSi22MfQOH+OLdex3K/9+t67LcViqPzvrcO0NMFnGFZISlRcB/kHyWM49b/Uc21fjGoeO7NTuOlWu9kL6LaDVnjWHGpixNgN0GyrVklzBFfSl+JaYa7iJ4UgsgZkSMhT3WnDRt3CgMyt20FduuFZUYepczErnPwGPIDK5wdpkHRAZptHQgVqutiK4Tc+LcHVVyjL2cAZ6lLkUoBeQy32I09iaQOENPx20r1NPOr0lvJlkC2Czg6ftjvXPrfuWmuq4mAZvW13+jZBG6JhTJRvf38/fff38d+Htevr9sW9jLbtqx1uWwUbut6+/rz1/e9rMf+ebkXBeq2s6IZkan/1FhVnIwk6K4RmnpJN0h1pDbYaXw4kQA5/drEnaSt6Btq+sS2TtyeLtUU7zrEHfspsnLiREiL80Ql946bvUVYUGF8e9eBK2sI7/aqdey/Oe9zKzCj84r7WtpSpgyVYEpPY34FT08zC5kJoJlkSGhUJNWSNWKRHQtdVbLRZkVC26vgWZwpM7HSFkZsDSD5jO9BPEtIKA7dFPuYWqIi1RWGsvcWUbIYDvXuK6RhgGDyhznKq30+JalI9dENoee4XFbH8ayAtfTz0VPkKRMGEhRN1yWnBF7ke6iBZ111/3h++W/7BbTlbpJh3cf3C6yzbCRC27EhWsZxMCxnnKO3hWFSj9DDNSwFA0hBu/uVhzB65BklqGbjdNYmaAPQP+7zgwso5FIUOh2h6wTJgmdlP55/vs+BNSnlzKss2D9hEUZV0AwNEZGhUuhWxm84kCAWp30M9JYCH0B/KcssMKJqRpRYczBKpA9UeuHSgw018M30I5WnKa603RNsMc5RMLzCoYsctKfLZnKABTodSePdfwd2tA9wwnKlHZ01374aU2s+ElTZenDCoFP2BMFT1cQ5MyCe8ktEHpEv74bhVFSMhMbK7YiEpbRrE87cNGEof9JZ4TeppnKWTFptp47cifCosrUU71edDRCQQD94T+/wnJh2djkhH2Mac6J++/z++nzU9Vi+/npuR4cCLsx418fH0veLE318PM513c7Lu+ixeZeW8ol0O2wODZQ0n3RBXPR3+ANVj+/R30w4r8lRFdfPbvVOXBLDDGf9VCF4lIRdQLH01XSXl++KVXMqKMaXi+iB460UextlnEV90ramvqd+9LBFY/CXxT+3gaNAGKEqUaXMuTFNPMTe8XbtR2h6HAc5j+RIVt1jyArxxFrQMxskuDal0K9EDB/9I+h3c2RVwFzbObP36AUhJY0KRwEpYUBwMy1Po8K6Y+WdI6YYuzNRFxNnxX2JMvEKz/QJ8FJ7XMsE2l7UiXuCZ7jmTNNGj/spTYk46fHYxIgXrpFEbljH3XYK5CIneAJeRToXn06TIQl8EY9oE/Wpc5FRZTKWlfXwNbXEX1srijr0Mr1MrZtDQ+BnJcRp364AzN+3YES2Nd0iMmuC3sRlcXw1RKsjyIUQg4zfhrxzU1L+eJqOiV1x3tJqLveIEIxL43UkKm18NMFGbHotCE/HdebzDAqBD1mQEjPmJXiVQRrirCbRsj0ZUR4GkZhUO98QI6Jkmch8Nlqs+DvEXOyU5m4wRRF4FyuY7rNiRG/gkPR1S+QvfFoHK+CrHKAqFKexCp8gIHnU6nu5oYQzUprl2BH3/SXf1aLej/iz4/+5RvNproarHWN07KFeW87n4yjcWqJZd2whRiy9sY0V9xAUxTZ3zMxLWjEDbS5mlXyy4XEakvmB/niDPIG4kyEj8UgcGT8xdXAPqZP+Bf/lFMmInMQ5mbCkt6TNuRJxV+NMC9KR8EyJWQQhQhqQpE7FMxQ3Lb2qsupgWyNMG50c7Ml/2O9vIK8J1pHBVabdtiXKwrOlaJZY094KHTM/29tIu+F3/KWM8JGjVc0lHiGzgGR8LFSqMnyYcOshiq0S2pjd/ekox8YkST6saqmNcy7xDFdijjV3vERtJMiKDS9K3D0JlZVNnIsed7rZnVQYudW4CI5EKuypDeo8MJ5QWrOhRHCMFx09vhlOqSZkyeBonnbAbBrLCewSy8dTQVeVg47E8mh9rLfHfZcbh2gDUaxts1Ezuq40K8YGnLMj+RCFSraRVIcVGcnSbt1r/bcfEb61ifyS4SDHxAnaNnzDbEbSHp/jgiXmY5mLG70bySQzxXcggCUAqheTfGyUyoSAnIWwiZ25pM7K1gvkhIki0APqZlxWpxLjTshcPk147eFHubD2OBy6rfJ4KGuWe3jmL/d4Vk/Pk9GYTGkSm434WjM/Z5ue51yLe75OYcgUq6c/bvzvQ1MNnEzBwctxDEyH7Vh3u8/uOCg0nSfeAygq96fsS8RCux6qoVvOlI8lMLd8BxFPlqXmc2bZrCysVNu/jbRN1pGK5+y/nIJTpapOqAa/8AFzPBlfZkxpXBvyyh2YHEBcJutrU9D8PnsbD5NOi0q4Bn6ecNZFA9fLQDcsV+y/sUZViBx1Y2LZ89E77OkMvYSzPqRHaK0UAC1LJrsT1OwE/ZVYZIEG174qRiWVdp/3Urgy82rJ+XuKo6W6c/RRUtRs9WQgrl2ZEzUHGd8czidPKIZb3GjtbGm3E045+XWRyPYeXZpoBgHJOSejop7Yfxy9OUU1Q7RhCzaEA1rf4l3yOi0MMma6UdRTY1NbNV16o5w8WV/My2QcsquugTwKuyJ76IooM6XmQFpzufBV+WS4AynwWDIX1eaJabI3+n8Z0Vb6Hh1g1tkyZ/9gSIyhjSdyHtQ1RSIHCPJBI+0E5p5g5jTnS4b326Ta9IVXblG3bwJ7aVKohTN4Wpq9GtSuiIeK+yE7552WhiagynmurMQ9dAst+wa1mmxCZy8f2RZ5m4evTTlSbSN6lVG+cGHC7Izru8hk9zzmx8OEzgoCwW0n/9GZYeah6QoWVNa63h/3G+B/yiiSksiGlhMMaIwGWIaVdng6Mr/UFVnraC49QVZ/VyBpSkbKQaur0ia2YsZNNItLHfdKfoHfTSqOU5KMmnQ0XcGqAWdVVhR6k/RKhmTqM5cwGQcnhTrbPjNvd3IOBxPEmoxXSFAsuBRYKXr8h7Pptl2XpCVzBeZUd5tUrSirMsM9txXett+tnvJr2mXQgnQkKxdHUSHNyJDR7MBEQCzTsMRu/mxSN4H9FtLMGkeC/7G2uMG/boxsIbty5ZItkuE612ucQWxli588GyksVahNGh1tVpoL6qEx7dzPCbctrqWlnj/sXaIaCm5o5DsVTF4qLR1nbxGTEU1WVJYdrECI9SCemi3G6TEtZFQ/u6HJf8XhfyYVxzVSZLQD3BTFBLB30Wx2hDFrwaiXyYiGrJwWFF7JJx6f11UlCTQnAN6kFBWVMifKPaK23E50aDJYltNyUAvIPmrrKGNsgB00ezaCnLo047XyVo5kdJnlEgoj1m6kxELGOTXCw+kl8ngWpfKN08khAfiuRhNrn8rBkr6fSGD9grVJJmKp/FfwlZRm7U1kjWFCYqKkmpp+PxXJrKgbmC94KPvzVtXwrSSQVWDHb/JP0/u62ecs0TMZO3FqCyLFoDodZ0XbP7bHxznOz7+u47Xsy/nx/DjBg07oCm5XMK6xr0T7gGgEmCzpsy0QuYPckymnkqt4f0LvivWO6RqfRsc4Eon5d6QEnLz28reSqaXCxHNy3vLoEYdUaEwvp/EfPuqhZemIn1U0yozZKGlAAoYLMa/lOWgG4WWDBbcksQbvYLph2bjgm79ww51bOr1y61ows5w2flHOB7YAG1Zre9NyisszDEQbTqdM0ASmHRzqxtutGekv2WWuNfpErsuYCBl7meldydSApd0N/vnKwrwrCj7hOZHSpW30XC1LfHaZ8FEEXSdDkCEnVTFvDUX9J7JEQyPVxy46zV7YNllCKcFbcslFa/fz8VihINpIxXzeNtB5vkw1eByKf/z8/n5RYjVgcAa8mJ3tEHdkMgllQZGEco5Djoo6R57CG6hV6TAitvXxet03t3ZtFQUlz+PeSTF/Qi9vwV8lhFqykNhl4qx1JKmntxM5wyLg+BsjEvh2v529G7lZiqywM8AnYIatcmukAkvbqJBgtfZPVwhfvtu9ied26HSUGJw6nscK8pRYj7akxn3ecRRJ+9RRYRzFnAr5eA/kFWrm9C/HYBrNPsgaKkJcyLltdsOv4EBbpDCuwM4EAzJIDVdDKrVQsvoiy6aFYfUFUZxLhW6EbEYIR8VRHJv/2sMfXg8G05RpcqdtHS2lHQBzwljKMwbPOcCFeHY9AVtJaLnrfkSVPi4W9Od13L7/fP/8+Vrr7XWBnT76uUfku36e7fHz/ejBn17PZ8DMfXx/BuSpciPuqpG9LdZJKq1jsn15gGdUNOvJJ7yAlN9egSAfnskR6iKHSPVWNF3SM77L7hSak/1zrKqMttIaFG0aGRrzHkZegsiUPpympt6jFzwHra9kE46eFEaKurPIpYwnrQYz9PUiTIClp/6mqnvx19coss0zSP0ybqs2g+XmUOBAQiAsCVgYIjio0cfc0bDjN6b3TrWhpkJSqbG65lxtAktMLLqCTKevhNkPmzGOBWcMVlhuyujYqLBeIb5tls3Avq674LJsmBOFswk2GrVPEAnczeldOUdsipibpRAtzOb4TlsceQ7N0aQ9iESAPjQcLvKiXWOhNIAZKEBZu+/KmBUrPS71Rr8my0rQBFSkHdsgCcZ2RdBgqLi3o3GX9igxOZ8/fz6NBEfnzG7FjdXD5AAGRYf3DKvbLbygmcyKwMK5XdY7SbFWWqAX2/n55+dxpN6+LSs2lDoD8bVlX4nlGbW63t9vy1YkaMHAshjkGvXsxprmHDJCcOvBI1pYe8Ni8NjeGFFdzn2ojL1t0qQVgiMwclxVmCCsI2ZbkDU7Jvk0lIoscB6SWKRJJIWyGOkh4V3aCRtaOsF809ZycADbyAxguVAmdvvHdQ4jWzvbH0iy0gIqwP4hCZlYjfxol2UOc+MQE1idDZFGS2cD+JDSS0Mgi0I8k8ulmAKNGIsDBGPE2Y9oqsnsT2LXDjmyLiSI/wJajtOakI8x+o2sneeQfXZeL3JdxckcCFlOBM9j/brstn9u435f98d9Hx9f9/vrvpzX1fP1PNfz42O/8onw+4+PvZfLfPvbiIwOm5do2j6XocXsQLsoyIq9V9YuQulo6SaPqDoJHeMW242rNrt1sfTRf6hqMHKkkAOYnT+KnQ8Hu22wLUlV0NEqgSiW/pqHRH+Jhyx+OUooLxX0unWe8G+RryeTo1fdv+xFuaKhaErNNnDT2f0kcvf4YDKU1465zB3IuGwpYa7rufmwrdxgokJnaSRD+yMB/yaIO1YvRthmAzHDhlFGBzEUiJKw/Yf64jMGlzFo+Xyxo09FLnZji9tGCPRYZjKZ/OGhmWnh4OktHYRReuZRu7FGWBkBB09fPJVHjQk64hloQI6agPnIRMak6kIOSg1G2dZXqwL0q5eg1G8TGre3e/jchUPoZzi0jvHxeQt00/3zc9nq2G6vZ1R/3D8/qlC4y1Xa4+Ov+7bIRL7JtVkOrGOTJTDN7Vj0YV9/6RUGsTsNaC4j/C4CrD0gG52D04S3+tab58J2/9ivy7GeO6p3nYEIK5P643Y9rlDWYz9l3TvEp2VfyoT9G7UhNyL2oZW1b7SetbTcI1JAolaX2z6aFWkZ5lGaU4TFk91Cbr7/3lGCKd9Ej8horjzmppNNs1OsTwuUxFmhS5LFPuo7qy2n64L7BaOCU5dOAEuarspO3phLxZVqVsgzjQilBmWZALykOWR9co/t8qfoShttLA5luH1Bn/SopiUljQErpfA5Bx+wDGT4GH4pzZAcqCB1bJVPtSp8c8KIDyMvpUuJUrwhX9NvTZiYAxemz1e4LbRtWbZtXe+PAjZz3j8vIWnvL8g/iwTpZayXc/iah/1i2ZxqIpJuLSKF6Zy8Vi44nQ5W83kCizuGhZ9zirESRrikkmUUyTpJiKsZi3prsPlGkzVwc+OyoF22CVXbBzxSTFNvkubIH1rcDKJIJd0HRbD2zYt00nbjExkHV5QUufLKTVG822UdWOcXE0/XrNqeuwIyVXyRCVfnDXeISUqn73gAVA6fwkpA7qRq1LpFrxi5lARn5qGeIw9hKcx2vcRDvxnUyaPP0MR6C6TeEOQzMJZfNix43HWNzWx4XsQFqOJkh9jtSos2Fkg8N7N3gZtEHOmnqKuhN0l/s6fRGMAxrGcSHXe4iaBIKAbvaR4c/fU8ehnHg4yoPr8CkeA4Pz/3rdft/vWKhVy/kBXK1QzX9cexLOHVc9/WRS2liHhxRpgQr5XjtpT1RvyMmyI8QneeNhVxT8pBbg9TjCBZW4/15/MY4Bno3lDXb0Ksjxs+G/9iPRfQ+2XF/gqQFAYYEUCYQErpggmZuBuarYNC7mcXsIIZEc3DwYgMktkEix2/aXQA8zNZlUwLQuqtjGOtbX3rsbaBtLQy1wGtIS7fYqZKE82tUt5hxryfptS4EhWQBypXB6VlWK5hY9vEkkI6cNGMASn1XlxQWpd7gsHDcTtLWetkxe9hq1XguEFebyN9sVicxa6NPuZ4zXYi2f6DbYWP6MIcNA3AN/JVba6PRMrkt/BLzzNIsk3o7HnqCMT7uIIPvc7vP9f437ax7MGAztt97/v9koA+X9t+CUTQ6PZ1Pc5Hr+t5VqU3K1K4hQk7K5tIFIPisPTTxIthkUTyTO8RDghHwqIOhWnL7dl4iszxRu5LikQYNowtb5oMDXa6tr5ZvfzaXJIif8ugqGWaKcx3Wa1idfv0w3FLa0xUGz/YUcy9pK3RmqFPW3oOaQQx7/SKmnOlGBoRZ883jE1V2uemFRCLlxaqSEA6KvMyVWUC/jY336bY/3S58Xu2l2Jqp0ROyFlPi4tthfeb2Xwau2lhIWW6/K09PYv0LEZj9F6rprq9gaYdKqAPmZ6r/DTkBBMzr82wxHhDcGIqtE1VfO1l5Cyyqs6A2i7rhCpMjoWptv3D1nVgxw3jUDbVqbaT7P1vusIvhOftKvGokRQrQJDAR4CeLvGCYsiy7wDi0CJo388zpnlxCnaGzZPruRiR3ZMEJW/UDUdck3WR6+KdJ4GgqphWZU9NO41JUkVTTa4rbmcwouAUxOGKjKKmvH6MM64xTKfhEKmatdASIFTzYvLrUjzLATRi2/fafkH8bGREtQUjqq0R6oszISWbjiy8JzbsdW4bG7nsFuyQdFn7SB8affYDYVcSKoD6Ubr5JqSh/wtpXW1M6/U6hJhoLjisiW/oOvUoGxfk1NBMVO9cU71MPOcxKpvWh0InqSnVqZrxpCbmtC9CgfwaCctYsSSOryzAnVLRymomj18VRLF+4RlafNMsVPRbxu46LEL3BXfmGzzhYqU6wnheUs/rP3/O4/Z4Pr/eZ3l8vV7vfTsf+xHuuva+LV02bY+fr6PXY9uVqBjRzqUaTcLktZf/WyF8BAiZ5KX4xTXmeAYylBfJYt05vPVwSkIpJG9cLoQWQyIib66keM2naXkjpB77SUUUPEkbHU+3UiOO1N//xMuym0RmSLg4GZOKz3RPbZO27BmtJImzTvrkATZm7lN9JrW3hnVV3LuUWhqQijIm7nZfRG+tgWGTAPl2k3DgXQ1L4R1tVDJj6FDCO2SXowBHI2Y0B2LID3CqkSrIcCPwz3p3LH36PuR+VhZIa0nWOzDDphDY0bUMAaQiNeDJqTK6lUA058Fdznq5D7ZpBjiBU0Fp0raNFSagwyGoVyObSMecXptZfEswBAQM8+/XEcCFcPVdqCVNJTXsJm/HhsXtslUIz/D6YEYkQEmhypDFAPjJez7WexSplQZOF1tvCbMLrWYhkBoyibOLSpwwM6Jwbj4WsNBj2L8MW5xSp93ADhvFUESpMqoFsKyt7Llz6n1TsUiQ2vVc6gcj8h7RDQBCwDy1UGKO4e0m6W1Nl0rWAowTGI1FpdS2HCkKsB+m/pskpIQ09mqUKaq6vvFEBUlnHcoyt18THWc6FJEykhhZ00Z/s9IW7yohyYzHlW64hfbB5U0vzdcicEXOZJRazwV+sgKxGK/NeBFH/NRbTPaTWYu3oDKRrlVs3FtTMt8TMTv3iAwk6kVpr5NJTFmS58QZ7xJyu4fjyHFBe1yYPe/jfF/ICt+vc7m/no/7sp2vx+Pnz8WIlnEcG3rN88L42fbzCdgsrfbTvvW4MrUY2VlSCZQpppeb6k2AXKKLzABc3Et17OskjygrfBl2vO9GQmN6q/aABChn9dn0WKMMcpMJz4vrN/2nCoLE9v5e9xHsFD+rVtRyGZIw8xoCeWtGoyw5W/nlsi3hWJEld2yU188VACeu03LDKg0rbU3oNTD2Ixzcssx1Px38egIRKviifzgMuZdO8UTTO/iAO6xzhwsvns7cMGd8gNfqkrhj6rmiiHzyJL+NNJzpTsPZ1PqswSTdQumbGBlUOF5p5TCSReYZmp9h0cnCDP0jGJZRbFeP3qaKdJGn47tOIuVNQHshong8+gr+w4geifs4v9/HfsV/CCT0/rxt4UXh8VhHr2V/3DFUb/cTmifn8xbLV9v7P49B3yxLF56FxXtPuEzLkJ21T2CfLuUQ238AE8hWAESWH727U6kK9+32NxhR28q5BwW6chQ8YTufj2X0UW/PewskotvjHMEkznCgVLbldlsjHdxex/X6l1OxqcSnPaJmUX4911qENuc9IvhCOvchkJE6DOXKVTXbVQ3MbIzuPzrXO2b5VFQw3FSzbkgkLQDSuhgpdZs5REizWvneT0RUKRjGPT+FO5GS68w7hGNn4wWSWsAUjRcsdFG6tjbCY+sQFCINe1rFuXFwGg21k8lhzVM2A0371ejpgipTpj3ZXOpopK2E+slNcnQkDEODyKVXb3txLRMolUSAmQ+q7eVuMkk+T2KP0xWfJ5E5Gzbkmtrt8Xg+yvPfhTX/tY/z+byda7hYDJ/F+3H/+fn+fkLfIYAPj/78+vNzHn1///m+bV1bnuG78f16v8+ykoy3joV9KL6srEdia5b0n4p7ZCRBko2ZaR0t8m3zFbcLwTu5l56wX5q5zD0inBu+kMohONHdGu+bGVUkIX0JpGTq6YpfTYxJ/d3ZonERVzKc9/8oCKQ6zFJFayNx261L5QQhinlv6Uz7A3rT0q73xUtTe1qjZUhZoXV3FsPg2SBEiS/pEXcalaWcvZixWCgZzeOKzAvpkjrzzF9EtUN0hcJ40riQfk1TM1CXAfnBuHNdiI9YCaQKh3bBLXmKmBaKaLx0Riscc/LKl3DudgE7Eeln5hfyWzWj5sogP2SP1pYwI9LiTDMUneFovTfcuDuCfiI2BkYEiWhf6vL+eRx9bLHBevSy3b+/9m2J83spS92eP89t6XV7YMgt2/vfHYwoPJ6ynKCQ3JIYhRpNcK+PSVKckLEQJuhSzt7CaNicRjPybzCauS+6336ERHRdQ6sCsKtftyOUEt7PETLM/RWMqG93bB21OB+1BOjpXsr4zYhGYf1AWuwFJ2TQuFKjQiKqw3tExN4e2CM6e/VmjYCxxyZ7XhizbihLPMNvYiGMOiEw0h5Z9g8C7rGfFQx97cGQZSGYFeEUOc7B/KoSRrY+IDLlfcOWD/EdjAf7VBVeJaB1Wy7l2h0m0YPt+NNQ+RpHlq9bm4b1kipdPjxXyN65+Is7nLQQnwu0zuRIw2yyZKuSArm7zKegoUILpUcEMGBbTUxAx99WGClNWl/D+ny5m60ZZbc71r09/vz7++/P7fbz5/u5LDtM7yA6nXt/vo5rqDz2Y1m3+9f31SeP5evf937sfb0Eog2LA/zWcSXw949XtO1yFe0oPGCq+0qp2HJL5709dVpH0kO5MF5FfNkM/FqFN3R60w2pg/mS/A1JwE0rHs9q1U0ig4g+dOHW6qxbNj3rj6TOClvIFsW5lH5YFutVg5Uih6wSbVZQFpOyDWLY7FL3KmVkMB0bkIWyM0xAX2WVqbCY5Ls1zijdNJAocyvDfoxdfehI4B+pU5B7RYjpluEHEIftiRmDh8NEla25tY/CsQurFbx3UlVY6+ZMcdQqq0YbZTuTmeRmG4saUYnjOJ01o0he2Z2ru72JjUuISGUV6xlbmMdoBpHKRUb3OtyyiJatjVqCHJHWginPlev6uDgOXLHKo+ntvmy1tksS6tFJL0EjJubbPQbV0vtFyGMYXV6SXwschJ12Tx8NglK74+LfuhAiCCiftBmzCxC8qBNfQYpioJ5gZ96vYz9rz8t0Y6v1eLxvR7TE/bFvNbTmwgwKfLZTusQi1NjPukWP5JA3DkOpXI+vyPCobtRSLTZTaNlvay9mRJaISg1GFCUUyjZYDRPGtXAVWpzIfFiiuJzoRRxoIrkIVDq4y+ADVUeet5YPUtHO9twoVMIkpEICwhg7gW94tnuvqb6OTNnU0DbV0k7wf1m4pF3ekORGa9c0a5+miFW3ZFTddoXxlKmr0Mw9khcYkwmdeG9aDfo+IUoTe2SQo9r7K6LP0UECmdBeprcewHJixEN+XBYtWezH6z//+fefP/dxniUcIy4wDYIW3GXG8DrWFaCny3Z7Pc8Qkh6v9Vj7GiYPECVtObLcH4/HXjrFPeY4N0erHW/au6d3p9UsOjeHMXxMOqll07iNc8MHGdAeipuPrewb/efBjOQ2IbVXpZCDCy9BF/JP0z1lxi2d2LptuPX4K6MPzYNwGMxNz/3F+AaeJ0Z3omIYkdVN3DjTsYMwMZdhS+esNaPFGUI1cUl15iM5SrUlT2J6m2C4jgTBKHuU2Tml8GjrUyTjTpvt5S2XxLiNhDKIWlWybGWiqfLHU52NjrUGgXWQxKoNyEeQFMISMQGcNgHnPqGwkgnOETs0ZVTuRg550Rids4aRImitO1wVlr6GH9hH3cOnV1uXMADFMtBxAC/4OkPo3o4jSEPMAjFDhB3RWu9/r1nfOm0zaid5dvdJ5Gxy3T51OuJVOiMkh0yMNfwmPpRbqtR1O7/DjijiH1vknptasZkFy1tgGCAr8pg7jhF1PPVWSZYtoAQ3jjN6lwEl7WAWdkQ7l+Z+M6IQL84Va6UJqG3A1hZn/fmwmXBFoRMgDhcTYc/agg1wQIkUxCs+UaL+IOKaxYw0btfxifP22zI/t2NzXBe8w1sxGr7FH8lcqmZOJ+MKE4cBD50+U+JTo/t5Eq7oVrYSJ1S2XTUuQg43UxseCVKtryfRtDSlg3O+hItzib0UY/0WXmjbhT+1awtpu73fr69n4MbRymj6qh+hW9qXupItxdhZSrlOR7oxWnqav6Az9URzNvQe5d30Fpk8MtGfXXlmozi6rkvx+8RWcVFVGeYtpk8fEBm4SWJvQuhQeOPOaoJjeTOFEzeQ5+ItATuUuAHtrOPIJyZ4Kqwy/wl0a3U0/iRwp4I7V0ja2MYKlFd1JuroiGQCbH7kb/ChX9ljrpEqyyRy3o/VqEjGk4Ad3tV3W0jAcXv5+QS5c3sb/03Rk73jOplGjhiNrsy8Smk5yMk3dzYPcl6rzzh1aNjFIa1XHc64c5CVOTsU2Woqcqfyr78tEwaZhQQ4iXZraVu9XOfcL6197fh8l50fwq/L+Xw+EE1bYp4PiRqmK1oXqbXhViIrtCJhK0KgMxSQtV/sEBrH0vbn63kbELuZ/RB2udigzZC5x6krWyC5Zlv685YIgCfqgDysFLKcyycjwgE+opwaL5Ear22ik0Y4/OisSXq8ShRSR1LTbCkAJV5d/udncI1EKSOheRUpEX/TAwXTiXDKdlzZqUPS6CaWIC7ZiaqWKkiJEjmJoW4VAonmrDqvNSVhBKPRu9D4zMxZpmhax/j5kWhBTyLZSYik0PRUxWfCWu7ArwaZNbdNjTAK/qfTpHadNOnauG7ZCaA7R0bUOtdb+n72sCSaoNw78dntKczHdTk9vC7d8HaqWdeX0IOdZbMhT/rZZSM4nyfpb1l8n22epxZMeukLJpKf5ofzuZ7qh7MrdTZ/Im0BCAvhrodre/nWc8dTKpu6euJl/8ZGtWSQLImjLuW5lKF871fFxXQ2424klcznPqvQ5gqppq0Kprm7xYNZ6Snf5QxITsU+wia3MaY1r43k4nqzKCRQTreYKQeb6HNukcC3dkXhG6ltZ+UVxnYrWXyqCQVk1pbTEQtPQ5lIEmVMwVQPSWilTF/5/4xdOHg/JDDaGfdBYygMPItLPsDP1f1qN8QwrPaObZNeSGfULhAoT3dZJJbXsyI3ntAq8TQJcLEvBD4jzUI64ESxMg+e5/8gqQQmoPzI52ZBaGa+KgiTOKq4qsm8c/bAUQC5tYIPpbIClN6AfMIhBQGye61sw69oP85xFe9o/IXHhoMDJ0mO8bka5+h57VwPc0Ob2bgKk84knqwOE329UA9NeQNXClFg9GR+bWqQ81Wc9akcimpx9FjpYjv2FFCckMelEcZUMtSGo8iWxxn0B+tEBBxkSW5osygLE73qmGDXdgOW0gSDJsq2rfW99W7GFNUd3iJvtxWshGoFWslbBL+NQ+DbsVJNf2+e6i0yZG3rimvaFfoQ1VJ9+pm9ADigyETWOwqdM/d0s+F20Tw/PSX7v2lyhvVvwpGnCOE/oy67q5kJSJSjxGILsE8XRxNNeV5O9JVU8s7vsBWTEX2I+Mk7rXPnb2U5MiHOin1OLFRHRI+V/G45MomjD7vgRii9Nn9J/p3RygduurG77UPK8Gy4z9Z0+ZRP37vK0kuKEuBl98cTDjYrIKvPQh8vUR5SRtet0MCVMBtU1BMBskUNqobnrojsQtlCLZ8yih1wJe6pefp0ILyN6SVv4aEro/KButZOgUjHUjwmwcQ86D1DbTkAcCg7RvSbnY17Nptp7wf1ZCuIj/TewopwSRUWb5TjgiPXRxphMyjbLaHfeWUCO+mW+1iTchCy9AHxM/p6C605C//V2AkC2cbv5BhlOq5LbwgJgGTnFaqXfGw8bsPT5eG5ZPwRM9ubVeq65HUMqjs4b4U0RKbFmfWnFJIwqAPtLWuetEmJ/xY2cqbrsy+HebzfcKUev96aTXJRJ2Rygp6L9Tp1fsqECjMJnjXQu2itZ6gjTeqnc2JTDw/RmpYTTMLiswdB1eYQbdfeX/fteHxfyIp73Zdt2a/XWK8ewVViBZfeUVZM0uplPrTFoq+QhLkoB78R6/2si9QQxQTsDzdRPzXHnKyo5WqmzwnQrzYRrzE1Yku4rKh1xrcnh2y/JOMf8Ji555Be4uZwLIogFwsIpHKkgOPRPrRPia6RyLtM37uDhnV31kzISXyzX04MB+Fms9a8deH3MkDK/yULTKo3e+AYAvREd+oiyROyDSBtJVdLZ4fBhdiYq2x2bzMMWnBo+tsylNhK4UNdqjAurVsjV0NTZk2BixdZDTmvduhMU6EtBhoUQi1YbaeeLCq7jWzD1EAmKfpiQqKrSytI9i2jwUKhFklNmHDB59j6syznjt7EMaNDfAgJk0XYJ9FOZxCP1+vZtfwth6+z+zAHpGYsJIdMR6/mMWima5MCyQ4gvzg8c3K79Lbe7vfTOgXkTEUGSaA3wA7l6m1HkK35vtqqp+GC2cMosQiUzhC1V7qeK9hKom9Da65f9MR9jSg/FFGEBI4wdpNn9oJmiLe5gd9JK7fBS2szGZ5ABiZ426hSKCFOBDUxkCha2M5MYaLicMJl15BOCGR8T/SdBZZRiGek1qrD417dh0XFPXsy1fes47cJdSqRu3y2PqotJ6UJISQ1pQ+k5srYHjisNTQ324xgjGAc+C6fq8njnEv0znzlN634ZKxGuRSCkgIOWSE1+PoeP//5+f55bUvg7j7X2rd2u/Wy9P35/eeL6201fvvt5z8XIxrnNTgeZSMp6uuyno9Lo/u5hUC1ssRzQpiA1DZkS604VxiKNMqMlwSQFCD5CJiCqRMtCvkorueGC96RbhJ9lXC3Ntcyd1QLj2GZYUiNTErXNp8R4pgZP9EtU1gbbZI5U5+SaxgqwtSPdsWQbhi8052XnSg37D34i20hPKCSZoMTIBQ6hzoEdOsScwpn7kgYk85ma6iDRUDs0GJJ/CESTeVbkq51LhJHasjz+dRHMLpznUwIJTL2Zq6PKmxDipaZeW0I8FGM3ySYIXUZ9nO2LN+JSiPbAjKdyrG/0FyFlN0QzNpxLBHaBKXHd3Cw0liZFBjSTBYRUEPxxqy0UoD22pXsK7b6/H73DcS30xf4oArCtoHUWRjYjq3DxQqgidfX3/98F+/aipx4W9GyIn9YfJpBiHox271rpFlUuS7n7J5cIhVRluP29TdATyd2bdR4IjSxvDwL4Gntc4mDq2NDZHHqLFbbD9kntBVloTXXWjIi1cIVLdxAjM6BKn9D5DTTiVA8//CH1/Brp5UDn5NmYFOVtUaZD5zL+RzAXsAC4ERex/wNz9meIiRlqP4Tem2qJgbHXmSCKrM7Kg1a4RSR0vtLgmHartQ6sUaPpiBsSwA0pZORIVHrfhXpIKChT4msppfqpJVaJvouTn1hbK4PG8OplZrGTUIrldWDUEqnbcaKNIjTtRCOssvAgo8R3egJMmRF4uZF+/H89+9CUzi/Xtvx/rldklGgbR91fX19vZY+Hpc69s8eEB+35/t9W8eFg7X35di/4vnRh8xOy+Pn8hvxOlhvxqjqTVq9jTyx4X4axwiw1Xu5qU+L+pyD2AOCZE/VhjEgXWa0kw1VbfgFCxXAolIlPC1I0ETIgHFLCZFbeasUwXc02ARzpz2xKsRPLisYywL0yaaW5Ld2L1EWmtCoi6yy9zXKKtpNReNjPPgVPs7sHZBBoVNc4xGhP3nbac0iAx2Xr0EfZZY3QrlzxK1soXEohN+g4mxrhPGEmM4Wz7bQsYc0aheDmwjalWryvEVqiK12LWp4VBEZnz+qgRSdBiU3+C+orMaQP8EiFVP8X63G/ldk39fijM/LTrcrF1E0pC+z86xDPpq5FmEw7izDscqgr1bwQEzUe7JCXtzG68/XFlid99ejhrjzeJ7R1AGcNeoIe9EWe+S31wPtdXs/gxH1r/88N5p7CXIUfDrIAWTxKqCsueVE6HWKfZLn6gd6FZiDvD5KGrfFZxS+7K9/f+4BRkTLpXbcn2fsGa23W1THdnvetuha1+tYb9nOxxn3daW2RV8FPXfu1IAQrOAqM8kJx4vWrOttKcmIxIeiVW8naL73Q3EY1YlsJ8IJQy79sihcqamy4HU4L/MSb2764E7E1KH7XAuksbo3s6skKquDgYV7h568y57W3BfJqkH6BSbDw9aCBi/4xYi82IVfG6wjvMxuIl5qgMpwkgGcIH8RmoPHLhtkiIYHrSRKJMkqJWAhjucwU5qdOKIYboaEZGic01iPTA2UA6EEnhBnjEQONT4LOWe5X84e3u+9tO1cXt/34/117O/HNq4x8Po6t/X+WM9Ym1tuXz9/AkrhcUlCW6/H/vp69a2Oxg/Wa1A97jeQ71ShA8EDpxHKd8G9SIYz4gItrE0y/UkgWRd+X1g3CTZiCGvNKJQi+Q0M/JLjfeIXKEc1rTllTJaudoyZ6yegZwiEbxv1YEqf1clN1zFWGyGVRQ4mRVfj4ewikJa7R3XzWCUuy2f3qK5Y7mjguLxnWhYEBD3hqDk+QuZVHqZ8zdGinfQUBZm+GRZaVPfKj/u7RQ+bs3lAGAmDX9QZr8UYZSCckKc8ESJHNZKzRNSUF6lnRoS8ID0YpF8TGLWje1rLxoVxSkUGVekAeU7/BXXUR0nr4DjMx1iJjLNwTUf0SMlQxD7W9+sYbYTF6ojd1vf3ve9ruXx83ba+bY/v93q07bjOMbFol4FrLIuXr/88ghF5cnfeaqucoJTRaDIuvufNqYYQUgmBIoqwCUmyDXhV6ROQWGxYhSLLPvqfn/1YWjlvaxD94/E6R6j93W8x3EYYsgLCYV+j5sYZZkb4OGg78Bpa6GWf2KKyTJqDmWsDGon7GfkHI9qmskIzxE8Z6Sj1lwcw3MFAtxBVYTOoQopEA4tt6SVcCSA0YnqfRffeMJJDYynU2UoocVLTRyo+YxVopit+L7lfDD5Xdlr3zjOk1dQWsEbBNJhIH9LokrwfjJGuchFF+3J4NzGxOxL80Bbuc1t7zOf+OFA40TMSPZU/Vd+SHpgM3G1fiG9Z3FbhkQDCF4ZjHyxaN8khHr9AVxzv//yE1doIWJFzX+rreZzLcQU9jmvaU1ZsBPV92V5/3q/3/TivpbrX0elFBevioDQLFG2OFWxEyxVc6aKQPNTxQ2jH8LBeR7eTafvZJAao36s90KRD17UIXhExiiTekXjXSN1twf1uvGxptMJAdl+qzcdUjOc/W0LLKWWXzz6861z55ZwCZN7IdlVak8IAqUr1emEpCRd1/HJPPeYmiC7SU7wpSIGyIpNgTG9paac1AUoVnduWUKumZ6LksWiaidiHM8pBkU6FHyRV3eiPVt72+5q7PAaVp1KcHbsOFjb9DTML9vJJGxEf0hTPrZXmqbSX8eIvURwLE+dz/TK2VgR1xWZHvMGqZ+YhLHrDPEvD2k71fbAgPCbATO0agw7B3y6tvWlMObbC1HFI8+tYv95HdJKLQsMF6zXosP96v++jbGM/zx41uZwnp8Rlhdbc9wXxs/bUUFqn0sjseFW5sombjNBU0a3avz2pMF23Duy7TAwcefYu2Dj++2c/FsJpI8C0yqUrjk2OI4SPVreBZpNnW+ox10EHWRiR+DXcrEELxTMN8fPpGA8SUcTb2nDSbZgnUA294i2+MaRtjQyYhnZ7KU3XmWYgKTLZkhDRrEdHkyvcocPkqp+FL3KBVL5RaBM67fAkC2k6WHrGNMfU++GvcGimJ1e89yEF81R6lGaka9ozaiVLOmSIabMK/zMaM8IP2n26hhUv9WxzD7mlyQ3XWOMfVcjVwIjoWL1+QLZRWIieTyffrZzl+fd1/v332PYA1V735f069se91mOcz6/XWB+P2/12vbwEoXp737fzEnyWo46tbOfz3LjUJ4De8zwNOTDBOBsU8QvmG8LASJ+t3gm2jxSZcwiYfEObJhi2yJVoEK5AeQSFYDo09/eHOH1qeKcKVGqNG+C0pXFf2nT1JS6q6trbhqxZoQl6x1HEc4wPN7IkuUgdrmR8V6q+WGYHVKy09Un0jLQxEE1m6TQsXTgPP1NpmXVmtQjE2uTdTDvZeZoFqWaqD9zaWYSu1IKOjwSpNfRh9anh50FhFqsLTj1YC4lEjxEjPpPJK0F+Og3UphddbUGqhZoA921IpkrBW3c47iIx6/h16t4yZuFAHrxDlNqd06QqZxKYmklVWL5WpmQ06rFfjCik9bF1eO4qRC/px4GZO0zwaEvBKcSGFQRIRPsym6c1Duo24DdNu+X4GP8Z5wqh3Wtwbd/vFXxTSl+B84NkmwSX/dj//qxHj9mmFbwJoMRFzIWpRvRC6VP6GWAEOJH+R7G0kIWOlhli5vi7nrux5rbJiEL94bZjXkMuF0xTXBN8E6RYi2yReUSSHh2NXj0GBwad7Kp/m2ikv38JWORSYNQEskeDWlW+VrIh+24d1EFSbGtMSARAKO0eWeWKHxcAJ0wDErVO7u2b/QchAQ0ddVG1cvynXNaUMqoXzii89WTcFhtq2/F1Q1Wl6Ya4Yu+GKOZynQLXLmerOGtbJC5w9qKcloGEG2dVaj6qfBrLb169CjMfG/oAOaHuz9d9PZ/vy//jXgMq8/G6b6+v+yX7HNuyHo/rfH79fH19vc9rLeG4vd9LX6OfROfdH9/fa13t8JUC1t4ql/HJIxv1dfrCYi7V3rRQLURroaU4CuqFLSu64L337TX7k2/n3qfLtC6sOcNAI/1WWsTuOHFJNDKJ1rYKKuJVfp9yjdYxMCgHofJsLyKrBjn7UeYA2TymYat4rFmm/R7IKbB3tnGxrFJ3TaV//xfNFwXTWUQbRCONc/oij4PY9TAWI4Axcc/P0U2e+E48QRNEmtqEIeWXlo2qkdkTghuqXxhz+F25BOitTaZW5Al5AspUq9oxs/bqxxVpSSTkixonzAlXMdXgizbqPArFS6wwJuVJ7M8xw+K3CzW8LGZLGgUtil7A1TKTwt/QDz293poRayWEpRNDqwLE7JPGWzaSg/Xc2JSvQjKi2EUFqilG4v1xAvHnfl9jbWi/33oHtM8NRsvn4x4ri+NiRMdaF+nQRp+fht7NqPWpPCs0B/zw8WCZOrtz2bbKucqQczmGHVaXqisZUQBj73VgtJ9LNNl6OztIye0ERziv8yiVPlZLgMvtg9oHGAfruQ8kjfYS+BO3TJF5YnVCIqpgJL+UFa6Iy+3kWkfvLINn8+xdXieTxeyY+z5YU7ELQAMXSeeZAfJC4BPkzh0XV7C+RPTpxUkyUe/KAGkzG5vMrueUSFs2gNOcIJMm7RIErWL2G0cr94iYqqIVe1bGWZ1KHCuxVOWCVdBe9gsqwFEhG8Tt0KYClt5z10O+SnGf+hPFOgoTkhJSTGof+Ixd7HjOaRWjLVUXtULsWYr9M9gHPrlRvwXMdl9e//4+A3z+Ef6Gzn6GltwZ26mvn+/YI3o+zq8/t/ef6/TzjOHwfD+OsT2+//x5tN0KqD2md2WkM0u7Ie2EY23ghgaoxAK30bddFNofTYT5X3CRKpK34OKcDqvVTj3if6gELPRcarRNoUTjHqCgeFD5HpWeHvfUktwhYi4igHoL3aGKj1bryNmnN+JOSzMSW7lOZSlKZVG7q0S039OK3Oc0lvo6Ubmz4ymQiDU5ahyzRnCbMxX8icxTE6LbQSHodjSK4xkrV73RSgva2lLvUoUxXMfB7Fj5g+imrF8OS9JP92mVauW5dLzn89+g7PtiYNxubHVmHjyW5xxRq/bgcjam/Tc+TBByYatSG85EAIGNk66RuhhWnBRGhE0aSAIjdmdnQpQlkSNmoRoB+IAbiLWe759X3fd+fv95huLqNae7H3Xbwu1+XWu/poJL6eN4/LyXsPEDIwpJ5URNn7cV/Ps810R1FWMSTJNRzTXFsCuyIuybOpcUoK5GfzqePncwoj/rsbTt+T6PXsfyfp9bX7bQaYoufL9oQO0jUMS3Ugcg6QK39BHB6ri9bkcIMIGdV+0oW06Vo5b3HTlG7dUeKg9yA5GMCGs8oaxAeAdh0WBOT2dTnfZElGHiEseY+Gly/Zd2Mi1NYJsV2O3nTUtwNloyy7GqtEGLjBBBIQeSvLZ71vprWU1O99HFmuEVE/otjq5uBM6B94iDqFrAl9wJ6mDOkhMOumcC1hc4jzDsWM0kBxJjFmOxGwFTfFIJSy3Ye7rMIK9Eh0itOUh9b3/mfN5Jy3WvYBR2P0mymIVUtrEuF0iK4e/h9vfveewBUP/zfoxwk//1dQBu+8+7H2vAYJ3f39vz6/n6fm21H/dLgNq24/nna98Mt4DvJjo/hRAw4AbagoUpkjycm1QOrR1d4hYMPQ5WAVVKBOJs5cUJmj1wNnZpNJt39h2iSiNKJ/A8cJY4Q/TByf2kMSLaE5KN8VlEke0IwEj7FFmt9EVKrrBw/a+dDqt56gT6JXEVioTY1sVzFEEB2IruICShAmGnFy7Tf8wPNR9aPudHaoFu7X7JR2RXhRIkIjMx8Q5zNNAjnAoDoAurxaCNmODgbDeOISkStjFQfItCrvYqlQh+jNlGvUn3VMUClfK8pQ5VhLQ2EGfBoimblGXvLCA5pvgnEmA9MT1dGJqYFANZTIWEVMC3i3TlWV64PetM/fqBmhDSq0ywrP/BmLLv2R4Xp4nRd03mAsX0jPPay/l67UfZyv31iLWJJSShyMl51pjxX3tEzyOqad9RUDCg1vpJMO7g1YQF3nuzV+Tp0wSwpt4/xH0dNlakOCH1MYUBRdzuf/+c21K3x+vceh/9ymCcz9djREWe99ugYz8umUFZYYy6rkSs3zu2idY9io3JBirVTY8LUEzUc4CejvEpEQFd4n4rrOA4qA7f4oraQBDm8BbX5EOJ0zRNN6txt9KqXB6KuFKGDlSpv813+ksgUyaFDW88SViCBJhrshY26gSmLTU9fUp0oz1bwvDanqV7FcTbPKkWXj9UqKob0/mynRJyZTtCD/rcq9GSAi+nY1C6TzKqs0LJ+BH0126YGNsTnWLDZsvmOBthGCGlxkTdIoVZwCSphSSb7fAJ/u/ndsSaW4hN+wX0vu0hMr2fx7oG92nbesU8Xz8/j3F7vK4xU5ZAgv9+B/zhdhQg01tII6sV4Yuv5i799HzLrGFeY5UyhrdVv12domZmi+aWeueVoPBRJby1cQ6isCES0k4Q2A7LVVAjn0zDeS/PYN4Td95bS99QmniSbLIoIOvyrWAmRZJt45y501O9TeLsEilJKzxW2FTecofwA0udHFNE0HuJKLDNE1Qw3RtjO6FkbBRVGd8LeGW4rarTc6ayDbwxmTtGIMoTVFWhiix97co27Xg1Nn7jXRj8yKaDrLCsgbQMQ0m9O+pleKXQm2NE4ZzR3MySBokz7vHoYlmdwft7oj7akUdt6JuMP9rwxzXkPefFe+davE5oDnU7L5uIRyw/lK2ucWwH6Pp2HNjWOI4DkmQ5NvBPzN/D89e/rwMdmVOZtMVr7lgs8r6i3a1UONFhW0dJqrwIcvOfhTdYQBy4Dv6y7d///r1GjxywV8tz35UxzqOPgYJZB3qL/EOgqFJUJwjNhlha4uptmtXLsElMer/RoPVzaQ7o23KXuhGAy2BQtQyjk2p3x7hziViKV9pZNjSQpT6W2d4RqBywbQrZmISlJkPE4mxMoXzigxncEJ/iiTVFhDYkhQcOkmb1KTwufF9yed/ozak/57uCdJhJg/YIEoYv7I/aCaZAmAB1eeTmtH8TiSx7ftVWhvjbB9JkAj56n3VOfUXhJwfFnwGyBR6y7N9/f96hhbAXSkvlKOAp0frLUuN0BQ5tue973dfe1XvQNFEb1n2Q+Ibe1qV+VFWTV+ip3EXGMvff07rXm2uSRRI+fZY2IWG9RyymIYJlV6R6mKvJWuhvuDRx8Q6jOgcf65bfTlgeV6juEZTf0oG4XckWW1e2id31geEzu6SwIYBKz1VqkT6TbPckM5YJvjZUlEwG4Ry8OprPyfdEFuPGNZrweUbmKtY75Wza5XJLOS8IorMr8TfYgJ+kJ+SRnR1nhlbHwKExzNbJsvF6OFWNc/75IQLogffaNIQzqQSQS8yM8jladacRqjx5kUYPlOvBaK7rxHpyciqJ+ru77rGVGDYJmrVK155wCJjSWZ+IXi/HFsvkj0NrPjqka5IgmQL/ZjvHb8Kfo3/N6gtFsw13Inki2VnoUbf1+X7duayRX5RJqqcz5M0aLl3gQJ7kdLSsJqUaCuxTPtgy3DLaF62spdYcUQvAPKe6WrOCKwUNcIqpeIYUxJy8QMd34kgRz7yjNYbUXIiRUiUvGZGOLc8SgXz8kp94p3upvPid239ahacGqGpQg0PMScH9xn9KR9+PmymzaSQZOTDJk2dIfuiOoMuhzFnYMiH0NH7i8U8jD3Xp+ThBnhJ+Tm8dwNvynosIcrst8OgdbkR2QZVqf4nz+7ioAJtal36/j5FgJLL6sI8VPfkQ0BIsJhH/XAvdxcvDPBXhNDefJFSlcaXm4XTM2PzMhJdJNb83JzA9/kzMzMvEPluRIkM2Ysbws6lpnk+M46w/p+oulxUydJ2/YgY+UMRPSpZcreThAiWjmG+zjrWx7WA+Pm9aglTpsSL4yBp3N/uosEzo8ybPiZj3ie6qw3z1swiO/nvRJKN9oNE7f7rOPGTNi0m4a+WXkvn9j0oimsZ00PzbX8sCZUmZeHZBvJJp4P/A++Cw190MEO/a2OZiVULpy61Y+peTir3NvuNxonGLdMcRT7fR/4cBcXJddAGTnt6nWbNpSp7EnTDKJGJ1P6eecHX9GISDajpmaXiN2AZK+FyaG548SERJYYXlQRx6avi/Asq0KNKJhUzF5zgb1LsgNTMfx0tYbh6DV07cR/JJykOyn/WhIOw1wntJVCWENQ6pnybsof/judlSfj31/jx7lW66uZ4ncaUjAd6YX+b64lQ/NRbf78FXEl7dWrc5/kmj9ZbnQlcujFX0FAkJ7MO74dt6hk1pAPp2zMn6ZEJ9MQ6DHvVw64Czxw1iyCPqUF/F9+0KyqjKliDmnNhoUykNacXCUopNkxvjFeCQdL03szZuoT3H5RQ7IpseGaBuErVsRRJYTwaTcLgDpFTkBrWgUhMSc47dObc3QJn6pc0z/M9saYZpPkr+aoaig6U2qctsmFa7e+PWIr6paPbFpJy57pScQl8QZjsSiXNmKT0xTW21ybUT7I/CWlGlfooWrnkfJe9dh7rMSlEXyobJ1HIaqttPwOzptspxcnRn7Q1qLlsoT1zzJAM5o3Yv9lf4PKctqVsugzDf4D5lI9Q7taCpD6IxNymzbWQ/GJEhB4hHnTPNdGZRhgab7fMaZaP4VfGGGc4VJj1nJ8kmR5CkoMN4Psqjxvj0vjYzMqVT8r0gtGLxGO98JFw0Lf4WMi+OKGgPtyJvDpaIqMoXmobOe6JHqxR4ns4bcBJH8K+7Bzla8YXX6lhobBFKQFMiG9kC7nDy81TMyxHteZE/+jlRnf1fY4YKLwa5y/mTh2Y6GOFY9FjgcwX2AKiV3+dGZqJB1wzKr3bPzJjVFLWMxjc3pIC2PS1WzIS6zrpgP8W1j4Xh7MBY4UtKSBMuS51/LffvP++1A7Hnsa8Bpr2L7YitjCG2E7uM191xGG2IXKgKtKDsp9RxOQGSmeowxL/NVS2lpoea2T8Nwtv9OFS+raDrbXJ7aNNaeLorMv2zfYrX6zo+FfGn9ymlrrULdRW8xv2v3pCrSMKkZhiKrjItU/MrUrIG2pcaf97odaPlHqrPTQZOro9cRzPrkz52ojj7f4+CTXKe2VacHAOkBgAGIO9On75dC25+YGmie23A//BeGI2CgM/FObeo9+2c8/z1ipDvveSYLFWEcK4nJHSrp1m5yuglZ94mn5ssP75HwS9hDXOsZz351ovWLJs5t98bsrLqVjvkxVoebJQEwubZIgBLqWGtZ2PbBB6Rx293YX6WnAqGmv287aCJhsBCevqLAusaG5vc3A91a7eulwbibVclk/iI8YC0sCVEf4+N3l56z1xKhlGdfq6xEaUgstJT7qGVbS1pkSEPuapLVhLsiFJZId1AVBi0amKXDGbI1YOV3hAx/QpRqlNwxowjnRA5MTJbVCuhxZMLbzNpfCR3iFr84V1pDs148/9m2Se5p6qrqZcsKLuZTA7XHNIDD/2TjryUpPgQZUZD6jl42m6Lo3kKP232LTR4NVtDV5xYg9sHSWC3CswiJhP33hUX89GLXnRj/fz4wT3OsMcBI1nWP5cv1tdx/rmU5v4+tvV8vF/nElIOEOGWrd8fZyXXOZfaYOOAL44eJkjn7XaLdLb715+f27FQiXDaIo45Z+U0TYU0zjSJls/dEhH6r53VsLYQlZiU2lL3ZNz3Ih0iEC39nolEpp9Sb1ohntmKhbIEp9D+tA0aoRIALUyF42egxJNiCuqtUXfP059RFlZB7d4nIVZGOk5b+gR5z4WgdGygRURLtrnCKBCePuX6FOkTlqDkynAVeI6R7WT6kygkNgC3toaIlFTUUzoPItO0XhpXE+U7/RslJ/E6Y1ZJbmnVbqMrERePq4TrdnmdXJUIyxYkP8SRkP5Gb9AWorKT4sDHsulkOO6OTg9fYqplokKYSFA/RIxAtWdFjo4gaF8LDravxRyzck3k/n7d2iItF2ERY2iNuI1rikmGyArBLTRU/36fR9BMNb+9/LX0/ehDbsT2RboMeryukQMLMAiYvkp695XkpuO8xvbjGLmYWAclnaF5PGQGY07zsOoymZUxZVjF3UgDAy8JZg0wCEDK3fb24RhvcCHyesEiRLQBo0TlM9Tz0G3SPZg37wtkwYELQXVU+P5xb6lMEVKu7G86UtVUy36vjDUXORfDxpUUQ3FlJAUvyaC3sUtQNvRcRfiJfZFv/kZBgTKSiBK0jIXCbYhYacWmM2VZ2gndmJzeWApM1EJXX8gxNOpxFk6jUDtXmTf9UkrVrEG4nRMJywL8SiMZ62G70y68Bovxfe8Jlar3sttAYvt2+R1+//l7r6/X4/W+b/vrsb6fobAQypg94LYvA6FjDyjG93s7wl7oa9nKFtZ1oXH6+v5+h77P7fvPz8/9WAZ0KrvBumBhOuSgns4nrVYWYRrMT1whXhGvgtBT61Cc6Y0wbjTCQftAAl0kKIg7x9BNwDZXYm1MulNmI9PrSFwMujI4hhoDmLWzdvletcjweIsWMiY361wK9J1MH20aU7xWRLOsSVsZtyI2TU+lUhJVYvwgltVdxgVDj3JGbBoEA5ksJh8nyB9rvCIlZ9jJeWy400gR3k1WcU7LrTTtKehH8XF9gLGN7o0MTdjzGKscb7aoIcBYcRXEBceNGkhwomkA5RoA1XULoiLYCayJTwVxVjDeIL5A7Bo/baUNtLZsmgkVj6KqhSqhx5k3mS4bO5+F61YTlaY76jpFe70AfUiZJFjS6+/PbVthESwZiIU7zxjgMvTDBi4KQFOZ43Lc/cS2iaSXfec0bF2pgYoeiE7IfdoATWnsoigxNLy1cmpZlwzTfqg/tYH6cSEYX5PVWB/TKuF531uHXQgkqSuDo8BoAUTzCMOh4HTrrh5KndD1fgeh9BSINTr1MQWatZxG3/5gRKUCM3VobtiogkdAn7Uk9hzW2EqTg9S5fTQkesTnwDUzilRkcgN3ClzRzPgAGIhcSqSmUe2KVvsS4WTxwf5CVjGG3aiUeMfRb/BHW5KKPxonWHQIZr7CLJaNTvQ+DTuNR9ll1YEXFETY2dUbPToKSJKhHpGcFBYNi7igMWVwabqivxUfnwvEtEhNRsTHiIiLfecDPDcH8qlqLdptD1Kxj/vf/zy/ro6NYxm31/14viLg/fl6BIj29zVrq/vSj9vP13F+vW/vr/0o9+f775972c/n+3lb9/3x83OrJSAwKEKIDIZiQyvb1pgHZjlBT1m2CCmeqnMCik+DHb62QWucyQEMcsqicaBEy+lCtQHIacbsOCd91YXfRxRU3idqtUHrPWZA5ji14NhGmObeBfaI1G2Bgm7NmTmRD5pwycu0WmGSJqyD4/XD5tfTkdVniCI23CEHUmvjbBT44FE6I+xCwZk8juVM/irccnNeWaA2F4bvI1eqoDVBwattAtz5SsluHUR+tI5ct8ouSU4Uv+IuDcmWYbZLlj7tZH9DtLeCR0hhTWR8DqkcSd00XqyPHachNY9P8ZxeWQh9RsZGzhus09wn2FTJbG007bkAaS/z5RmkJwUGBF/H+n4fS2Dav++wE32+b9t1e/v+vsWixP3rDaSF5/crOs92ez1HuC39+hsC0YaxVUs57yukwvO2oyb3nbJqVHTIbPsK1sKyNU6K5bkvnTbpT6BrvK1dut3H+fPndoxRbrc1GrBegCuR0f1+C8J8nI/ziJDnDXgMx+PrKk9rYHitR0ai30dwdtQViw7sTGDnsq7l9sV+rsE5xIjsFw/QP6UXgKET+nST5WmPyoA4IvWKeM01M6+de43XyxzkVHhPTW4dYEkJtNUpBPNna8Sb26yGx8e5NAcqEBmakqe26liyrlrVrCxKjv6iZ7Y9ptzUS+KodF3m3gqfasKhdR3EZwCjfdtT2Mf/VK62JGygEr9VdrAnZB0eAfossMwDPfFvAlX3LtK5potHxNJNKl3SznIuFCxLCROBvxdLOVYJSNeQeL360s7n435fx9dPvNrX2+MSmM7jfv1hUvb1tV/DY9x2zK/6/c/fJ+GvRhXRqoIQP7Z1hIKoTJqEmmI9H8s98etJ4YLaT3zqCTjuB3HP+EWAM6ZJlSRUXD4hCiRldR22kGQ+dZYUqkZmswpZ6NO5IDqWF1ITIRAt6g6TSztef0prIK/yTgxCpkgsHIaZYIgJ3JT+XyJmdjkUy/1YYhQSwp0CuQBIyj2YLdAFbGpDjvmH8GwxckShd2sljLDVFfd8Y8xvdWsU05XlymAJEN6+NuwVQI7VtD3Du7kLov3PNE9m+ZXFOZKqiyyPXqwG1utSrIFhvTV8TwTAKF/4VGLUMQMUTKOFAD3MDFlotoeeSBdH+jfvHt45/8+pcF+3AD2NQfj6eRy1HWd4XFnqdr/WFuq+rBeywsWQen/9vFutgazwDEDq7evfLahzP08sVa87ejfsWxfRpyJKRsISf6qmUVVQmTcMXqJNpfZrnJpqG+Tl2AN9e2zL/c655ON1i4aGrNWu5/uyRcwIHzHBMiD64rOyry9yeyNTNUEJ+OOQqFCp623/HzsirJvd9gi1ETyVQeh+Enc0IdWVXZaaWbXirZSEz94UhH+VS+Wp+4KX1QGbzYPSp7rA+RBFLxXNOgnW1UkQcPvoM7pzJy/gr1ACR+oO5MqpjyLOOu9Lvk9DEyNlWubVpxnWO/bT7OXT56MXcGXq6FimLLYklIsaUuZ0ASEibCR+LRsxjrEbMPsHo+NOXt228377/vuO6c7SYyZynI/b9rpGw8L78nrfAxm4P78DtePYH+f6uB0HPLY+XmUPy6P1+nk+z2CHJGLy/hHf6YFkhc9Je8q6/7j5VJwXWdSsxWBeAihMG0bvmwzvFjhcJRsftk4V03fV2vwlP96MsylWYSKFQ4DZaim7VU3/171aLSwhQ0jBTXX98QmXabs0LWRPJR6kyl+zKJ39i0RT41kZdwEM6CHCn1/ufO/VbkRISqvkUtHAhlgJPqrYBkG0NJjTMDSZ+6nNN+Ocqp9WUcj9flWIa6lq896WUfmrPKZKpVYvdKS5L2+jRaxvZIDZUT08O01XzKBaHpwI4q355sAOWCrsj4GuIBT8ihh4QKaGyNyiU1Y1uc7uJn0VjXkyogA97SVA2HpwlmUHRkVZiMK9n7tAuPa1xxR+XY44yIiODZapQbqGDbXlwzHNhdkg9oPKS25ysBAgWGnoWUFktSfuETq2dqx/fmqwgyJJfBc0S3w8D1N6bkSkQwBvV+NA1QsJh/kwcN/oK1Qq1nMdCfEjd0T0RzSVKPBnSyKZQHU8ES1FVjzYTGjVH2vjTEYMzAdFl6lHy6sPxUwaLvPb3iPSOK74TSf/TqMqjbIJn7kYCIz2K170S1NH9t806au/3AhwnKVFS1pPcnzjYNrupQmy4C0qjt40nLEqQWIPaAVaXYbTGwqyknGEAub9nlx+QljdL3wL2cJ+ibzEtyN4JdTw1h5/f57/fo7vf/fj/nq9X/tx3tdgRGtAWL2e6/p8vb6eMRp6QBYe+/sd0D7Xse7XrGg5ry/sl7y+1/P1ujNT9lZDY+l1O5at2YhawiG1JazYJ5U2wg7Ip6SdbnbP3fm8lbwvkLLqQHreLWIShcNSapjSuEoXMZQB9Mu3Vn935IL/zIgynhIyPX0uFD3cnZCGXTfbdY0hOiTpxi+JIbjodELrLEXV8dLbF6TieEgmXPUCeVSBKdHgo+pkuaiprCE7iuaIkm9SHkWJdV2XLuQKNpY2SuRnHvKlzrXZqwjSQ0W6+sTKe0kjeg54OUZFC6nVfmFd8OySSgjWXIMotwkrjQ+yDpGk/RUrQetiaEOtqg6Nnc69KIZJ/0WERPI0UQhH0qtIZZGCuMqt/b1miySyueYLuNcGAAYlGdEYcMWqg84UOrCIyYe4qG3HCJaIJA7U0qVQEsXPiZynCh2IOoIFWRexdwOx9rnBb2OJDQUxqkYkHc+OPRjRwAcFxSKc/QrvP5vmVH0hO67y4bsSg8igVAsxiMqy5lI0hxe6CO+BrGCBKBkRlBV2uXyRL4QutpRWnPNtaxaOuApnx6sYTE3CK2SogiTSyFbK7CXO01gpPWaUStQEiRxQfOC+KAVCaubLhJ2f1dYTg6APWyxSJ+HGlz5qYxXrfXgruyaUl1AMwej5gNI5C2UQRBJboQtrmdkT7WZndXyP7MiDJ1A6haNJnFDtpxQ1PARhsBI+2NfEz45bnNlF+Bbh4qRdhYSYwwyvb+v7cvhw//c1Al/u/v3z9SjH/bnusdO4Pp7h6W49zwC8CmDg59clE12M6XFfj2N7fn1dYNzr7X67MH7u9dyv02tqfWuPKFrs+X69xyZQUymrynugtnLSrdqCeFIeivAW8rx1w/i9+9y0Stko7fN5pI0EhZqZaLKpV8AAS4K0WZuM0TvJ2jKdrCVCnCTaUdTy+JjdKyJvouX0cJMUSbxR8nhLt814C4rYP/2lWytgeriTwqOV96OAZj6GGy8IRx0A3ouiLtoVSojrbl0A729YhyXVX5CW2bttE8leVc9sAaNxE1QTgcS86PoQ+ZPmn6V3fi8dRnIYCIwKA0xYTPYkK8R5isXiCx13nLKRYyBJ5tfzCaSDupCbdX2k9ILsm8k1uftFVgSM60oJqEimtKTzAtd9nQjJK4mCMU9pHEArHsZCQPV6M6Jtuz3OY9uOcDB3hE5beGrdY8w9dqoG3HqAzpyP24E9omviOLA0t1RAzq3oZudtRzWeO2ncfutQQdjPBZQOjCiuVmC/jSJUBcNWQx6ilDKC8iMsbGlCImrH9XC/7QC7fUDbr5yPe93GBsd4wU8j/7UUe2wtV7DRe9Ptdr7u8LS27AuBI4i/yRFUyME71LftBOLYJrICluyi45lEDzCiNLfzQpJtQmV9LE5pnAD5CRc+KKUYi09VPpkmD9aWiQ3BGKgL7yXSoRCq6abmA/IoZhHLztE/cLskiuAfPQL/toNguETNRmw7vCTlSA+uRugzZ5lDyrtE1RpvHamTj+ElO6V85SOWZtP84nQUyo9IIQnpS6KhSk3c4sBJLIladZKI5q6/niZ96W0Z6/e//3wdj39/fv7z3UrZ7+dWjtvr+XrGQujr++spG7q6xNLcdb+Usgn66UKce18lCV25C50betznKn642K/n6Nv2/s+/v3Xr3WwAY3UWGwyFdMoMCe97npXjFO4mlnS+dztZp0yVZmTyJRUHEkZTCds5udTtGKErnMECWmlG8yR19RZIk8IMd106EmVkklF9i8uk6hPiFNUgb1YCI5VqTbGLAal5xsn3a1ZJ61mOxB+3z3n5HXd5rB8cqTmxdONr9TQDo0r+MuIn6P3cBXKLuUVwTqU+3ZuYi5+kRpmJsqFTFV35Ur6tf4haYqGcJjsTk3Rc1PYE7iZ70LiyhoDnI6omIWFTkHOdJs7rIr1VjezmwZ9l4YWVGhZnwKDdiqiu5IBW0VmP/TsY0bG9/zyDEfWv69z7dvsJPaBlf/8Jj61Lff99936Fe/55R7AtVjB6G8t5Iu/3x4l58+2+w77gBgYEfsOpR5eprZ3N7rtsf5JoYioPCcuSEtk2Fx6OW6Bv9zFCSSEozzX5PMJF+NerbX27Ht/CScTFUNetlnrcX+cR9XZ/7CFhnfd9BOG/2JjtrVoR9gIIL52PGG9uva2NnIiMaJugp6eMQnUQ5rQ1W/qkGesE6okz4BNwgftNWAMRhbYXEqxqdcpFHK33sV2PE9VOPk+tIz82SjbD+0HYHojMcuMpykVhU4u3zn+xy3SwzELTvgple/lNI8PihBccttNrhy7Fj+x7qBHyNz6rOTGvCIM8hb4EBDOOwlzFH0ZEM6KakdZq+4Ueh4fWtLM0QRnHdqVpmY3/kjqo1GrP5nYmDnp1PC6U08exvi9OcisrnCeWmNw8lgPL1ieIMnne+v5+YCt0xAoB8K7utWNq9Hqc4IPMDK5AYIh3u93f7+eQAYGW1wWJYP+Rv7zkkxJKXECgaSBMw177coxwlmsJA8S1Isog1lirmiCgPpmIHd2gNrVRynPVelA6CMc5LuXFEq06CA9u/zcymKPrKtFGrjpwSC/aWJG9YFmUg+ZVXZmGDYwPeSrDF4rWDbk7HuHRrJK+DPkpzOmSGKlo4cQGbenbirFJMykypf2JHGnjQtx3blpxBGExUvo+rLEEk1cpNOlnuDLzgR49PlqWC5PeukMraNRUVSC/EveGiUVC3VuIA5N7Fq0TS9azzaalHwlqXqKL7HHNDRD/xujo0/2LLMuYfoPpSdoSaTLdkTlRAsSaYB2y9Cup2oIqAO1yJ2TyRsI/7j/fLUbTRanBiC6WsgWY9fNBiehxP5c9FFhvYL23+xLKZPfQpcagpni87vK/ZYhl4fyTtvKwH0B2K3nYrcZtg/hjNtSaR6/3yYNWhIfWWi6RB4hft9taex/r7Yxg16MN0ccxpL8ptZpGK/ut8avbkCFsglvg08JiLcwZluZSfTsqCAR/vZ+jYrglmAmiJQrE5AcgrYnlY6iTTTVCTlG7dBGCsDXu1Si4ABgKASx4LzQhJSUlhEJW1HSMbi/QYHMd6XIvyf7ImFVckzkIdzZtbTUorF+AgP6GrCbTAaOktbSWbzKo9hZmAlUy+ucfXsz3uWvsP/9O2tD9j8f0FLNLLPIyXSKPWjT4QArBW8hH4/a4b1vFGqy9wIwGiVjr1Ms8+nq7U2tNqLaBrwuZA7NUfD6PKUrEEelNxOYPDY1E9fO9yCLdyyawhFxzC99ZGFyitOmus2tzvttfstRPbedX+Zzdhg8MhpMID/6gPmH0OPVLEEzdteG3k8OxAHFycZC2xPtsZXewETcJeKsnxiA0rrfUDRJnIaHM0o+onyqAQQfsxlvvvRL8UeMp9eDXsBx4RtnHLadQGhNaiyg6Y8OLZ8/TKn/dnf3VYkwqvVF21d6pYctUJm8UpcfbX6hBrpcEuUckKyV4QEcYdzf7L1bGIC+oUNktGUrpu3bTuIZxEmOUYfRxQwwkkeAPLeumvncrj6/neQyvMsReUZs+qiiY8zwoe3EOeDz//n0flPPsysQtyPrEL884KQS2K5xRtjZYFOK0seFkyCN2a+4mtPr1n7/YOLYZmZUZZRRr7FBph0oaVP4ocNfsYGpyjSfusY4xB3xb9kDUS0ZExOuojEREoOxiIA4SpSA2XFec8hKjgjkZHw7Umgp1tQo6bixLm/gEH2jaSMDwQH7rZBEblCARugfvUw8iAfz4xPlnXvjMWRJ+ncEZhKWbcFRpDK/bhDblYdBSKLCY5PCx0ixGWjPO8ScrUnc2w/MAzT9vEKcqK5fqdJwnWZEOcyL5m8R8Ew8k4iBkQbtEjvkuuMzEoPWamLHrRqWhKFsUXY5WQfsESc01QESUaOZkKF96xHtoN/0Z2D/ln2rSRPoMFZVUbHbYBI7mcwXKecBsCt0lQrHepk7d8CV/UnPP8n0iE9qEQS6nlby5mpGfPsEJf98rJrupE1CK6s0sbCKrM2lVjtkd69R1oXtl/RPd1bTTpVI1mp7mxxg9a0Z6jjkqeCROvVOtyUN4mVAhYEEfuqIeSFOrLKUr3s/RkdCkQzzdn/7E5nPnSVbhgjLjDqccJ4K7IbdcLSYem8jxsPSL1jHzc3oe+v4fh6T0ZEI+T2RA0+m6BQPij5afPDw/DyM9VqDKXO9Hl0lxIhtP5RvzoI4zObL+Wy3UfjpEl2EAWt1BSVMhCCP8sp3vb1g4iSjg19BiiOW+az7MtwkOPp2yyI1PHUnx1EOtmxqfHvbPmhA/Td64h2YZJuoYSKTfS7Ne9XXHLBnNtCUcqqm+2pOhUy/OPCyR5CoNXhPziAXemPjQrQpk6K6tMdao2T+Nxe6RN4w9p2dmhBvf+EXidjmMOp+L/+nlweOvemQ6KE5OKzOi0IkbpE0xMx6j9eiHsrd7gdgKWqjusZgZ4Ok8suNqtUpe0fj4eo1A/bqqW3gVgXATicuTbkzL5DdThGzb4h6HwZXTg0QCpCLOwoc+gRmlYMZyp6D3AZ2kEPqx54uRXiJqigX5SAQujT6ElgFCmFRYDGymr0UKf0xHEyqKbqqpqAFLPoBQo+6SzLhVJYib1Yo9GMhkw2K8QYtguSBWllMoJjrrxL/6jz8/1p0rNwe8GOqc9ut/Ctrus7IoULrukoiXcJHWJv2tLeYSJ863z8WSE5YgGdHQJjmoJLzxyIJZiLN2ulovKTgDesxk+ZyIOonDKhzPJWWWOf5kGtFw51k6coqe59GbFh0pXub9fO+Kx5FEITGNpLEus7VpLkM2JD7kUZXHr9vEe0uUVMNQTjR164FmP5HGunuBslw17+5tBKUfaVswvZHyeyXU6XQk2iULkct/2UdwwjFDezFXlrKz4RDVBgNY2Bi9fTCiQ8qE67kMgvuMaDfKPWIy6XuoTIFGOz/XS8kgvPhtQZQAcfoR80FaUeZKjmJZyH+QTRA6RSiMEdkuOfRMXnrwiZ8svsYTorLikbB5hzaW5CsmOYpDIshI10TZGW0zoO/kb87c5mX5v25vPJbtN26ibYsTpeJ277f74/G47/fX6/V83vd9WXoulAnPBVvmnmj5WO9fr3253W+dKi6gm0CzCPPthzfSWdVH24MdJDPaBsUxHERiLNBATX6XzFAazR4UKI2JYS6wkLQlLY17kxQDMzqCyTuuvSRmhWFrOdK1yef82qJYvLBvGP04QC59JcRYS3GaYtqon5IQ7uJCUokyJ/fBzIosfbDvCaaDa86QPsdCwvUyjnI5F2qd5YToE4dXUKMw93w8qZM5j3ud/jMWz5xJK4QEG1nhd6qENs0MMr6pr5cGLcJUGQS1NOHCoe6+FSCiSCEfPdXt5SZKwGousJmaMgWFRK7cGXRmbRsmSWKAx9dggREwORf2lbWNrN1FtlGCdmuZhfX4OXa1xWKZ1S3kLLkbiStrtiQ2ZEqbfMgcJvGMf7GeiPYBkVpx8Izse/ET50S6dLVYWod4VQQL2qFellsrsnTlhPNTFDKD4Tlbw2j2Bl3le13aXki4OzQiVecaEbfbMnyF+vaHRES72FDfRoRm8xzCGLA1ZE9a8ZjvygCK42bc4eG55RCSo8DkQOuMXJd6eKHL3riJQ9lGyoUgV4Sns8dHUSay8oSr6BXfIc5PDpQYTlx4iiyyQJbWFT+pUc710tJRShOfLok8P/NSUtK0KTlxnyGHkTbm8JuIzlTrExXu6Rs/QQVywrSXZXv9i+PP7c9/rtN//pzr/R58aV2CK4yKGNwfsogC+9P9XB9///Nu+8/fv69je71fX49De5n9OH/+PssyN4SupC5/xtvRWvfXl/PENtQGeBQy3a1e3PC+TX63Uv9ah/2lJDPytplk+e7VJVv48DErotmVkBGf0xnTx8y+desk5/Y8B4RbxpeKzGdtUvLET0h4yOEuJTkQaqcp+lY8M5IwXYtg18FKZ5k6s28xJeoTV3gbwyU3T+qntZkNiDzpNUyec4tMuCBKsONpojInqWp8h1pE4uknNcVuQQB4sR98gMPVFmJKQ6PL3C5bzfogbl+8sDRLKWcb0kdIW27vKBkscwqyPQcWnmrwZbgUlcxOjbkgkaAr+aoM8KiqEPkut4IIi2bY7JYgKhOAhc0gupbLKClvpWOGKejZjnLyl3bgoFZYsZPKnMOJsdgFnmGwzsuwYrWUpC2YRMVIcmKodm59EQtYqCcGytmif+OOIT/9EaHeuJt17mXRMd0M+YOqxg/vaQkinoZh2jqEq0iwPM83RAmbVNj2/2VEI1hC2BF17f3IQEcqByWiYS/JIgZO9gDecNHZ7+biNy8RhPmH/rqmF0zaIhSpEMY2qpPRvJWTnh8Z0SpoAJ+r9qxAjl+mQ3EQGYsq8olhYWXorLvS1AdEN/WVdKFqN0KZeT7NXS8b0w98Uy7gP5a7+QFJ6ym242knklbtYVpdEw9+XPf/Zes6EGTHUaiSsyt2mPvfdM0Lxfbsuv8vJ1mWFUAIeNzO7fnPz8/PxYh+wIh+j/s/sd3Hfrvfb8fURzTkKPD1sEQfrGi68OXe67xe+KWP7Xzftsezb4Ozoun1OghqxvnaNt0Dd2QZYkRrXx/vZ53Xup7HNEeuLbrM7fX6eq/LDCemAOo+z/UTSSLFOuvxU3fgq2Q0oLmdJDHVNGiLVO7wiDmJxw/mqYHbpafWLD3dOjETlEWYNSPkO1FH4i7sPBkLqaZy3Ab4mD9VFJUBWEkLZK2fsxV5RTdr5p1OpsCdXLYaENEU+y/MdZX8JwKnj8HMQPIJCAsqJHUzCUjAzHzLOEUCA81lUpMvCLEsqtiZWixak99vwzZhuHxwckzlkc7xRyQmZnAUm9SholFoDYuKpMrckikFDLE2ejEqJzcim1D8mt1gYpuhZP7cqG+ZdDWkmdgSgi5HD2iOiOGBLcEdOEby9xjN8LRENB6iNPil0swtZkPASgqMg9Tg9LHd3q+DUGqlSuWbawls2MEtEnBoldtPDPaaclMZ5JJGEKCAQf4gTps0S05Tav1lIJ3UyLV9xIlCbTH5XztePwH1RQ95wikgn9D30xuJGg9cjhIsZEP2klMXHIN4/GQn2MzC0baK6RDm24xG9DdC67yvtQrxW92fYkeXLV3+CfqgKwQCXThbRuYQdbC0XL3iPOBllHgjVvJTAmxcKcINgTahKs3vh+M0wdO+WThtjv6nAWbooz6hreBwAJxiWtpiX0AFNAXBAbQcpeF6TdNNY2phCKW/muE7lIXQu8uQzascXBkmIP0aZvlXyHFCnizTx32V6LxmRP14rO38/ar7sR/H/dZv92t7PNbnP9/v1/ucf4If/Rzbcgt+tHhVz56w+/H1z/cx7wWwPffXvt2fRJXvy/5+ThWwk8sgH3o9l143rGM3gM4931/Psvbj/fsdyMHhbBeAwF/X9dsmFdR0vL5ee/8Y7wUrXe0WEpWOq+mFUqv2hbM+pIPXKWD26hA6lie5dldpjdVGMmPHHPyaA6JiieFJX2QiYvJyZMdzwF3KQVW9TQ7LNRch6AA10++oTMa1qyp+7KPFQLRnaKsEx4nMmWqm+yXSc15tU+WPby39YJhm4t4Qn5GZyS5RNECf5nRwK6hh+eEgl4AgS+xWomzYSxSnBuNwLnJwVYArgbVFvn3yE/xWpkMLdLWYIRDV0ELsxUdFlejFLPU6VSfj04ZyRb0kli2/6oMhjKNUWna+msN5ogutW973WnQsrlzz+4s6IF2TZOwnlSwqP0Ppd/PeJqcjF7KwZQxcyGSYcdj3UFWZQOadjq7qqSPMt9dtYHChYG1M8MQYDemhPOLtMWAGHexnv79/H6lF6nU/ZvgirHsfAD/dwaIBod9rXOdyizz2oi6DgkUxGNVAoWiM5anpjRfmgvddgJT3DQa6qP02r1FTy3qsI8p53Nalw7UW1bHst3WwVTnGZfOynitU/MHw/M46QAVRIIGayI8o4xFhCwepFXSWC2YdvywvmQXxFKzVbBmlnelkn0YJxyxoQETI4GaNmEVQ6FCusuoJnKbaWorRIhqDvYAqcTLTKUEbEZXrg8sHPIYkTHPwXjVVRY8gLOKAxXtwT2Jqc9gDRdreVqBOY9ifkd6nIokJk6/uJ8cEe13YtZEO49ll7dlZ9IJuy05jCNOC0+7tnW6w8/MdvKQfz9fr9RjRTUEWz+9H3fq8Pp7hlTpfEtMVY+i1DOGCk5LMa718TG/LvpeLaa0fRoS2XtbbUaKHL+t57LfHuc33oxx7Wabb8/W+12l+PI9jn+v+/nm/9mUqo09t29bn+3k/VhDiEJuO1xN91twWmitTr1iTsl0nqViim/e59xgnGWSA/MPupgIWLyJ7VfCvLR0084DhEAR+YU6ULq+K1GAiIVgSLSngSMhEBmdDoObIUNhdxu6MUxLvQngA4Q8M+kXLr9+4D46loC5trLuMnEC0nE8naTX9JHmeISdmcvOginEGBmFGJP7CVIU1F8Uz4e+mEjPbIRmVsvfifocgDxeo3q15AP48KDx90ww7m0gVJLoKjMH2QTJTa4iguMsZh1Ac5IlqnmwEkyraDt5gR1OMQTUxKlV2pW5PFFdORZ/WL408heAmpcWVaqtivum62EgdkJ3lp2Z7MIwmY+oUbMJR78gDRISZohM3+2yhiJKboX59vJalLMvteY9yrvfnGZEV1ucrhO1tfzza0pbt9vVEvAeCnPTx/Oc2sOywr1OBIysoyREo3A2MCNUyx134r5K1EOoZkVlIF6eQiEgtuVm9bwwcmU+s5fz5ObdZs8TAAT+nUXugbi+9woF1icxv9zmojc7HVTIhnuAdy34/FsCEikJHQUYplK+M19nbZIifZERkxMeKzqiFZUtBXnViJoLB7laOWD/3Af0c9NWxydpn4d9mFC3kU8CnykvQRtLmcs6w4GFHAWb2EtGAL2SYH8TsCxYkfVDBK6tW0Gqxx5HggXJ5TgKu3Qra8G25oNi4O/XFtRrFB3tB19muUVk7E+y0ruej1Jnyz4Ei4oqB+dOBqE3vn3++b+Mdks9rBPWH8ue4Qtt93TpjSi1luT1eP9f9nrpPMKL565/ndt7W9RJh9vl4vS4eswtGoxZSt3FxpPkZwbDGUte5lWk/jtsBr6X5ONb1vB0IrrAE3M9920YbW5jjM3j4tD9vGyZPgkq2Dmj8iXgSdxyA1soOR6JLqw2cCIdsGCusIzGpOW28UiOC6SHqNO2IUMlpBpDmVGmhxr1xtOmq1vFuq0nkhoGO4Vj8ZRjS1hoDHKGY0i8kaE/j/Y+x6sA1dk2tEhb3JYmArix/ALGlrfNS+fVjA14bdjBVuimhWISc7sJIrMOQ7yDMFAzob4zuiRbDoHUHx3VBZxpntNswxCaeueCKxNgPHKAUVi10/rGCcd3wsn/tAVQLeMi1UB2sz/esuvNSqhSTfgUKn2uIKAhtOGLBfkihXHlH642KqpwjGGm4XJuRYX0PiVAw681smKBVGhvfc6k+/D/vrzb6WM7XI2To/fk+yzwt+/t93Q0G9JqDEd2/HiEPjcfPK3w0ysWIyjp1CouYvKHd5plaQH90dVuoxdGqDVVhDZLs00sie9rDHo1tiNOx//wc20zGavzLaHeIxnX0dUYVzzv2EYkCI2BexZ9JSPs6obdbgzHxccQBB6orx8FfiSjjok/7jF4nVlMT8jq+wuUnL1XPGxQ+KNZkwHCzjXQekr6G12Q9h984WfjQMtLpgsLXwqNmO4daxGKN9VDHgoC1pPWG6LVZQmypjIxPME/49++C92BznKX0/mkCs/UVcSqyPaS0rTv3/mozaOz+5eX5IWlU7FRJMo7RQwCvrX7/8zzW/vXPz/drjxlfX7E9Lgb1e2yx1Qrf5Pcl+/hprZMs++/XOr3uvT9f5zqtj9ft/lix+DYsH5RlPurxekAq7dMYEAax6HZ7XsLPfu4FM+kxn7cLiAQK11FrmnTf7us0i3sIXFx4uzYfIElyrDGyq4xwjqsTnjY9ggBNR/cccLaPNQJZ6/2jBkp8aj6fQE48Srtmn9nrP1EU7fVq631hPIPtWdWaPV5vwl37jbNoBam4oK18q7oWOQW7plVp9QMqnpMYkFBbQfM8NUi4Yi1ZWkzZNze1yJDzSYtde8YT8doUCot2wYgXmHUdFevsRshQHqbYcaxB5bgLXhhPX1JaN5nQZZwLNiJeaOtDPV1S3S/bFuypF+AdK8VGF3AkW4wil15QM/QvY3bGOQMI9K4gAEjBD3cTDL16GDpeihYVAz1BHiHpfZFeQx0H9jTwF1vZPVoLiahMHcunMyaJFJ32HYQwAqsCZ3TlMlxMBSERXaN60rgasddosLuw8fQGu4I97atUdFPjFBwINjGxMOqAQ4UrDr9Wi8mIvo+tN0gLjmPl3hEXhAUYoJLakGoMmPuQKMMLPshjMCCqh7pdjiPXJhTrRN/+qyMqYESRs0f7oLsPpqEmqRQUyJykWE4gnyb0n27ApVTpYwykP9rHMpx43zIU8MKafZ6LC2MsCpyl2zq8vLuhf4enkfIT7hW1YwsgTlClkSyKocBGaGzibq1RpKJuSPpWT83I8WkPYzpntTIVRvrOD05vovH3xK8KsPfPYgUuCDqHWswJa8Z9nF//vM7nPl/9codxwNeLkPG9z4/fx3bhwH19v9elz8t5t5srONHVqH2LMHjP9z7PFyPap/N+XCLNtAWedhtVC1lbfwQ0zxZk9zinGkEj788jYnXdH68jNE1hizCWKzzeG0Z3qKYoK1+4X8ytCINM9Yr6s52PA4R5Sci6CWC/olsTqyweJuYz02O+JaQ6KVuy+iYbJeHHkViRlpiYsoNlokTTVIFYEG7DXKsNy7Cdi2+G4naMVhv6EXLa2GTkpAV5F7wEBGxyWbrUljjwbJ1qLq4GG1JNGD5Il7FUpQtLjHXc5Dk/LpHgsBqHc9a4FFx9VF6ZfBVHrEhHgDI7Ae2lKguJ3KJeMDRsbcXHE/XVUG5qh87/H2htNZuW0KheciEMDsczV4kBQjx+DE9rcEeHCaIeu8Ch29iNGqYTX9BQbFt/IKCHSYFyllDdWfPWFamtskt9gG/16klRlJha7a7e5kqqHxzWMZ7vBTphB4iU2cnYKBAMIDpHU83Yaoyuqb/+ibBFQYgH0REncAeuNBtgB6jbDJ20ziCPQOHuYGtDciLch0rRepnWksz3jcBsiagPoO9E3vuxjloZ6a73sd8OdPUD+97XYweM1bpPkdF8pR7UEcHceVrRrWnFMUBYSSE5BZmvp0YjH8p4RCEprdTGYKuCeaFGhiKdUbSFyJPaIfASJsLtCvlnmoux6gz4wwSVxw62X8yACHhi+ynMeofmVninnTjIqhaZp3NibU8z286jjw0Hv1dekUzrA17BFkqnsDWId4iMsGhMnVCtDiVJNRAmkYKSF3w3lKUiQVFoLugTVdhUJjoMUsBogWzD6Nt/GNENOqHlkoTa+6uvvcT1c51//zmDEQEt4di35+/PtXS3LlDL2q0oCMI4n891DdTsr0dd1+djX8vtsW7P57SFZDQ2TOUAf3V7HNtWxrbfbkfYYj/er3Nee4B0n8var6LcR1/G8+u+U4gNTp5+4dO892pbAOuYY74p3bV14pgIdif4YF12ljhjZVJ1YeV2nLPaC7KJfHGqyLlc/6eW9IOiad2RtA4GKPJe1mImFwYDoMBMPsRphl5cpdS3uT10QdZik4sae13hu1uGECZjCT35x8jA3y6vLwUHbtCr8WlexXUq51cpg1jFeEr64V4cEJGoF1SqsWb5lZNYEp4mk5OKSS1D8/9CGzj5IWUA2QaVGb9R9ayWrVJKscVpS1GaI7Viobh8kOgUkbcVpLaNBMQqYXEz84rH40I8zxmlytmUl/GHW6M9ij4Sr01sYrE72X4MgQsW+nz3RhGDl6jasx4RxVC8bgfYwL4pTzQvzosDxVfwiFEcDrvzAXxWgJYu7fXegrXs93PAJKlNJcwT6lxjjWGd6hr0ZD/PGFOBOQeZ6Vrn2AJIeKYB0C4w0P1YwYj2A4yprDwvfV9B74BJx9DhDgmC9fjWKBemdFBseUYl3rpcoKd7hHO5R1SyPtYIklnLdj7vcPq8Awu1ThfRiGDE5REB/voYt+e+9LEcD+iGpCOi7qYOuA57fbrhrMbVse7TH/PtzTqimeuwiazdiB6nchuVCXwe6SCpyIeIsk3s7RSfAAO0T0g5yEBAwodjVh15pl8PVQC8r3eOkj4U+DRc1cK7GRG/mgpXbTyvvRtcmXrl2iAIanmHoSa8BCQgeQ6YtNitILEiUDHiW/PMDYO6FcOD184PyhBneG3Cy3ziPk7pH0ov1P379+f3a2zXUvHx86ortDGPn3P5+gUjQr/cltH3/TgPzmW8kb1d9nS39TYv+xkC1HGse4g4t4gwFNbY9CqgeEngi7qtEfIOg+BEbrfHLUC+j/v9XCK68bzBpke8ORHq6lCMDGuObdwBlbWFhmo0bnKHOOdeBiBgFxnhGXTF6RV/g+3pqAHUtqMdHWTcZMGzUab8IGWmPYEC7PjBXnlelmKwadrsfswrlaikZ6R4nsmsofGIv2kNhU1TPpFubKQ9dZu5eF+x4Y3NWBuUmkjlcG9G6jg0Y2U7GDo9qKfObfvCmgVtdMvgXADijr0qWabrE7TG2KWqmdhhWRFoAUYkMhS2YnwL5V8cpYjpiq+Ry6oV8IU0D2Adezbh+5Ge/NPgd5GKr8ioTq0qDTqMXmtYEEiqdgSzbVzseicbU59C/mpHtB06CxhOGha57e02YNxRsC+yQu4NMa8GVoVtt+93LHgv9+/Htl5JEak1bFDf+za27Qx7oLnXx/crpnf99nVHa74uRtTHgsiVBeIJinLtUbJ9l4g9Q0KlqGTZVqPmE7GAdHnM0+I4bAwHZ00trMq3GxhRxAKfMNfbjx6KimnlGxEd4uM62MN8onUE/cbbQo6CkEJ7fYEBJeJxryTXWlldj7+MSCBxwbuFEZCboOQ+UG+AVnWYQtzCLlIhOb5S4R4owzh0HlMpxit+45THQyyJB8a6u/JCAl7g9ZHQq2Rvf1AZcMe38aPXY6u9CIFOaf0m7huvJ2yCeK3Dc/qDsIoUtzF86YLlF6o+MtvGfzpVgTKwopUlVhZy2x/P+/N+XT32MwKixlgPC5p6nDOdVhljfgmVzZjCqmbHc9wH13o/1rqEoVAP8xsgxd2fj9sawgS9GRw/ycBMIV4zoh4xvoulEYKQbhvbxBJtRrD+62voT/vrDYTUPOctpbDShhwfiUFzlD6VPNaNOIJ8pKNbQary4PxRFLWRuas58YhdGAztjv0HcyGa0cpnu5hI38NSS+K3Xxv1CAmHmiByBnsuJaG+1IsSiFj+/rQIiAOntmNQovVEKl/KuZ3n/NiDWJKNJHwqQeKlklF9aMqlExmMgCApLJ+hQPxFGI7cNzeX9m45fhaOrAZjbqNlzFtlKkWPENJ5qSBdl/urTGyZF1MwfYIzWtlq3Vw6meGoE9vcQ9Jqy8+VUQc4Y0I5SRHGWsqUxqvzOZGddZjoLXGSzSLS0A1tRSSz+9drDf3Q+ThCIirnfQ5r7vl2LqG0ne/n6NINxbaee9h27z//3LcSscKnNmhNkWA62LlSy7+CdCKhF4fQzdQ7Qct50cOCSRlkaXn9Yx0RKhO0gg91Sol/47IU6YraAhlBxJ36nNFcF/Eie5KKT4ggjz+MyHxoWufFBmrE7TEDEjE1WAThD/TWmpCfIvOlfwIh0+eKpyrDtRMFGDjVjpGZ1Gsbmy+xc5oAKqCiNgUw85GMZbaHe0ZR4JuFLkF+id/m5/JfQj62/+m/NfvnSIBDvjIJSBIa5cyDvF60mT5Qipi6LRUS1hSnfdvWqU1zm6a13n/OsIJ8vlfNKVudFCJvGgW8iELidTgvUiMkQMMczTvqJ3wEGx/aWofXEC80vKkYpN38ofWlJ6JEOV9Pr/7EOCOr4Zmz4ShVip4TWz2XkNOeq/rPukHTNVsjQfX83yiXf4DBMpR74RNOaEpehgBAxGHVW41GJl/nBK8zO9P1YrRIsyPlrzdKTHe8VtEv8RtXjY8zhPUHhSMxcBM+zg8aoUeMW1FHZbigvwQa939uPi58znUuIZ11bcqfH+Zi2iTCmysqa9/jz+9O3CW1MU1YXKZ8uUF6nNwusQirhuv6sBzehsG3BZGuJOtiUn/C4DMjmb6nAKxfclM9kp/jPzFn/femL7S5onfmnyTM00rHO+uIxgZcZ6H+BLWlgFumFbpXyI9tfT6PjVRVBn6uJnIjFRuXuCXn1iUa/thqbsCtJ3EaW2vSbJkQ3Z63ecneYlCkRB+ShtJ/sVV7WCZIrLoRmVdtuJfgKRhtsJ7DQt6SjIjOtdN5dBsjxzVc5oHnwtwZVcHSjXaxWXOEBjL/StQ55lRqQ7yIBXkKX7UStwH0I2UxsRpTgWmmvKfvRQnJ622iRhaV4Hx49APa7ZwTlzWlIhUxz0GhPhFmqL5SRxPzzQD1yWzIarUC6aJ6Sx6Whk7VivRgFxBrKlpmmtvtudZZ6/vzATfT7zeNBPoYHzOH434/ltbX++v9et4C2+ceUb8Jyz1rUWZqY3AFHpqde7gg7aMbd9+8kOIQn2Gg8UT5UHxsAyGmIZNlIgel0ZmumijmuaaMyMpST4KVNwOfmaJUj39PFxzqI4HREz7d0amS/mX74gI3mzq6pcpYdJn9NrKwTzjveH6hvVWpwheW1M4TnLHfZEsL9cq0Gbsl3fSUs7tSTs8tf5h2ytTJMqi5LoUj13Dum+NBpdiVDIoF1rGmjGgrjV/tPXsUZ4wtTeBU4hwDqgJlyxe4NRJUPBuIkzmny5omwhf0w3Z8YWHxqMHI0s2Rx2ZBrG32EA9ri7Oe5eJBVRUzNcsqCQzjDFKqUp48V2v7a9yJzRn9bimCbRg7iBIt0gsi7wTYy/7VvinXX2KEYO/I9l580z/Bx6pDjLD3y3gmqmiIKNULZAnbL+WEZkwe4tgbEsp7X1IS9R3MVRnUShsSNNwQPKOn75E6dGXmQ1thpHCs1h4HNIgir7KZQ8l4oI7x4Q8L6z+SiW8b3REWoNBrJxpQcDf8RLlMrA28MnqPc2MueZEMvHwYOaVXuAJwTiNwYyibh0A+2iAMmPTKkon4uvR4Mk9quRX9jjwGCTayApoXBwmfmagSHoomKaoDnhTjCif2lQWArlAwZg5zh0R0XCA679frnF6/v/dpncLROqIEh+yzRwQtijM1jOvq9dh52XL/PB+3xy+QFs7lcamI3mEnuo3rMXUGeew7/PjtdcXJm9vcc7LzB8QUOHZosLSy8iZ1bK2eeXlByx03Uc+axown6WmKTR4s0ceoamnf7r3+ma5Fs8gRAI+o3qWlM/YXvWdMa01wUhYV/WYWGR+FfpxVyHTS9eWUvorJcatK15hWzcyOqT6Yi2yqLjlCGjDSsvKHP/C/N1dUEoWENjPER+e58mb2uiH75ERL9Vo9jfeUlZiUAYXSe6sl6/NsCglsGSbko4S2VnUPL3uiVbLSMy/bsIqMTQSFVQEFM6giefZo6cU8nS5rmb707GuO2uN2dsTM0Tozhv852CrzcEovG8qQDM+QKZmu8T/bzBuOVUJ+RUb1iI0o51LeaqPe09F9ZAr6r83xXQY6VAaAKCmZqsET8K3qevpuNYHxLeSroAOa7vdEHxyNz2HDR6elNn7/JQvl9nkpCXm+HOYDdUjOdKQpdH0Y+RTa2v3P0twUZt3HPuRwJwFBy3MtfmMzRzGbB6Hl9IKbVTn4NDVIYbKC+3JSGmzhK0NTE1euqToyJ77D0lJ+GNFoUM9EDp6XUxXnEUvZk2ysFBZkQU/KKa2ir+To4N2R8x4hJqSM2gysmqqOT1bFwR2cfRoZqs8a3DUh5Knelh0ttDLz6zvCcd9+gSn3XH9+f98jxPl93rZ5gq6ndEhA9/f3cV74c7+/r/V4v79+r4Pb43EdPdfzevbr97asYX13biVWANTcBLqC1LPf7kcHy8k449w6jQH3o8KcUgoshUGCoZIYBz06SIw8LUrsMo1BY6TlbA6Jve/pkGe8r3yUJ1JvmpypNWNjtNnaDYVDTpQ03CGG1MrOoZmSg3B55WqSs4oRORq6CB9OXyByXGlhxVLSq1MwiNUMq3fD3InG42p6PWLLIrOU2sxgUgxJcO4/UQ4MwJbiikLDZg5ilFoUTdqrrJxby/gSiRX4J6JTEizbs2dB3M3Tq8PRTjR3VRwAmmgp3DqDmy4wDHBZ8Crybo6qLKiNQEp2JX14aRltVzDwuezGap4gBBDdIQqhfmONGphd/vOUsmEIiP8Y2FoNnvIgYZEn52lJGCfA8HF4S7MZ5CiEtn/NAcWEwkwhA4Wlm5ToiUNQsD2YSGzJbuCT4HumSqWESJIJWOSF3RiaOhGbFR47Jgk5/dSW4JjCxfWbyYJyLpqCY2ULUiCNrBl9Y12n8a8wEPDzWs990TKueUvrhjaFONsnaiXROEPt6yWotLNuwspxvTBadDwAQdvaqw59oeiP+oWcminDxMtkN5nBNOMJVLHWObXSrVoQjcQLiIxKMzYNKR6ZY+h48D9rLqN+9Y6Dj024uY0wNZUQl3LBJTX2VoohmZASu4gBN4m3lMmlnLxwsqfj9bjdLjaxXr+Po8zT9P5+3qY21QDJHvO40N9+wpL79QpIhfuY1/W83495KqFfGhegwjh+3ns9nvfbXvuy3/dt2cp5P1r1Apwsfd3zwWGwFfSGbbm/3+eG7ts7HSA8XsS55IhoFw92+yLdAz1MMJn00nCXmkMYclrBg1uJB5K1EU0LcrnsbOmW2DrDpFfK9wlH8T2uVlGwjCNfHKhXNMSgs/bvQYkEgyy0hIZ5zMAM2hwH7hJSpfCdeJ6IzQIslZxrC7DiItlR2ZEYTAaNGgnXRLoHYUKrrcj/qsuZxZDQorb2xCFlj0wjve7RyUnYrkNUXGKa//P9bALZoFe9R3pW8ldqCPkZ+EWB7VKnX8l/HjsJPU+ofjPMngQW1Jh227w8GQHOk4aejFhezBPbrKGALGqa/qDriVMaOAk37Rjo2f6ktxYiSEmbIl2U5BwhF4s02Ve0sJCUIMUObfEigUE8E805jf352gcHjhkOU3qRQm4Py2C3YRjlx/f3e3aG6IZeMXJgA0+4mMIF4ecDubXwXlmsRM92afOME4ZZQHG34/l+H1swIrHH2sgWMUqTrI/hSY7hOnKqRa8lnBOUVlDrCJUgvGMO8RmMyEtzdJYfC/yIAspAGiFs1eZog+DYk2MckEgQ7mDq3NdrPyiQ4Ff4XPBwbDiww26TFJ3gQwDS5qsklFsLre5qj21HJoG0TRZDJ+rKe1DJmf86MHiCHFCj5FwkneGebYZ6/6NjssVFxrvjmnXOE20ALBEXGHZDZsqjFeAOyDtjoqo//VrgefbhAI9/vi9oufN2vxjQ43nu76/398+jz9PjUv7so4dcs69juyAOLqzRdVufX4/j99HC922J5bvxeq51/+drXfvt573u+7b1eTkej+Nq40sn9LpBKXqec+L/wldUG7VH78e2bBcTO1dMjnA7jRjMvNiKcML0xxhytFdjjLYmY+gmkEtMhm07bUxOXmHHMMlBfXqC0mQjNigwJRGXy7Yjhn2MZ3saPDpgJEpLex4WPVc6NLraUCk6eWovNedKdCaNnWg5M5g6iyPnUCZrischOLiMcYhUpZrzwg+xysNaDHzqSapBLPErXiM+gZeYA+ElcajcDdyJu5EZ618VPkD9IBrY7LsLx5V5yCuhpmsXMpSVHkrOQIjSrmvhFmwYR2wp1mKxroFABjWjEBrqz+rHzuLJkr9oWdFqcC/UxTkcI+ThxQ9BIwiUkGi68WJ7H8lsnSBKmg+p4VhII5U3wacWeNsUY8WRMPBxtsBodMwl2joXBbDyzXAwGBsi3rIY2u6/QM7prVHOaIswIePcbCgC8cwKigxEnHsAdxFJ0HVDER1T4RiZnOLjXfHp68Tz60S+xaSVpUIZZSCR2khyFVu9ab486ra/fn/OrS2GC5vP2xq9bd5XI0ZioPQJ5RjLIus7lo41DuyeYD+RvFE1Xb0QWtkTQIintS7/jtAa1Hs+9tYFuVNlVEYVro8HQ4BhjFuZh2Mm+uirhT5KEcn60d5p3ke1LSabsgKRkygzNBb8KBl4jBraXNeQGUtC3gvbUIs4kpMUCMPURv+LF1bVT7s9ld3nMXylSrBgb7iaxP0QMhYHmsad1OwddfFxYtd9u7WjZ2oii2sgLAH7foV5uF2wh8ft6wr6cKHgrl+xRPe172sJV6B5HN9f75+vdXu8b+frYkTPKzjR8TwnRh8KVnEBZY/jfbuutPtj7+ft3NfpPKdj3477MR7PeZsRY89cZQKsdpwwg7Lfn6/7tmz7CSmdkBzTclxM8XJxRUE1LOAdCLW+wfHs1cLN0JzEbCYj+gj7ndcnuEDMmkf+dUs1zLW8VHAggd3aWVom6/14zugBamEN00kdcuLMx+yqdmVjxJ9qYU1wakgx4tdInyJvtIXzjKvYk55tKSBwIaH7Y+g06R7Af8xBMrL4UGtdpJwCq+uMNYgd9lmRPPC0gnyCyVgE1KASqj3cUpEinmb+vu6M9THiSMQ/z/tokQQkNydhVanUXS7LJR19un29/vyPzbkYlHv29a55iUMXU7LMV5mPxtN+TvyR3nuSO5tYBmUMty/br5uUYhjrDV3MkGKmO2dRBmJhRd70SD1K3KcM1V2eNdC35zqNAJPbAi/r8ToDtu14vffAPzjut7lPZez3k+oP+Du1FhA/jvvVa3jxYGlth7tOK/s5g1pe55XePARFDdhhNFjpNmtgthkAR7O0T/RBQXJtl0PrvLVl6bTc7ffnXq/dfqxRA3rDMtYdosp2PI6tVrimFnQZ1PzYb2EGJV1iAzw4CfT1Z6iB62Be+/8wIlh1HzuWM64zoEo0ma7hb7FVXFx0LG/wLCVCQkeoxGH/2CUNrq5k5NaMbkrMBLQzU/JuhjkVUlvNKyVtm3zfISHkii+YRlynpYHcouWejdsyVpWfjFTPA/nYHSKtcYUaRv5vXY9FvioVV8uQsPY4sLoDa97Cdsq4VniZZpllev/z2sJpaL89ru1+rEfEG7rt63HMZZnXel6M6Ou9j6/fi1NdLgbvf4ITzeuOjYxoHwFnRUvQfv96n2U9+nrft+M2bbdHMKJz3cGITMnO21rnlUqgvh7XTfaO+IdOEkHzvmN7h5pKDkjyP4rOwI/hRhReGwMKOskm4IaF6T2BaJicon/VYlyGybbyuaW6M1wNYK7C0wVNlxCbbl6ui2iG6rAPZaCleAVpPKlIsRmbZi12SJVeIvYEgk9XtOrugSJoCd+x/WT0wPc4ZIuWLg0Znx4xWE8wTQsSXivwtpMPGNU2VXuoZUWUEL9z+IfPkt4sukl0bC/1e/0PqNFzL1eyRAMUugJEGa6qSLSxy0EtNsdHezZ8ZBF2VBPjkIOl0fTFhyg3WsfN7qAJqYVF23fgwXlmcyNr/oKQ2ljDCyZKo2btumBksdG7bf8KRQUjxCminAZ5arwYwkCatnQSnSQe8RINowbVlaQr7Bh4TPPOsb6eW+h8zse5lTqm2/2A6dHjeczQ157rFBL5voIWR1dZAqHu91hgGMv4H6Hcj8zXtaOjrjt14OvKUTXNFP3o+MxV4EZ+aj+ZtAymjZfVu7I43PrPV90CD2heMbc5zhWhx/Z1wvL7Ohdg5kwNi2rHRVjKIOuzxFxqgMjJk4CDpUPLqrEyQrCr0Kj9P0YUjGo/xCB6G9ZuaYE4vwB3WnqExgM2Y0yPAkithV+HNI4pzEC7tpMFzgbbzStfvKEQs8ax7CQ2Yh7CARvGL2R+9vt2mBlUvgsDwS0tTY3vXaIwTNcS65TkQK/EUOIwtJDEliVJ8RK3gU6RE6vBpnrG78TRINXshUMIMzcuR9z++QmFTpn6AiIfnKH34EDXfOp+7n1eFHP48b62r9t2rcy9fh/rGl4JW6j+lq+vdcyxOLxyKS06+r4fAdRxsZvtdp8DD4hcqGxQtUTIcPT1uAjM+TlsILelXfeW7Rorz9frXM/YDs67CZe6bTCLHFT32R/f9lKGo2brmn7Y6qdjKHerNlucg0ZIEK+i9AWrq2VEPvwL5HY5xymWCJqVMitZP9smvUq6DSYwSYgqpVqwGBTNmNlpEUWMTxoaEaBaPLbEGVHnF8NuymHoDyp3E402gfM6OhUDqDBHCaWdLTgs1anDBhAIw4RkiqeRAaNJpilsgefOAvRLIcFAfIBeK6nNltNn6el/KVCIQlQFDmWYEhWYHZnPGjg1nhVMSNLvRnx7aZtSIyuip2FSjT7XaoI1fliv1sVTkUWi0GU3TqEGjWlXNHQNxVpMOOHeHPVYSjDBwicZaMPK2qmYaGmtHt+Lrs2rtqXx/wl5NgH2OhBqkGZyW1olgUbJIHYFI5rhKUlcT1oMcSUDRxjqZREx3mLfFjCiWYGlAFgIVxb50IjRla7obUQgUXcqca72Cu6+GAi7ybMftAuCRXy2INrqtv589S1afqlyb+eyyeDMsQzw2SAPIZqUeW1F8R0g5NvZNoiH61+raVXxGwhlH9Zk/48RURew7wbrkUeQabSc/iD9CBxB9+FRK/kuvU8br6FDexJYKW60pYn32KnAEfy92tjTASmSMhEOiO/maUsLpTpphON1Cieb95WFrC91puEhKxE1w8frDSk6lV4KjFIk4g+CmnK0MMC58ZU7ZkUJNt4t/xf2Sd7R+BkKaWOIlqAhIaFM7fnP11gV1Y5WapdRwvfP1z6v96/vn/c+H3cYMQR23H4/p+3xnubf9z7d36/H4zbv58WaztLDQmfbMI96Bm7pdD5vfTtu+3a/13G9PHRKfQnO1CIWyo29DVyo7o/HPuAPjv5xXNFdL2DVY8M2Zg6LqYde89x60HXhy8wJ8eU5c9RfAvAg6p8UGzSciRuxR3r4G6K7GKIEhKM30iz5c0l6pd9YCtfpQmLTrE5Hf6dB67F1poo9FYTCE6TgOpAHBnmcoBwSexXN1ILbAI2nZMR01t9QCvQ6VBrHy0DdWLD4Z5x+G2LGO0wS0c9sFM88eyEjYq1NOJEKRDdELXCoZ6K0uMlfQ5dOahWFfqzy7OwVN/3JqCuvjkldXdVq+lY8PykSkIi1BBbLEnb9N/S4VrykrV1KtKb0BvxmO26KSY0lV8lp7tSdNdKQ67IjCsErw4ZF2rSbsmNgwy9Gt0ZzTa+jOJHd55AvtWalEiDdDnIdZtroFWKfTNZlbQos0fdzCwRG4anVZRtkP5oBLkuUNcg5iPG0XvsBRrRFW9mFZFmsI5GZVK5FKJ6jPh3cOuSXWhrOF/R4SRPzJDYWp/aqKmUhI6pbuZIcwPta92ONZj/OfQbI6b4ih6tuwQegD4fQyrXalRYV816LnZgKW3eMaGl2cytu5r86ooUb6k7TUOEqOGzFMBL5ENiP6ToODSrV4xycRZj6+FTzBaggmap05G2cDzR8EG65eWNY4x79DcACVONd2dirvduRxPZ2MoTQZox/8YeOhKAgXKJLvEMyHpajF3uppLW+Ig1LhdnUrwu/zHDlBhJHz+UCukAY8T7G04N2GU9ryb3OEfcq0DWe2/rf/jz9EXqZ996n5bw/7uv6+Pm9tuf+/fP9/fsY2+3rtr7ua39ffkS/r36t3H39vudA3N7O+z6t0/EORhTo22GysG6ALuxHrOC27f4IsXoJVCn4yx4xJPp+O2otmPMcZ7/YVFjwHcuwnbnsOfs4X1dm1GQo2CjWxByJVRicnUzuE4dfe6WnhsJA1mDs1hFxj/yoc0e+Ch4HcSXlmCrvPCN8xfMyBPPipzx2bdCAmH0Mhy2bBzkrkTbaBiJhrBmB9bNvwqj7LMCYsCsoXUb2xHulJZOexCHpWFV6nJrw1kQ2VWKkcw2CqsnxUSqf2U3Cl3hTS/lCPK597XaX1JOfyKstakyvAeNUTNxqbR/fV/qMBApSK5jaTg99LUoIbVWYszRVFm/Gzt5jXCwKhYFQivTNJORkRa5gxc10OCM2bbyZGf9pIb2BO5UWjIMauGEuUcRSGFTT8dNJGiKxIgjEHbFifYTNmdsw8ZfhBDmWdIoJVbKsr8c2jzBFvW0My3+Lcp3v9zFFhJav97lMy/L4fmwxAYx9EOjn77kh6vE+V6x4rRCcj3MFjPMh3dB+rqi7fe8g81dydH7Czna4wCwQ9xxYezR5EMm/1Aat1BH1ul0FXearZK+rYPO03N6PYIjb7XVutREpebSB89KWfnvsEYbwuB8M5Po8ll5KQNSBlpK0LoVWM5VBRsCvlvFvRhTlAwESiMJi2DkyXsVd6A3OwE3yEP6IkRC2GpGesqHcayTvyBCyOdyDTf8cyKsqrK4Rwmh4ZktBLyAk9oomvgpukS6k6ErWL4mPGupBtTEKAXQ5/4z76IrYT91Wc5DFJLHJfNvcnIJtw9CimKT8SpwvQcMGv6MzC89miLlI7sy87OkIWjuN8w1TbRumkewqOPOyxNLbcX88n89zvT+fr/etLOstQHrX6fa4btzG+vV1fz2m7fnzen4/53LdOsFd7vdjn/fn43H1j6luEZWoLMu6cr6xDdCe+20bAJ9HH1628/kV9tsbNiCD2OpVKtjjnIu7Mz5PSiL5sMF0SE+AqtDGiudA4zbeceq4YQEidTF1DTT6KLKFQ73GvmqjfohtyGjhRC8RrLpDMpgyzlIpiFdhNt0+8+FEoeroVomKg5UYWM3ZFwUhWVwoZt7JeSAVePmNEMy0h85g5bYCiJ3CY2MQ2HpamnsDmKfNQvAhc5TJ/cT/sPVZbE+pxJKM8I5vtxVBHCQT7Z4CqEVIoy0Fst7JIlifvp8x9VsjXimquXBWQN1sdPcoFUKcpqE0AthwHtdt+svPt7bHzpuOisMWJetpdB3I6Ugkt+G2zPhiM2eTCIlR5w7hwHnqP3Rqij3kEJzjjeC1mA2xiajWIqb+yMiOvCTxDL/0lRjn16uMQQ5z7dvz+z7CSOFiRH2d1vvreYxpLLfXbQsicj4OqGcfAXpa27zvc0x/13PHAguNFGo/Di7A7gdGYuiQUFs01CUfFw9dFmngvZyVGngcV2gy52BE6zb3cZWghIP98xUkY6y3c4RYc9z2JYSR45xD4NluAdI9Rj/POcbHfu7Rj8NYAYxoDrDWAeYDGBy0NRbHACgxr+V/dUSYs7TR6D+Ex/DX0GFkTdemqgVKw5Io3FGGVi2a6QjsI91e8Qh1QY4D0RKdhFYFeDR+aedgtaEiDn1s5iLVdckR7AaSeavV0TYW7BWJzN3E8avwJG52XhjKHx8AxmTHPxxZRwXmo0URy+lV5o9k0pi5IXuOIv8m5C1qTavXijojWPuUh+IqI7BGzHtJ8Fgxm2ZAYYT4stRjn9aVLTm2vsaurrfL6HulAUiPJ+sIFnN/v29jmvt2vy+bA+QPioJXmvsl+uxcFI4Pur+fF9/ayoIlKlsOcgiShC0F9InNSXJubD+ck9pwmZ56C7vbpEscg7RJUpWOsMtbK+HX8Ba5EUDvoNfwNzY7cgoEWd1KAG9+gRFQWrqeS5ZSS7N4Qy6TQzr2koDvLkwdUUUO/OsYK9ne3URxwhqtF+DkyYLWtgqcPQC+d7Au+gOiQnlNfILXtWce9nmn+MlDiVuelDusBhN0g4kbIyZdXIWPjhq3OVgGs/UM2lFZW09UQVB+u+YQGy5S2J3OM4YEmkhPujZkLvuJBFSsbrSzOirIoY0UWWUyje22mbBFbfcIFS/6dKYqKa+0zlVKIaNb/8buo+mnDLeHSA+W+5A9nY/S0CUdV2nB8OFItiOlB/h4/P7sAbe93vYt6vG4rRjo++HRjkZDQLk6tIK3HRFiubYqrhaRSx2LCXuBpxcvO9nhFaKjLTI4aC1YpLHYHxhhR91dnv9cvI9R/jXniaEXyisY1ywbl76vPRpnmqFsQ7gjV6r0ZGxJg0zg7fKy6dHuS4EKSAFazYio6YEf0WhiKySr4WEFnSXPe8O1xanoykOruyUBjoXJ0HTC/+TJvA55UOyKcpNDdC8JLgqpIREo7c0O5hpHknZsHUGKUGhg16m7HpxFG8GSyvDB3PwbW56DPaLS5I2S4YTsJck+LU+5QTVXYulFvRhhy/7X6X7tqVuzmjod1buWpUgxMPS0TL/frNrc90+wB0ZCezxgdHO7nXvd7rdowrrd/vnetg47fqR+PMKWez3POdQ0Y1+Jc1vI7YWbsJ+vMLELI4atRsSRc18Xcd3WhvGJUCwuWhlPWxJoxkYn86ci1aoNDIik/92oH+bT0vRIev2DI8rfjBA8st0S9BrpuTMuqsNtJrCa/+THUImZMFwcxJWQ3ZVyMogMeGFaWRkiUX+lZBUI8mZojZiLz/rIBEb+Ey2WmhZqiaruJzgBKpPJujbhf3nubV5E7x5zK3crtRTFANskM4+EpuW+iwwn0Haa66iSEsImzlytpMvCT59kOujhlBHBPUC74MTpueW5RKp/4QuBi5qudxYpXqA2oSTz3wCpPFSXwhsFtqziUKyrCjbK5ZJqs3B1RCMqwwTJBEED1pXhj3C8W2kBKFXwjYlAIYn/eD7mbYRMtOHjxlbpOzhk/G6ke3PfFit0l2r4uUX/bJo2eG/fA7rxu0QlIfgUk6TQGCxaeiEnItm2Il8DytQ3HG9jkRBdidImfEw5QgRboC7ObSwjq6J/dKoYCawPT944UDx2UEgwoX8zohBI5/PgtADlEgzp4nDXNlIQGCxOiNzBOxKR8L+0FAN55K81V9ZlUS3jCxLn0L1KIoOxFuTjQ//zD85550oZ60IG3GWhrVAo3WZ2DfV2/WqzFbiP1ZVVSnZWgcCAIX2GXXe76/OsjsKpPyFBiDPINU7SJ3lK2myLZm60IRokscvxfe+rtp2/sUW68+zzuHRHl0nBfX4+v7+Obdlu7zvoupSl61dEGu9zGeRxav1hTClqJefpdl/7HE4Nz1uIY9M0ZHykX4oEAkiENoHUxbTL+MZGt0m4xATyNqZPIqLhMKskiYs2HPqS529JZmROLZZjTPcclh4y1u2qDZSh+BgKm7FkauPkX10ljcPsHetoVZRxUyGaiDlILJLox5KCu0z5zb2jNIlBLnLpelcr+L8UTl3OPuZDvGbmlHFZ+Qj+cKwLvOI6+mCXZMFyJmX/O7IkC1I5aqQfBvK+pJ5sNH+BckWvGrWzi+Kjm2HeWADYUwne1OsXjkrkzN2SelZogvniLID5JyE+hmc4NM0txP4ZCmom/wOKEqSC+SbjKyXan08inTiq42WomtksMIfj5DahfqjGQ7pE2BI/wvpKeA9uiqTavVFZ66PsRtw3/S9FLlTUpMtYoGGT4fIwoQ5uMhgZBupqFsIB4HDf6CSsJdIsl8eD25Mj27lza7pv8LWm0NoYRLNpUTIiTF+PPdbe6uRFt1LIZEqlHxHOYoNRujdczk2eQDq2OMQ0ZsBFN5f0l6UIhlSmNo44Re998oShnqEuDbn1esgOlcJqWXqXXdU0/W94BvUX/Q7e/5OGJcdvbpUBX327+BOTFWnOzlSJ+pMDykKSx5I7f+WmBlVkHBeijOnrsW3TuubWp+397Fi8K33cXq/QHc378Xw44i6sYOWDcH88TjxG+wD5AH0iGzuw3liwknB7Ps4ZRdDSz5/4cRM1BPIedNgAEU/HEzLiXHZCr53ldN+b7UwsTRhcuWHDfqRho8EKzQUMC2a0jD7cAKprapBt4KJ5undyS1qQFitFKj/yz47jI4FfN8GSG4hTY9NPFDEni+rZ6Dw2PTPPUgbJfVMacZcwcixFoGQ1aLqdNsDYDGor5qRN8KcEbcjJher/L6azX5STg2RIVbfyC1Rmy02Oue72c5UlHCjf5vWb9NQjf/fQUGw0AYo6HFLKkUipRmRdpwScI9aNrO7pyYRxtz3Ra50WUwJIdTNZsi+Gs65ZTTixT70h6RFAbkq8Nes/qR/G8tG/OY4ikRpQx3c4u4bdagxVWwia7JPYpTOiCpyw5lFs8m17TJJaYVIktBmRYOJVc71agEOmEs0iCxJ48cqu18kWPc5To5rdmG2JMiciL9GtIzjG3MCGPoxoDFhh7uuYwpGlZFwEmS0UhnmwOJWCDfeLWE3Ga2AOIs8kDriK1HCHLcWR9gzRvmQwIHQI1WwyUGJS2NHD+C1YoEz0X6QiL6WQTJyrXJlpFlWw5z+do4T+NV6pUtEzseWlnApaqEuSyZfn2My5ucGgfCQDU7fZZNtPrkPSJ2a5vR73fV5zO8/HP8+FAFR9bNyw1yFmOF0momPZCoMcYZKMQStzIo2MdU70nn2FhZTomPullTofQAoOQYVmt0iUGoEE5jVEqvthykNyBmkfWpwEOsf5QHuo7ziyFDNDm3CBLROo3cxBUg7N1nbILHGkyNAYn1XOaoZhTay64gd15BiAyNmEbjBXh1TzJPWvmkTHKJaP+Wd4VD6TYqOrJ3pLWjJIEz7FzKNOjSrfacF+ygbFBu5lC8MkIlnzRq/zvWy9LLweZdNlwcU7qBFMkcmySO+SQJ2HvxvkUJpFebaCSSWcWqKJOX6EguC5hSQPcSPFiZQ8KeZxajxE8veCkQ3/USdquVwT5oFXT5xPStPMQCTFSISMQ+6vdGXZ25J8KDEdZUMxsBE8ypiowsZgiwbbkCSr35Rzay5wm4LVyAvF482JZpwaI1y+alKc2DB6IVAZIfcXeWI4wA9ZkZh+dKMsQgJjZHwYh3EcpnggEFYECxewMXBehDQXsxMjQl0AGahUtMgnFBGY18KT4WItivrA+yNOsScYei7FWVBgt0jZSH5DlY+WllJUhjOqzRuc61KOIV2wREL2lMRKSN8dJWKP8pYB83wuBsJ9zsFzBTX/udulcxMfTcbLAikjFyXn4FIdWC6YTK0Nd5LR+ekkzX6smNhrYBF+GNE+n78/3++9cKK7zbcAYrit0ZzYliKLgr70RO+Z5RPFcUNLgdlcaPrgydRlqZN5kP51zWGrFTAoeQarNKYvfvXRvWYYL9NZ2/VbMyyqw1Sia8gyKxjEImHdJaciuT37PbVW5/FzbhZsUr3rvuQaW0MM8SEyJHWbnPLb0VVa4b9zl5pzopaszmTQZK65sGayLo35b8JxpugoWTIxNXWS2ICxUDutt3sgOe1nbGu4fpwndODeDFtpvGWB85kBJUdkzG2dcrEQFMjdNp0WUrb7IxFa7lVtW/PknmNIcYxZ95b6V+vgiZtM6LGJmllnoxqROC71r/1nlZvIv1QMheririJARtKIVh6pOInD4gNetTTOO7gpAS7T/dFWOm6UZ+swDJLU46BfYiUDZF7QSnkbY/F2Des5qGV6JnkhT8eJNK9Av6gfjUyuMNKovbTEbEsRgodLEY7e3PfH63kU2nIaGFtSEdn/Uo2lJfcBbSgMbBls09WG+DxliAS/XyiUtdrWtbW/5ttRKOKToNlsw02+ExCqC06HoX4oIjk4lAOeJpMQf4iVVzEiua1btmF5+aTspDn7JaiG8A6uvRZMOJZNzQX5ndA+y8B994EJokSzJZdpBomkIbLZd9XvWTiTE13IvRd+EY3JJIqd3nqJ9OtPCDzDtZgaG0mhsNk8UZ3l+ZBtCo7wgUSZiQGS23R+/zzboCv22O4/v+FI9A74ns0b9EO7KBL4UH19nZsnL1Nfj2PnBKzV4ENtWziNEwf6i0tv2100hOBE+sT0An7EjsRI9kWW4wkSU6wEIHuiKEgtRymd/5Af6bDrt3d0agw9WvnB5sQQNRgzXuSUHZ/HZSc9yqWm5D5aw5fMTQqqaH08Sxmp9oaUCgExSXnfO+55lsfpaCozeTxZoTZhZMjzKH0ReG4AVjMbuxGJWQjoTNIILLEd8LNcbfy+AJ9+Xuf75/vyL7uP928AFT4W27VAFJYhvUSXiewkAX0KGsPOUIWwD8YxEeJ/RtM2+hGKp1uV41I8V9XomkJCj2B773LyWzy7ZAZuoTIG8ZlYbV2CMM2HMn6oYd07shZU8mBuVEC5bYmQSpxkiw+N4rY9GRmZBnu0FBhcEBIzK/0bspLUl6W4xM0GSbhCIJptPL5ee4D1jIUDqy4YU6LzsQObWrYFw7VvI2ynX98X0uRWCYYAlYMgQ6iKYMfhkhIomsOMVn2ARUmu9EWySD0xPH0qUZYeJBaub8f7n5+wmqsq+rafE0rYJxg2zuv8N2LMoAe+PD77LM+KZbGGm6gaNqUlBgP4IRgR3pLo24xXWAHeKslFW61EnqvWgMQpv5TqHYX+YV2RA4njTIpkrM6jyLRw+tXy5oCop36bvs9cAm2jyS5EikSbGNr+VrYShQgskUYdQGNaMxVPjljUNvASK9MjRxod8oJEokR6SZ32gg/i4MHWRlEGguFl1wzxAVchXo9Ruf4FZdYaLWwsSYjp4EqiOqI8hOKSp76dSPtYINd4O38fy1TKNj+m8Db4eb9//vkOFNRXNOd2vB+tzwHB/Zr7qrgP7f1z3whMGFzivN/uZ/DAMU/h13393wa+BGNCrwMryhXtDHEj1GV8p0Eup/gsej/iMj8d5478x4Pedb9XCGTgR0iNvZGfUY+oCF+IfmVMTKOKloZj4praN6mMpidKpAHrZZafaC9sE5a11wEfZIyVyeifLoghORtfCOaBc3RVvbdTUIRXKrInMLaMQeBKyz3ytGMrRonOFWyj9dk+wLkXCreIgJt0PY52RzjELwWxel0AhAGZ+9ygNgIzMnC4cmMIEOYed3iBr4keGucJyd6NrmrH1+qFIV7GnDvNplDMj7ePVqewU7cnOZD2S1IUfjmpFl+Di6vjNOEFWKQ2AC6Xm9iwQpbF++SRxN8OdGvUJieAsqXP0FZkGSyNwIXYjnT+U+8j2eqEkJ8suILwaXktmtJx9dIrnyI0EXseP4G9NZX76ywrIdyuLJf58WzbsgT+4whjw/v7iUY57mekOt+/j9oNRwlcg0rEhClNVwqs2uNdfV37KFh1R0Hszc/ABgOGnPBv4B0HVRjwuFqxMjjdLpjwZa5XVgMFf34d4WI7n8fS+7TdnsAcKsdt72ugXz7PZbaVLzxtQ/Abfd/BL6apQhoBWS9C75unIdvEK4PxlxHFBvRt1F1ib7feAcJQqvBPW/wWBduFjZQmBQNtbFixIoB0EA5AqnjdWHgesA4kOgcxcjzZw/I4brZCEq1QjvZ1MPhIp823DT5H2vrIpqhxCbB46kNKOeAZLk99Y/In6jNoiXxCeI55P5exui0z0TtFxYT7YbBNyq2mnDaajYRCK9YASkRmIaBMXbNqAHl1PSc+5MW1pZE/bLefW8h0W2iKtvvv92Uv98972b9eYdbQt+fP73Oe9u38ihgREmzKftvLPAnu9Or7QjR8vF+3sPl+PW/RgNu2RNcGiV9EjQxoTNQT6TrbR81KRwuJWkpp/GNU64cxJZyAGVHX5oVxPY+9goggP9GnRu4/dbMHVu/HEjn8ERNuBzexmTAVI2JPjAgcTYzrrQ3wmEaSaHRsW9eK+CFXqLYMzSk05sjVkwgUyDilkIcUUEafTGbCZ69TMZ5a2NJyVUXnWNdIl/imqewGW2/Pn/f6+ieAoF6XkBx/72m/ned5P3uDzW444y/LlTkZijch4HiRBQduEbVQlErnuI77a2Jl4DcqYzKbjHp04fN1DuqJR5CLzI/J0rvNzVWuT3+JnHk+a+pk2A0mQVfSHlIqkeDEO9TukIR6orWDdeBi7QoRwZkx3dk5S7l2bDBmAuAHHgR9Ak0yQepUbHX6udrDqUH6JJfDAtLWXq9tmjsdWddpf77OcC0/3pfE07YYe/MywXlv7XOfnl+v46rr7QmsuT4fO7Q2+7mDcR63NSATAwwFvJTXx3Qcc6M3ImZH0Iyz/TRVb6C/NmsXWYbMsu7RPOuy/3zvyxw4qtTC3B57+BxeJYhKWM4HwirV/YQfVLldpMNw/KWOQGHtoyzr/VxC9IyZgPG1GN8SJwYKntY+FKI1GVGU+NhlrYUC4yoEj4V/sN6OPc8Vxrd0rdQagY1+hNY22pvVxo2wfrCWwgaQOC8pEeNZdqI2MP3ICYrjXlLQ6hUyfBnpoAGySM/bKI8WoYkOZa9C44F5JMi1FNMDrTH5uigilbRCoRHPwfxWZq0U0oSzTZtJfwgKjMZw+C5ZNBswsdV4hnc4iFA2zV6nz+La/nwSWfu8H4HVHrDyr3m7XwTo5+f7tj1e2/F9v9rnPN9Xyj14y75+wq5uwFCghdUUYHX3+96XK9HzvpTtcaEJzdvVh+7zVkJ4W/fztk94HMy6W4tvBxt9Hloq8b9yVSsNSBxGKL1IHXbj4zRpb0Kb+NqeUT48jti8NHQ9AclJVW6li+ynE7k7aYW9PtKkRx9hF6nYdbmokr8yWyNIcxhbU9S6vBfl+eOhWCLMDwX9OLaaJ4uJSsTea+bqQLaIS/tcnKLIKCBFL94Ek1iX4/uf7/2aNe/3r0e/3e+Pe8ykuTJ7/7oAn96v8yJ6X/fFjIx/Xn6zzlTwWJPvVENkdNyRLS7ZQuOKsi/EqOOnQ7aib6jV6rmfCDXpaB6caU7dkhBrQDA6nlt4nTjdW5vNMrut+NwBB9rF8JrUGo7imbdss0EG+YkmApgKqt41Bzb2qy0niuUord1ghJoRCXCIP5BNPIUWBlFvlCxe7y2Y3HGLoC2IjhzI0ut5rhEObj9PuBlNqMFw4sPIm56/Z5lhVB21GqDWkAH2A/U57QfO27qvoB+gR1ofrqS61wbBcLGTjCaQzUtnlV0a/D261MWItqmMQuXVWBgkqHMTjhT2VlJ2nkY1Cnq0jvUMvEr5f43E9gMYjcEOeutgRMOMKN6HFatgRGOAebLMdlsF9yAj+kRaX4rX6TJy+yeSOAF8eQ2c2PdYGa6OQi6WuLAoI20POtJCv0hGpH5UZD2X4egVAXZonDebxiBHnuMbuMlR1ipxpDWTtJWu9EZe7LO3CmvWmAu4ZrpnCjfEfBeUgp9STUlJn71Q3j8aEfohloLZJKQoRlB1CHGcxc/x/XsvEWfr/dwKsRHqXi7553GJQPdtu/jU9nrNy7QQiuFaYv55FObRYaU61fWYKtjaRbae93Xabrdtm9s6zks1Oi3LFEjdUyOM0NdtWVeJ3oEzUnsBrncrgljkEmKnHzdorP8JzAkMCLe8jG8DYbKqATJXukyLBMmNcODqSZxMsRXZNaVHSeotXVG1Wl11Ln2EegxanajP9g61qqRBKOcTQ5Cr/Icc/xoNY8KhzO14FmnYyOyifFZG1+y/uA9lTKrIZeavcxkZsx7NuLCXjNZjS/FhveThf17L/dzmKzD8Ni1Y5LgE3OBHoTgMZML7di3dfWHSKpGEdScnJ9tLJDGeBEFrk0YB8bmFUYcqZtfnCEehsepSh8PJC0/8eah2PKOI243GgB5jGeSVw9i6t8Zjg280s3YbWsp5hg6OQzhfRpAjt7AuH/lZvQXy4Yjr1C5Ry4PncKJIikxlJEvyLW8DLxADYtMarB8kdFuCEYWmcOvUEY0pqP2WOqIR27XHh0JXtM71YkR1FueWCXZZItlSpEMBD15CdwStm1oOlJ8NNgq424JSZZSaRfoX8QhFyaFEtHW8QiUit9oWdD6AcsO6jqzLrgVxXmO3YFhce2mGXOvsAI64LpUGJCJINmREKFULRrSOLCt4ytJc4rEoVVk+Hqz2+4n3gNDymaDCRRmwiQ0X5TCxuEVPwmhEHBX84kSG8F5YS1YxiuP14og4CdEWPX0OUXSHhrZrbHreIg/+Dc0HcZYmkPjNKERNpoNGiXC6UnBGZpuOygo2kJ5U6u+QkjkNS53zZKRMKkYEZZWGMZ59WCa6vd8xjdu+39FqW9uwPS5y8/VzjkuoObb7c21T7UtAFr6e96/7AFbCtgR3rLWvF8O5H0BSOI8I1nUcASkyj4DqjRnQWKfl+nuF7vt9dIlkZES9VHC4KDQQnUsW+WNtnLQhXaQMoZYR5nCc+JH2uejMhxBKFg7xBllvyG6oVFUfN4Nl2vvfsTusIFR7phsO/ueTEIJJTYW6XI0sVFP16N7MLpjOSBpqtnJB2gyyI8ZnJB0HtEYin/O+EgplGyVLXZFNfievjC37JRAdy3l/Xitz8CbC6u3t5/v5/dr61b4RaX6c13TkuhFZyVvSMGqctpvLFQC09sRkw01yVioq7EIue7hOn1aF8LAVgblqhmw3N007DQfXB960vSkE55hKZiTK+V43IDfUhO4InYu+SCFBrWB5IUH3DE8evx7eKgBhB/BCkB5LvFjbcHvynEQ1486rWbUO4IkEkul7cEBPlW17vjZi+HChNZC4GsM9iBHBmA07aCgw4IMRFbQ2BW/KAozRUkYJLlEargv9AbvQpoDSrvNQLFyYwqJzk5grAl37tJkAB4E1F+YRxCIqrZz3PTDG9vsNMvXtcRagcd8OBGa6P88tXrwee4zZiNwXaqo+e3Ek8ibBpsxA0q7xNO2TTfPMiMAS5iub2uyEqgOJt/QWwn4RT2qwqksDBQLFpR9ncHD5mhitnioYRikxJvtoVKkY4gQlZbXSVMY2srbXQXpZYDLLVicGdi5kObasZSkKTmyw5JDFaCCkmrzsK7x3yA5mf2QkwnJtDsw6OKJSGTaGCiRsgGXEHgVJNanCSUvn64CbRUA+pdh7xDpbr2KlYed2/hxL6dvr+7kvATm4bo/7tv78rOd97tv+PC+JaK3zftLKbj6OEIYu6eds29iOs4Yl3f1+wG4iGrRv5/NxXdjGgUWC4G9Y23i8n08AH1q5Y8jLPoZH9qQ1iM6lfF0mwYrddd8RqyuFO0I9RDoKfVVGNz4XMimegiI8Q8AJNNM6bfIPnbE0llSxJ+uT8DkV6fysctKqzGS9FnFNaXhDrHnsBRZlyzUBtDWObnE3BWTyTF5clzxRRVL7UkVWFRrVsNaFRguxNzI1WY2qrHYZ1qdjFyMcbBcu2NX4l3HC132b52XBMmpvt9fX73ML/Mn9ONocDspaYfXzK3VEqOtCBnWVAzogrFUR53wW/jnOWdwYnniKRnxJ/1HLbrH0Q3JcCPJ7axPZj8AvYoNEWgym5PDtdmAg06majDDzmV2E40lGMoJV71WQd4J3h+aNw84Y3JwqeN22VXWSXEBF+5J8oAUbldaaqrBXVAjS7n6WrmR9aeNZ2j601smIeusI1l/HNSADxvEasI8R3pzn8z4vfemXNBuMsT++Hms00/P3NuLgONbQD4SmJvjQfk7hSVP2nYEWYMTQSwkgfbCFNWo27JMomxOPmvHfuC3GADWnoHSzRhiIaatlu71vW+/L9Po6tmnazvezhJL88b4vUY/xHaUv4/EORtSWMFoIRP74PIaIWSgd222c1Dym86puDI99XsZIRqRwRD0YUUmPY4kBhUveLn08acs/SQK0GgcTkYEbAWv70ppsYdP7x7GIRC4Iwi/9P9GKNZAdrSp2niOTl6E8yLUyroLWmIWKZg1AhtTrCpCKEcMVbhkrtDiH5VVDLzeaQBfEb+PeM2dEyqi2tLCB15wRjQdF3NiLulhpildKeNDneQ5GNUu174oXjPRSpDeMy/FzC1n5fH+dwVi+3pcl3LJdxnFXS87bfp+3r9c6zu/LmHuf9/kC+136fKULM9BgRH2eWfJ1GlxZ2c7X/Xxcud4ft8fB0HtRJxEUeCmiXQIQ5zhdBirEaiwb+sXGcY/PnVcq17oexwzVkaNJRVifnwCqWuKL25Rn0+NIqzRtqINJlZNLPnEuYANWs4OWMlwOupXJfEPYU546Rjcfmyes6JIvsQPwl8m7rWWMG0qv4XiGPETPxEcai3sOBicklym1/8wgDTnck7wyqy6lqhErNrZpxM6t83b7DZ/m+vXP1fjrtJ6ArMVs5ftrvX6+35f1wrnMW8TRnGDvbThuqklAKJ29reZkzukRouvBerDHue6j0PoKrSt71hSpqehELrJ1sHjH4QsWk0usNDiMbGQmwDrDEpYjd9kSBi0hjfGnY04Y/KQdJK5kb+KT1dZRU7plTxrKXUSAt7lHLjRV0WON6uEM8+C9YzNh0EOZoPMuC9Jtel+MKOj6930LQv2+CHgf2+373ZayLfev5z6msV4TzDrBWOGxXtsSElFoa49zjcrZ7wcY0XFbgwzX48DKUKByw8P8OKcWjC8YEvRVjlKk+D6GWDMh5kIUw7IRLyoMn46tje161RLVfLuHtV8Eh0GVhVnEBJjtFQZ3EUUzRupVohrGdPd9hH0bGFEPTNR4MQk1ALSbkaJKBWOd/ttYgXxIS3MG73HMPoEc9KHIrNxnaPA4q3GCxX4mpzYEEg+dbhL8xnqlxvwN9+JlZE8vlZeGfeMRbTKZFgc0yG4SHYZgvYcJPIU7+7UIAcmMSfpK5gn9T0Mnkl7UVnNt4HbVi6NCNVbKqCKh8stRNAi+zqEJWHJhb9tNP70OuM5RlXlx6Gp7HpF2kYjT6/X4PoGduJ7zMmB18xxbj5D47/cR8R9eP/fez0s/8AzMnivEUUxc5vvruW7RLz5Kxn4J25dKNCB+j/BiiDnP6+e59RqztbpGTEa63YlaoihBVDFVY79FzZOx286oCUSZ5re5HG+1fJNCwvBl1jgnXm2t6dHlkUNHBCOe0h+iUuPPlrSeTs2XjpTo2JRVh8EcaISrx4hmK7pLzYWX+ak98LBJF5kocpaMIBiT7BNEgJJM8Uy9iO80DDU39+tuoPdm2DpqOUiNZ23B3x/v9/OIhbnXFqTjdYx9Xc/374tR2Ob9fpbl+LniyANKee7rDUus6EuCV8MYkOhvzHOrKo36KvNga/YldbJIdsyxn5GCgDukEE39NOMwn5NIksEkbHaI+Z/5Gc7JpY15/4ltbldy/1pj4+iqGPKLHE+l6WFi6XcwKksaIWCk/ZmsyCyXH0WyYyc5O2mQz6QxhfkazpExFz/ZHfDo4+fdRx/tOMFC5vNosQ8OElr9dQ3202N5VY1c4aTx9c99pCxb532GQmJaHeBuoeHwTLc1VDD4K+SJHtc0UonK1viPohCNAQw5AAv7i5D8/tyJzrogr23DTL1vA+2zbAM9PW5H3V770qAcQgOWbWjSjvEYiEfkfyCl4CSy9sAQm9fyx2pOjKhEtdSRZQ0tGHVGTG/DbSiIFkPP8QFvBhoAm3WAUkFvVMfKRXprkATjYdaMziWrDuOjKHp36hxYgciQVzrPSdMz4F40crPZvPVNyukjO1ln1CdDufD1BrYFAYzaZ4nQme276sLyxOAiwr7KoB+Jesn/3XtvuJnBlD1bl4raVil9OS9tQMT1oFazbxti9vaLjXy/9+0BtU5YNdyOMI8rYfZfxoBOlB4edoZcztfz8Tw3uAhE8NbH13nJ26P3+9fXrRjh22YyEa1+hfdC4K3Ooi7ccJhqDree4Kgt+sW9hJ9jWjOpjJxN+0ebuwiRNFuNlbpg4HBTuCEL0dSCJ5YgMzEWusTrD3aBmJ8lc6G2GEN5ONK1/J6Zl1vcfvcCuNWHmeg1RXFu9vXEfRI+T7oScMf2Eb7CcaP254Z2w1b3LzCY28/Psa3h5Tjty/21v/755xgrMX9aBFsL/MFHX5DJOksusbDt4qS8yb9ELLI1HY/FlPAgWzQRwocMg3A1LQfcp4XkIdHVn01yJHNAxwpPdDQz6jSvFWnnmzNF5S+TZnx5RrNQKT3ukIRCBNJR88S/9G4faD2cGYkDbQLu7A9gXtJ8qyNWXU10KbHv8h+2rkNBdtWGgsG9TNt9+f8/jXXKKJvE9+7ggm1MkRCSjpbrFSLPEBRXWpE5st5pLUQkACHvRRM9hvp/3v5gA1a0FR137qB080raKxUJdURAGOGH4izOOP5U452GijABZtvBChUZ5+PxuPYZKzsO92cMMM8mjLlLe4ip2SFFYjvjBcyueQxZzTYTqkr8r6bRnBhR6LFDRzS1sRv+SVIPjx1+Vbxn4B7qNIE/ac/N/Zn7VPjQOKMZVQ4aN29U/nctqxjCJZmbqVJcMsYcz2FHskeCntq9Gh+KF9g9VTBkKIX6rmfioleUZHAe6FBJw0Dv0t4plz713/FrjXWjeaY4lY3rEnXfCrtcVuTY1cgyRGAqQGhuMm8/N/XpfdCK2NhnTAnqGsGsyrQdxxaMps4VRKujx8KmhEEhMvprxMyrawAOHkfEWzyu0BCN4xgqpHiG+783K4qksMBhlZ2rTY0pQ6BevBAfWyJR2VZD3y4ahwNRGVdOIo3i4GvoLRAm9WlTBdd2PDTBl0iexIXUY5DRGsfiuGDMyM5idDMJbLqINsrmjH0dI0UOvlg3JHH7Bh5yF20apJZ7PRtJiT+ptWOrihPB3vH5ConoOkcp3Zb1+VO3n89WwHCWLRxZhVQWkzaDdMupicKIX1nFxWmNZyhl0XtcRcHtzMW0GpFVg4a0palB8IOkSRjmLflTpOZlU9p9nHYDDr+bo0Rjh/WYtZNw3gmcTxyXqsmleDt6hgY1EakECJScUazDRCLFc5x1miC2BlBNuFF1KdIq7JIPgRH0OaoQXwiaGcTa0WuTjnuu4YY+ruuQ37DyjZqtZsBPFNzTOUe5UlkYgg6ki1M3oW3jbkXq4Z88YkZOWcn305THIYXNdLN22GWZLalF9RBPuJoucwpab4Dqz3NQMYOeWiKiMMzVDIoi/FaWGuexJ/w5/wumZGtsbGnkQMqc2iGouX1R1SGulTYmYkFmWBlNkOKV5CzlHxz2wghMbAdPVSObMT+ykxUcG6hMF1ByHrqzqZF1znE+1Pmc+ouRE6l+jItoI2LsWyWWEJACZOuelauRkSFDxmjkw5ryuJYVvtOWRipmA2Hw2aaYMk2OEiGZhgjqHcJiIpmOUwE2auINhuyN9fwyF8M3o2O7ih2Ls9jH3/Nqk5dM9Sm2rTb9wOMSvRnHea9v+ZrUu0eRTNhthJRf92m0q3VFHBMDMAGSLWHbKtKZlaOmCIXsnBO7qOojSe4MWZgBbwTy7axO1a/Nkpu2/NDhS1q1iZRkpUZLSyDyFhPpNpUVcWNwYTwf07RthU1sPIXYb30AmUNXka+w1tqSjiewHdgOL7qFdItKpvv41d5jK/xXHA8dfK0V05A7a9KrDxxbiXz7RybyWf/xdYPpoZmCWz2SlFi8IzmZb1JOTxf+BDPh1SFh000k3DWM9mXa4HFrpuazg4aylW801nIQHtCgNMVJR+Ultwnm+FoVyU3r/Em7XDW54YNlX+WOr7lVFUWFGQ6QCrAv240emGHuqFZMWtypNm/0O0vzIuXfQlYLt6rU5JqcsEsnXpdlbP+9NOeI2yi7JR4UkwBGOsM/ir/G4x4MlO/XgHtoQ1mwCZzSvNi8gmzFnRE5VOzifAa75BVHcfJtCoeW/QnZSlGwVLMTT36ru6pkaHUc80vzIP1nQXgBJ7DpNMuUhhv4dmzZZVUu+hFphm76GGmuY6SOyGENPSNFQpVb5xobUGRkTVGxPMr+0iXbtxLpQvuBARmK7cUTsYeh4emzhmkZNkbfM5hKbdkt2df4CI4tGhjCZaAiTchdcVl/QbFjTrHNYtIugow5fI+tODoBlB0WyC3IxkkSIvlCG3cs4KZ4grrTI+h9JvKIdjero0irEtpE26+u+qX1lIrpqXyWyJjRbHYTSlNwqYqkfRJ7UmpQQjtbFQd1MS7Pgo32jmtgMxcJRAtUQ73H4s48EYQdRg0Vjbiu8WSM9tH2hTnHGBxapzmwbGleIeYvUi+esuVSLBFhlnTr2YHNxpJut5yBuKU8KpGxpnet60yPwStVpUwTdDXym5cqwlD3bCWxbitSdx8joGVAPT3Wgz9b1ATlL+aXGtc3mBvqwF1PINhkRH0tWkAm2WT305ATC/rLhuJ8j/mhV06S0JvrZaBB/6E9mWRskU59fRnM84NOAISszK3NoqgVlRaIucuQYX/To95AJ5jns8UtCCUeq7TdxsnRnFHjpn4B8KDnkCXWX6s5ujYF1lzT+jeDm9auEItab5Mxd7dg26UOMt/zkPd6SOeMz2zbuht62/jeIkKktjV4sacuXai3TN0f1FckIyV2u0MHAJSI9zo/9pDR3d+ikN6s9tVn4Dk2tPcmvqOQN/wGC2dVF+W8yhdrJOQyjV5LoiVnjLF63MsQ2M7u2feaKo74Z7PM4dc+zFItzm0a91jhDeYT9p4tVJ7TnaXSxAzMaYQ+epYtMoowU4H0HQsEs5oMzYI0O+aXDVVIVI2EyaKcOGrzISmQ5SCTWbYdLsqlF5wpeyd1TTaepxLFkQaNfp4aFk8BeS4nx55XKOKlJhQaqZTy05nRHQ85aPuSvkdRDBcgY8aliK23fpFcC4e/Ptytinsdmy51SlXH+CM5w7XExxacThjk9jKWcT/O65yW89yKGdG2kXiVutVY0Xk89r6/Po857luWtdW+R8iqb4QpWRhkEWmQnYgY0rpmICLRfR6DWaljWYJV6mlHUmr3jr/LqRqYpvXq4RyZbNKUtBoOsW9pSykIXQJAMc7NoKURt5XaPK5zCu1XyJ0XB27HJFbcS6k5pSYLhF6K1C7JFbNGlxNc2cT17jIi6IHQaYZCBKjpv7ZkQ2M9Ho+TJgWKL5+BiKSGzHRw5FymcagfNGzK6nPbpj50xW0bjUhHF9Hj+fM5VjJGqRVpiknJByDLEEcI8I8QpI6Kp6GKsvbeFBPCyl/pQW2chUJpje0vIwo9dED8GBh3rsuoaKsisTRYKIAwEspp6V1EFuKWel8101CTGtkYR55cmFmxnTWlbPhRhODeq6WhQRo4qUVJjeJKI8cwC3DIq4wlHKDjoikKm5XeaGZqKdKZFbK/miNbz+QGY9ntp4wv4y9N5SXu1gqmLhMk3NdglkeXGGrZ0STxqzWQLjcnT9TrlxqxMJXKwPP12vtY69L60uY+78e+L8v8uFFdPtc078/H43nUvj2OaV+GmAxHlSz7FFU8bvsCtSIdtqfQKPS5xFpdePMcx7Fvky3WhUY6/c+23bn2CXetmrn2BP5hHCGvMDYxHH4sl3nhx2I0ryposzQOrgYSs+lZAsvEEBWNSkpaKqqRHYlNa1rECRjdEKrVSxWQXLxAeHBg+0aLkqG5uW370t2NGuZNhhQUCDJaBcd3VqEPOX42uKXtzHAk87RWteQv6uKooFwjr0LBVYCAdr1f5349juu2yr4j8m7njSe4es1uA5L6si7Pc3383td/z/W8Vd3zMtXz8znXFjAMt5ndNJoVUV9EWQhlNpETIGyREys/rtlzS55hZEL+ZGph2M6WqLyAVjzuc2UatEKo+9h4WoHrC479AnnX4SVICwUEyLSNd/LRDBEENQqGFz8PXJNxdHOOXBR5ypKtQ0l4mp1Wzg76YdBLm+rZwyCj6TXHc8cF+HD0agXQ4+e9lxGoNPJg7R3+hQ3YtdNQl0jrXKjBnQOYrjx///Wegjg7iqUAyKTGL33WMuVMsmsjhSp7C0zsROviDgmFSyO1ozkbeaeG0nSbby9rsJ0MNMJ0gQ/PuG9QztgJZYRLWnrzGc0MbcTUUzEgdLQmQh79CyCtczKiVVGjA1tPc39A+EwGyqhNIYHAzHMJXkHU26gUdJaCF2GB5HZKniwo0MHoCUaWQPHIzMeJDt3MAXFKmP8jo9XzVaAu+KLstZaKO37tDYdnqR+nmal4I1m2gUrkMidqQcpKa14HLLcNeRzUFMFp+Cn9SUeKryCUpsFUMcTkOSHfTPtgWuVSGf0BLUtgVFPfYnPRRs31/AqM3DZvr2O9Xtu8Xjfn2ab1+dqvf17L+njty+ta58fnCs+zGuimZd0er6vNtff7dB8nCTfz8Xy+n8FPtvPcxuF4/3x+ArPeq8R/JmrYxQTpLsLvz7Uu1+M8YsqAvN+YBXSvsltJsBQlLZIEwa4FuaUrl4uGYWvVN/hcKUOLVwOo+UA+czKcsFOHUaAVbqPoQk0QwWYHMjMknpfPvjHNCFXSJb90WacblZvenZWI2G2obFlcT6dLOAahOtNRxwDYkb+hUtMVJ5K4Afi0ZBvTOL9vU7nH7R/2vrnM7SO0HM/PZ1njBioFA2Nuef/crf9zG+L/3k1zHgHBXR///Ot3LOV8v97ngCbM5SAUkqWpWm5FCscfZVD+xus6Pyp6iaf8VW519koaUCdiu4I5bUQVViulEbj1oJ2dCBcM8ii0PdRTSfRa3NOw8Py1LgeymzLVKp8etBQ9PUBTRKPi4WBVkQpYQFZCuE5cSgYCklZUBXAIMUn9ODRCHuugNrldpJ1q2d+vdWp1PZ5HgESux2MJx9Dl8dyBPfd4YHSdrwfq9njugYZw4wg+rVFqDXEuUTvTNgVVDx1LYS8DZw9HVlgOo1NJpQuJBg6thnbqXZMErDOQiJsirsPPZwYyIcOM1DMKCNOmGKnhdLiGZcC2I5bNvD/2mZj5GDCeTgea+J1GE3h1uYArMi6vXT23fepmzKkjKm3alhiXjgElwQb010bocZsDrZKfOEYUU7BkmOXl8pzwBSQ0Q3DAoyJ74Ui3FId3k63o1dUR2zlpUnM35OwD89MrYsjlgLgcz2PVq9cUMgTzaY0I+rI1TEOZT9NWoteUSKSMiUQyJZlNotB5hUFqP60WJKijodYg7XXk0sROlJLUlq4XgifxyJsiD/mTdJ9L2X+eY2nreZOb43PM834cR0hEZy/vx82QHuN495j2uLbruZd+vF5HvzvR+7mtta7X+0LYE42Rx+P13Pbjet+4qX3Y35/X57UgQgrIfVpsOQpOWDRMwYiC2r3er8cwdzuuUkfFoZhaWC/xEXgWds2YrHj9VjGdMOmQUD2k9tFLzL1VL5E4epMxgyw5NCIqJIeyMwlx8ekUawj3oYJEsTtVqT7kOMM/+knWMJiPI06F0IVlcek29DIfaC9xZ0Qs1Y7kr+xCf8GF/CnJpBURSrwbrG9ab7ehx/j+55/PuZ/nvozTEkiaO1bxGS7xPK+ffz3X5fnaAnqwbaHpjqvH67P3ZQ9OBbBUkiawQb92kilDFFpt5WMNjEgJFk+Pb3+M0ibP7iLGY0biBQB3BGPQS3zAuGt8sr1wqh+LpxElEbfqCYMFMrAYO6MypkwxVI9tfjSeexGVCkYETao8vcSLiXVhp+foAbyLKRkRvgnHpAkUfnDeNMZuuI7szRHdpj4F+nbt6/k6wl10vV7BiIbt9dqDu+zvN/SyNzYTMDPOkGGH+ZZizzUm/8DCqHXZN5DC7dhaa5hfQiRb9gXoNfsedF/tEDtxEhJX7YV4IJKNoNfFIEPH9orqGMgKw9oKewesYIDCMu1bfGLfrx0rc8vWYgEhjjtdsVssZcm0uy/BiOADDV8wxHtwqOImrSGAgaa/Dq1SZi/bElkY5JsKFvCVrzhI1Y58o4pR96QxsZVBjQzpKWT5qcixZ2xiadi4LxTllJKrzemMO/eN1Ym9lhQq7jBeh0F4erG1nA3evAjYYa7h9xEBHv1/kAGTRFZDpIsESt8m4+Qi6L64zR836K9b68UreJfNE1SBX5uiNPTHDbJfNuB0hviPYxSjeSAH6mmt43r9PPock9QyR2PPj0c7rq2tz8/NVs65UuSd2nYeE7yi922GF1qfckU6wDKn/Xw8X8/nUQLl5b4ec5pZAYyZrc4lglB8o0eC9i1ziesC/BuKF3aait2a2h6Up4PaszrY2tJl2pNFQnP8smroiG2gNvxlNVlNa6WsuzfOOog5Lnf2KLsBCMiXcxgWSNFSHJ/RviGcSLDH65pbxwUQvGvhaogxQ6EkUe6aNhPFqkhJ0KO4GOcu0pLYpYc8Twah6+teiJuu57V3zLO3YDzvfwWEwusx34fT8f7AmezGlvu5l+72/dqWBa03DOPSluejxzILxGAj+tmukeyaEd/kQOWOl4utDaOHfkOJZmn07qGnflZudT07eiKyCa9Ww6Qyr51B0VJpL4prhKW1nCrloszsZTPZUXOJV2qHJlvAcxTORlyOzqqilybrxybNt00sjMrQiJEnyxMTA78mUml0eb1kZ5SJBySZeQlkBcbeAeDlMoHWO3wyglRS1YcANuOxIfPzXyfEhKD7pVViM0W6YJ61bRwNyzZhxWeZUI2oMrivywBOwPBYW+KHs7pECY2MFYxoDEYUTWArGArEDi4WJrbgDvPADrR2+2dQMdiEhNr5WulvoXkGp7CDAmYsUe6ejMj22wHxgzkiDCm4KiYGJJAABmmcwYXk7M4gDECLytDvEJrgZxTfmbbk8rX5mgMEwjIZhjGqlVmuSbjODp7WTgJmiJxfXsm+Cg6Pf4hyZSmNtJ01odhXGnnwXWtwAzNapfTb4huDdVLqZmR+ioOrT5G5GP4jMzeHqTQgOTW8XsOUE7pc+jFXz3D+Ai1Jey2rr20/MK2Pn30e1+P3Z6+9Tm3BNl+vK7A11uOx79tcOvQ9E7wDOiwYAj8bcLwKkG9eVNAXmGsLS4d1+vwsK1ZWxImOW+10LbqnjU3RrHr80tSEYXkdqWmsDtmD1LjRVdjLkpKwmOHAP17BMxBNNFR63Pv+OAIkhfWOGvK25UovSBtic3YldZ2NRcSkCBUoP2WGFkn8CzmrdqYo+hdrIaMW4eMo25AOp2a/QLml7mfzbD/DYtQAGmxKjVLpyUYpbYHn8+nbviz7sT/e79f7c+2xhvoe1+393hDY8zi2eZ5mBMr7573u1zTd3WHQour2/qybV+VUbPA7W8pZvJRPIvaso+M1lio9njSLSqN8G0DYEUi8RL/m3qkxsn2l7Zrks8eBopL5Aa79jJqhAetlCdqmooPENUqSf6zl7Ols5OSGFRe7rVEcT7MmDP44n1ZO1gzhcckMcdVCXprNmEBH8yUjmiH5y+KxAr0IK2wyzO+wciVNXsGI+ioz5UBzESPvkMmIqd1bhYEzpvhfVwl0KgO7BH8VJJU+H0oIO3AJxTmqfZ0gEd25Zy7F2mphMbxKDBGl7LkKn9qDAPd15rhQAGSB/apIXP4GI2HvD0lO6NtmRMFsghFFseWu2yKGtAOhelIklxiWxo7t2HP0XOWTmaSswXLek7a1RcciGSJYeJXYj5fmvoaJ8kTpQihh7GDcwdho3BemitXUnqI2a4xB4Dh0eil2F3du8kQPIPVyGznxcpN1qitBYyqDQ9izvqlLCvvGkfYcbI2kt465BkKJHz+gEriMPWQzpZja8vuOPvi6A7Uu0CtEANd+vZ6hEgJqT+AjPl6PZ6h79uPcpxprN/scbxJmmXgRXy7Y0b6/ruv9iMUDQP+0kSMlAlL/63eXjmFsmtB3LicZt2UgiTJEtCPx43pqGhSODQnTak1OSzgxg7E4ZeV4CVUVkSwrXTJqViSbnnOPMniEZPwccMIsAbR6os8UnBnyW1sCs7VCmwm/MUqChXkv7fkzoGoRzIo0f1nkUfihujtO60WqPrP9qd8RPc7j/f78/H7O1z8Rf+oxXde2TYDMfD2PGo5h47JN0+tfvze6z2M9jnU+f56rllOn1+8GBHdOPtQFzO0y8B3cKvl2ga1mpFbnc3HTohJPIgy2uym4ljLId4npxGO7pQnfYcC+h1DyaYrKmuh7VDSkvoojNGrepB4iCELbMNp+8duk+SRxVvvwIheNN90nHCzDIaOaUy9DCpJL13JhOhnRHEtbtZSYNEQBHfFrv849Wuk4jzYMM7JFYNTXzYjK3NuyjCZTKK7nDYL2rZ0rlKXTus6fiV+6MBUSZ9jSsB3SgN+B9ccaS3M/Y8CzLueBZt+PLR68P84xuNP+OGKVej4e+9xK91Jd3+J76oAkULiPBakmWOYRiFhs7ji2WFIMa7O/OqKhho4o6l7C6zBNWiFr1ag/kZZgvMWctM9wyiWsPNVLiqnNvGjFXDmrGS8eJRKunCHesOMoeTR8wWJXMyMVR+i96cMYvxm2MtgccADdBinqPW4n1igz2ShhoK7WQaCb8QojtRhIOkVQVIcrk3uHwmW5ZJGd5LIXwUVrKNb+taL0ABwqKbrg/qkCRVm0HkYttqO5Or423ePv0A+PPo7b503E+D068npd63GOPQwYzk/EJzrX7bHN9Xq9jla3x/m86npuM0mKJaJtqUYZAtrUc/+81n5ec1vq3Bpyjtvrc9vkbXUhceJ0gF7brJc4iUV96jnGhRCa0hU5xZdgLT9NSexq5fTrsFyYGsxdPQVjm5ZmeFGClLE6uSPgEWObi7BZKVE7pDYrDWWGR3DBSt6ieNHkmCCDuA29xHOTpHsC0UQLlSL8bJSJQNamyzJWMC9HKodVO3IRXXQB5ZeByHJPjd/j+Xy+Xs9rCxPJEG63fb9e54pA1D+P4/m6L78ey+dfj/3zu6/nc4gIvetCqbc87rW9hrUgGyMIlEUg3xWdjS1mm4moQAnQ6p7SqnpGQH4khUsiuJKdoqdI35Vxzx3yxDBtmrpzUkFyKU+rL+6reJztF9SiGsBxpxRr5BS21GJ3kYpoMO4fhKCR7UmuGu9AilMJVIPr8dLS4xMNaqqZhIi76D++FdfxGH/0lIzouY59Xq/PuY5hZfS+09qu9xvw2tf7ddTA9Pl5tVLn+XpfY1BnMqIZKChNOqIa9H5Bj9x2ovctGz9nw2UseUVCnSyW0FuvpH21MxIxGWyi1gy0Z71BT3+PdZzm/f0sIQY930ePyKyvAIsqYaww1/s4dF2t3t9zp7G4dtwM6j4+nqdAT0+IQIGtXBjDnOH1BcAlYWnbF8hpqSOCHWBYzTGwz4BN4km3E5O4UR0TkbLEbpWkHeQhhQTbWA9FHETn0fuMOuh4rrS3pyAhvu/l+yHSdLCIoiAnPyU+zN1Vc2hbwxkpuQgcVSJY7DOFmrJQzBTm5RdqHPIXbTRo08CZRM7dY7Me028F/zK7kSpVsvKQIAsJ4mVBq9nXRIZ9WRimQAG2bbNkpvrze4zLPc19b3drX+/P2Zb18RiWx9ZDd3S9z5tAHWsP6KjtChDf7fV6P6f1OucxotMM+7kH3YyQrMUy4VSWx3XcEtH+83Ocn9c0WEUUxnWP2XAj1HFTgjFBi02o+6JHjoeNDXX3x31GGNqg+RkzUCA8Cd4nbyIZhRiFtHLZ1WZXqvi4wBMSjHCawerb2GTZQi0ojQ6Gnnhi7PHIJ1nfHrMD2hmqE7SHPsET1MTAEOJ6pIoNp3f6qjVIxvZ129uCrNUhkV+Mczr9/OtatZX9uo7j3I5P6IKe63Ls6/TzPm9jOgitr8Che43z+Xmctzz8nXSctxSFaTcZglz+UUGSQQU1LSvGOx0VDBXFdKQEQUuYwyt6uvRJHGA2B4/cPKZh2Rc8Q3jt8ckpU8jekRNQWcKRYxdUmyO32Gae9wwMz+1bvIxBE29h3kM5H8c2D5c4U2pipwFQXMi+A45pUwY2abAJ9CHbzw6qA5kBGNOIdcA+aE6/7p9gRH3dzmUOdNPzXGJ2AkPVBfNIyKrHtaOzTksrYSX9vpu99WHUBHQ7d9Cv7dwwDd7PCUQkjqO/HEfj8bEowpDs37aRNd+0lMV1R+n8ccQZ+Dy9fn6udZzqdh1gztdjH7B+0elsKhzbOgdBhNECjK6nbRzIIYMw97ug6CzjRMLiFN4T7vvBSKfQliSywr1FhmBEWEeU/6qB2qogA/RbjREBuSlB3Co1IkLhEre1NYJj83V0O1wTKGq66g7U1BolKH+rmWBhMWrj2r187d3+xhKqtrmrxYvDSNPU2/49KnvkTphWRFnCBnUYT5lUGYpXIH50QzGSEb/cU3qeTZxmsKNEw0FryJvBA4i6YGONFD1VjpQpt5Q6zcf7nKZbMf27t6Vdrwg508+jL9cWYU6ucbqb93xM+3MPvPk+RXdf9n1az/sMIvNHt0bc8XPjyzmXO87H+1q3O7rADeK9rzRPWMb2vHleH7lMgV9Pg21PTTtZ4c9VqXRsu4j/XjJOBZh953lCWsBEs1BqO4R0dSeJc0s2K8L5GCphmYEqRowinNfj0JPVBRMBBLVvbNXsKtJxYqk9XXETP9vKDP0QIkLMrHgFnruO3KrjqjThPJGyZoW5AITaf/451oVzghLWj7eIe4s9P5/nth6fm+Ocx/H+hJXCZ9sfx3Jd47g83o9jagCovZt+vGOB/OsHjI30SR5ZxN121CC0HOHk1XA87wZyigozSrddKdtXIfwnQpyByZAmLhPHgPHqclTiZg01dKlIW2LaVcPGccR11Z+X+Nmc7lh4uygHRyFm4IPJBd6e7Ya0a4JMU6yvi7vsYTQ067crcLhbhcRacIksM62xRlr7HJ7nTdhzE9Cq14qZhmC1ytohXc7UEV2/t+cX1p+0zCkKMGrGPi1am1xGUPZlkWIKnjdy5+EauvHy+N9IBQqaaiVKm6d9W0a6T9NKocxYEuyGPZhnPlLW8DIwYKg+hJChWfg8K5A23b/orJOecpwYlGVrw9zNiOKLaTY3bssgMF02goEGeiLlkM7aahrNYVqhy7iC7QuLgDJSQ6znIOGVSLBRS/jHcdV9ynsDz4upi2ZX2Um5IN/h0L9wiMSGSwfFxJbzp4hv+j1ZyLxi0L7alLLbu+weBUh4gLP5+JqYAIby8rA0BU3YHzvdqQHliPFFhZnmtS7Tfov00W36OkcydHqYCYx2npdx2UKeWr7WblNdzi0AfQL6d4Yc07tkFi4WId7QsF6fa329l2qtwn3fMaBDY1iyGNYRgFiltZsVIqntSaggi4HYzJWVmCBksFPRcLtCZmB3plaS/3lG1SMi4Q97g2ZKMmMxOoiZm16ZvC/PadI1ZKaaG/aTStdBhXOr+mri2+a1+zBplkMyOSqEt6BT2/u9zFHLXH9cNlkgBH2YHu9XmDvux/UMYI02L/tx3ldjZC00zD6urR7v1+dnazijlqHfVsLP5Z7+qyijLdutDGZLkPFn7SPN4W/rxkS+iFQ7ttvK2pAFl1pNBcOjNAL0YGTzC/hra4FkKdx4hvcZ2kfTaxXCBUiz3bRqNY37Gt9m90uDC6m1U03uSZc09Jqw7efRYAImexzIpUxxiGOlEGEBYvD4vB7BhwzB7l4hlO07j7qi3RdprCAzUUZsc8vex+S8hm2kg06ZJuJZg7kDOaEZBkx6RA5YTdrUWyROGGCsy3lbM2Wl3+lzBuxVMXutjkj1B2uOWqJCz3J7DIHcYAj6hIhzbxjDZEoVLXwnKTORJVm8iIv6M/74//5ir/h+n+S7WRajBxWUHAlLZDqfzJ5pN4iyOQL3dIyUbNKodWYgPQFMdUH/E2TG5EmJ7eJUIP4hOzhJcjjfJIB0DUIfFsN0ZNRkz5Q12hOTpqn7liqE/4wcxIT9C5ZwWGRKl9QxEJlnt0sxtqFfEGwlQAaAgoqna2vrPLLqpMCtBmcQ0AjLjmfwf2rf7aDD2IWJEEe7lm/KFtOWi3T85Awi4Ca1MZVsQsy0HeuWwjEyomsZrb0X9yw6HiT5wUF2Jp8naLG7maQBMxe+jOd5mmbLJnVI48h+1UXn/Oe4rumfhn3p4qlYquEBlLCYkQYJg0wje8eO5G4jBLUZF22RY2jbFnOQNlf6EY3NcaAwfXDgWiq+HZcCx1+ZSMKLrW8i4b6R0yO/5cMcZ2lk34STrR5PE0UzFFwSjD3y5FJ+M7Nxi9ijPoXJah8PirGaYeJJaW+dJAx3m5mgRVIk4psS55R/bnV9TiLpprSbM4pEnmJVYesx6DDmjIHqbfyz+SSoNRuUmBf4r59m+y5RAzuBs/nihEgPQxLBClHMl+RFTSGyW03swFLwGG+KlywgPkI3WDEKqYJoO0aw1wU331CTKzulCCnDgWlrfUhkBTkSIZuxQEVaJXSA1Gq5nvm6CW1zCPpvFAS7zQpuos91al0W1LnSkZSbS3Pcuv7MhLQsRk8j5ivOmULaVyQzcFyaPGQ0HPcgpY4+TpnUK2aZj+8WuatiRHxoTpNxxNfiJ9PEFnZxEohZDCcn8yKeCVSCF6LwOWVMax9yAGO7cIZrD0NrFeRPOZptKbsRudHnuIGnWc/THNofaDjkXmljJQHfwyzK4VfborElH5LGFqAmHee1qaapjbC+yPa5MEp0dA23EurHE2YRhYSoboxC1Kw9MpR0LqDR82TkEy0tfR1P8s8N8Pc8u1FOEESQNbKYGsgkYabz/T5ymfQEHOEeH7N1nXKPVWxUC6HNamO8V4D8h/mOLo+8bjbU11aHNVqg6wKtFtFmaC1TNze/aYbOZRSpSFxafaTKys3Q3c2iSfZeV4YP/AzVp/NqjEh91vxCs3Sxm68vuMqEm1JWIb8Ttf22jlGK/QQGz/I1FCrhVpNUpFiecpgkoZIgfPlpHJ/YY00Jks1Y0UUCkUWiP3O1VAsijhzRUfu3FzRvbp//022au9VfSHdCoaFkiZ4Z5yQBcLJW1+l6PRbYZnDzHDWdS7DpRXLLE0FWTbvvInXfcpNqYVo2Y8sxCo88/YiimNPSOhhmH8jlHI0o2dI8kGMFQ5I/IphFOsNTfhkq0gpnUmC/mr4W5nK8Td6G/xbFsNGDSEdVEKMuhvJIwipIvwote4QahzCFeE123AxUOIbISkx0DwQHBjUrTYj54tSlSZUEz5kj5sb9RBbmxK1mQKTEjk7waU8cv4sOaWUoqjCaIsGeJ2B6Fdtvwj/8J1Hhujud54jIrbjvbneNDRnfcn26hwy1VPknSdyizp5zGc47qKv1RHTtkodq2iBHlONj36chJ0XGvEjUUn6q9dG0XSNOVnxSyUBA0Mx1jpuaKM56hKeCHi+mG6rOAHvtyZjsYpFLp99pAns21e0cuMaag55b5M5TXr6/KN6ryZ7AO8jJLMhlQgQWE+k/CkD/x2mZrXstR/6oQtueo307Jw6xOr9s4ew4RrcMqzv6e7VtnIGDU+9DYKNar1kb2pvtJQoiImrTX613CTjTSi8vTiZbMS/hHxehdZzAp6bkTZJP80QtGXYMuQwOiXPIYMUUh3C+U9zP80qOv6gwtGZD5ePXuoBZUZsTFz3ZTq3GKMxV9qQDhRebll1kZyI9sTFd1ZLfBUS3Z1Q8w9gVC0Rszzu/VDBSZg7U0IDEzmXbF2INmCX84UB+nVhxHKv7yQeKelOQc35HfiJrxMS9ky3VdXv/6+dYNbXFT3G/JNOFeo21jYfMufCkHbaJeaTjKdK8bOQQKhiPrS3HwhCr65wS0VDCv6h7EiFs9yZaHAeGh0uIXrzOBjPyMJXHOg7JB+MgYxlycikyYNMkm/ZZl9OpTBJ19wpB7OJFDsdp8YEmC36iZvVMHAuGsJmgPwnlQ8sWI1HivFXeplN4Xi4cSNkjo228gZtn6znB+3Ybjl3jlBSbcykptinjxB5XkAIcA3co1L4Iv6GspiWs5QKUahzmfZs7J3zkUI71QLritbl9p6iEldkx0MlCEkboGiPsAhN1K+MwPd+B7hGb2JcIVfPCTqexEPpRDbyRqeAqHiOBKMBL3p/PNROC0ha5FqZKWuZ+0wTgk1W2jRMn43kxiJdjfQtCBju4wCdkuANy0DYSVNNuKnwyF36Q2DZq4J2sNKwkBueWPIw8pHZ4J1PcARHUMedkww+uPHxxM3yE1mWJbSuWqhok3xK6Ir35aGnL9XwsZWxwHmp9nOt+bFMdl/PxuJYY5G1CM+5rm1srx/t9jsGJzue1DN8a9jsa9/kp2jEODqyd61+Q1MK0pBRlRysWn49XanF9ZGrYRAgjzcPOwxEPcmZbPmZtC93OrzWooUKloNXobsHM8jDq0sEB85m4XSINRnBQC1m8SB4MCs5xWNDKuD3N9jEi3e7so/Z0FkGfl+fnOQdYj91ztg261y2s58bAullmhg7fUe5lCcKwLu/fxxp9NuP0poexN4IJD/IgIjuyl2NHfQYvl8qfHR193B4y9o0Aq1qv20d+5VwHA28/oo+1u8BjG4GQPJB2MspeG00ptcnsHgyM1nKNbidfKy9zggBQ3JZWh7/xiHoPWrJE2oemyLgtsg1d/D94cysdDrxFa+utOl6mALFB6DWBj8QxDqIpRQY4dUlvNbI3kWKCCgl1DpcHE2sp20iXjTruIIiYQccjPLzl80UGgIbJgaH1A1ErkT5hX1aDlDbtGPjNNKcYtLSSfXjy3SBP42TUivxmrNqj474JHMcgF4P5wiS6jd8XWRLADS4dHFymHGFA8Prnn8dQWw/0uDl4yxF2UnU/t2OX3E9owrOO5Xi8n0vj2SFC7B1Tn3s9HtfWoDtYpqDWZzij1Pk2yPvn5xy3YEO5/BcfLQNAiFV93s7ruvbel8f7XFmpZkcwDn++Hq/PY62VqAp0UzHKNkawHswUVt2g3PQVcRtX0Ue5dTGmxTQiH832DZ1mXVllMih2lyRuRnInv6ERblXDF89MdKKIUqbLIkQPGpSJP+Iz6Oiim0ErCk9/P05gqzpyFbgOcDj9N+hpPE3OwmPGh/n6IwVqzL/ec7DKbd+PrfY6xrhu6357vf4c6/E+1qnO189zHOdQUNxxp3+3wM24MQWfswqvx9Uxt/qdw3zdmeSti1LqOFpMpeNXyK01WDTb10RZzSZH6pLcl9br6uJ4kKpeVTRaSc+jsXjugEfqWkLe6cFyXTSiMEzA47qZGSiwaprthHcb03ESF5Zo9/2GKbHmNKAxwyZvw4M0t9SY1o4NFM/PG2Eo98cVg0lm2y0mBxGN7nheUzCi7XFF95qOY1+GOt/gxtfahm7ECz+TKXz1qrtTcMllGXtQrmUKTG36C0mc7liusDBDZisTVRnlhXw0rvvvz0ZGtMQbh/OxlxCr7wLdmTr9hXow0hoBLWCOzqlU5G6aoS/bRGifBa3JhqeBK4h6i30GIC9pvk181ygxQU+rInYY4s3I21ycgOzfCHQvwUQG2HEErmTYDvNAtqqhrHVXZPVSrBAL7LpkYxTpeMCU7BnEeNAdtFCAMnAlQAlRKMWBcgx5xJlL5LLaJFXVDAukyS6XfpALaUY+xHs8CcZn01AkAalc5BLAVjz2qmquqxLRDPXGf+THFPhwdiyynup2lOIf8J3EOu2yAxHmfJ5wQn1MPbwUrkf42A/X83ocYbB9XkcoEB6va2z1fDwOwWpGT7h3jn2eo9MjhEA/nvu81OEMt8h1fz/He3ZEMM0NpMhYoMsG6HiZbW7P1+v9mOv97sdUx6rC4UeuEccVy85N5KsK9YCb10+gxzc2bPMST9rODdxTDlQKU6n3vx4tzToD8kzbNNiBXEukDUfUd3JOw/pP1CwVRaDtcUZtBRJnBYtBN3hvo2MVnwjuqGGBO9zeaVCVWj8je5R8B/88A5YzaMowy7rdxI1qoRB1x3HBqt28v7b9fa7761yn9fx9rUudjq1dz+34PPuyP6/9+XPWyRyEbSVkFsHF2md0GNlRiUpfcM2gIXE/ollQuJO2Cnw8nay8XkWmk7oNeq4KrB2iY+S1Jby8AOhpjNRVpPExWm/EkdO5DFdtcql19uIFIkaYTk0Puogj3TNRpzSUR/DNahNQtn76MKPwEj8GB/4TpdMaLV7tKIQB0fZ4hURUZf6zcW1i2e4dMMAQifo8rGuP2kSQ3Ta19flP+L0GDZMMJv4rxoT2S1D3iECGD5gahENC09Uphi/YAKQ0fkr6ckqyhcQ0gRHNCuQswO9427LdKRyfdvTnEJh6CRFumx1tHkSflRQ3tfgQd62BK7uVVtmUbuMrpyDHf/2IyhAQq1D29AqanjYBiU7aO5ma8E5b9VVBoCqEq9zh7cxJ2kB9kOQoL7ulSkU2tSY5nWkn3+FV3siAPxWcESuc8yDhU/ZKoLM0T7KdFQqdRlhfUw7HxVKxUj/ttceMhYWvNVBVB165Yso23u4gRc6k18to2ErpOKBenk5I1NmbNKX+XYpv2/vSM0UD+xsqtc1ht71e77YGU9iv5f5f+82GlhDvz8fzufV5eZ7nufRja1JUT1PpgRZ37GsJS/4l5J45RJqwFV6313O9PkeYjx7Dfj3DRwlo+fHivj3CnZ/bDADH7TyGsj3f8BofpclYou9CJPr8fKK3FmJO2HejsedKp2T9M04JpU22IUJzovmp41JHEsbqkIdt3+VFAld6gdzu5xhIkDJ7kZGYTdfSPNdGO/0/w1KrE3gy4JxWWhfaXRi7VAtwlf7e1CmopWtajRnsLfXPI6/Kl4hCQyQ2YUoWHpPNm0xdcPMCRdPONN8c6PqckIh6e/9udVu35z59fsbhvBvi+Hmu0/tnazRRsS0EpxlEUTZXbQM7oTsp+AOOFf4Q7oGi1CjUV2lh0qzJnyuq8gh3yWgbGmR1fP1n9aKNcEaRvbjZc1nDu3mVHoNTZENaYtd2MaXyxJAZ0Jap2moGKsRJMiINeTEW5ax2T9acVVPQSAQe7pgCxQbxpTwhEbW7obg0tyMNRhSywhgOfjMgFCoWlRD+o82vf13ziADwrFTIQ184c8eJWmoIuGBg5Mcy41bHHO/rFdJEiJLy3jKAXoaQhASzbpaItgUqMMo2cezOgi7QewPmTbgVFfVIxtRuXEa37b9x51VfUmE1bsveKg24kxHNHcgKrUS2CQKU9P6yjRDMQYW2thXjBDtiYYNJcC3MrMmCRQXns0/a2HqxUcl3IXbUuM+Q0XLdoEkBOu2ocA/ovsKOJR43V/zsa2/NOIZH9Kmv1C+Ed/uRU8QgBxgnHOMGTm6sjaBDHQ7iWJ7kVtE5DAauGsKBH0bgszbAibs4rlCcNB6V0Am0EoEpjwE13Ysdrwx9Pq7HwzTbQhTWCAWxhniyH4HgU+u1lxDH93Np59bKeG7L45iv/XgEaPsCZNS2Lee1zHBx2KYlsj/OKQKMrPdzgEXSziuMDbYlZJnpfMDJum+BZxf1t0yt196uV+CVtOn5zy+iS4i8kRHdW4SZHKkBaFTg5XKU7fxwFmm1XxJTNVsqnwYujzHkFIP61IxX5Am94Scc09I41vTd0dqRQgCwfiWdFBInzLmjKLzDM+ViMHAtKXnJXSLByLSO8UziDRhSXLy3pM8ol/xUPOoLE2tQH2/AvhEJTzpgQoiwv59VccJR21hGrdv75xZO1+s3AlL9HGvgpG7TjQn1Pl6/WyvX7+v8/HMWm+GhF9GLMfQWfi0BapCqJQhR62kuNRJRIJStSq/NqH6UB1iZ3wVtqXiaoXOkTpEOqGYYIn0gpxem5AmeqSVxjw22klRcjD7p2Tg8kewD2lG8ZDnIZTUXGZww0FD8bzB6CfG4KjRf9kuJd7ngbwdkFIC9R4Vcl/d77XUenz/P4CrL8+fqyzhd7/cj7Lquz/sgVtNziLnd9XqMdWrt/a9HnxCxdCJiwo733SnYUZyGJYQQMradljSsTbmXhw1abbIfRrw94dRwomQDYHRFSkRlmcrxvtZyF/jx3Ofa+v58bHWK5f2j45XHDhD24zqGOhY4xQNRYevR3fdrR/82+tKdClUtrenuC/vZYHz/n4yoixFFue7ShnihJa7BIkLvOGtVjTDFRTCps4qP1UpsHDOj0EXtnNEHQnsl7KFRS4d4YDW6UOFkSiixzi6GHo8gFt0gA6RIka/6WzloBYFKIwU8zegdgKrCIQTajGV1nxkEXhPcCFvpUiGw0+N76XlCqCxDmIDagALhjeqhmLAkOid4npUaxhpj3khqserB5xtSKp7IITHw7Heyhka6l3U/p/Hayvg4l+U6WkRtpT/jUpdx3paAKhzX8xPBUCI80Rk3nc+LQW2O52NZp8c17Oe2Tu/3sj0f63Irlm41T5231+3Hv7axLNdjGxAHIqY98/j6ed3Ma6z7JV0Tl2y++tUwyzQNaaKqcdl6EKa806oiWfLpGO3D2yo1twIynVjjICTiZGxl1qp3wRol6rgYg+v4PlBl+83Va7AEQfWqEBVJ1lYScLVlvBo0FFJRrslLfCDGkIM5LhMNjyBuVczYCHWDwN5UB2KmDgdU7a2/TDPknSn0gQwlAJFovV7rcf//57UuzytmCD/vfa7DbQ8Vp6b5vCFTXxs1fxOVJFz3W6i5inOJdlqZNurkxIh0bHMSV4U7sQYSIZ4448iP5GjAuBFkXIDY5MIW6x6OcNINDQyD1NKVcjR/Jl9zEwQJwTVASyJFW9BYbBpFHgonEqSMabLkmxvtJgl+49BljubIZpZK0C0m9lPUi21vPXxVXjeHec+99fHxeQSG5/b8XHUZx4i629tN7mMI9XU9b/I/z2uErhzbCEY0L5woBCUUxE9TOh7nFMULCwisAuw7vWm2fRqglRso1CzTaPeEscn1wdALxqcvmBz36w4gMkcn+TzWUiPS4rWWsp4/761PdX3+Ptfaeg2Qw1rn4S7o2lpv52ObxyIIut7PJ/nVskyDaqdyZBlUGKqH/aB3jpAVsA0dmHpy2eiOmVK17KZQ3QB2Q46v2UsGfzdgIeveGE/3sRmJXQesTozzBPYSNa9UH3NCa7g2L5IhvS8ZcdYoViRyYJFaiOdfE8WyazY+LUNMq+A41hFTL1cX8S2vDZNl8RsJjYIL/HVlm9cPoCI5tXfF4DZSKyk447COeoVJIFUeaU+l44Jdmd3hn+DV1tf7GNu8X8Fr6vR6HXeXiPhZ0xYWCNeFmcoZvX1Yt2OaW+vjsQ/hXRLIg2GFNb5iaW0drufrOZT1+Pz8/N6M6HXHFPjXz9zrsu9796zQkk9MhvZ1nSvM59JJHIXL7evZZ45AT2+RI7eDkcqKY+Oky6f0wti3F0ypSG1bwMrSUTVNYyrUML5Y0yPPaa0UaNmSLpLBobmflAtsifeQU5ABiQBVwzDbXuILY4hMCveeJb83PAVCR35JmlbjAAlSN8AyP/55zdu4P69mRnQnNzU73+/1+H2vZVxbn583AF1f6vS6EX5AKffr+HqyjJKK3J1YuNT0UUZN3GzZ0NXqj7MK3aLB6FbGecv+Yr5xbCMemwM1NZJbjz2aUpCM1GykMDARhp9wKtU+Aq/EnlUghaHaBUg7NQ9Czx80wiLVez1GZSXHFmLqcenSSr+I/NULpnpa032aFvXp8Xlt89RanwdjnccW/nywA5tXR0OYtcUnnv/8603nCdeutO7gdSHrUE5bFikZqfXuy4bpDtlXwzobzajIA0YSeZmPShtPuJb9J4Dbl4kW1H0Onjb3IXRBMN7er2OOzPdpmLIhQF5EvttaYQ8hHVtYydNkDSrFY9RJ4dJyAE9tDBf0F2tuGMJqrhQBtRnkJioo9qUrsl5IjCfy0RmKLqfzAH2MmAo0Tuggcifkf9zlwDHNZkzFoANaG0aKBwMvTkgHDojqZT4BKEQx5Vc0W1XDh1Nv5BtiP51fU7Gjf7qRifMXWqSTqdL/iSfR95CraoHOCGWRhUGj0zMp9nrXYjcDzxp5LONufbGo88YvFqi8x8T8qeltchZYXz9XCaOb57WM4/m4Htc0tfPxCPCXut8C9jAOy6KwvDNevM4yoZBF2rbFK9fxemxrHeft9fs5yrTffOkWhUrBKLEnhDGcx1A1DQjMkTHFyaNEZkgfXFrJzvbRl5MIPtDHagfrC/MXVwzpYTOXhG2XKnIoPJJSLzZPoko6GPMhenUce4/1mR0k460NmCmLlbHY1GANOIOr6Vwv7YLIl4ARa0lkKH9mOtIiSbga/DeiBp+rmCZelW377+9el+UAX7HPV7lhAn/OQFFf4Y03L9dZoRE69sKQD719fZuT3bSSrLgkHosmYf6x/8jgsay2/KJXpUN5ogniv1UsmjzidmSXCbE151kj1rMZPlKLLGx4Nqgwm4p9QnKlKV+vBRvbiOEsXZxx7JbIlEvg8ol3i+iP5fi6q3cdIKue5RcMSEU2xm3R/CERFFT3hicT3iVdXwHc87gNV3eCm9jCX1TdNkzyXhUaQbdPPBkSZXSgYI/kgBgQISn19MokcRLk8X49HuglrcMGbcaYD+gfql3WlebkvStOS2ej9lmzA0EriDenv7ExY8j/QubBEif5yx/07SHY2liqCKkalBxLPqeJueOYcYQ+USXWAQlpS3ZVNlatAu0pOlOyLZMRUL3cDVqQVxNzoZbqvMVXaCMBhhWp4e86PJKcM1Nu3El/0++pzJen7FOJB5onC5Uo+6LtF1xT/Eh+jD9Y1ogiY+nnx2iR3IQEmuFCmM9DzF6WksdCmdn399XHyYZxVeEajutcWqgeYaQ620BykHG/fT6opaqdMOvrOkNZO9OhHx1lRs8jUo74Df7AcTCz0EqTt+RDZPWUiSzvyI9XThz4NTqP6RN2/m7uMYlQasdYU2+f5syIx2iuL+xFPlgHNZ9u6V5dJl+I35pBSWPfm0e+7snz4pXuiDpiMbHxKD+d1MUPSUaUzpvpZTQybNAZdiRojdym8YiwU20pswyK5q5VtgIqqOwhzdQ4QYtI/bd4+AVX8LGL6U9T8ZODaj87bSTpIuuNDWx2ZcZNeiixOH+V3aiAGcQ5o7BiN/FzeYIzOl9qyRe9fQe97/AvU21kcfl5LFC+W4TcX5zXzYporZKIJ5GO3GyWluBsWQDHVZ242oqxrO0r2PtOr8noKKH52hcVQ2Sq5YocKDiR1DQ3t9tL73OTnwBGUW28hTysF84jmQWFdPQnK2Nzy8ZnKTVQcbAsnPrACeRPPKJgReMSFa9yU7jAlGruBD79sznPl+jqiOKL/7pT8gowNZ8E1fbNROPXcfzqmh+Ut9XivAYmhT+L34FXMHMRxmwCFiXzwRt8iQgXvO58zlzETnhBLzFgB7FyxDlxlZXHfEZgMG602ZLwYuTfzVzCZkbKbq49f2h+Lfq/sQutzp22qdEFMMWVmAfNGgLUKHetw3oVW6s+thwmfmGhIwym19rq4B5hl1lcVnfkgKRfigabt5b2OYnyOqgZNdW0ka82kxV9918p1Rd55GwGbcqm5pQH2d0Zik4laJnn6qhNMXwV1VOL3P4eMY9vN1Zq0mX2HJXFt2JHxnyCDEhI1+RAvt+lU6lwydhvgnhqM1M3FBulzWUUGGVRzGe7ODswxrQQl2Nojrzj+StT/jct8apoc+lMf4csptrQ53RsFivbpwzmIrBIi/iqnZQp9MkpsHTuOFiq0aRR/2oeoyIk0/ImMUZ/2Zmyw32PmTgPjxMYMGFvnUn5E2VC5aqFPV3q52RFScFbenckK2m5MShl3icyn1wx70Tz8VmueVneSojuc2d3NY3NrSZsQJqGU9vROenSTMRzSpvsckvFK7tOzm75akgmKInj2dIK8s5B8+f0I8JMOUwqInxRXFbDYyGGomKIf6QoEkAKy9hNgLWJwSpoWiJlS2jqbFwHVtA4zF7Bc2MzjRAGIcwR3dVyaU4p+Y9kpm7MH2kV3JtMxHKwZMpC8DhT7HnkZbwb4f8gB0EhUCzTIoPGmGxkrGRFVcppsy4rT0a2+QvMZSiKLKwDTbOD2PqO8y4JJWYRiU4GRXEhI+r0LGcmvdJMg0XJebMgGCv6Cg02+9xJxzQ+PCXyWNNL7Rko0pOTpGrBDh+ScadbHLFWZNNjEeUPoB8rRjv2PpFBLZ3VvP6XUhCZDXhHxqq2TOr1LrcXn6V2yZl0oqf/aUFBn+lenvOPCCOyqMu7FbN//EldRYYJ0gc4t6sLjWcQ2x5RAJIVEViDAaLBhugNApV1DOQYz2GBdUee+Xmfs4EM9MeWlOLSLYPEhSv+dKeJJfdHUs2b8EsHJO6jcWxaLbKnZlENK0fimmumVsTUcox4s0SUUjXlV3Yfb5awUq4xAKBekZ+U9yUCvlLcllyMhXFEPhNmxV1DYwGSIGeE3KqF4hQ85RasTVgORDZJSMnsem4a//PZSu6Rk4jQUfAr3P89zUcguq+gMvaB2p/WPEy/0g5XYPVGqw31m/FCW24umkzc21fpkvLThIhgtppzrPBh3LdgUJVLbhIysIqHYov9ZIi8AZ3aCpxE3GbmMF9FPk37kVMeQsjKZdvquBVgI7Kq04SEN3pthRymVWl9JIUlJp2K3MUP+ebOaRgnVPmX7IdnMlq9GA3OuteaeGUgpTiJsY7+lkv+JcHQBNXKq+ZmxpzTBLF91UPZkY0dLFnJnZ1CHBLhtDqGmQF1uGLbQVIbtlyOFj8RI+rFbOOLl7Duj2t7nDPu8TXMrnvr0UGOxxlRVPr5fr8uDSoPjCSOPo2byeVS3yDbZbSPoIVxhuc1vHOJLtctsyqKepOBv0zORQqIgU+Tl2xftgFGYrZFzeUx3z6iLZPCil2ZEkZmDhzlymk/tKKtJp/yj7QWelWqvFA03p8icPoxmWIa4lXQ4qJCBvJjFU/HMW37MpoVRQiiTsLB6UbgQN2/v491ezyXde3r+Hqux61/+P3XZx372qELr/ilMYVU8UYu+QNsmk7eSC0O/UFG9z42A6todsZeQTZHeABqZJIHeSB50Q7tlT5d7AHKoVOWS/4IZT2u96x+CVxOsRkA1+2lGRBStHMS7+w25JISgvXDkWwOG1mQg91quj6fowAoy2KpqlT9nqkGrEfREnZDmw4NS+w3m12nNNX+tEUCCNDna9ZkqVposIxIyY2whn15/v4AIGWQO8w8f71yswe05Dh6+1BzEgXVvC4ZoSJVVy37cFn2cYYj6JqgpzAogZsvcglqwFS5UTvieG7gOdAc4peHkj+Kpyc2sWbr2cA7UiISJPZCkVqy25JgGtmBxf/jkV6clJXd2PjsBuGty60p8eC/sTy/DEV7uJ7R6BRBx8Mo9eSWY83CMGp6qYrzSRki3kwjcAfe6CWFeyED6uXpwGyHRmwy4mkyoOPjhpourSiW4aNwdrA1nZ1t7E8xhL/BUgtgmorhUXPqDFgnyb+w5JqwgQCtx3Pvz4dX8mDOvZWIK7+s12tft88/v5/HNsMK+J9r3iILTbVbpGBDUimt8RWSiDjPqZrpWcYPNJN9h1uEoRVHWWGzxxdF6zSltguOg9+lFJf60WbFr1wsU/AgPlxcN5y23c0ipUViovWk5RuQmSyz8C32OuVkQu6ckrVaM0cxo0I7qhXxJoXdyRm2j0UEDXLowJawSLbRvsGRDDjHKNTnP+/1GTa32qbj+To774nwUo9/Pr+/U73+9V73n886hSPzv/65bwv4jFdAYmyDAOZiBU923N842qXJ7cHTW7tK0r0nAwJJdUkKRE9VVxy/RdgAKDcnQkylM2y2jx/l+wpjaja6JQjc6Zq1R1BQLrMoEn4UMOqaeD7uRir1oBaRDY2sXKTzwa+lV9t3ficd6hoG5JcVnZ0lh27QDaNqxlnEZD9/fva2jFD6cLSMgiNEZc0rPH7Q1jFgx+H+aQxlyDAvilFuZG8+X6i1pSWop+f8RYYJhEGg3airrsnb21E4bCAWVnOff/0ea/vChpRtn2Cfr1bra9eA04C1qxSdrw12N0msorG7PPJSzpfwV7Zj6tWMyA6tAdUWDq2qP3MWg59WxtIAtAKFlx5ZZ5Sqi84OHNiMutKHOO7SFkcujNUg660q/6CasXwhkzp5XuPrCNKDho93x632/RkKXcdwM99RvSRH6BgJLXQSoD+RMMQ6rKeNdQWHU3kHRS77DoC+8faqcdOa6kh8dpAU2+NGwmGiT7IUwxf7US+iXTj9hTga4fJHEiMxvhkKa6jufpFEAxj/DtdHWg/LnHVo6+Pzft1MY3082hpyYnijkj04PEBB3NbrGPsYcRAzDsq6P87zeUYmcq5hf7+neZ5erzVG0bid799/3kRd+Lnm1KBi4IA6ghdd13nu39nSMJ3XcRzbaN8UDry+Djdj+/nnsxSi1xiRgeloZbzx2Aqca8SxvFrOXhAZeMIwONFYdg21sAZKxRKBJGIUg84iVV60E59DpxCcde+ZouuhpaiAnppsvUE+Nc11w0q6ElKa6NOo9xA5rfACzbsJHsYF1GLAskmyiblKbKwo10YdYacNRsQJR9uer/ddr+Eu+Tymtn0+N9N53X+fO+tjff3s0/P3PZ4RZXya6vy4o4COrbL18gWGAILHmDHmnEYnNVogK57GlLTTJkfPMN9M4XxtZ3Hh8AlVER9rQ2nWllyb/KyvM5la0jpPXEGdxfsT2w59YBjssoWWsdd6s08fACXdAlnzhW0OHCtyHrsJFaRsfbQ37x+UVPfBOuA6Dul1tT4/W1vq3TZhBXenjxKVdh8vfSzr8Xr0NtawvJ/hBH5uocFbnvD84rJqcIVjKTF6dvoPteNgTe47juu+BRtV4O4gDlwHCxVhm1nrqEQwW9TF0B1+k84I63EDEq7j3CXpzNdz79N32jNv1762UuUpFg4j20y4h1R71Rpu8XPUGzCH2DSaZcaBReKy7FPvmB0n1lyIPdO+DAIgkuCgxfWZ0KxeaOgzJbsmlY+imSlQH+VTJczgdd0ipTGu4SoZS66TRKL4YbbAVvglXO8yNEoZ3CipHTWqVTbHzIcjK6Yt7ovC/MNXURb7E+7H3inNEW/k0u/lXn6RIbUxcBwTRUUSBpUkQgH12kGGEjjnbAY/zjgqLAD/BhJPt8GA1J+POYberGkmcT2PR8jy8/x5Yv1tPZ6Px2kXkxJG3ce89uOAWdX6eB9zjBuYH9TtPJZ9o4M+edd2Xdu6fD7zen6udS7D+fszhZPrcd050nUV4hPws/Zl2G/Ezd+XYm21Nm/vn9sh6RzUkyUg9nW+S3a9nlOzGjb+pb+M9EkGZyaSPD2FkdOxH6wky9inCt3MZ9lpycIuD3gtl0bRgl6m81Id7pb8SaQUvA/sHyyHGv4EaZtMTWsbcKSPiX7fLP/bKEogyW5xo+DYboP15F4lxUMqc5BI7JjX53t9fJbRdiXna3nicLrJ2jjuP6/1+PltNyPaX7dUdN7ybFvCc/G978de5hCVCDTh9VzHZ5Xqkq+NI6P3jgLvaRJBJZDYpdB+exbK+YsVkl7cVHyFh4GBIVP5wWo2gqVlR+F2wjOvTdX+ql+sXaJedJyx3hxxROn7bnypangnYexnISkvSTzDJ5soVCsvNQ0lFp2VoBa8+QK92rj6YEThVI6ZIUBPjwnp9dj62Pv5OKLw/XidPVji4+eCw/jzX695mQLpDdz5TtGZt4MCx7bhs+/rAD+9jyEL9GUbYyK+LK2TRIxarUWLTlNV3Fye4Vl05WXdf29GFOg9UttONDuX5nfergOzFrnP9e0AjOToP7ZAQOcVLebFaBCOiLRIiR0+bY3hiNJqDtYK474M0RCAJUrbEhorGEVuKDbhhveO412WjOyqYxtZo4fR3sJZrEeCOWCXN4Bj+XITq3YAJ2RBj8IV6FtxtjPWbGehkEbGPtM4B2fiz7H0u5fq9M4MZew3IS9+uUdZXd9ko4l49NeyTdUj3QEEY4do8q22QofMaLE+iZAMg1sj8LlWOqRek3eSLTN5jfd5IAoFh3JeGz8PGG+sx9muR7CV87G38YioDpWBiFpbz5tLHQgKckyIR13HFirV7TwqlgKG9Xwf9fPPc7le4xwO5MvWt/f7/Hw2MaIGP9YOheoebrN1eVw3w4MZZscUKFjUsY2cYxOQA+BS2FrHI/xZStkWadCPGufkwZa8VtplxBvm9syoeyrzNU9Ff3V3TvWfGp3kQ8+yubxB7oaZyzeOxDaiWZwvCpLqLWOpRIp/EOkzjLC7WEUHYQGZhWXKLuewoja+Y1fJbURXacA+fX4Gq4jG53t/PWvsgkItn9/9/P1dbkZ0/tw8Z73uWfY01usG4/79/Szz9DhWiHAyFzHOTZxwfBu+27iiPVJPDPFPkStRfQkjbBInBs/adBuLttsED2kaTubaeTr82UbOkC+9Bd4Jb0YH4RPkoWQYum4Vc3XXUY/QOLIBregUOV4qfCUvsPpzPBLLXQEu9Yba2PfcJbLFxuFuobEYUcRiZwhlHXxwXjvylc7L277D0PH5r+c6lhYWkAZ1YY+n10bvtP0IxLdK0D7yTrqET1OvMcvkkw01Xele74Bx6dwT2KZE365z2KhxxVG49xLuSgXyEracwZMPEZNcoTaQClHYY6Mw5aW4smwN1Psv1lwp074ZKZp6DdnPCb5bEbtrFVOIc70rfI9W3JELk3fLQ+wMtDRIbw63NFsfN7Ya3Vor0Ikk1KBIQyV2oQbhLhA1DBUjENUQ0uC2prh9XcysSi/kgQRAXplBpT2Xe71t5Dw18+zNZqgK3yYgVfG0Wo0bmOMwHZ7+QJpmrBOWHPIMTmvdiR+JCiBtcIAv64wcFujrI87+VUd73L+fNTrivG3TeYR0s8VErMxlnluNpt62wJrr+z5ObX88j5UBqLcdmHPH0oAu19t5zNdPLKGVceIKzfb+5wYx3cclFGTAu9qPk3wJGoblOvbHI3ry8FVQBXujlMV1jpCp6/W4ruc3LMWE70h4Hu5LcKwjvnMA7WWG9HLhGKAylRfiOufUas0cNNbPyd4Vf7rd0MRa4hEIIX3sbVGRwb4cJEvMh+XhvtQ7clW2/imObRWHHaGISpHnoZlmhI3HBikRwEEaknjxZ71Fm/X1mbdFAXsfryBjy36GeLtt7fj9ff5+1uNmRL/3ctwwH0cfp3ZjuTwf73tZrs4xG5iHNLw35s9odF0BZmXEEtvUuUI4IsTCUmudoWgpQ7IdeQ61wh3Bfbl2+NiJ7eHAanwI7nALEjozURgwcogIZlylZtBKlM+r9TjLcSW4fQFcS/Ztf+VT463EqeTKKm5LDwiBvDafz4489buFYtI1Aied9vTgR33a5GHHhvXCOHO0FxhRmNzxmfcpan0mybC1CCGbKhmljZ+3LKV1sLzwaMU0kG2ZoZZKEzFSJGAuzbVhno4tFqGAHjdimEfpxohTAQjOuXxByiUnjyMKECddYAq2WCBFrVO/Zqu5gPIZ/0hEK0WKiEcEfk4hulPrFhc6nqYINA12YQxKYy+AOEUDzd6JrACNksSgeY4TPb08auIMxEd0g6z711FDDF0QZzAHYvfmwAx1DLkQ1X4C84MmhZOFwqdQ+zxUu/wCS84wH47MJmmT4UviS9CAcVtCzUnhCbssxV+KDZXqqKqgSXbzocrIOGGOOiQ8d5QcRfCyOq2cDDI2OagR9VRu7Sicl+f52FZt99zEiI7Puc7BKKQa4gRs3wKMap3OM9bcws/xztTm5fna17FM54XYEcsWSN2thQYRrb3t588nEDOoDdpfv7e7dwnk4C2AvI8QhCZhbJV5ed/IQG94LaD/cWnuKlg6ijJHGkgnr8/n8/NqlapxC/+Ne9HDkT0x5pqVIniVUfyLlvfT2ADaHxJRdH8konvWvKBOcQMfGGmp8r41ZFDhRDBhOOUjUik4CYUnkbNHiT8ckRNZq7HkMtwUOKVKgE/DixIVaQLfmXQfUsL8I0E2VA392oe2nr/P9RaKtml7nHVb7uSxLVs5XkfbghfV/bzuLNvn57oFo3k71unxCPiYn/tBP58emGgzCc0UNcLlVitmgImoinKvm9RC7J3GmBP2nD7mPkQq/DV31cKPI/eVCs7n8U1+K0uQj2AlcxSQ0nuP3NuBxKJhDIM60E4cbprIL6TjQZolAUqG7o81Lb5haB95+uFQYNzIZlzCahZd+EmFdROF/xOkqU091k9L6/Xx87rP9uP9udYpsEQDnG3u5+t59LtRr88LvOh6PyJ2AxhR6y1ATuMTl3MH096OLZLxOMBGgrtBybGfC7rnuASBKxGeqMInsI5tDm7toFrusfZf4LAjI7olorGtxJqby/N9rOM4H+/XFMqtCHwW07DzsYfSqR+PPbDmluuxlzvdH8eMAGjPO62lBGesTLH6RRnDjkcBEDRYR2Tz7WAPy755ZV3iMYamwHzuI7EenCQHEmAYpHPFzcEHJvbc0HVu/q68GOZJiF+e8PPR0js2pjbDiEKRE0mMKL5ue2d5AYNNNcW0JlKd8aBAuPkMno27NeW1OZToEY8Fvj0mLLAhEI2CzOyjZ0ti4thkPCRyVPn6yYi9Yh88A2wE8HovoMvTVC9JKMhUd2OctkQ+Sz1xcKLr86hl7McBWLENQQLK+Xw+trmM1/Paaqz2AluwT+dRe2g8zwMmPQe51Hw8HlevZXs+nz+P+Xyc+8bZ2vV5b/P0uld2rlUerMTDAtJHmJyGY78I1PZ43Q/YzWfAYaaQfVkqOSQUSk+OD5pV5HBnYM4UD1uep4TEKgGHoTZOjeIZmR7IR3KawhtsRuswU2RkQzf8D9XgkkpcTKOcslymSEpxgi3MVsxQwEVdiolECd9jpBdQ9MFeSg5f7Nk1reYM7ib1zHr+PGO1bWv7z894V2q/2U7Zpv39Wo67im/acCNvn/P0+Of3ln/6cWf/fc/T9vPPsT0/ex2363r+/OuH7ipmJbJrY9XRmCOBZhz7CWmxlOOvUY1wwsdqxnmLpcjmriuYX5yhrKG7KeUjr0Loqv9rgiptUXo5WZvn9lTlEwUdQc10TfaLtQgZFY/Gm6SFl8mRsea+2SWaZgARziXsJmVg99rcHZgEy7sJeeltmM9Arm9luQB8P2+vZ4RouE8/lhGM6AFd3/k80RbvW4QdracDMA4+d9lIILadL5ukLgbOduxt0CFxxHAxos1DS4jwmogOOSOOYXzL1xGPqK7buc3DMLfzmuZgcdcRl2NppQR9P6+lB8cB2Gnr0/W4j2Wk0Npw3w1Zf1m8oshYXKNfSikw0MJr/8uIZhjdbVygoPokfhKsCzITF9hxvXQ7FwKLTiBJcxD6UVoh29J3TiP7LMi2KFZnzxJ4HbUqDnzE3L3wTbIgr3CtNQwCdQd2bTfyEMvc62BfonRekpkfUiu/qnQ4VlKluYRBhnRRi9PEEIDlMxkZuxtQyIsjrEvrkFoDLbXaTNeAY1RYKdoFUZXibsc4iQ9OCDZksZc5dqVvstrCen7Nxfq/yboOREltGGpj02H6JPe/adAro2zC/h1TDBgXybKkp/Oa/47r/fV83xjAIeav+7HFujo61bjcH/fHjjBGc8daUgd/uy4BhzBAuo91HJZ7RGydb3/9/ddffz2HZVI4hvtlxX2uXpLDeB7Yp65/GosJbLLY6UiYO/Cwg9QsTby9wDFD0Z/MT5Ci3lintn0xxlmkqmU5coXRjxBWOl1YiiHh7SDR0o2Rb9MMJo2vFTiM3ZyB2ogSbwitoFD9Z9IMozrQC1vcJIYgn2gvZ9qV2lk13TZxoLOdasieZuNcTUwnZkV861dUotf7mjhv5fIM2tu2tON5L8tSLsTMx7y16+zzr7+PcVme39fS63ie+7m3qVwLdd8roNE0n9/vX3///W4L2Y4jPcuAXgYTOHacRlagPsP+XYTB9+fGcOKuXSJUF6p0B1cxJYzNdvCpLfqpmmtiHxjkquu5vFIUKYZ/3M0wZRhcCZ3CU1LzUCPulsIxSsisZGN0Exuq32A3Qlzu1X59ab5gN21w7mmOut/WcRgMAbOuSOehQgSYlh/w0pJ+5P1qwjdKgWrSGnXGY/yZfVjF4BQd2r1Gz53n6u6HC+yPoNFdBl2x3v4K8+0pDMpniBDz3EmuqteEHaxEX9gFgNEpYnC9FARQVvKmWlcqhA7NrHrZ95EQP/YjkrP9si822GezW6/T6eBq6NPSaLSArgeXV9F21DEkKEW6EBJoV3A8XK7GDcQNCZlKdjL3xJ0TRpIeSz43+94i4De8QAVDCWwMYSUqU248jk0KsGrNMP+0+br3mbhaaLOFszZwj9QDDlUCGkISZixXjlkcu179ToyzZDxNZn3sM7xTk+Qcoom4ZShqEH/NbPr+OMZySf73bQyRaMJUUvCm6StUBVUkIcKg+HRn3pZObqJoRY/n84y4rhIytvOwf78Wt/rMNtJrptGvsWO4zdfAM72ZvImg/xGYlptDHBdJnYmjkxWElKfg+GZvUtot8po7lol/1rjHs+pU+LPCKEtkT6PNSQWCYhGDTlxRJlZpMKbmRSv5jd6P9P8gbLghy8tr1kGkAmmUE2pfn3/d79fEeWvH60EiJkPG+/MYl2l7vCI8YmDLLbWPdbAjcT1fn3ufpjYd53Gem6OSaPYvmP0s6r9xzezMmpYHnj8U/VOdZaW7UjkXk/6r+BncsZ9m1ZZWK0mRBCXZhZHBCR0Zk0cR2JI1tL0LMcw1mp7qjsTpD+A93BI4gflrtkt+Mr7RvUmqR7v4WRyn4BihOmDk8sM3y41L84Zp8hbmrOf7dZ/xTD7G8qhVZtkmeD1Sn2+GTCkQzQpjhWeXw70OGWmRqC7Pz2vvIWFFMW2YYdpizFbGBktJNE23unS3WTTUql6Y6qkRfgDbNhJ6PP2IGBZwU6jkXiBZcMJg6j53/OHfMHfi/IhrIqvxY2JfILI8d/34BH+zJeRnNOP5kZNn2GME6xBvRYKd2XeTA+HIbcu3eVNJyB/9NiNzJ2Kh+CO/xQjPKoFT3xB5fxjaZH4zbuWeBLN8Mx6NKmH+n/CGLp++9n8e91rR/LSxSBwtFYe/+WOHwJZxxBVOpjHgmeRxaUSNRQdZrrAw3Y5pWvLhNGXmghkZUUXjONACrOy6eJTlITU/nWxUBEP+mMPRKI0PUZ/GR4LJSngkAVCVJP45f6qGB2ujJx6tM7sW00KmJOJ6AgfiSk2gDT/AG8hWmlB27rsh2EIYJx4jxpGU24EKZuhMSnXYS6QHU0C+TbP/RER0G9swzyIRfigyIlrztJx7RRtNCam92LJ+aIzByhNQ/2qyWMc+2iFtbvLjEo8lVTbhdZj+NHrLz3ON1xTysgWMGU98Aw8vwS2lFIhb/DSd8xKAq9kwjrFphGnQY89nauwZfli7P5zmotSD/nc+gebyJP6YFo1mNZG7g7pVwlFpBfbfwEeyOuleXSeJKASspORoZ/Dc6LlVaFfc0mbfdhEUbRyfRMd2djXuFSXmAWIay07Onr9Ua6gBvI4ot7pCEDdNdUVZcqNUnqwoZ4PiN9ESnKxp19hsRu2Exhu+7QRZASOKNkSwS9rYkQpScONdNrCWPTSoDvmQsecGnIp/aEfxAzEv1Ds29qEk70zjfjEpraRlTyaPw2PFqCxJkW0n6pC5n/un5CCeQeJ7c6Kly8YCdL9LUMcspxbEQL9/IcPZVDZP5wuw77m0TXSTtVnSdPfnXtUj/VLTYR3n7ZXZuYfftOvNZWkJJAkYwj4rxpIgcqgA+ZznNKd04rz/iR/XMvQSFU+LcLDgZOtZQtFLKJxlxxUSiwqb5/8NOK6BZXf3ZEU8ltQgrpPTZZxnaqyXHxUUh+Ou4Vn0Bt7glpJsyhe4WYv5hvP5ASariT9i+ceFyeZVXt7gZ7NHOOxSikK6Kp6kIMYG1dev/fuj6cJ6XpwGP8YtCGsr4gAlcYvLYSvsULKUV3GN5jHGd47URp2DbUVtW+pjixB/Yja6Bdizkr8k+zemIbMlWqqbwcuiOhSb8ZSAWbOJ4ZvkPHytK9rEIv7ngHPxVLh8NXa0edT5U9LjQ3kkEZmPSk53TaUMqVGkhuHnYKRYHMpRqXZQI9rb3gM5Yd3cAfWO1L+lO12KI4MwMjvWTo2JrpL68yQDs+v45fmgmlaAyYeYNItWDoaaRfBoT1Qo46+BD/ex8dyfEhHAEWBGIeLJW0UPBtFecQvDJ2O3u7HBh8QLYgf/47TXzijDdbEiI+KKvVUBWXfLMNpNaSbnMJGqezAvioJ5vPPPXVzPfdEMyjNUd8wkEX6lTyYGNwps/mRIojaKaJnZGUPYgpWfwlLk85Ek8Hjyuf+k+RTu25PCSoeS0FKJ1c+Gt6Ev2USBdFO6DDZ+IpHwqDCNwBVt7sGFY8jIcesqD2CMq6gATLMb5SHP9cy7xITyeWpHD01fMSSKqwvXvXLC1IoB1wkTE70h6VsGqGEf4Z9rURTDf65ZMy/3ey1oY8t+bxJkb7BKFENLrlR7CQTYD8571EsTtC7fZPA7ns1oP8bT9Aw7LWC441vrvJZWhIgxKWI6Fnf3HbxjXfuIa+NSS4jIx3Gdq4x6OjlCSPhRXofRUYzBIi2LWA+3lOLwmy5fWcH8ErVe0v9031HF+qxUZ2qDBDNtfE5i+CdDMm5cxxY5uzJpw2HxnYmB6W7m56bUw43nUxZVavtYz41dhpQPXUstT4D+OpzuvHZrSb02hAl6zvYS0R5HNP2Jtkvw/B92Y6Ua39BuGXBUJACJPJ+804emIZMNahJo5h/gDvPkN3l2m7zlTyIhL3Sj/eGhsrXGqIZO3urWJOWSauc6QTHd52REdGdlqHBtUTbzfdrAoeELDbS9YF84rzAhJynIrhBnsgnpLxb3W2OfUgk7rFrYE1rm4tmMJuFe6GGt/zgrxRXPJwo3KYZzSIBPNRj/dR17IszUyzmCH9LM16ZtYAcJbti8xNM1tHpJ6MqMaGBtG7aKD5JujY7BTqmlNyxnTrStIMGVdNZoKbfbbGeOth2347zdjsq6y8W263zEmZ9X+vyM48BO7+kXfaq9gLYe7/cJoCnyt/12PZMsrc9tAIjpTO0JMnA8JbMp5HiQbYGyk3M8mZChti3ZK0geeq6Fy4ZW7xncSZQqcos5mbVXSROeOoCiZ93ZjULYgHa5HDxe2NODwhl1UCMBbxec4mDMjKHZiFIdSIjgembp6n7FLVdtFAHlsye2g2QjCxaO1NRwg5UO8uDXFiRuf33e7xsiSpcIvjtgnWOch2eYXPVyPu57sJt7RAi/mn16fdpx365bt3OHl9fVPR5nGFl+vu/nPjsMKFpmEJpfkXYCa3Djj1sYLMLcOaFqqUBORWhnKpscy61onQwF6X6Or87BaBbXezGrRy2gQ107Do7nP22RQ7kd7SgX29KdRMrmLJKl6VybrCWfkaGLCAjmEWdXIzcPRAiJNAE8u8E+/RcgoCP5xZZK2Prx5zzabq/3Y/LG52Xbo7YSds9GOypLSrCDlTgjyTMYd5MMI2PCUe1dlvsnTGLH3HjJM5EO2MhENa7d2CQ5oewsieiYO4QWOGSrBAimsP6TRsdLczMmFtOxT78wtEBF1ZjuBc6rZMJab4T4Eam6BTLVgSUxbgKHcv7NnX2OZMddDCJRXCpyhBY510KvrCH8y8mNe7ZxtuPrZEVOF2gQil5FQHKFy+EwjOWQwknGuBEdU5e2iYn1J4Npvhg+wFCN+VwNJIyZGh7HC2AtVp7W4ACzaBpfWO05FSnmUSJ2eKEWgwTByY9iF2L7OyQI5DVRkjbfX8/n4/F8X9tt6DK2EarlUvbnLZwUlrrOkFP2c2kLecs41bqf514cyaH2evtcRnMRpz5uHx5XAPHL5mq8fT7ve7TNtC3zOoyQkjSwhOIHp2Sun8zzzFCVU5oCR/5aGRUT4nZ8ooCpMOkhozHyoEBN3Sqi1Vp7IxORmRdLTgM6VVlKkCLo0uEaAhOKVQMKO8S0F9MpqEUperFRtrwNKIaiEYXfbHxbNKrbL1K4IGUAanmWGb6VZsMuss0o0jScA7jpNhCE5TJ0eh4RRK0FFMY6BDRGeI0c78/a1j34zzyV/fs533/fWt2/r/X191HacPvrPU5hTffYn9/but6+r8/f77kIHt6RnwXGV34AejhK34KMbUuUETvJoX6lyGOKmWWFtaHlksoOL2qaBgwU1jHmTO7pW6Fle+F5c5R1rbHKDhXDl7MikB0OFsMtFJxRriRwjUpHTXh/ZLPZoNOlNRgXpp1ummbg8jiUKKRByJW1+/e9AAWxjXNn8EmmM6aGrQ/sFMsIIr6uALu4GuxZFo9Jiql0gDGws4PYqqPQQUt0v6GVgAvUa4keAT4qzCS6otYmdxQZm8wXRO6yTgwcAv8xmdATVXqOCOIjNjmib2MPfI86SNULjqAI1Gy/4sk6uCEna6CUpWzGmnM8Io7/EX5EBIxJKyM0I+d+6I0Z4EhrDSD5aujeMVBZO2k+13sG1RVVrqLb5vEhpnohsYxZQ4723AQtaRS5P2CNI+3FjxqRwnvLGvqfH5AdVKv8iED/5Iks2Kp0vFP8+gn5db4KoZkF92K5yEday4Cwwk2SZ+2hBBIaCcSp9EYRmiN7I14pR9iExUxXjiIza7KUsTbqpgVxTd9ClO72uN9vx77v2zb2lVtvP7yD2zGMa5j+h9w+rffnXqRpmKYAUtzO8ApQUw7zcv8852XfsQx0e96fl0v/1XE/38uMex5fF4jpo7Z2vl6v52YsusZGhBEhHAv7cb+dO3FMlrF59iekXlhFssu5aoQ7XNn7fQx2arBMNQWBKuWoIzdK9masopJoxK/oeLqZCsMRu78HO78FN/sPAWnVTq7gmNQKIGFxkAvwA4nnSVlSTzTSuGVYm8FFdeBN6hYsEAtoF2vofdJldFkv19TA03w9L1byOdb9dTXEOi7jdbTU+fa93V63bT0uVnPByg3H66/XeXkULcd+fK7dcXl8X9P0fK1l3Nrx92eWG5VchNOfaMLGmuXGOvax3HCV29VK6bdG4vq3/xYy5WiUXzl2WHG+ijZAitN4SJFPMzBO7LLcDA7JyQZFOLZFZPDYRp8AWCmfjzy8h7jMLA6BcdV0vG43ZjtHIwO+CU3K0tfGg9EobWidPk1w+gonveH+XK50HR/P8MMZ9udjCafT4/Ncw4zseNwCkL88/np0QmbEADf0zRAIbwA5PUYYam77UlsDBp3cd8ZSAXNARkRjeXRfUTmF3zDKu8TyIAff97TGZ3GZcD4f+zwFGM8U43I9nifxoKiFvgoaOAyie3gKIF2W2zEbPV6OaFXtRvp9/Y7wh4rYork0J/ttQNWBvoPh8ra4oLgNI1gI1R0xo6dpPhjRb+10VlSyQXKUVTNSDKX9gbG9qSVAE1NWldGzXORTbw52JISrJoBsUjr0S7lZM4WYYdBudF7RIQEl417TSZMdTkcljBRROHnNemKLvhuCSZoiDqgZrDxVmQ+Q1Q6aL1rHDWJZZeGVqFnCsYp0iCM2WBYYhQfQNJzcMROQ1Qod7OjQGqUShytBMzBc0HatwHLxCFzs+znOv6B3gb5NYNTex7beHpCIFs6Fjn2dz9s4NzR5lKav5304P5/7EFLMvLb7Y+3Lse3P+7pun8tf8ruV6Xzcn88dRJILOdduhbYObQlH1g1C075zeY6tCwFonomnLAR7Y1nqw/jZKUSMwoCx7K+GlLc+HyyVFLiTiIeoSHrgt0IzH9yf1j98NEib0daLo9ThY2SQHOIi2lS4DLgFr7dzh55rDlTlcCM4DPoC5FRWpJTzCVLeP/iR56MQPM2I+vH9HsvrPa7n+/F+r3VZ1vt3a8GIpvf3fjGi82JEz+n999+fy3313L9/PY/P348+LZcktN6fa2BplPvZBSZLmchcUrRXLAclJAE2FTajwT41IyQbjp0oYJEerSpoRKIayJWM04XGZ5PJkCfAgIpp5WgpAFj7xQUgkBLyGyUXzEakYJwULIo4rVbfwwFwBBXCDsbjWKvwthIFRWjulNM064HUJw6F0/6GMpDLqtLsTbE8A+CvzSTk83J/LHOkYESlH8/7NrdhvlJYZN1e94khPO4dA3VhfMNtgZULCHipbd+J6rvtE9pp2VpDCkCDXxfkRF2x/hzMzNEIKbgbwDMYUV2bUDTCIfGxD+MYTA1areXcVyqUOf62c5mlGvB6YdjPRGQz8mu8nsATcBGSi9E8EPR0hGJ/TYdW6M1CIrKIzIEzQivLGbGtZ8ELGhibXcdgTG3bsebYrIgLaAxu/dmPLE6n/qZLjpdC909dJG6SBURaR0gEq8Y01OIx9/0Jxk+02of3JqIkUuZFeeJxUqylcU5ClJHwUECuhfH9Ke2ncVbs2Xk1nSgMjgjf3jTglk8RfSGcV/oLe6jYDl8frOtpcxe6jE5lOhUtBGhrRMJNLP/19nq/X++r48vDbbuHO3f4RkdQximU2LCh2jZwousv7Pm7XMqBzRPIdK/P837d8nye2/2+Qs7abmsZ9uM4b0tI1dO2MSAsAie2wFKXbSOW3K7f0WFjRb0ov9EocsVmK4GMY9dspdVoMZMx2dkv/+uvYndK4r2LsbhDxNZUy8VaO8FvdTEba+QFxGFnTOzzSuEduYKOZ7iFmkQkS0uRSfjp2hKG2q466UClRxplzYozqUEoRKdEFO12exzh577uz9sl3gTpen6vJts/nwsecCcjugJJ3b/v4/I76pd8ex9vgXnRyv37iZn6cADABTwFhQafZv9G9RHn3gGaZfqXFhc4roMDPKfDLqsljjWimtq3Uf8sd8g0PGv2XlaXV63pdRjiKIQhmI0JG6/1Km3ln1SvNokovaaP0c8HI50XpcLyGIuURXKLpLkas/C8WhDTd/pKuvlQnz2iqTAuAsWkbWPf3zb4ZMGlb+ghpqBvLxtGYLsYUSEuncP6D65zArPUjBFVNXvx0iDOseuNpXlI9F/IB9zBbk7EejOitsr4JbYYywpbQ1OkCpu0ljJwIaewiyvwAMZt6tZc85fk0aoksP5gRFNJrLnUEYXkp5usKh2qbB+t9LHhARQ2aVWcPhCVp7tt5OIxtpC2WyxO40h+UHy2LeztuuFNGpw8NEa2dfVkl2KTJCQsmX5lwDuj0DYpTb8hfpH39GR6PqXdFp9Fq66MXybyKKWm2JxNdHA88KZkHMJT1hfwQ3Wm/BeJmI9O+PHq9XhjDWfkJ65YiywajMbLHMH+ph2LdI1a0mla9vttKf0813Vc4t7jANMCOjdUAgy0KPWNbITH2/v9+WzL+6/X6/uqV+ZAllrH41y2EU8NByNqgAapIeVnZlNQl2yyewQrUm7ntyeQiLraqbQf9IHwFGQNVW3Bi1qzeodD1Ai/MqERMROTSlbE4/S+p3r1Z5+QKNC2UjS+enOAlKYJZb58GJKFUOrxq9Mgv+gW0CC1lgEWyW6sz9D9fwIPVK9OJSMqy9jOs23jGozoeXGVZanz4z0v0yUSfR9TX/fPsd6+07q9IzbRbV3qfmzL1dJ1LvP5udB/pv68NER1GoMk2Foccr3c4ekBln4ErAB0RjIl8BN7vaVBUnqDe+bl89XWqTo2C9ZP462amDGTbaeF+8//UhhTIySH8fZTpCpe2m+eijwmWzMnuIUXTV6sLE5UY38Fxz7LZf5qnPZSzcgoRxuAaprLg1g9nUEjl7FSjVpmFJGjBHYmMQYC12CcLBFp5RNijXXtMzhd7xxSfRYMNxPY4EiS19pQk5M3WFT63Xp4l0o/UTCiYQ0+T8cy63rrusZbyTTw0wWswCf2EHHi8+ZK+3RazHlLPJTaacYN2TQmuom+jefCxW05Ns+iudr6c90YaX/ikKcgBZRKHHnSxplNyCnSMlNZSyWRKYetmNBxycKlAbyOOWfmbLJrER7faL+C9DXxkq/gyCLV+tbYHC3OqGUOY/oLwC4roLQ5MTKlIcHyqUIPHn6YwbwsJDDBkPGeKDqKLxLn8P0qHhd5hORsktIMCFISqEdSvXUTwr2rTFEifBILbTxPoyPQUzsNLOX/KL+xtuz7fhyhxdn2gDG8zed9WcO04bH0NpyP2/1xzt1G2Eynutzuxx6zs+O8na1cJlmPz2vut/vYj+fcY1L9eUIaWvaD3v0NduN469ARtT/kqv16TKhlj3OfagY6n2Itu/f18fl838fK1ixuhxaJw9mylozCrZQfjSvUkSEzUirdkep5wPAU7LkwCnq39PHrQMW+8kbpFgyi1YAOtha/yBhHzTo9dzlfc1tSRSH1JWi9PyVO6rnGtM2u2Ly2JUWEQ4Nv88WI6tKX97vvr9exnq/bKxjRHhYICy+U6WJEz8f3e9bz+7m0e5/7dLwivsdZlmMp636P2B+f1/N1td3+eL6+txltL327W0k6I9f4pGNcRglRG0wNw+cW8/FYWmLVobE4QqxIwx+vof4omkE8k16WBKfjgCuIRRhECuLMQZlx7L2PUpWiVinUppNtcXwZVkKxqkwsijFzhPCkEWmzESkK4kRRCxZmYBVNKySi1tpxP8p1Zjlve/iEB+Zcr/O8nXsLWK3tdszBqPfzgIfeFQaiLLGKvaHKrxQToesSusyyUB8VAlXDsYJ4LCj8Mg0GIm+9gzTHSGBjmkDYPhuSwLgeoSOqZdhve50YkyzWCLcwu0UBd/CLaZswKdnPrVdpqcYWC/VDRZiEOVgNqjcR1cX2JKXge6b/hYHoNZCUN2QmYkstdmnFGr6cLsWI4DZU7QnUmuTjSj4dv+RQuAJOlA5AFWaV4sYFPzI/693R5AjxxMjm84CeGXkwgqGnST3OQLUlQ4uX3nGSmeMmgChLFy00bSssFV4rLkcKfehgoOtoM+UjwigS3W/KRHZn4PCKkhBK8bekoKXaNFEoHLWsCAgOsozAu6y4T/0wAq7hWKkQpH1+pAkMXtnEmKRGFnuUsE5GNt9e79f7sU3Ew67H/fG6zXPt6/0xzW09n9d2rpykRUGA4r2Mofw547HwRZuPi2h9nmt7fqZ1f87T9riw5z47ABsf94UxNvu89vvjHph2sSqBZQnEBmtj8MMt6k8f2yZY95S+BZuMC/xiVn8ZhMItfsPqjENVGViEvjbu8OqkbQRSMS3dkOPkDhltk5Ij39Dotyt2wiAOE3uTw+LxgVJhuVMYYZ1q+x++t1TdLJgJO4siLaTUk9hn8zlyq1vZHRlXCeBnRvQelnn5fNbLDG5bb88h1kz392P/63uUWOYP29jj+31fYuxlqxDp9zE//n4/P3/dIj5RtFSZhvM77JfRVLv//f3+fR+II+jSCCQcqcOWLqZpk4tVI9WsKAO1Kr1O/Op/8GMQ04CtZA1YJDjgkWwEhKzdAEKPADtj7Zx7Wjfk2hRkHjq+yqsFTr2Tg3xAZO4WpMlTBLty6jpbSImnoeBnhoP1uPwBlRfFSxScOsX+eQ2JqNXh8b2vy9KW13ePKA37+7PNoXz9vIZ1mBErKgSax/e1Bbd5/H2fEXNyAZFZjg0i6X5GWttxLuh+1zG453UMc/ttn4ZawSxKmYB4TIhQULmcFWjeWn/QWWBEbW19fX7OOaadr89xleAq4HPu9Srg574G27i9zzUksfv7WCPExO15zGMLW4a5IkLrMVS+G7xgWibWavUKWWUc8rHl0twsiaiNy8EYz5xty4MobrEqRVotrLTSk4xeE+RI6Yvamla+5E3T4jwkIKS1RiqZX/yIIccNNxGZHEcucpKUU0gTlxeILk8jtbm/sUdpPHMdy2qBi85/gEXRii/9xOU+GHfnOgENbMTOSgHbQjVlGACijlkIo7kprjh6kD9UorFNFeIKi9xQRj5UNEexcSSwuf+gLiiz4j45pJjU4c049HzM6Ff2WdiOawuOcXs8jjZN+3FMiOf6eC0RJDjYUw/kmAPhJEOCgdYoOMc0/SzJ9tvrc1vLhdb7ujrpNo3H6/sMyhgo3pGvF6ghH++L8e0rhq28xJs9+6DeaoDotYQDwY1y/4T6Vpgg0QI+BdUdR65etKZmvYPjwtg0sTTZ0duqSi0hPyBKozgkeCPy85WuzbjO1ygWkcyPHAjMoXXcIZJHCoXbXcmWvs6V+eJuy785kx+dD60+pS1dOuMH+1nHsj3vIdes8/15vO7ruL0/9wuWdt7G8bwde4QK387vq16GWPvje2wRGe/zuG3zxaF2eLxel47z77/3dl4YqN/oIVoVkl2pa96eYaLu+Dx3OnVhWzin5YX4gxHlbYEWqVWuDRu/XoDeZM4OfMRhFyNN9Rucwi5nxUavHphsHUqQjbYsGQksI6tas+2pmgF1udZrKzu3Lz7OLaNx55DglO409Okn529a99cThT6fZ49qZbzKQB6eShvm5XYGCuq6PW5r3HXcGUbs9dezCNhebA2PAxYb0auNxl1rxTEDpC7sLihzWKdOmP/KqYcc3lonKyvx5CkYUdjBDcdtayjo40qntp17qD/Qw4IT7bdtDXidQ6HCI4ZZa5CuGxmR3j3hBZ5TyhugtcHlbxUM6Gc1h5W07YgLXNumki+xqkE4heMTzIgiEYLeCRTVcHLw6DEcdsJZCJ979jKnkaBEJqhpnLuv+W7LUVKS8KxdmxPDq3S5ELiwPQ4i7bobm1BAnCJzTfd37WWajvfSj9mTnpBfybb8rJ6qKWno0oeebB018adXd5X7l0FS0/XRi/CJMCTViHTzBviyZwRivCqGngYIkjEjTU8UIWMBJkScZSrzCiS/9TjHdSDyUxxBMmoBmvl6HRUYCj/31F7bOh9hRLo83u/3WWLZbT93Gn1y5l/KHI1/3M7zGCGvcDMLjzbCsnMdo7US0hNvSId8TyFIRYwQm/Hl5Y3qk4pyr3lyYgHJc1EP8bTKCOg4Tz2wfKmzDTK/wZc99TIaAg0IUg3lfkilO0rsayKFYn7Y9zKzTyOHMV+RxXDhlLq0mumQH+f38iNa5rqMvQQPf4RXalnq+bpkoGAx8xEo28c12X79fYd+6P4e+rRc/AnLWud9I0LQ/vnrumULuNTXHU1pby9Ws61yWlPBVUy7tbq6QN91KfX41PLxEU6tGrKWj5vR9JqaBdlseMChTEND2Stp+KZO1d5gOMYJHic2RKJq2NxBhica8m5t9gq3HFrUIOrqZIqxZ5g3/WXgxsg3j49PxOV3o4UMSP0LTQsR+wteuWunQD/XCP31vtC3rVDgopDNpPEWpUGF/W5pZHrJSJwabXVq+Jo4oJjILkaJUgAP8/b++6/72lrFakhihLV1bsEPaNmWmt/QFeFzw9E1EnorMg5R4x9eaeNV6R5YzGWfSjHYXIHxdlACCMma/lRHV0jYNWrce1uGuRNsPzhR/BrMUzhzf/oNdeSgnUJi+JjJlOwVCRdqPO0/IAedGKcjYbGTUtsxPRHI0vgg6b5OIo9gTHy/uJN8xP0eKUd1UUPG+3yT9UHpMO7yOXUBf4AimaFmrmoxLHGmcx/ljFTcKwmVCjHkWBbnsaCR4ByJPbYZ5hcu6pCvDMDUI0TjAU3ScpznbRsFKocsxBbv69qju2y7HxRr1d4attLQ0WY7VLgMFCNouzLXcS4KiCYmRBHTbZixnqwiMHaw/1PI9rAy38BLcE6WW36eOICZuKvdlJEPZC4TN55zLoeNzuZCg/gguagZUBYzEcn89GaXOFzKnOTGzte8UaJKRlSOS6mH8GozbR2O+7nBsDs8kifaRz62uR0HjIaX2z7sR6ymhcKQq6IO7rrfb0fcEm2KRhXMRiKogdapbZXiVLZFyV7rrH/2Ziep+TfgrPJZLnKNGLceRzmOalqYurN4S1wkjkXcTGHB13PzaMwLf05Y8tOy6+hsQhv4UNzAhgriSH2IQVKMmkDYPy27Z2gEqtmm3zYugV7Sfzje+u/FAz7b7zMTtEtPNo5Dbv/nrF1vHSIYBav74/U8ZmsGrST2mB3KnJtQiuQSmlZHCg4hg71fAVNjJ/pJma2VxJqjk29WejN+mhQ78DF0c83TQmuygZqlkmVCSv6ijexEsN0zUm/GTDBotdC1hYGdd0v0ETfxLMbHnWcqWKGOcEmmpSlcSQrSfz/A0pVPWBrSxM6sp3dNqZOHKWBTQpVVcWrbiGepjYrmEuoDf0VNzOaklN4T3rQefqXGU8v5usUxx2IqJodUyCYNEBEzBTP2KXxiAQS8zsGRoucLyLxgzIT2cJGs80Ov1TLvCKddMzZ2XAy3jG3toZV8iGPFfabFUqB0y8Qo8NBR1WGHlN9QOLKUtSBpINiq3TQ49K+mtTVnNsqX8idmRcylE7gvzSZ99Y+aJwtK6yqd1hoA3uC8LpAf5iT38v1GaE2LTDVfMiPX7EhUi2psvzKvRe1lsNOYtw5h3xii7jpMdXWEAuahb9e2jXMpWKUra/PsQqjpGeTf9DxxWC3eZGNBgDHkmuuS01WzaXgzYEu4wARty4mAG4ynPLQ9Svm6OLDYmTJYZBAVuQ7I7/3nxRNsGq+Vg9wYgdkkfJYogs+lhFzz2IRdTAJ/qBQuN7vJzIZkXvNbtPZVqQhBE6HZiRz4p6iwyW6MqcI/XRfrMuPJPmRrapMDmdbjiFSB5tp8HdJRqVdWiYPjOArFtnH+Xr3VkWBteclqIeQZaxmFb3+CnpKBMBp3szEqqR34CGN5s7G7my0h1JOUd50TK5otG83Jm0TuzTKqT5oZdT9N5NagiQZE7pUvRCESJFcEKWm3u1YiV1L+ypUyPtsSutKfiewfFEipxSOu+/mE8bPSc4h25YL1N1fAvb+FNBQmi5boxZohi38MjuUhf1oPU8k+ys9x70v6UaeQm7e8NnnK6u4JQhF9ChtMXubYWdEj1rWBVXkbYywVs6EouJyU8npbJOuwI0+6HEQO78uwWvAwQ5RgSPcTSxWbCg3QHwPpp0gob0LGlvPnDunMo1WUJlnF1xvSJGVD1c2mIxm8LnZSOcjTHGpqEcsrppQqYJp5q40d4T5JFFNrCr22pRcmnheviwgzNUmzmRZTTVYbxvFQAiAzG4TBosffBKFeOQAruHKbY3YbkTzUfHUKKWiapy1stMJqa1sCgZIoCRItiCCn0qSDU852zHdTVMBl58hVO9YRayJZEI/5h5v/HRfR67UZEki/NvD2/T+huvbGsemxY/aWLZILLvYYA56+QYfyHudX8Ywt6gPmcqV4g3rRofISQiOh8c2GzKC8AQOGbRWFydGRm6YCKtl/30ulpWUouECkGaEUXbxmj2KKagE9yYLFpnCcvzLqbKPbiSpKLZ+syAVB6fRjrAE1ko3Lm2a2P0ZE8+1x3zQws5bDBJcTELms2p3Ufm2wk4uCpZqopApIDMjxhiRESLoxLKmW8MIKA6CqvDdeoetkLskKcC/+zBnMTMz7Ubh0POh4gZ8VSaa4SBjUPxYKdK+ZeE8QTYdoSXZG7ETumVo5eKWF+9/DulGWGXuKZ9zN+XA3a7rTMcnNhnBS6SZUTOLPW5HK1P1CuadpHrxEty0Bnrm9vucaMDv77ayBCTfP0wI+gkW5CLK3rIPUgApul9O7ut3v09qmOqSwzmvzulZkyXha0DC7D95CVRUPy+uixb8pNaykbVHgMYg8AoCzopAiShIHOU3oILuRyJnokOUcYem6rUxLRRRdKFWiJQBPwXNqUFM6clZj8jPJla3/jF+vr7CM2ni/7kqhSPyIbvrnP2xdidqkIA4EQfButbtn3v9N16SqOt/srjN/44GKHAkhSaXUeTvX6hXu7Gfcrvt9v6aGNdhxOt/TnGqdn53zZWbefTuv+9ratJ3nvr+OdWnTcW1juz7r8RhAtuW671fja0ya1+fH4pmdCmUXFWVB58PR4t89EhdZc8ohFcdod/qXY6xHOGZc9PaOYRax3mRpbRlGOgdm3pgH5aL8xGlHjF8tqLK0lugVvsUCe5yM6//yIRmwCAGkOG37WREJT5vHTQEgPIVgW7vhaU2VMIsxT8OOOkTUMvlTtA9u42hhz6FIq8eJpWr6su77BvdZuJPS4jllobdOuoYBYN8oeNh4D62RQnSOWSJhUAA7YEh1QzAihZEx3/r0JCmpMeBSAxxDDknKqFZE+hVyCxRpKNXBLPATghLYCxgDAUVF9QuMaxs0y9kSrjPZTZj4Czq0g1PJqRqn0dcAd9nRszDJgf6gS60t1+uQzdLP3y1EGklPomE1yB0UErYPuEUhPBM8T/O08Phjo8HAS/NxBVoDw6cFEbSRBJaR+pT+5zJISFmB0GOFqVJ7xPdZbgVzDKmeoam8Y7R5e39fZZzKev+5xjT15WOhv6d+vA33cL2/9zYbK+ndemZ/mXVcZhzwzDmahk4r5jf53uc5eR0q1o39nfe1W9cWdyRWHEO0pfnzmGgt1a8THIZKryLzkooPVVy56GpVMLi29ZCtY76jkKs/INLKBhWIKZoua82aU5HirSz9qJg7HNtF+hSYNUu/80Oms+sAeIRqOQB89ImKz8oI9AEkxLGNTiOCI6UvOB4O8Gd3z9sD1jP1+Xy0zNZSy26WwfX19/NYaa+QeBwBaOrZ+P7fv38eq7gn73Xtr/scjfus+2tflmM7/lw13X+2R2d91HY/uvImOLiaHDrPaQkQF8j0FchbY4lL2Rn7OXx0K2BW6FsYYZhgQOkfGRCDdMaEy7DlHyhRJdYEqoxth/VDu1J+XK6l6m33W6vQ6oIlGOF0eSZ0LpzD7UjvyrwPH6rA46CEgt+XaKYRq8bhBrer9oye3V7nsmvNcBnOyQkw1rd9KJkLuYTcPpfr+70t+BtsDMOgXQRjqKTyFYZ9QyXUnrgB9hOP7AdMKlAMXSwfM6TkNj1v/HP2RjvD6qD6JkD0TteROWNBETiOxRd9jcJm4s/TsrdWeWARogNMSEquEdZ7yypGFH5EHrB2XYQK8dNVuBFgTWhyOWLCXIQKfPwlHkmm9TYF2ZWFZObUx2rQ2TyB7NCFC/CILa2OzuU5LKcs8/8BOGfMBUmmdCAArQ+kST6luNojAzMOzwYotrCGBk62AR7POVkza66w5ALsNvq/DySZRaN3OKFjXtAXODtlpHVglFL5O8CBJaVwCpRCJRN6s+EjcFkIkuxl6m8jPEv4LnhApkKI9kj525rR/uI20XU5/9xDWub9/T7aOI31/mxpSdv7fh3jvJ7X97PMU51ex+D+RvtzapqHwXpN5io3BCYrYdqO4/7ca08V4ZCogcrHn2fbaytt8eUiKKVoWW6aqevP38+SLIoo3PLCdzcw5UqWtYM/m5Bx9BuBHfYgk1pcH8yQQk4hBASz24F8JSQ/+hXJPDrQOpss03iCBodJBvS8ib9F93ghCaxG+wv1AHh9gZr4nfQoInMafz65KJldKXJMbkI7RfwnootSXT0v7/c2ldnihU8WJP792aepP07508vMHT17nu5Ps4W5fn6P87zubV7u3eACczvu/byvta3f1/gwIX/Q/t1qWV/3K1N7Qb/J1gopkqU4j67JaoK3bgxBFl6xGlmpqKlC7FlmwxW0FuRfIMYleKDqVXSw8rGGR8NdyxLV8mhJdhnET3stezEL2icTyFgAxfYlNvZbGXwgkYyiMPLJBYpzCjqe+UqVC1WCguI8pIip7J+3+8ws2+L6lba0DnyTpZkTIC1+FnOuG51amOvDcT+W+a62ReVwfdufWOBOiIVIlFnm3e4OR0ZkeCrg1HBDJihPiExOUqf92J//U39/zu89Q/TJbvS6T8aJ0tS8YpdtJdauv6qaTJNSZT2xXQztroFO2ZDnAAwXvgx6BNDTGlZzkIjs8rrkUW4LgSbuzUhwWoqrnDFQ2LLN6qQOkOdKoY7GcQfDPoxOHWDlhEFIhWtkCKteBlRqsyuYvSB6jZoX/ApdX6m1pFy5uRaq+QDhaZwjKmwUakXcwzsefdTAzppdQCsneee05q8VYRIL8VROPGBDInAcEAyy6CnyBXPBIMKXcZeHjYO8iQT5RmKM5VwekvzJatrO4NjOo8MAmgfyv2Oj0mVg+Nw1Tf262mArOP3+2Pz5/VnneeilYopd8/WxOEQtzX1ax75cb3NYLcM8Ttqszxh/ag/hmisJFvlUPu799d7nMU/GiIbE4SQci+Je5q5SWp7c1nfxafKB0pfL3LXFt7XfDqg66k4nmBKiXOfHoFcgl97cgWKhLcyGpKwN/HNWOckqcthZcUexfh7oHrVmyk0dWgWaUGJWJu0O5filOlAAVsH0oRuW3s1rv4kRlen6c/vS3NrbtuY2mht+c2BuW2c/326dNM/rvU/bdbZpf9/353NM+9Per0dUWj7ffd8HC0agd6PA2CnqXTpUAoalY/nWRJ9VqvzKN9JcLPi/LOZg1B+eVnBHoIsZmlq1r9KROcHz3RmKn0WKBnRmxyNPtYydUqANOPdWp5IjOUEt9OJcApB8ivEaHymN3ZIMG721OV/f11zTvFz3Pg9Pct33lNJ63e+jTKOFltp769P1vpZ56M9s4ppz7Q34wI2gJOO2r1YDbdsWo1BPatfNm2fxulye4+IdtE3LughWhLgkWnBJpUG+MNiNP58Hin2Z77t7SZNxzCHN/by3ufbZ8L7NvHu/D/eD4ljq22uZSxo01YLfUKnTvrmb2bQ00US7LJR01CH8n6rbVYdDq0MdAGVc0oeHfiUSQpaSV1E/EHQdqnIKDmbUKz+OiuzSzCSCmJqoTXsZBniViXXGcS4klJBSqB2KFWcgYMsaQW48IbNjBSsjdfQrBa6RHikPctbAW+hRW+1YKkfPQBWjmxxAtEOzsT6lH2cppFyAFl3CuSPOQh9NZSgX24oYOXVycv1hbGYpSuQsS4Ww3GjRJGHZrP4FfXZifwspnQNe0AMelqHN0+fuuS+fazZdUEvv7zqO6/fTUrOQIe7mPea6nO9zn2zCOfScp9f9/ry3YTvWXvvofM7XkZ24TUuvIPwjx2FZJxP5889gMieJGiy6Tf0y0VwGMGw0ED5Jds3sDfJFTKqCcPjAsf8EwqKMhXA5PF98CVqra9hSBO3gvnREfB2vyz/T74vYzVKRlIAAso/gC0ooFLw7RbdOv4dIOSZZTshAksmlH8MJjDir9es95vbwkGt2kObX/VoMimmap33tOW/Pjy3gXXNJ9VmaO8eeejdGtGz3madlM7zarTks6veoaf9+D8M8y6UCfEnmcxTxUwCLW0XpKGCBfVSynbDWKJ22lOZ+zK8OuwbsIkFd8SaZn2GgxwvYQr8KYafHmZS0r5bFGAxtfnSmVBT3HOiCan1sKCxLhRAUwlFR0ylJhHoHpRUeYFre9zyOve/XPpui7jjWuc6jiSHGOI7jtY0WmOV8rWms4+s8DDZwvJ82rd2sIp1DLwugfpZl8um6pcZb7TxQS6ZCKKA2Snot8mlvo7p2AhlSpY21Gf7Ja5/mhyF+rqekQ1snt3I2icghfUZb6UjLvvGTALdh8YmykXU43o+Tz/FrM47oQrN0RRElkU5Q9jSEgag/rDnAHhczVgBJpB6DyIUV3qamqgE9JzxkrX7Fjuy/luzBWPCfbMj4DM+kn/axChw0UxOZBB/lRVBUKtyAf8DG9jt7qlRJeYhwFFgLyOCYyJtqBu+MmNuMJYl9KPQIOPqPnVwO+4xKAFQZjNPrTQyVFhPQ6tFEQU5PfJVC6VM5S3BxvFbAxUQExeK7cKRLpmm6Poqt4Cd5CY/m0+Q7UVh4vD/GNMyvEhmRR0iZGiWiqWx/PmM2K7YJeCMpz+X1/WwzgExaqQY2tz7c6X49aYa9NWuoumsKFK4NW972uW9r9xU9BksMZa0DvIwCawOUYSVOpZRfA1qXaNtqCsJUEjrXcgl4U1m8d1g+6CYG+qBiHgRdWwXhKTKMB7Gjr5ZspOycdARF6NeKS8lfXQW0B6+B6npL047G/9Ce7Bc8x/fE3WTSVlXSEFIRyN6YEqaSFtjy+ix1+jGi6XX0qeXpPJfj3uZSl6Wn3NP1XXor9VH/fFaLdbO/X6/zPg1ppqQ+17IYXMtaS+mG4u1RAShqjATqAX13+OCK8KgRuztjLP9MovVxzk+VSslFY8AIKSbXX1yXRWHhmSHwSGR2jRmlDFOgx6syYlANkuqiWBor0PgoRaGphhDcaSL1o6Y8TBSIj6w2Y1PKQx29t1Blm+VfI0bUbB4Az1VLtSZlnO3ZKcbtzfTeRLMZUmu7nyFYoTqxYQt3z+xRlX0V4klGS+cOHZEfW48RjJStwRt9gwjq/EgdulpVCXuYOqL5vo8vUIZ697FDB1ZiHoypl3+8MepMH8Y+lIwSulJ+ruTRUFFl4vNU9GQa9OVpHW0kByOqHa+B1Vz4EoM0poDPEZB9ggeqUTmMeDergfOEaANt4fAL6iw8BGkNk4B6ZSCn8SsoHyA9yTMKAUHslaIHGBZhwy9JhBojUB8HUw0qNIjKwEIdtiTgkGRf9K8O51i8gkFZsUMBVxIRakyyk16DjyVX5RyPs2ZNESnmcQ7tCh+cCnsd8j25cIS7338bjDrZi5rAxFqTRGQI7Mo2L597TvPxOciIzmuZyiMRFQMHTg2MaBhatUhFc55nhrFLc2rLdhikwtYRfQ5syKM2m3JzjJ7at/d9PxQup05LFql7IBUBbl4rmUaRhAgqNYo22wvLC/uL0PqSnUTvhF7ABPnCtil8RSM63ZC0kk1lI1LS3rAiZ9uPYVKtemX4NdFR/UNLW/ozMBsE4K1ZP6Ws+JKfFSTUiWF/9Vur0vHYH0a09ulZmjOkpZam85iXcV7uq+23O7rOJpdbczujWu73Pqcxrfd5Xp9XcgJYLHjb57AIVLlkkMtqmkBrrMFCR8nnDCZ0hA22hKIM60IrKjof9fxvn7VjXpAVM7mHrJ0jvopEUrkcC5Z01CBkx+AWygOklh8pQuXD+AiPCyM/hpePGBAkERjQP+h3uZSUEo2kT6YBuD4yXL2m6ktzpgkYi01ee3dKYAAFrlIdJHVOywTFgBH+3k9jRM9eBpZahdbc9sDWtbQpe1IZeFdfTMSytAV5KViw/y2KDFqVgHqm5vV1nuea5+sydHbDyMZWxzZ028Qipsk/KlfMTIaxQX/TmhuNLFO1CXFbprDaAHFLCOZG+umnPVR4+BHhPaZjbm6s8CNceQQ/w5mMCO0gqWiMSmPHaophBilnRqssBBCnN2dg4Uj09tCKcr2pEBECmUZeVpZ35PYzGQGQFDAQcdjQG2jV0FpKRq5E3SEZaDmIGJneKJ7mzHf90ML4sYVK8RIBMwvTMQicK8FxGpX/Q//VACwj9XmKMun6BOkJpNLFYAJ2IvIk4jUrrxT2JTS/OtQy/cidyR/nnZtKEqpZkBgjspjRZT7eNoFujm+4lml8v2eblmUoHUabF2cbL7aq0MNOLs1lv69GRaM7I8Njw53yyYmspttxXUdJ2dG3U4ZBkCDmvYqfHX4i7Mq1kIgU+WxTWFJlYFX4RoKmVqI2wJPCMakVSk+zbmxEjY7Lhfo5FwC1tBOIqk2tBk6qu1h8O8s048ksCPTnvFqocs/x0AhIqjT851kgKR5otMBWb3m+vltdsJI6TnU6z+M1z9N1zIuhzXaPTm3o6l+zipxKXdbXNeXlOlZDpSvbdV7Xtc7boyO6/7z682qsJDiNGsfBANGvhQ7QpoCOyKyeSm0ClFPWUBjaWJFVejuNyvDzDTLx736OIASDljG2kxy7cUjkxDAcYZ0/6UQtEI0e+P6CfzBS0OD1IzeRiACGGangDfwX4y9jLA+4HnfnsGvBmwV+SpWiRP7W4FjcwYhqOz+veSx1v++jj3V5ndc59rqZoXwxuMb73oeWFjf7yXm8Hik3dwMCtoGYzFTgSfu6Ly5QbNvivcGwI+0D1311OXJ5zntFmLGCA2xxBP2i6cqbbDleDwta5/X1eh3rMN/3+rnmnjDaWx7Pe53LMG/XazRg5ONt/WOs+7lV86V29W/J3aY8Y+4OepoMH+xw9UNbW3WOM7UBNiHEOBcjarnmsJojIyrjupYsI7uk2UVRpDk3ZvNljVIQl9WlEumSklyoB0HHVYaD4wxCXtFjgZop4zSWu5yfua4IJCCFv5r8dbnezDO5Gq9A8POIvVpcPCkNUrcTgupyHQoq23fY7vkeBRKYciRLFSHUUppkEhMcaaYnTMzl1JmBueknw+xL6NDiXjqBPo4jTf89d9ao/QckF7QRYzeDezlZ1jtkpSVdaVA45MpSMpNXldmmW3ne37v5sJmB75+tL/P5WZdjqc2uH3MbHM68mu2Cuxm1MEPoy9rrtK3jAJQNGMG+Pp/35QMRZQc8VckJ1LPu19Pn1zIGI/ovRQHOFU/DMDAppLuUNN4aAj+1XuZVF9IhrOhEbLzfBbnXbBKMAe9gn7cUR56RlopqzSzVN68S/60onqhWxcGIiAPON9JajtKfyz8sER6qnYQFMTHZsL7gc0SAUdZW+vXnqAZe+l434+kvU/H06XrN272YzHsts9nLTO/vVhwmtX3/LuN6H/NqKovj+7nO1/S09za//569UY7uy7Evz1v7+ffv3/fkTmWY9liCCd3Ptgn6amKM/sJOgYv+G/C8hX2A73BUKPiD2zUGJGH0bPtkMjU1NcRF0is7zomd306qe/khiqlUUVuS+ggmdLJ6zLR2HgZL0i8Qa6B3t8YW5bcEqDXKHgaFbiw0T86Iejs/hy0iHPe1D21Yz2cba9+u69xLG/fbcIinsl73taYxV2NEpfdpWbIzonUZnsRs71zXv64mpQKO2Gr3Oe+4y5NdpyHu5MIJG0CGJ307DRR/fyab3wc1/zUbY7cZ5xuMKPf93I3TTKfZvJS6nUfrZTBGZAsjfb+cETnqdhuzBXKtxVwQ1549QuvmwTnaOjFOBe3DWrYUlVbytLYhdEQB2NK21dsz3BRoyy+wGmdHcuFMlBKFdAD9UAWHybLVTnR/dD6EM7w0kD8RDQWLfAzEGJEDiViYw3mU6pWIcuXXw+vZfWOlI8rwyiK8Dt5EkwWZQaC4tCd3Vhqh0yiYF//N+AqWTuYJkOgByUiPImpqqKNV4UoqwkehSmwgGKOipzkxiwgqoZvWmjdzPMeRE4310wbrfhFH7Wmsi4CO83R/z17N+Pd6tXECNOZS1vfn+1mGqa+f79qb3N9tGja5uVdstZa+ehw7m8sMGIcWRuLFgQxhund/NwbC8PKluq5JvwIpCVBN2mTZYEipJaABaleodw5XMU4teMxu4/8VN0tOiloEkkUO4wIhh14tfBRhpqhAmaZ+XF/iXbBWESKGPMYw/tn87PDS7vN9MD/n+iner6aNkAg4qVvQDSJ21ZTb/edIS5uuP9/rucEg+00GOs79tB3T+FSPuPt6H9km6MfX+Mpy3+d9T31eP+/FJguv71rPe8sSQPv258937yW382FtTchz8swfkv8WTCbD48MTB+wPaw5tAjZT15Rvm3djqLHBOZ6bY9WBdwpsPWnAwAiJb42YtvJf0QoH2oWGIWGPF+YIMbqceeIiv0R5+GXDr4UtjYVdrjVqvjKq56D9an5931Mdbb1ggh0d7SBLHq2DmoUfZnf5+bH/LrI9DXXPaZDqBKidTim1WkTDWLHfqhEvAoLAOIHf8Ivq+33wbZ+J6Hafx3nt1eu49fHzdbVUSc3kXi8rl9g9RqaZnVdGAAFPk3ND92AH1VYUQWgp94xhSIIagrGz0MNbTqEjAiey9ct1EQ4ToH5qxaAWfE+u4VEYcbfhVRg4c3YO++HjarcFgBz5gU53qZakDCnSj0QQ8AA9pV7eU/5Jhx+ujilJjW9JbIr+KhwEDaAhcLatvKEpklgGj0gSE96Bjcprz439CqLD3JGNWDJQVgnmQdhVUnI4Lw5VuI7CRxnklPjEIUzol8+Jgc67tGk1obsgX3M/3p9zLA5Jvw3TNGzPcZnK9v6ehbN/NwmZZ/iUYAhx/tubxclrs40Q9PRk2lWuLEHNyEVV3mnRJfZloOFSADMGiGbQKS9pfPI/YD84tn21UHi8x5YCTlYp8+GVYt7yav4XtSHUgbZRWUlGD0oWZIkWkGiweHZCoeX3qZZV4Gq8VVTch4XenwPjFa9Uq0bTwvLbQha2yePZHbZ4Pi6l56GndaPTymz0CohyTljO77U+9+1mKFW7waj7qshyLHlqQ+iil8u0gHnsed+i3aPFgj9HF8Sedxpk4eVAR1W+8BmVYogp8AtxRrXEmtNoousvp8WhbmNf8dp1AxbeHWNMVpAsRlglVbIz5ZMvdEAB+hZw45ZqK9EikpfJCvzOub2uc+0uMLYwwm+lGm6NtRBwgQu4UWu0D39ZBHen1EZDRSlRw/8XGChGFFhRGE6nf/KnZ7C/Dmt94ENRfTS36zbDcv/MhrJg42McJcpqpnfFaeN6MsHkOshn7VAFqSCM1iIDFU6xy7TYDA62ENIRgROlWoYCUQX+ppW2IjQL4Q7j/QaO6A8uTgcVR+Q88FiuYJXCLAiwTiqxhQunSQye5H3Fcqhv8E7B5ooB6FnY8b4pCWjowf20CURK/6MX6mksZ4Du/pDjM+flAWuCa+SWcXsQt4CBA0i7CKdOIcN/sZO4h8RHEPkyXOCw093+2KBVAQYco4SDRBFbq83Z121BjPDB/Zf6tOQ2le08CJqALoiljlhn5kyFa82mcy3qtFqcD7zfAFptow0+hm0c43M1yP+LFcWcRAGdosEE9RjQS7oSoJwRkp/wf6T8qsEwqSamebSBzAiYIYAdRX/i8YJipeTLfPpNekfwphLI3tF6AefzazqgJVEc4IWQeFWp1X26FgMKcyh+j9ecvWkgogtxfURiLo5Taz4RhelWr35gM3OfBzf85ubSbGtz93PU74T6imvhqi78KjpBCPDBf5hKiIFvg6QJ1irRFJVFaKsBrKaagu8/Bqpye18NYAYOVI2wsNUXlJbuDVxuAqyJ1Kj5SZeUr7CcAfcZzRJBZhmIqlbDBKi2UBbI91J2Dm4oX+gOGFszH3ATQIaKqBaQEGh/I2dZbcEvYulDNhwRV42IXVNLkEJKqfCMtDwQZNrYu0l2AZort0BgGsTsktrYEbs06om2iGlTTNli5kfHVzeaAyeyIgkxp/eUA8bEqTeUPWAuHO5CLsVZsSFLAnubKaWgQKJ2VjmIawQfImYvX0JhAoqHBCnFTeAkRoX9dICX8jwuCEAcZ8gOqwIM4RVBIETExVMi2AT+NHCGwBHm3X5VH4Qk6b9lFDJzhOID0YwGYwYURXl1yBdrCU6DOJjWDxErsDvDVoXD479FJAaYgYDcpinNA9y1G7QbJbv9de8j5XK5/WtDF8firg2S2qt3zRgNGJl0vwhGJGGfGmgRiKTC/8+6IiawInQxpaaQytpTUqLa0FokWvgJCUl7wRBQHnUl3cG6Jw2LibuuCJf23zcwigVyk8foV2b5em3hJWwxp1cWPUYfqF3WESsVNGNMqTZfvWoC3ZA/r7YFyZjb9Fxz/y1Zm9hcorhDfWQvDhiNBwRkbcDeyf5NXThAw4N14xNjkDGrRp9LzWoH/iGTMnJo2bt4TrUoCiBAYgcJLyUmfxiY6l1iP6pd9QaWl62q5hdk0b/hKv5L6FYTR5UEvo52MrADevXKjNqFhjQPipPj1kuUQiR9mv6e7vbUpmILdVRYoMp/WNLGGPIRPDi9UJg4Do3icaN8hiXSjs5gMk/EXVTMChRXbaqlfgpeYa8YAXdAtULNUwhYa3t4DjD/OzeGgbDqNyU9DAQVJkyeNImiBZuNIe0ijFAF1JcIfgfXsWvgWwRr8xw0vybsNKQswTlVrU/4wz03JO/KlWhKUhLMUMWWanopeQhlR24vA+snBJ7o78EJkHBJjqxSnTK4PQU75sdp/IRIpAEgtvsrJFRW4kj80hiphWmKH/U/jViNIu4BXDeoZWyCiy8xVHgUXiqtzq6DNl+GkivmRPAYStIKxCzLdjwx60nE+EXPpoFFcCGE5g071h+bspvg6ZwEPaao6lp1iE3SvIgGc4pgBKY1NzQtEfvVbviB0MMDPCeqsWgOE1MV1b4Mt/V6zVZA74KxBOkUeGe8gZtXI/Pya/Xtfhx+XnpU+SekR3SEqNYgXeaX2tD1C2bXsq3jgTZqFUyTPPQ692EcEByzJ5jkCTVj27CIVHptQN/x+0oSG4pAfmzFGCWB9Ird2MidaMCalIFV/e8sJJazdR/eUeBtQUA70Crsl6KOIgWh6l/esqxTbDGiOO2Lmg/Db/2KymgLiboEHwrPAhJqgdh01+jFRusjTOeo8GNTivL3uc5WYpkCctPsrkgo4SZBDM/yxlIBCoEr1uNlQY6e18N1qRWZB3VIxb0lw6aGEN0kuzEameAZVILQ4GnDrBiTcAzfoDpyFPYW49JcS8N/MSJ7WFtXjn0Qct9BTG9aBoh2UkEfyJIVW6o/NFS5EaHz0PG1M05JlWsn0EIJKSXnHdLsEMTpGs01GKyWDvWn0ZHHXyk5ZBHcbylQ5H7R6aSJ0my8MM1KOZnm52pLlP20TokKEMZeDZ2RoBFxnHGA/5QpYx2RqXCBg6T999SLs+eiQmpeODCfqJiQXwcSgnCaiU0dwZ3m03as2fmQRf+t1WZFFsG3pfV+b0msqGiTk3tFSIi57ft+ng0kTJazXk4hupbgRL7ufZ3ndXS7TCaAutcsJ2IihE5YBiS+EQoe1ae69D3GLgleIsRzSt1qGWzhLA9zffV4zSDCuz4EMwegQrZKuNoUELeSssSUkIaWilNDub+p5VRXYqrR8Gy7gawwGhqjP1ZnHJX2a2C1BW4HLvAA0n+ec5piM92Qwyw+N7zPae71vO+XSUTzUGafTphtrmW8PntyXdGxwpdj6PJYGdky8BTSn9pQhzk6rLo0FPl0CGkNXFYo3kQkFysXwrlquRQSk1G4b8Z+0F3s7mBO/66wC+4BWxSI0eKimHZOezmIgj5F/SlEqdDyyrxJ7DfWIzwy9X4ea3cEafCiMcH8rs+K1obpxgB1Ta7JKvm47nORdq7RKDR6bYCbxmRRYkoAiKU8aAU9je/H/uT792xteV3Xbn5iBUUZ4EK7XW/D9FF8InOxbZi5tAm+Aj04ofciTBJkkq3agyoLLZrI7FIWEOqIfGnZpqT5bGc8In/UtlrVCXaAoBcRKe9HIN2KjLUMWm42Yi4lcDFvqFXAp1Z9xAmn5FxyFQ6IHNtGkK7oKbYLVybBjGrZiZohS4GJ4OdhNlX+CRjM4JfOxxWVRiM+wmuqH0LzQxovCH8510NkxLsVa8rTZKldQAqkhpiFYYm+4LXIV7SaWmhzLuhN4w1EIhld14ss1KdoXsxCChFcwSQ1eAoXrTSsaFieaWkfIRMAGbnMp0GUjYZV9tnnYoGINlNRmxvRZ8nENNNsT9S50j2sW+b397NUTcsIBCNgKbh82FlebJdZzZ2zwmpkiWhE+0pF9+E88UBZbUX+XkIf9dYAwRa2KY9Z8d7tLU/YSUlLhtEr03laGgO8XebR3ihhzJ0sPk/5xYFiMfhyFhu34NU0MPM06zgR9NE25NYnSYRguRLKBfhDS1FgmG9HMAEGI6zb+++7V4e3cLNdA+7ZmoVnPd9nXiZuy/G+q+MjH2+zm+r5/ee6zqn3xSYI5qhoca2NWD6cyoC8y/q+1+4dDeZs/lKZk+OTkWp+TdPmiIMQ9omJOnQGlHatOEYnPhpkLIWJAkaV5MlfWziOJ6YOeCd5UWUHso6FAS8X1oicTTRTOS2KjKZEAXxAXk4eZNGaKWyyYUkbAmiZnVNOUv4a4qTVfnze62zdf1lA0ZeGxbBGRJK5I6oA6qD6ZHI8vw8eMD33KNj6hwLPzrxLBXs4SR8kfyEBKw4OPV3bdjyt2+br874/36P118OP7ifb67otiHlP52FRE48nOvkx2yy7+eawdpOs5xy5eCghEw2pgC940+ef07Iz1iEMTwIXtxQ/hKHrZFZzNJqjRAQeuE4phzYClLP4XYmULGxpwUuMvioIumyXwMpwfvAeBklmHGGniPsDAopuHpptZKFTAUvvH+x8OhCIKsAhB91g8CfyxQDzrpo6gL1Cn8YuDyqQdHfiWQr3MiMGaCoz0MEoCJilWWUCdfFa1mm8AMOGtCrxArFzQe1arsNzSjjjWf4Sz1VPfwCpatBUCPBmh+yZ8j/y/HCHkEuFYJJJaC0RvgH8IC3K93x8X/PYa5r373efx7od6/AL4VWyLxsQPCTXAbS1dgtn/DomwT/KxzZneb8giUDhy2oer1DPqsglyVeXaYnnCXRbkhk/CskoMFlm1GzwvwAthThMV2Zl5AtETgsrhvfziZ7wHbaQz3B5zKNnRelH3aInWBGVCyKjys4XKE052otfJP/k6VeHAXoqfHN5rsztY96Ps0H6lLGbU+TnPfX9e52fcxAjGtf73rK7wfV5t8gf/X3Py33M9eFQ73Nq5ov//W5tasPxvdfRzOyuxYIRzPs1dRsP3kTjpKZVcdXp5Hkcx3JgRUsLN3hqpJ1e7ciP1gFtd4YRHnHhWAW+E3AacGTyG8i2wZ2cd3Ak2U70HoMEZVdRC4CLqsV8Q4twbSx4f8pSnf7ua8qnLjNNSJFxbvc955aH1/uVW8tmST+XMi/X24Za3+9rncfej/c19dL7k63b4unrz11p7mi19+w0PNwYj8CMuTgrgGDCA/tvna1HmNv657HW/nPM5nq0PW06HOd+vZ7MpzGiufVmjKjXafl+F4O3K+vqJv/nvafnLYYxZ8/bzr2XH5De0Jd9mU2AaJPPPdh0fdzWbiqDcbKBR18xheuwVsWCiLFjhgrvYkQ+QLcFQiy8TOkkMWZgc2ktfNBiHESKiEZKDQ5iYEOw5lI6gOl8ckAJI4zKEibqMvKmSML4rZkiL91vpCymEabQRgepdbyYAPeyS1UgXeCjso+KcBH+G8zNe/AAY2OZ1FQDe6PEQSwgXoolvYi9OQhehIJSRF+VYiMWc3CMB3B90dHHoT4An+YcQ5PgBDcFKv+qiwNeeKE0IOXwCoxhCipkiSCV0ozW+72UiYg/tfacptdr6g4/Faod7JBKWhEqdTVQEhWhYmcWcRCQsRwaNUPLs28BfOqJTADDjzT8G0NBHiaAEKXoqBwaFXOwTGE8jM+FeFU5Q7F+5s/j7BYz5QjMjvxEUQ13eyIwlhzCuMxBwo6Ns3adDccZbJlt4DcqH+PoyHFa8+0Ac1LuML2PoCFkAD5VHJ8GfBugpsGaGUD/cb7Oayn71dryUztP43Luc0upu+Ji+37X5bPPfd2GcT/WhwBa9PDX5701l4k+99qmYd/d6Gs+7qnmoQjlSK49EOW1RMDPKAE2hsUP7rBKJE7FOUX1GKMDEDqVTqvIB8xYDHotRTO6l7CNBSHneVFGik2CB2ZtcjIZgm1YeAjkosVhCd9knJULQkRnLdwyb9AyQJ9uC66QynEd+Unb6967OYBeTzqmdNzX5ozotkgr8/y0g03a5/3v1YMRaUqI0jP4i7YwXpm0WWyqY9/2bZr38+kN94FgK81mJXY75ZzRHzqYPDaP389gtvxlmexxBo3fDHpoWz3nuq96kYlbfdpsPR/BgnLJDILS277NGGFG2IrHlENrMpCVx4gziSgNZERz6j9GNG7LYPSbSJPOHVKsZyc7oQjv/lfl30MzSoGayrDOEll0+6kI2B9Ofq6EYvhxzwKHVZghWMGE55nk4yOzcOqWcYbrwdIeVL+mX6wL1oE3gvAQO1jIlcTjBtgMwSjxwd1vYizzxC9PATvK7xCsK0zXUQxqglgzMluoKDSOcT0Fa/aKtCfLXpPxPwujvvLeDLxYcNznWLYR4MQAWPqdETOUkiQ40bx/XgjzcL/b7GY1berFoVcC4Qzjlbpn1nH1QjkDCmbiV2WKUkpgppD5U2iQ4iqM5oXFTuzWqBLZP+KYUwtNXFBRwHsPNGvej3IwGyZBQMTzygUzIqRcosdsZRf6pwgZezJgkC+d52Ub6hgtZefVT8LFzc7L9kRFI6Y9OrbmTCVl5mVPC3c0ZAndu8y8h2GcJzKi75/SxwK1wDQtW2l5wubkY117qb26hnze/3zf7yG12mF89zpbczA6BBkvr+8xtnk/p1wMwWSt3XocIuZm+ZcOoQuL4PtSRQbis/+F61sYfcqfI8zWeAepCHR83vT1ZzYVNQ0YUvmsp4wm1hRQ7syDNAzCvKc918+vL3lKXDu2Ac4G+FwYTKb/MbtXMOAwz/vBBU4d6Nseht8/+0mNrT1pd9Gr95KxRFedzGRHrejHf9i6DgXZVRsKBvcybffl//801imjbBLfvYMLxhiwhJB0FIxI1igGQMRKI6fR5qeIA9W4eoGg/d6O17WfAY7Aw5EGLGJVlKz6Osf9tOSv6/L7c5/BBnZj4MjSkAxRX0SDIzIa4ub1DvjVaICZa5V9XjEo4pp7iTJDy7DuQyArBP+zsQLoLPBwjq0QShkdrZCqDWytMtYh/vMjSvpfK7kGKai0OBoasdmKumiEmAN09TGDPuh7GykREAyod9tgYDgb87DFfRqNSET87GoNVWYdM15iGuTiVU38IDOliCIMBk3grCYnne/mNGlrZdWS5LOke2zq9l9ulV5fjJJT64+sQ2IBtAHcUKCpFBc7r7GSIqtISbSqsVrFJVJ+M0VIBqZPMa56NWp9/zzOZZ7X7VzWoe7X43nMYxqmCv9BOHrgsXxNYbVa3KKSLmM3C8TIOgLjUrJylELT6ToFbnHfqJ6t/tIE3Z5xlpJxQgAGKN/ZbOUsBaZDZoDPITqUeKxhXaJGuN8ijkiVkRVYrCqJl/+DG2BdA6UiHSWSNLaUcjwo86qbxa/AYvN3TIlIJ1IjR3bax3X6/AQjmt+/2zqVKWze9mXcH9t+hulTlfvXuDWbzA5lffyGQjCC0iyBFLMcy3jeSzjnFh5f97nrGLej7ksQUWydU4mvpUQd84WtrU7NvxoxTdB4aAtnH3uFHOcTLdUGwMZEGKgvGtU7ckMLmiGdtovjQJPzZGlCNx9tjp+iWv4id+T0B8rBTFdlM818tZSGdfUPXkS+JplDD0ZEp6HYCl2HsAQNOl/7HOO0r+ZEXDPoYES5BKu4a0Zf5G+TV98Q7nkRfWo7L237+Xpcz9fnmsdp6OMGK/9l3yBk7UeoqzbEOJrKdgYNqOtEiQhkP0Nf3Y8EgGQkE2UpRojtrcEJlX2SUEdL66WDOIQ0YXSLrpHuT33Z/pMRzTK2RhgILxikwSIUF0UGeZPhL4A11xQqO6Rm+0L3yA2QepGPzqmJ3QaNB2KZ2wiiJdVDxbTUhhaiGVpnRh7pd6COY2o0uYIkdaQiuGR4uYhsjYE4RgbzMeMygBvDnqKmyK8Pz/YFSiW2mza3xOMFCTb0CN9B00ScF91hk6TedcSr0km0yIfHQlsphFJT1fGwXLM28OPUFBE0UuuTv6hb6WuwzMetrZ4WWLM9t/n6BOAiWyj9S708LgpSuaxu1XkutyOlAsaGpanzkerGeJhLKmAE7JIkVvfqqcro56BCibyGtuJKEbeENyOEKEawwQXTPhy3pgqQj/OLePVS/WryQii1QTE5kfAya5frkX91QN/c+lT1hNQ2moylftGv6iZ0W+BeRXziMRjeMK798zusbV7PxzpPEUbq9X5O4xEBwSPWzbbq89gWTGFnUMN1X+Zprue1LAEtFynx0tu4BDda67gFvhgAHK6bqu2DlWiqj4khD93hGObUCfn7yEbn+zEbj+nHlmoVFI5XRvdlaxQzrOLvLBesE6i5ePD68Tlc9ZAMaIiUAWM5MBOh3upEj0qmCQxPyuTV8280M3W5g+k7DMQy9vsru/pc1u3xvHosfD2fV1umwDk45zZPdxowtf16Xct9vj9uRrRpbU5KwVaCs2X/K7wnZ/NhGTddv3dM5N/YntcnALt+r3ndX9f7vbfhekfQvWk435/3MSxtf/8870fNZ3z7dYylufGuwXy9ziD3G7Hm5vP9XOoUdnyP6T7dY2kxzNPO57n2Mg8XseaO53knbd7idVqLYJgGWUSPMHiZpvCIo9dKMiKgTNShKjBeQXaHRWkEWYCk0sfFDsZ4dco0tswvTczAuAmVtnSe3uPGXoQ2KHd0L5lrqiHkE14UhqGnGw7ib1YSPAEMCDvgfigHEk0GB4jj2KP1FI4VaBkw5sXwhpJxSwSHNSdpo5eNC62FKvORZSbqs76wybflxDwYmFUNEoyQiwIFiyPTFQJsQ5mm+iJgUo5+OTE/Y4IHgsiSqFtXapUrEmlccRJn8cWzovy21uN5rMdPgE/9Xut2XXvBBamjPNyXL2QqSHHOaIGe3SYW21L9G9ldpVRpZ+zvhVrjMQE/41gPSIsCxcEVJRAdcpxZ6KIUlz/7AeVzk84h3zdDJUqHBIM0h+uKE3oRh1VORlQK3hPZTPxyFoJKjyMnBiyaJYghZdsgH5+gV2ueMKDRpRVz1R0d1g1nBqTTGm9jWV//epbW+t2DWxuX4471fo3T9nw83vNUzvc+w0d97tEKMemdY/jNQ9DD38+0LI8gUmHf/QmjhXF5PdiEr9/3a78Pb5r2r3+Ozje2ausLKm4G9DetSFthmnHSNXtq2NJopKI4WSfomxqMZwbbHUFyeN4Y/33+G7gfCgherxWVkxaVrMVB22sitBMCvLTGyk6j0LRzRmHe+dc+A6kGL/K7j9wmZER9QTyieXl+EKF1fxPz/vH5PIYlsJRe19rWBcbTrc+3eUlIL/VxY9Bu1hFNIxhRpaJHAYQZLy8ElOn5ej0D+PF839srDs79DHTtx1bW4/fz+9nafP68Xo9l7Mf7/VgC2Ov5vtq0tO3c42378c8tT48DOc1UlndY+wU08nMsU2238qoEI0Kkq9aDXyHCy/nc5zvdw5ah1gA97dClLZPwhQieSKaJBIxovy/3ZER07I2Qs7uMEo2EJrGa9luMqi0W9F379vp85RGu4GrtHYeRYAPX7gVF2jukMj82FumoU7jUvWZrRpYhfCJPCw5iewko/B29NeU/Vcw23o7CRcFJRtTQQX+N2yqpG24kG27inFyrRBuQY7AcOx3KSoLyYxoGoiickeDfI2sVnhV9r6tUMK5kGy0hDTY9lQxTLWeJJnMhMAVBsD/Hek1jU95shSu5u6fjYa6yPZ6xHa3dR2kkQCs5HPPLpUljLrNjapqQUlbf8n5XwZ6EyNP8qhIGEzvUuJTI7UA/9K6wGM3GUT/nihta0zyBTfh1UNEDzR16/zrCyR6U4rh7Cj2LfvPCTIKSlqJ+wnkPsjLIa7xxxTGXlGwIMbARwDTwjbSUfx0phMKWZ1C5aoBjJ+owJmxp86kpAkj9HH259T7/3Mm0jufeIcjs1xiU51xbxzbHNDS0jKDPy7h/brjUZVuOm3qdC2E1ximw/qc5nru+wo57mm6kzGBt0+geVPPiBPmoayvU0erwRObnXJa1XGpBBvy+lsRUsBOK+5IW2fIdYjxoO0XaYl8W1jCO1xeY4X2/67/f5dr0GqjFqz6sNSclWt2wr9tkixmk5IwpZyGRXJVC9Jg+x0uYb/dxuJt1jYBzbVuARr8dx3angNGurfdt32qobGJNVei0Mnf0+gAjkHw3zFv249i38YZUj+2fs89lFl7GsDIdy3Ke534XgFO11TBSK3BWXjvMv+cyTQE0eRewTsHqaP66LI0RUudBMNqNmPozehne6QP8oSB/zDNH6tBTSaZZC/sgdg0FXLdjQSwzbAoDEY9ZDkZoxbIeFbIScMCDqBSUllrAG4UaW+uTqyBFWSmokIz808EepMY3EEg6xahAIiYLkwI3xVVDLCW4IWJDMZK5Ue6YWzYTzX7x5kPpZG9tonPIr51+94KG+t6nEF1+R6DsCViuNdxEN6aS5gpWc/jFklOkeywfSBW68CbAUt2OvXa1hYOVmtH3rjZjtaWB68jwDWeox/pfnLCsmHhfqXgNEaDK5U0+36YoNjvyGDJkaBtMKB2mm1lwn7XQTO0zqEuF0khJnz9U2a2tnmoZpzNBkPEcYyxZk4i+x65UgYk6weLEdXQH2yt+HMTQNlZuMVSdv7RN1MzDcO32guS+WzqVhbyOXes38CcfLijAxFM9OZHrOJ5n389BbZTwRv4zvJkYU0ZWWq7nXiMI22cPVcHSG2lYn8dAoBtm6MEdWVUOUuGw+nye8KEHYirxfOBUubcZsV/6gcB46/N9dF7laiJLSBh4/uqDcGfYpZ5dqmvoevYmebyDe+SnUlIjx9C9aCHoR6VqFrTVkJYJ+GDYSnEuwa/Q0vIM4jPYWQLST4yiHOJG+cYlkdSS+kr7kTWk38D+6UaYir2pbI/XY495gJw2g47DwLp0rLcFbwp6QgCGYA8wzX7+/nw2mMkLxDqjG8vNNIJSBkuL3WdIQp/3vmz3Fj+2lES++Lij23qj+0UvWrdwpihwPt6f11EgHnJNPDxWsZJLzjLMmjZJ+ES729PF4Cj2Uc+BivMa5dzBV7/t36W5dbbVHCo1MmRxN0q0TZZs+1bjVE+bIpJLbAM35Mv93tPWzgDcCQ+lny9MnIywZRxehM9gBqH39HizVVSC3vl46Lz+5Tg8aaZpQalxx5JTWmlxL2HttX1rLWtB5wFh0QurCsrfq/ZrFlgyxm0UxeCmab2uKQBy8D7XQg+wT1fin1vtzdTEz1ZhPpupFzEM90ZMeQ1Iqy2Mq+Mb41QWY6IjkUuFaozqXyrd839i5SRRLS5V/W8mpdMuy7myF9J5niViFvCnlsxYlUOQhrrf/ZTWKtl+Qut0UeoLM3dm9TXtKvE1H3jfr8c+cXaXmZF4ecWmKGKGbki3ooXfxJJBChAF6eLou7oZtDJ6GzwIg011s+vjMq1r0Q0mXxBuIrRrR1TO3oj2MsD618rBaqWWTVFMopgkbnpaHXgEeFwkDwMhrtl4/w0C/BWBEwrVAd69HMKPPSUgS9EuTVwP93p4WS3QdKfzoh5Z3dKytmlYz1N/BntBqmXX1DTOwWEKLTbj1/5g98YE4VvLKPXYsvHKtslerrJE49fyagl4wSZIzzYIfvgPjJA23kVn6iqTSdDmJo6WeXHoio1QR3QC4BQruGOzoQnKNBkoSBWqVxkTb6FXiR4a2vLgJNieA+PRkgoGwQ7nUiXLVNLJuX7nkoRIza2IPQlPDjMvo5+W/t9bFE7OZCGCe3+L7OYvBX+mJfxxJlrNAXVctxfeO2ioavxhv+u62VpibRaoo4wTh9cw5XFBiWXaO9+WmdJ6lK8rqclcWgwjpT57OlDo09aSe6PVfCTJirXSNTSXo1sUXGAFxOny1cRj/OGK8ybKmicNBuHJLwdcwMxYheBupGZMYnKe3mRggDR1IrHx1nKvmJG5Ru4ptmlaOSp4EJ/HuiRikrg+5WoXojmuqFIyHqDb2cQa/3nkIdxrTQcxVTytFC04Vf6BWwog2PKpF5QS88bTiObu7wmVVTWyEp81JbPi5YLkZ9mQQodAKl2/TTv++LkK4pQHFD0kEMVTqfycCERnlgXupIWgFiOLVGZkWSaA4kOGjU3RjPspsbmWw5BzCjYprn1lIGVzAP8vThyFfp9Qr3VjikBC4q+myOo9P68VsaZco9CyvDwYLI8qi78Npz7letWmUhMKPZ3JzKaaDxxf0UgHscRlfxCDavwN4AAhkue/DW2L0NqgOxBsMIPtTQMX4LqsGXunAbcYiRgWDgQRhNg/hhml+R46F9m1/eFilHdJ2kUQwSe85RwiMeMpPXrEJvI21n6iKZHyG6oh0Bl+u3Blznb14AjEGUVt0QGaWJLRSNAh+3AEIlPVrgBDjgxRx4IcPo4NBfYuo3EBgdWc9H/jFFlMcLgYCygWonTkAA842yGD9zYUvT37v6ZPiW2dXZbXmEyxPFa+eNt+YrJP80KfRXGWHfmH/ZSkvh9Ft0gnbQUXaCzYScrxAmZyX88BuInhkVKpZNXYADR/JCFKDT7vHx+bmPg3JRSkLsWYbJqZp0svC0tbaxWSuMQojNfyQVms6LknDTyDJJma8ESQ37nc6JwuZIWb6Ls4UtHw+Tqa/W0hDlPe6HUj01IVwLGP4emS+UIeQYlN5Zf1/9R44CUtDSOPd0u6prA43SnA1VwOTMpnicJ07s9W5kqM8//E18RcCZZyjDCcQDDfJZzz/bzOXXJxhSHNCm0JSqPjiXybpTdVzxgmydYi2my4nUrSbAweMZP1qUYgzdUPNLsY+jdEg1sKH3d6s+dSENteQ6HxTnScz4O75WRLeqC/yPYuITXaaVHvZ+lMvsqXLqe86h4qibjuyzaH9CoEuzURupkmQyvw+2zLBAeWulzP2M4KMKe9zNG/NJid6+Q+UzIJFwVA4NgkExDmNlki1FW8SRYxzZjPAo/khisp9/EgKYWtrz1g6RDu1rVoHBhPBE9eyYjk5TjBaq7bXXUOooj75BgLKkRoU/yS8ppnzCahSDvTCvscls9MNOwWJecy40w3pgxtx1ivRfWqlnJYS08ok5M4GISNEghgmdJBNwNiQoBulJFrfbxbV00NPLNOFM2MPyF5zVylmhOZL1po8yP9nHxzZFZdgxSa5PUQQvEE5U7BEY+FYo6nHYogNQle2nGn6w9ZlKdo47ESRS73MU9l/Dh/x6igH+YAPDLZsDSUkN+JrM3rtaRXkO5OsqMpMRvEzE0LJ34e39WdUZDqSM/T2VwJVX9xh+PKJgbyvuUnaXc0yUZuiRTDG74MsZZsOzKpwU3VZJ6QS+U40qJEeuaarA5elDPTU4f51mwkbMnDzYn45zT64Hhc27gs+0EOgyDQX3cNoECCBoIPRTxE4S6M163p/uezTdMQegEoeY9NAElgQNtEvIyyEvxUUKWsiHz9LRJ4MGpMZZN+sRCbgNgSnkHyrJrELGZIB3RP3KRBa2TvOBLDwhnf0bxYxxGRPWZNHcmK0RlYxxzyTKX3ytVoFZNnmnOlcGQJMS3WATlfkjMZNiq9I/x/EgMRk5raAMFnnLbzPM5zX/ZH2MftN4BpbK/5+v35+X21eVjbgof144BsA5Zi/9UW0cfAh1awItgyDDC3sNQE3I2fzznbbynKmrVyEAmc+/l5GtROm3EFifJMVNHkyWhH9xpaHjkjQmsJ8p+gp5RIlmMXLJsssU3j4iBMnWmyYI/mLn1H4zy/d69TyYigk17yCoN2c1kOldL0AInwV9S5cpxuEKa+imwaYgheN+FyB5kzCfOO5Ui1V7zGxF9++fKoFQfyEi/bmjxHmCLVcqhIbcNVevWKRUMXZZchWdFFft3gdVOxuzbaHsIR7Dw3JqweagB0GqElqqWiNZFHS6BzZPC/Yld7W2h1dXV+WqqJwx4bhoiNKNTI9Nz8A1Ni6uf8KVOlkkNgqMif6lqmnsp/21nm7iVjHMjOEu/MZgm84HRlzQWc6FFCMJGSey3L18FJBThWRB4w7NgwgHhHN9vx1bZSPKpiWaxhypT28wIKiuMeFKRq20jtRyK004GmwzxrgQ93s8oqMzKn4ky81u5/EmTdAe4hr4Oxnti0EEQuMT//9XsOy/T8eXBqexx7zOzGZTmWNXwQ5YMifP/XPkomOp/v388S3h8BCl3m+XzuwwSvR8Qverz3uYd17RZtKzLK1A5ZY+qGvsTZ7nt/+t+QdC7IIb6rI7B8CQSWSLzUJrhI5RN9aRzvegpm+QOH72hH8sLlSAVjszd2gkDQup/MDbnoq6Q30B/O5xKc8CIdqkvHk4/T2SCQ/57PaYaVvoLM9T6IWfM3RSTra2xAdJcWXqdDfdzeQfdMYXn8869//vWv1/r8BIDwvl7hMvTqdT5e7+fSx378vJYxQlsCp+l4wBJyP8+lD8N6PM/gROt+HfNcxvl87A3PIyN6/+sGPaVHF95oWhiXDpAyHYpGqgVkj9/piZXisND/OU7lYmiXK34CKUpvx1KtIrKOKHp+3DbEjkeJAyYUg8wT4ojG2V0LrZ09r0lIL6DDiigj8Lnvwg9z4Z74RcIpseYcFP2QXZ4ecBTpUv8TerUTqToDO4D8CZraI972m615JBkWbEDZ9wU7I4nQpr5txHUb1UoTZ3+hxpSkqJfAKVWwHH1HSLoBYwqQxezsNHo2hPdK+OihO1A1stiEaLAPC3HcUWkE7G4wEXfkfXY2aiCzUiR39olVnUa+Ar54ngUJQAPYDtc+L6l3tgegwCjt2MtSKl9Hvn8VqYCR7i0x+1risKIc+YXLH0gFozi8Ap7HszijY52ockSJDqU3ihtQZsGGEiMxZHcip2ehIp2sMCuCDHgvgG2Ovi74TTxZPqjYiKSHnlBa7NgqsmoSZALV5IKGCqA3VSP31n971gi9U/njkIW5bUAgpFWo8tSy/64Z1Hz8/ITh0+uf5xTLaVdY5a/zeF3741yHFnBhoDrHDqXS9bBiYFjXcShluunZOfZ5e7227VimiAdxBI7q+fvu6xAImo9ZrjaGs2103hRoaUK0NqVjgQ8pBs6C0yPzYOZixFd8GN93R+ZMwOuQyiu6efI1KDaHPs8R03naAzQDlNr/HH0/wKYDo9bXrJCx5x1AIwY+0H5HpRitVguUdrLzkLGazgCNqi9wAH+XdTIWHBAKMOsJUj5T1SUmtTCoe/Ttdl3Xuff9dUs8P8/2CAHoX7/bdSNof35e83Eez+sY+/64Dx91Wm9E7c82jzdn+uzTtlzv637U8fp5hkAEUafM9fXz2oIRPX9e0zqOsIREhYC70G+82zD6r8uxDTEXeb63tfa5blswgXV5nIB+mPYl3jbcjxgp5NgqGmYMsj8v1zGMHBEwaUGz0CuITvgk1suuMBAw2JXEXmpgfIPrSxHdv3PEXgAHR5vpVKiIx4m5CJbdNi64CvbClNbOkcIqPBfR7QptUxibUvcAHB0Hm3Zxjgo6q9m2qFjXnPEbQtX+buTBvEdza0W5pdAn7wdTJ9eDlJSkNUa2BhPOk8aBIBWP0i/fGqVDaQ7EIe4vRuTYiaSPnlMX8UFwUMesxj2iq/LoJeCq59sOCPPH8dveo4MoHBJ9PsJEFIfA1dHfkq5mWbxsAsPzKlPn9SiG0IuENML5kfJGpZgeJYPBeYPN+jyz4R7ny8DLLDi9iyy4sI21tmE2yAYTN7D/VDpOyfbH2BuuCPNlZBVV3FWnaiRSM6CsXhzptVo6OrroOFSlfLdZvskrn501EL5skjOWmmRPD4k0/eyZcT0/YcX9ADWqx3Mfz8e8Ts/HdF1zOJRsXIw5zwNe+0dGcJ1ar/Pyc1O6bb79kZ7b671N43GDcYdDUQC0B/jL+18vkuCszR8EDJ9o5Djk1erHHChVkzxFecA5jwvBL7klyPYVTMMAvjxjMXiAI9OdOAi1MJssdfJRvsOznNqQpjO6ho8YJXvADqpOUTarqTQbIRLsqGcZj6itN72fy31pP3ZIqdfzccwV5nF97jRSSEuB4+6aYyHn+dm329f8FoL2Ba5+jwDZaQFZQF+hcidt25c29e3u0LnXvpyPfQqknz0koet5RTdf53kutU/HcQYjms/HOQWz2A8YiC/7Fr/h0LrPyzhv1x6QCevrs69lCBTTIFDr/noEI5r3c+93jef9da7x5se1FTL/oE+BrEAXYn5AoFPmBwk/2xAGQjYX0BExaGab9s2hLXuVzt1mZMEZMiC2TZYaYyDalanrtEKCU5eUlrZeIbbbmMIr/nX4GGj/3ztXs1WL3qnNT72LgBlUHPUU+aiocSq/ey68ibtyzQb5pYXQfUKITWsd6whYerqdDLPBGaXeMqioiuXFDI80pKW9o9/ypY3fV7tP64QXvgeb3csSowww+OA6N5d7qJHRIiKN0nB3TTdBN7Tj18tZJy19opwmHtcojOW6RLVaXUhFkRWOCAqfMYoW2I8C17En4zr1jCcuXzQ46BrtaWQXZzkceGkEt3giYfzYNJI3UDt+ZDvKHmU+XrN/lf7zGI3hjhf4IP+njsI3DFXQvvQEcPhjflI47Z6rmvVxa+ncxPW9dNK2NWJjN1oZZtx5dIt2mtaI5bwifxz1HycICsAxreG7usxnzITHcsRKzDGtdVvmbQuruCImsj+ecA+qIIAKNVFjsvweI4b48vy5J97LtD5uttRab3V9veq83oLRkVFExV4wqB2jLlKARnqp9xs0HbW3/iCNAZSLOkGpxK2W5Mfqz3Gm7zeskLqcjlvRUgaia2JiglYd4jeN79P/Qxa2GVrSKzm5h83YgWkIyl+N06Y/++eS+1k25T2Y8A/r/HqvJUCsz2D7wSQexwBv4rEyek/0TNjC4fKx7/synu/X+/M51v08ArlUrn5o+toN/RJrfD30PV1IdUjnFmqphgjyNFqZ42QtsvHuM/2KAndxym3pZzCiKZqb9gxtqvAyXRYani/jDCQ6IlaBIX7ZcBN0yZ32AQ3BtiOplc+gUO9BZoMR5dIcTSgi37QvtVHqMYpA59fYuxATSuJJxweTJHiYu5w5DZOtv2IT184P0gQ2TnlkmNymUYs08za4YzFijDYqQEEgM2lcZAsGVlwELSN3G+AA11gC6VnqlfGfMpmtpFSu+a89esyp00b8SyWTTGaER6R2UdI/y5s8I6ptgGlX08oz3mcbll6F2mwG4/Js4YjrSNGVsc8OpUdyBsXuNk6ZDWFOLuoKO5/N9qT5Hdy+sgdPsNPUx/F+tam2blhr8VQc225ASpHOfhAAslFG/YI4h/wiLunSlnZ6ZGd6fGdm5Me17B2yDYNdZs9xUA4ZlyqsX/kP41+8VRqkeATPJItBHsu66USVI0BpbenHxEI4jsxLsflu0cLUnfFCS3zzsU/XMW/l+PlgYXDblv3a5rrOCPmNMGcyU3giDnQaeY+MUna8H0soj+frfQ3TNL+eS5/HoMjzOJf5+H0Jz1uMyGsNrhnSmroi8h3DU/MdJJamtEouXW2laE7LLrdvD6NeA11htpthgQzkkPnSo+l7aQbt0P356RuqLO1mvpXLl9D9VnbprOH6DTlpzLncuJ7LGRuqvC6fj0zZYAo/BusYhXswxEG4ck2xJFeBTQq93MzrTcmyH/e2xfo3USPjPnBNKJICfnTtoNvjJPyKEUUpajynerRVgLJForVdjVIimhg6NjbmLn3tDfRuDcPLEJU6338WqnHnysYsd+KZx6MmGiTDnqV+HQWnfckIrWJElUtzIt9NHqC0z6f1PkkZiBolDvtCpKeqhJoO47ro5O7Y2ShksIjRUXoFS8vA8jIu5+V0rOkIDC6WpJDjParD+5rqYH+M5hhEFDkY2zN+MPKwWSrjDVZWEa87rjp8EwpzEGILBjZ5MgALPwa9AkheNX00wo8jXyswiqtBgZLNYJcYhlonubMl19cKy3wQKQ5b5VMMWhBUAVt+OqMjL1HY0As7zGC6RdBqBO+bK4o8+gJSG1lltHJVGj4IUgY3ZmROGwQZB53TXUujkd/tz/XaYt9HBaU2QRFUlZZDasjAI5qCIx7lmWcP6hPxPolCXQZSipZosUJOJUZtYXnie2b+TSBF8twjjoOkI53m63ppkDYbmkfL6keDS2V6TKhBbRZcZDjhCiKHdUQtt4zIyAMCpeHYwG2C2pwjvEdMY49rOR/LPAUS9zGNiDDDBaRlG2XZSxWJ0FYiRu/7sc/HYy3DFmqD97Fv0VMtDFnH9TaDkEWeI/WxDkJhTINunkhE7RydjukjfoSWwasalslj1sptMSo0ZrRVGvy09scvfRISKY5wGZwS1YJ1ZcbOxY+W7rSw+zV6E3vJkNvZ5mT3ukGgf7EpERsysnJQ5bYiDMQ0zEEQpw2OW2NbjjPQeVqEjno8jvH6fD5hD3d+YntP2+P5uK59OK7H83ktx/vn3h7TFMqhR6wHnY9tCHZyPI7ohOO6jiHWVl+vrbe6hfXkNB7XiSQgfkqZt3MPcNH79DG1kIuPDWu8xxG8aBbW3Lyf2xx09z693ul4HCWOl2OHxLFsC6Yf27EhJPeyL9EmUu7UO8XgNRMS57fZinGgp30a/lNHRC7CpTnLzZ6pNbAbm4yR/ssmIGcQJbhYzhBLpbro22VVOHMaVELgkEZFNLxJ/OaJKsy5b/wCpqlYcWxwGiwMGp4ci64/zimcqeE1CWLahCiJVEp11lQLyN/rg9aaRZIVI9pv2b5SpsdmYf6ohjTTfhDTjN4pv2ISLHBr4qDKBbCN+IpMplimzjnUccNnUIX2nAEh/Yz717oGY59WJAlSycM4TWOAwmOfL0wz1Jdu53FcyEei0GoVlL5FHuNtdT+3RmMGHQd7+ZazUMeNEzjWy7n6Mh4hnUMDNivkUB0MPsyTrSOKVPYReWMcZzBBZiZkmjxHEqY98hRzKmsYJ8GTctzQT0OLFMWKN7966tFQopQmKLnZIEE9hXH1zffHU5Vb4yEKS20e9tHkeFgwot/HWuqw7mfdpmHenufweN7XzucDq3B9xKrMcUbY3AWIl7LwruvyuQPIX7/HvD+39bjT9xvg1Ozf5Q4Of6bnPpHQJqumBcOu6hILAMc8z/GRmq77Ihlr2j74dnZ6DkY8hH2WOk4i1XtgsV+kA6XeKfHRo515TQUOocX6C83737VQ5X3MJNOFPaNs0THpVMyBCmPjdf/5LHXZjiP4wfZ4vcBwfgE0vO8wg/vML4LFHVf8/vMzHDCTe6zvMFL42bbX+/V+X9Py/n3fVtut38qjaw5LgZ9/vWKR7fn7z2Oe74f9/uzrGGbdR5+G5+9769P8CGOFep/9eZa19fH5uca2TO3xPnoMqusMRkTQ02lYI4RsaWv9/B5rianJK9hXgJ8GUl3IyvM41vX6nGtrw3q+jnkah/11n26tHzffjIZdtokwkMuYwT04RaGxwkRgBeuIYj9I6b50LcaLdzRiAASZh8qGVtqwDrPrj1ZCA5aIc1OpIeMuKQmxOGSYdLJE0d2KuSovpJHw4LPwfY2cpVNwEvNTBWED4KfI/pKMgzN18iAWLfMqqgVlriXb7jGB6TQPBaozy+laBYnaSlfE6bN2NZnFD+wx/B4DnmdbclUMx+PIFoL9TqRVEHfWBfDeMSphOMwRzSg4dZMyoQIrorhUu8jPV+WbsjRgaqY9kg2SvIiP6hBknPUlFbbFl6xs5d/teaPUt0h4vQzS1tvgT8ZQUQlkd6BO1EOCl1Ifk2CwPFvTUZ5yOepeonCzwxw4WhYPzGBjBqSSLDzh1Rt5sosmUwlxN+1jXMIoAquIgmWoaHFUQdMeg2IaJf2b6B0dG5fd5gTZDN7NVEbCyC9E+ITWtGWEo2dnMVaRN0dbn4+b8hytz+MjqENZHtfyfATp2Xbk2yfMZm5WE5rpOQZRpb44Yhs9z3n/eZ+vz7jun+P45zNBEw3iWy8EbsVGGvx9aqsZrh7H4DRfq8kxr6vlJVPwPza9HYcpztYM++tj9GpaLJm3GDkb3wQN35RvULbGwe8CyVA8SfxjBKncafaDZ+BEETf1cIu7ZAqYgDrMwghE63Gz7jXAZW/O8roZR5ghPA6ZwW1gSJ/5loRurdx7267H4zqvBWH4H1t/vAChvUB2qGHE+Ly23obl9d5rMKL3+7jTdktQ9+kR4NVD6yHz1DGie5cy9f15rDF2t+uASmXf0VTtuDYMZs0fbtv/fR1L2c+tBMd5vCJy+Lo/zmATd3rM8XmdT8Brz/u1rbX2ELvDRvcuPJKyX0eMibDPhgf/tERPOGiYlloCa24UsEIyoj60CBU+CMmKfkJNaltCoRBMW4pbeaKl802DYTwPjFBXjI75Vd4nL6qddNWAlkaDkAsMeB/0HwQZkJtizDAUHMLLtSaCVSQKXuHyYLasZD5DzyPuD44kZ30SY9YkdJSuZ7yiRn5CdlPTqRE+QI5NjgsZyxG//x1cs0jIHJjiSciBRxn13PDiFP2se6eqtbGMIoRnNaCdcwzeqRcnirAVMBSUDWWdGAt8JVTKCNi4jI3VlGOV2t5mSA5jxzdveuWGhkKTSremPuwJVhC/To3pV+0e6xlNzUjMZFiGZZbFO92zWgI9W+8gnF69VwI1mh8lThv+u5tHpXyFphc1iDqf2nRv+nAmPp0ql57AtC+12iyDqIFtVV//i5TucnJLG7sMTm5jPx6kSMBAnec9c57Web1e23yf28+D2KVj0PMesg6svfdrP6+x17lErIEZRlxjROLs5202/Fzn9nh9fh8DiCvFM4BDczMyQKoE0G9pJalpAXvQw5/cM5s9IXI8CqT84q6gUaTY8Zi1/hXfkz9UG7HaYbbk95ElAlQepVjv41+vK2L6yGONGDayJ0DpuOUWNy03iJyhdQDduYat4rq8I0zQP6/lFQbYn2uEGdzVx+txnsE15nEDMFOwkTKPZcUmELmJYKYhdO0VAKb3dUY7XNcu6IWCXpjnVhoQsWskq1xkUMMeZ0FW+QbzWtP0r9xV/BzrWKQEiiJnrZ3BkkAR+6ZyP7Ex8D+oIUq568KKjO1+iNcz068ZRxmAssWUKMo0ssI6E5IXklK1Xr4bMA67wuQhOTU8XCLeIKr310e86X4redJgQPdEQTCAoeDlATeQMhqER1gNephABZQiarD5GgYDo37jhCJD3xut7cwZv4Z1GXG78oqd5w2TmWY6ej3EWJc1GbSktbHQ3uFDJfA3mxCKG+djrciyHzd2M75+8R22UowsuJptzb2CtCtr/Em3k0BZ3s3U8wP9L0ZeMOp0AhUJ2i4RgeLNIyUckRAtvIjK1Kg5MsE3ZADeWdfdHErzeHBbAEjXNgZmnz5uRdDvvGKcdpanIWErA4OBcAiBdSJzpxbJL0A2X3nd+hsDVhA7PTm0PEtljCkrLkmTOb8ykhrPGxkrwVJZqth85a6Dwtds2CwQf3/QttPLF+pLV0KI044MIopY6r6RiszNkXGMxhxxAZaZsG37AZTteQ4YdoCRIcbUOPXlPIaYB29HKNAnRmczOhkSr7NlVDFu31p+HaAzTe9Wkqh8PWUo/nPbJfyy2zHh9NOWtUqbmpZQ/IYSrIojPRta8+wEBnKTJmrCX4s+TyOwiQ+N/7NN3NRCYy3gBsPYS0wGzmPbd2KcywpBFgFoU2xgOJOWOPssjOxk/XVKD67JLJ+wcThp/zKtLCiZvG5b5VRnATSN5rHEXIuEd56k3lBWdCE75CMiH0USZhcguP3iEi2MRDeRKDRBHGGKRzZnRgTXytKLfGMlCQ3mN6Lcjs/q8zZjw1LcN/wAWZWtGgSwYIJj3lJLJKKPLMSsAoykJmRbUnzvGbe7/zVA+mIs2DA8AZeZUjpLvDqlFgc8hnNy7izYIa5rMjdzYtFv6c34KG9pRsWiDSuWz3cD+Jw3tXHCyv5pAGeUdclfDO609VOXMMk68KRTtQpPpbO5LqlPzXD8z6XzNlPinJhSEk08OPFnUxj3SVYpbZwTJDyPTKF9J7gF9twe5jnCRbXAzipnTfkwybsyZ+F9kjorWW5Cs3dXvQ7Z8Jph50tkRbHl9AqpK+Azeay71XwuQ6lp4N/tL7LZ32BFJjYgWfManvCgnUnKpO6Y10GsHiZLAdgR0hBzi8bVde3xVc2z7udp7OEfzshrJiFukZp1IvnLc/Tr93LGvD03tyt7XK3HOWa2n6dNuRJguafmCOD297h8dd2JSuQK/e9W+eNVxGQ76VGc4AjcQJdJywMIrsGGmsYhygaZyWDXamRtkNk4kdc8Qpfsn+dds0uf8uwAlzJwkiqnE7kxK5lZn0ndqlcZbcFiQwKvQyq/3Dw1+cmCcksY+iRRXsEB32DxYkSKbxQUnp3sOTiZyAypxsjP4iTyErIvjLiGeYaRfm3mjBojv6AXwaJmZPWWsQ18Erf6cGYFdJoFmBPin4idiR+PdKEkal0hCrOviVvr5p43mIVxw5BwtVnHlBhZFlByu1mv21DE849cpme7VEs6LCeR/tgcmSYf1vsg5V+yGp/iiynVJ+wLiY4n7Da/Z6LCmub6Bldf4OKZX9TfD9NWFcfHKLn6QdVhna2xUQzEl9IQ00HHKV2xKt0hr7R5FKDIyhZHtRrFPnahuRjv05os87ZG9HQxJCGrq0j1IR9keZQSjDd9AfozrcSOTvkFv02TLEh7jjnlLAm8ijRtLZEaMocbWoprkYmDyi2AHNdKeYib4607BD/XhhFwhvHDkp6BpUW2OTRLIoPWRal8nWk1kVlte910LKs2rbPqz0txKc/5DZNbq334J6Rtj0YvdasfxV+UVKdsdd4ozp99ouzuKW/FHkOi0ubxeQrH4jtqEjtsql2MgI0FsXmo8S1DBzfamHozTyHV1r7P6YLdqsCI0nHLQpjZlUXEglyZL1ePK21yzEP+h9V6XbV2eRlRYmIlutQ4nI8hr/muJ34ojecy3DZMX22IqthqOf/EOUbFsPm2Vv+KAY7RAMgquszPMhRJiQDd8eIFqe28ct3lGxMhGRGeTnRJeLsSpJsnPCs24ZPBdu1JZTse5hN0eq3k3UY20gCmna7cVl24yzeltAiB42aJwSyNR6bHakBBZ1v28bvZdcjv/oef/PHJkSyWeJzI7w03ZCUTNDWv8nr3F+n5POleRlNI8pikLqHhXKH8Kx2pcDlNqNMfCA/DMR9q5kNXpZyjGt/TxQ/ft+z2iVbX4U7vpkTK2kiWSiBfHhskr5iHeLE3naXt05SBKkx4bDvtY5GbdHGsZBU2quHDupxaJOqLZ/KcV4Ft7a6JPvZ40Z+kVWaZSh5TFZlabnKayM4ZpNUT93wcDZOxk8r/JFLxTczLXjWhlsV1nRbcO8j0kt5lpDTy8NcMXUVt5yNsvCadm8o89mGaUJJ1REnbXGE72priKfWlvGArklQSo53wpxZhYp2QjnLilWyk5ZDRF+EBk9KmmA3bM+9p/HOAYabjX3kIheFK6vchqqgJOFmPBkFb7dfz9X6/zoMh617TEjuPsJvf9nOfvMHlCGmpnfBl9PoMonunKaPO0lBVCr24K/hHyBFQqJsRmaH9p6ZOOLceJf8rErU6b+d1bSu8OPhExQ5xjFLl9g3uGvI7bSCr2aJsY/+SMFhttC3FAtEqRlQr/YvcnSWD4qWgUqNp6hf0k8hnJqaecPMH86uZUlG6GEEvRI07ygOToiW/veDx5TffM3TjHwBzzbwfZwYSHuGulAwLTtzP+9eqkD/k3uzGc1VD8FsUEU3qNAhgNRizIYNO+AUGwyDRv7cbhpw7yY1ML1MOA7v01N6t6Da3BOe1TBckBqgs1jqYfqMq5gB+HbJQTxQ8l7eE9EcsMt6AJSZW2+cd7NXor7JosaO02JQNG5FRcSw0q3NPdLmAka4zF+/TZJWuQyrHFTEdQvlsHxbHd3UD9y8YM43ncDaL0AthFoe/0r/RhuzBIs98pdGrdl4oiYZBTmncZvve21DFIPgpJ7E4oVVVXpNaHI8V0TVx/YPlnClNSPKS6YgJaCLOWUvc1+vnnGudUiA6Ho9r6rVs+z6VAIfbytznfVk7wRxJytJHqD7/eb3/+dc1LlA4T22/deznOEXciJ/L2IHy/8owvZHiWL9Ks+Y1Kf9feSh+9NbJSswwPBRzOueOcAkttTzIIZh46vZsY+eqMOdQkhU6HoPOILOrDw9tVhulIOZGC8N9LPS0cQrtzlSP1+ferusf2GN/7jTs497r/n4/P685ZgLbGfg7hRZlwtoahxlO5wWhGmjgCyvbYEgwS98XDLfexXH2BYZ5KxX4vUiYSus9gB1KtV153niIMxvf+iC873rdcELXCtLGfEF/aM3GXplLZNX/4Acz7MHMszPaMAdp9qznUSAxaHcaK9ih1ToicLV9S7jcDFxNWg0Jkb9eG6SjqsGUPfhqhtzss0UizjmilcFsOa2m86FGQcLX4QmmG9QqA6P5q2/4wlEPjZDVabrUShWRhC9uJ31sRSEpcX/DXZhBgKc0w/wmBnxTqV5euPOlTQDaEdllOvgnEJ1hXWOj4oIEEePAEGl0zLNlTqm41otn1MSUI1GyFR3JZ4LDNpLTZvLGhjIpDMYsZ1q4BtmarNS0j5VteyQ5tacHk639jaEnN19C+iRY6VjNfXQMO+bpD7Yo8w+GIzUYsvzoG8pPfyLbPkrbUY1R+wWdlvLVRjjCu/6yCA9y2zlyMKBPih0iR1FE1MiIc9jhfoFXqi3w2d2Ji4F9XG/6y5liocScoUhRddqOd1a5/QX3qZUjzTIhnsfhYCLNHpNHVtpFO61eRauGXbERF47n4wbEvE4rwiNq9X7/zUM9Huce6GzTI1DFHteKxjYfSq3FzYiOdf+c4XK0zH1ZX/98bgzocdx/fv95L2Ws6ZdmVXUz20zOYPTwL2qtMc69eYrNppDzq/1PaSyZKLFaIEuzAuP4kUaqmUDf+TxexulU8LCyVeCnFVdTo4JsiTPLlrW9thjRfD6PNp7hFvR4bMcHQNjrI/yA/vWzP96vWyZ6bOd1nte1r/u5rtM2t7odkDr36+6afVqu953xaNNx535O87wHTm3v0zNO3488rutcag0foB58aH+eUALensVwJbyejzbXPj5eMUEYt+sMYwcKXW07A8q6T4+LK6nXtYwTUE3Dbm7YYhQYDrKsZ/gg9XmuyxQtO1/PfQ1auizRtME/S4pUbRj3KKW500cH+ZoHDl6Umr01RqmJtRhhIPpfRjR3wHJPDKLbrIS1jZsikNo6oGopPs7pg+ZoE5Oy/EsWRLZFLxKjylhz0r9KnEEWd8GY8EMrZ9FaayaazaIymhZxd8VvJXdjcPGqwUv5BchyVARN5tiyNx3BIdWqJMV2lxFDaHgXeTkIH1XC6CDoJ5db7cSjPPYnLeFEh7ZIv+77HIGJTa1xj8EYR8Jrmxukv0OR2wx9ewwiLFo0aarzhWwEmJWd8fAFTukOqZfBC6N+RX6JRsseqrGScUiTeD4TrJuL0Zm/FR8LW/kLgu37Kx9nZ89iB1hDYjrKiY9xv9vGtqij+6/JycqOxJGipSFLC2cd6NAJbupHJGReSyLDmFkNOyiWKWkhyzC5S/Rt45DymeoechA0E9azmnsoY+JGidjs1fLHrbIiFZixnSxbZepsSliwdlD8PD0+P8+23NTuGR297AFXNte67/u1D2Mt19Wm8Xmtjhq6nNd5AZlbQdVuwWd7Hu38/X0/96W/XsP52qZxP6ft57UMk147aKMZGR2RXfkEkpGzJ1PN3RV0wLoNbh6zOUjRPj47uvfgBOxjgXxrIFEiUBHEhk2rciZSdiQeOng729K1SJhZuxYL/hiwfr93zA0xnn8OeKjeDGh53gzo9VhALee6tFoRCOh4Hfvz0dfl/Xm8H+v0DEHpuW6vn3cYyi+v3/fPzQdmgPzNd7af9++zT8v7Pj7WMj9/X63XXp8A1B6Pn7tjp6nvn08EmZi36OhxqefndUzLeL3PFlgJ77MP7b743hCz4f1a6jSt5/tca0Cqv877kL1Q4Qy7BCPaAlmh9fV1C0itrds9Pibg6T5ntAPHaaBBrdGA+7kMbEKshi3nPkcjY6DaD46MCHNDmhIG6KkFIoOeQiyftqkYfsZgPAJ461Q5y6tUFwuNbzs8OrnoI/M6zdIlMkjYYNEZKDxht1CUFr40rZdU1LRgYycWIyqQThNEgnucAdtGUATRMNfVhmuJ0yXkDxHxRGNGZvFVA38atR9p4R4BHlKYR2ZO9TOOcyo5JGpJq8sgtbzKpb8W+2R+UbDNgaKSWkVEVvP5QjFFTLKwOez/p2fbqaMqWIib6RtOUbpMHiccRS6bOPyNRAYwIm5sj/TKxKaC5Fxhva8lc8CvUGOTTlMAQICIB2b3hcTE+SIQTfUaAcetO2jhhPoFK0pZKcGsxTl5woxGWZGyW9nmzIiX1jQA8qtg2zUFSJQdY0ALA4HHwmAQGo0Gmcs0j/N9kzG7dY2pOsfn3OZWACmDKpIaodQLMdUbRzKN8zyNS91vUhcQm9PexmVs4Xu4RUDWsQN47jhmlEFGdCFaniSjbXz+3PjbtyT0+txUtp7bdLyPaanztH5uaUmvlTAQFtii/fOlUxsypiuOab5fJz1c/VmOOUoTb1sA2XasciQhkoQc/fzvviDOgqgoN6f+JMCavNk/WJsemPJAGfv8vhnQe12u6zwfZ1Xo7dphjzxPG7dF/j/rGfqiZ123O/vrUZbrcT1f17RsU293M4/buAa8zjxNawtc02VbzgMBO7Zjm8s8LjWUKMu5b+iYnTw9sEMbAXbA/PcDj9sBsz5u5w6Q4n2f0Cf7hnAw2z6BVi4bJi5i019GNC4NhmnnI0SegNOOcVL36xTCBbpp3u/z0SHbGdm4LhN+r69zHsGI0IsoPDZP8UhosdSYElGC4E371JvwKaWx6dgy8ioB477aDGh8OqWctMqyWZtB1HxnV2xTGipYE0/NE1gSckb5dqHRwwCiAA9bXqO6It0VogyAvfAqUbZbcEiJdfxJGzvpFkBpbLTcrWBJfx9sg8JzDSEnSOmAJ/ENyC0ikVl4GkewWZBLD7ONjjaDjvaMIkosvYQitf9Q5MFet3bI1suJReqHFh9FkufTKiRxhx2gPUOhM8WvPWAdOCy1NlJ12BwKa7ICnk3TI9k7WK2CPvHIUqrx4or7v03t1dlsc3Y6GymzDqkaU/vzsekdmeG7/caCpbLfia0aGvmgQvR1yETqEilfjdidfZhAs/VPnzqH7eN8j52X/9zC17WNhI41GtG2OLLHkts5Y9f+NfCu+lUnUIJayvHzmLexzcvjAOFa9qBg1z5OUGpuW69N8krwCmm8F0Jh7q/Xvj4/y/b+PcfXtV2/1xAsZX28lhXI/g7QIf7unnJf1TQgyfDRf6PS6wpSHqOUhAR2yEB1hT2PpAjsBZuQzEtzNuayL0HGFzSfGgRhKvOGZFCeeVhwTV47mTGtj39+HueOZ8ZyVqNHDB1/DP7z3Y/2iq10JH1By89lWSjiToGXLbIcf4h1BtQUSAwk1z3WoNYZcVwtbra5sVoydjOuFi83ksKyzvItIqcvs5AOkzfX3tbt92dau2P5FjWepEsIvemtlix8LMNYHF967gFsSPgUs/fJfS73YpQaRgm995SIYoshH8h1jCNaqZEIwjEzJEOxkVj6h8pC19DJLD72pdPHL//ZvKySZvKEGUAdm/iQLSK8MTeUMyr4L711Kn00PaX07dtaK0Guv69R/lBmUxKPd9A9UY2UYqCoYW4vPYJai5ajgqbSyGiyl4pp+9KilDhHGBmyoa5v1uwKlIQ34FxXEFweoTa2kmD1k7lwz3fRrVMgGfroJa2mF2alfTZScQeRgIEDiswmTXFFGS1lorrcsxMmYAoVWJwOqR1aObZZBgoXDiLoScsmBJ4r2UOUl7SE6q+miPBaSlYLmEvwdzBSK1Mb90lBxKC8EJ2LhOZYuEv9Dv3ocgKBM0y1L98rt7hf3kIcvGh1h6iq8zb8egXblSZzTNW74mOxWLd6iuystIVW/rVcXcQlrSeBET3XmGe2ZZzvH8xVAZHQgnJsr2ud9t0ulRuC06SMVdZ5WZ/vbdof202qXj//etRAYegRapTQN0mvmRIOwbR/rA4FrBcwY7UxHd5eoif32DpuibSJ00saA8GSbCFEe9pqfYORUb6VJMs/2yZPk9FLUSx+zXKYJ9fmcrMh+9BixWwe1uP9ubVEZ9+OM+BJp7kHUa3LfuzHeR3iaL3sR5mOI65s27aHSBPbsl1XhIUI/RTNsRAGYqqlsAojxCqUOEIXsu9cfqUV+AJJKIwi9/NA9uOAVcoRUBmRCaCh20Yl17aBWUFcBQzcxDESeswxGNGylrkYm2DZcklyQkqFfFTDG9sMVHCehVAt0/fq3/Qniz2pfZfdVnOpI5oRoXUasFgEZBkCEoNjyJVHdmd0U00nSxNFoY4OgueRvXaPX9igxcmvU4m+cZQkLVA6uuJhc59NZwfGEVKMij/I2TVdAtLtsRmPmRpn7LJ6ck6Rsj0Zuz+CuDQ2rnVGfMc0Bx663GJQgzQeRnVMQKx6RmqMNkwYtDQGZZVWFAzpIiX6F9u1xHHBXTI8VefFhURcjkwqRVTHZqglQwoZJU1eDigYy+AeQV7K8eaSuaJlMi4Ai9GWz+KkZWDtkcn5vWLCG6SrZNUzQF5VqopA3+SVJ66ouU7WF3PPOiiUR4w4g5jyfnYEXz+pMchfZLFoIw8FfOvAERQWTTJqsvVxtMEfbGqHhN9BqexL0TC9lGPyVX+gQ7OdhvD3HNqP/YazLkVRWQ3hnD472E1fEytZvC0+ZHYU5z7A9Ta9f69zr/Hht6Bf+30Eh5YaLv7BiPZz288DpG3fQMGmKhoKZnT+vo7zFQt6N7k9p1gZ2jYERaWyivCnrIE7Di1R2miWaF1f42Vi5Cp/arr03kgFmMoSmVmrd/FUxeFVMDszJrPnydfVpDgrrF78qrKpFUIrJtvRbuMJ+QCBW7NNz32+LwWS3PP1vtbrDikYIZzWsIK+9uUOrXovaj4nmnFv9/X3rfaZ1v39iXR7IXs9f8LG4bFuMPM+78uAnFvHx334HOctjPCudQ7d0bH2vt0373Wqx+fnDGPxu7grOMn5+bmChp3v91FKmDps8zgf78c4U0d0V3Y43s9luN/rel3TXNt6PI85lhn3LQBHyYhice0ZKqRhfL6PeZrq9nwuJVBNHxeMmfZzr9Az71uLbT8XkPZlhDBVRpDMlhY9jYyFLm/SEY3T9ocRKUQrluw659stI61SBIBxchQkfY2RSgl1kzPl2ATPTfOxTjmF8NsK+2VIARYk+DY8CsYyXUtzgunxypC141Z8Uw2TAKe2FAQrZkljhoqWeVjG68RZfyBUsjv2tCJ7ksw5UopMIyCeNVSEm5+JjNLbgHQniwNhxWMyUKqOBfzNkNKiqo46BQ5PsmvLH5YgGEgaROi8gSaROs7kSA1kQgZnorRmCOWm104rOZtuWYc2mbPi7XIZKJ3ydCjmhwJFlpI/tUm9MUklJ7M1HbMJzKjI2Bt/vchvwwxy2WYU1r87mk5+Yb+p8lbkHleHeYMZOey+o8fjvjBvgMUCKmkebwMQ8cs/4Wi5YZ6Zz3AHTFllDl8cqyuYn/mywxamJKNZZaTJqVGMFOmpPkr2BefK7SaLr7kvj8cz9NP782Ym03Ye+3lu8/J6rOc5t+OSZiiesd2bnWqmIHS/oSvazm1px76M4/NWjteY+6ZJmawUWoYItz9Ki1J52QNQic0qWIq3JsRyqxNsbkM2b57h8gR9PWEYsWStI7UpYdzdU2Zt+s1vgmdsnwg2xPIdSOjvNtUWD57Hz2dbp60u5xEwSOv2/r050GtYjuPYt+l4vW5zult4Ot/Xfl3LujyeYUO/nI/ruo5xD4zTYynb85arHlvfzvu+pUc4h+vxmObpDKu5dZ4f78e0lj49Xs+lTn2/OU0Je/qb8bT77fY4PY6hyJmG2o/HGTLO8Tp7h5YnJMD5vPlSvNn52EMZEbjZawgz8EYKdNbPtNY4fa5Bhl4/17pM/fi8gxHdrPSFWHnX59EbjBced7ahPt773CKA67UOdyn3w7DkLbGLpICkA7KDgH1jCe6PQ2uBu3qbjmWmHscKA4F4QY0jS+7e4wkQdOTh2a1KwR9ZDUwYIOTgmmzeUCyK9DJVpOA9RocKYWyulXLSoMUkzkAVS8fRRIqjJNrtQFKAIM9wStqixrrZhbJV+WTKglZQMFzjSfSVeEsUq+conM0A6oubtI6dYUEjF6OpprMcshhzS/bfmmUD51tGwQboNBKT8Fpl6yGQx68uScIqfXRgyWc86Wrgad6rNUvO8LnKYydU8pv8I/q1/FO7HYdAl9lMkXYetowWJvtC2TTgcXKVyaX8Yh9DIgSiyhozfCAbUwKXVSqUhGXKIHxXlzPYJTWdEavmB0xpKG9BRexaQZsskfJYvAUpBQkFgrf5yZezSsiLk8hum0rWkKmhhWTVb69qhx/SwLEz5Wi41JzEONinLXYM/+OpjoekT5mx1pymSMmRpl6QIwJSc8b0+n20Zdmh2j7Ofdva3B7Xer337TwsCcCtct/hjtdYSj0+//osx+/7vIID9eEVkSY4ZSAXt/1BVCZR/BO+3S44OVFmp3orGT6Qu6QJaj6t9qgnxXPJxtLybcxJgXIZCi9OIp51FJIt1wrvxaD1NlHJbmZlUYhts0gcFfDbuNy6orB3O1fFP10OcCDI6XA8rdOGtTZcH4jbFucLVPOQIqIOoMltrJHEO0N3AqTRxB7lEtPM8Ya7wGEpLfPDV0Tq+4ZIxzH0+o5VFwyL89QZSvm5Th0bI1Et77ACHIa+bJwebzuE3O3Y47aA1cYj9mOJlh7u4x4teJzhE8UA4x2MaI6+HRfIwHLFQGXTpn+ssTRX/hgrwDW3jPvSQXlI7NITtWIJrgv/tAtl0obc6FQzryZXbVymOsVaZS3sd3EdHCNpyC7dThABYsNWLuAZPIERWSkryQfxv9E8XCW6o+o1mLtUa5TSjdJ3oppkWtiTKkw4x9gxsK/tyAzNbcphp7pcy0Pq1W772roCacKnWstvGVtUTm0jy7e0DHDwJgiRaaRAoZfYsgb78jOqFNx5pLIy+quRq/9mYFlFDCqNzNI98StZ5pqIQ4bJtB6kQ09I9FXwOlcc19krqQ6gvin9FG0MiNzGUK8JZi7tQhr1Z0w18ydTe0p2icbs1cGklBKk48Uz3yAHR2m3vr7iNuVTrzYBx6SGQ2lL80Epe/QiVq36B/kc+M1U2k3OHR+L9HPLFJIu+yEOvI0FisZJNlzcWpuxTdsc1sIPnhdtR2RIshCCne3Xsey//7ptlF99GIe2+alZh9xvsmglVoUbnz+ZOrPXzfJYLy+DAf9mpubN0qryp7WdTeJduaIqaQpmYZ7fk45JNRPPaEpGNFyfn3t7HdcruPnr2gK+dIscj/f78z7XJtOu4Bu9arWS9uwx0h1oN3tFPNOt9XdxlRSUoADkFZEOuQqZLeai/C0mnIphV+IeX7bgXgy4NpsR7bdQdq6gJep1FS2xtXV98Ppshrmj+eY5noQArt5KtYmnmH38usp8hW1fmkUi64igmh5pzEMuA5wdW8zZEI5JKHC46hY4AqAjulYENKrKRBNynyZfqKy2NEfI8pWn4D0AzKCMLl45/ZeoN7goYyxJXWBjutd8EtX5nmUnqRjfieOocBgZ+qXwDEw0ugDILfaZqljQMMSAoazxVt5UhYSl8eJnIpb9Z1MgwThSmZWcGS2bbIhvzvLSWivRzmwtJ9nDf0psxiXG7D+fASdn5ImWjxCkkoQwPiajMjtXWkPIdoNYD4oCwaobZjVB8HBKMwvnJ2hCdaGsvJuMb5JszkUITpyuv34C+YWjTKdrPjNrgkUrA7woyjM+OTsiccVtJqhy3DgJIu0nSKXGDG55wzapOF+0SC7CqgpmKsaVAlJSdf3q5hQYrIeRa++YgKXBWOk7H0ZMu+gOc0oxDNYsWhw/+3ke585Vs+Q5ko3B/n0sLppNZZaav+LN+Q4uTa7j2bYsVq8oYZL7ycLTSUJyosVf5GbP2Ugky7BEnWB9Au6JJAPkLasi111vJLd0+Pq91+Ce2zSVIKGDwXCqWxxFcNcqYXOC5I+qvfzaJ29xg5Et+ZmbiGTruaw04k+c0bR3ReI77IMgyFI/YZauJrYukIH/B6OKBKkL8iy2+Xv7AofyipyLkLLtv5P3kBX/26HVn77DgTsaq8ghJKIvKc8EzApfkTC60wDYTNw1A2dD6sY1vY0N5/UbF/EPvNrX9d/sK+mwyhE3SXyzRPU26bcltG1/DT7WvRqpnC67+0KyQrwe2YuKF2Hz52CiZifd5HslN9ZUW/KlTgBktaw4qAisTfX4eNUsAfqSxCFXCosakpKV8rn5Zjgrkm/6mfKlOZZsmWWq4VvIBo37ZYCHJJ/5w2sq0DnowSzpRpVH6kpyH78uEYnzm3G5UNbfJ22+ISAgx623jbdKEjK8pVbns8yqX9u52WmJN/uoWd6UWlNPSGanrtN5d7hxi7LJNGtOuVYdyyRjItve2QvSKTHqeQmgYx9Y045q3AQzIhFPwzSIZRXhQdLmxWgLxrPp8kCVsw3gJh0U00wxAfO8sZ7OYFBPA0Yxa/LvkpMiUfD0d0Pq8tR6PjNatrEyDjsJ6ZMB2phLG8/xZbVhkYxTsDl8sUJ5cx7Lft3beR3L+TjP8yBX73OlWAGghtzQ7Hr0H71eSi/e6l/K36q5Ty5jqFG+nn5/tiyxpq1/YkZpSHlZmn1sHYw3TDtT3Z68VBaZuXnQuWeN72cgScZmFSeyW7gJ0qgQ7X8ZEfgDkbVEbDPIQU9hKyUR5eGeuYkoVTKpeIZun5EI4RdHWZBuZ4b8zZVLsCblMFtKrG6VYTnMsOB+Df0htzZfsB9QHPqqGZA6SK4wfCXa9EGDxTJchPfUBMm8/u66Ij6uyuyWTtFQ/3HKPCYD8JBgJoA4aZzlK8cZ+k5AkrG4HtwkryUjKvmHMlGqZc+8KJaWIMoKu5G0vWWwCD9eMfCwqWTlj/aXFJfke8h8FuaKbzelF2FXVWnSnlKfptM5z7DBIzqXFXAlzByFMphhA2UaXt20htjNMPmjJv9G/TXTU11ZVMIE5gjBn7JEajbkLlPjeiKS7AiP807aymQQCXPI3KTpEDFextkWdobyJ/EsdcrT+JpAV2XJmLg/Muwrc22e7ftLVlyrJE+svZhs1pmbdjSWjMmXsYlya9q4b3c2nbAwr4vOm6wrW6g1zaJyXWvSP94hY7vIMy6I7X2EZeCyh3VGlZplYoHAySCTX4bQ0/dZ0NXJTMDppXk2g9KvXymuIpUbUApi4BS5ai+um+/6N/ZCcgdsQ4qKOYlxoyUaIbidN37v7oFCXNzc0rwzH5TKCGlaODc1fiXy8KCSRQG0zmHLavlvh9byLUgkTmbXFVSdReNXm530pMhGc2nyoqvGyo5nQ1gSNp0TkpKEuEZerYHYp3Oev9IP64QEZbMClkwayBDuxLMkDyV1JUPRPfHHl/V5yhIN+Shjpf4kCXf0AawofGwNCiXgDLWTZdtVLmMg2epAFDtjTdCS2LPpnOdFGZESe5NoDNwd9ARzBdyRCpLqMOC5pjMYKQ9ZckGu8DLNCBKrmrk6X0+3tXT197ebKpe/SzOiLdxDBlP4NDbAeNX9LXXX1pLpxeXmkdSmprtSZJVVhb/nnJi7dTTxZJBiE3C7NzLFNtI+znl4seYLZs705c+2J4aIlJ2lsVnFuT3E3FCuHI6RIevBIz4miXizzj6Ja4IfpRWjTcF53VZ1Xp2bl8/va89gNnw4bEWviw6s0AUEhZC6e67TF6suce22UCcEnNu8zqBlcv2uGhZqRgeqcKX/MMjMh+5Fqt2/myUWl1xTNyTDWfoL+ayRyPPenNJj2KgELcEZrBx8ZBin/QxztqV/uAI3vH7uJbgH2mFqtFPwpqCp6/nP77au1+97msfx21Yt0D+gNFq74Emw0Uq3Cr2y0l/CfEh38wWgt5bkRikpNabJ1tKPS435VyqVKl6UwXMTZBft07rE3MMiXwWZEaUIl62a8pAjEqWltWR9PEs0jqn4kaXbOm5LqGrSfJvICvQjclweLLrNuWImtslE/kR1HqKlSvSt/UojAb+SVsgmB7HDDxKaFU8XGbAH/LtzztppZFe/gXgyDB45kSKw0sCPXJJ3RG4ZiuNW8UQt/He2NtkMY2dL19DJrCuMJAz+IOdXz2JRHgomf8ig1i2X+Bza1YIQihf6NR+UGAqpuvHaIhEvy1/wgtEIM3Z+6QV8lw5eZmRgVFTXl2RMGuOO8YAybHmIZmJF9T9oroAuHB0h0kqbdnq0JzAs/5WCX+kDeMxhiUNj5Jgy0ymZm0asASJkQWcEV7jGy28sF/6t7vWqd6IfNb8tWidX1AxWECUnl0xZwjp9GWsgWaZRZwxxmmHVB71MFUsXo/FEFXV1sD3+aOhWXi7OOIjJ5BpmQ1urboPcFKqET2Uk72JqWOicFOgMW4tX0hMJKejIv9m6FgVbURwIgiK+H+f0/P+fLqlUNduz69xpjoqIqIkhlcr5ebc4+xYMm/J3vj9nnGd3EC0ZC8TCtoapy2ueK+7v9+dnzxaRslUIBmA4yTEoKjhbeIv0SHbLRfeNG2Kf4uSSVBLM0GF3vGwpoBi5RfIaa+RP/E1ZJ4Hqt9NoYUqpJUOU44D7Y8uRX/cF1bvpn3/eNH8aKA6ka7mAEsceEWmjCf/H+fPPUev1zzsUnGcwMFvdz1xDLkbqY7c8b9eWDbmwHdbRMp5XtREp01xsdCox8CUP1k+mLDTmGVxBZjLDWh3OmwvuWywl40IZVdHWA6GuvgYBA6gDXwY9NAC2JVKx5DDW9TX2bfIWO7v0r1JHYRLfFzSUS3aKZ1/nnJhbCrlnIoaQgIwBFEs0Lcu2xI6ag0EE+Tqti6K7oUtM4kNwyZlAshwRESR642k5BnYI/aHYozrQhInPJXPaniF9dEX6gczRygDXgqayz4NTaQQxk0FEjTgEU42ZOGzUpmJAvyEpJK1AV+/eA0oZfZhycOVuVwu+CaJjQryTgFN6P9gESaUl2qKgurhkCk75KwksB8q4x4sCrkeiPMl58dSSHVjxUyjE38ovDLE0Y03bO26ZtMch8CDikdGLGMhMqLaRmEa1U1C2AVuoGAVsEqLQebf/ukOn6b8p+JKzdicNFBRfxmWSFNVh3xjgLFNRmX/Ivx+El2a7ETWk170iduhOsasKuUUtaUZGmHZqQdVTMJrc40RA8ptVwCc7C3G/4h5G7AlaAOUcQ4gVxG61odx0B3UcFnJuJtTz+rqfv3dsknTV7e4JoxOj3hW6iXXoINKQomREPtbxSJHWF1X2z8/ukUvlft2fC36W/Tx3feJLD5XtXtf7ewz1+vnsFTgiRfqiCisnkv1GPl/stXRnJyvk+6dVEjzyJxd5+BkoSzwWo3461R062gdCgULEr5Ep1r8azPTZF0u+PQ61Tl+gEa76GAihqWVDxR1bCcs8bNsQ4nRc77PmOdlUHWDTxp5gY2MQ7rvW89nrOA3z/VqsVjy/3/dMxVDRn7VOZXr/eco8lePn5yjTWLef71hSrvv3XfNY5vv7ThYQdF3HMk55vZ+jxICJQQsc2O8dhs22z1C/rQS2et83XNH9LNC667ZEW7eIqDTtW8qDJaYaSw5lOnfE5jurROvCsZRIzpKpLPfPu4VpYtBVrOe9tI4m8C94ACs0kXLUpzkVd9HYxu6yBm8J7hzmKhQT2Ao/0gMDZ6DmpIiUBzYYfNuJUpLc70xUq298A6P7x4SDyVoRiAqgHYJXtxUh25na9mJKOmeoMeebwZuoOXJ7jWEN0CEvd4lmqK0FUzG0bSCjGDOasW6wixQdfGGNADthDTH4J9MRmh0EF5mVQV+Nho2jmrNbKqnOZPd28zlxEaNfkMk5+QK9pujHaAIPlDbBpZBwpAxOjSHTzobYQTpL7Oa0jB3eEUcwSGAeAK9N7ueBbTtwXuKw07xoNepldz7tJFyvvNbijPT1EXIvStoFHcx0MYN3VwGlOpYCIYpjl6zY0kS2H6ti1eY60KEuCH9Dn9Qr3x4og3iUuudsy5DmSUlhvF9+/xj+a22qQ65xmZQFA+k6XV0JaMxGmQKxJ1GxlgkaYyMcWpxVkVuun1zfTiOPBl5XkMIJR2GoRYOvIF4oLiuxDSUjgFii4Nh4KU82Nc1INSNSgBHbkxdUVNiPgpNsy6LPkMV1FFzzy/u1NhCGD859eqvXc5d0p10zNtm512kZYz1+rlrM7+t+U9zimGiJsTcsZ+rLeUTBdez1erpYXXsnXfBaiolVs7YqklQfpVbF69MiU2bXnuOUetsM9LoiY9BnNm6Dz7tXY+i5721s2qUtRpqzbeuYc56bOA+p7s1eetcxWL6Hq0zZgrI+Z7RLSfOxl3q9a53a9uu5tjg2vWUZGmpN7cecxzyfz2kupv2+LZNTXT/vUmIpx3tv2Zr7PMtk9NmfzzZYGOl7lHHIJ/RUyPfPXcaU56ftbRc3P+9qz8Rx3+eUxjjf99quMy73s5WUl3bXoq2dY06hnPda81DHazcTqe6tQxaqZJwIDGgfTRN9npQsx8c2gxXkupcBSSPWodUoxsJtj97sz7fxiQOzPi8m+vO8TiWGUJdrr8ZEApkRmABBrDsxkAfRWLY5NSdFBBBbbNsHzrzIhw9FQ2/gwPU4AAqHLd0rneMYMjaIfk1REmZ80UurybFO14WaDMzs/nM02M5SOoYN2rYTc1E7uoYiKjUk8qxqSW5D8eRJ5j5qEpHFNghJhpbnOqmxcRnKIipviikwbY8duNshXJzMcx+ISEaVqLoznHeHtWYvyGyRmXBD94N+ip5RlNFSWMeCg0UlRC4zsqtpWqsDXDWRhVNjHyHLHZ4mNyC0DVIDgtuVjdDqJEqWlD9ij1SooiIEO/1aT2HPzqEMvn8gkbxfdKK5mXyRmaAwZowkW9E5/J+7KfrUHCcu1ZjAvx2CJ0CASWav0ul75GuSH4cn+R0GARh6aJMT7Pk91jjLgA6asPe/UF7sZXd5oQ47xr9+RoLJ3eiQi99Wu6eaTi3YINLVf13anEpqsmqYcFmMdcG/sP9zDWbpzduZhTImNfO4rMZQpvc1lfe7Vnvt6/nZK3BONgQy8Vj0LyP+HTsJs1ZklWk3R5mXowM62xMrMl8GkRPsLM3CVvo2Bh+Ycuywv1msSGWG4jnyjhSqR6kGEkQ9p81er/s815wnB8elxVBzy9zqX0ZyVLb7Os5t8kbjaLmajjqjF5h+sLk1/Z8hvWQp0iCd5+QdVCINHGihXvgigWo2Qp19bmV2Iu00bpur56Yt5FISwB7rFjybwrIt2LguINvbj8UkalhGRA2tawTeldTz/HCoy/dNET2wpsDzJCMU+YcWsGwnGsZ1vbZqBgg2pzAt+PAqy7nV/3YcC96pl5Wc9dMyp4G48U7xM8BHFKSC5HyJQnh54I0D6QphfgqhJJiLkGbOxHkj0ChRcGQCmDrXNgl2hVKwxj12waHbQo+JZjo7DKFAY3lnC/YTJP0n4lbYx38nShWaTiSrUnU9Q3Zw8IYwaYoHEkCno/rVpPVT2zJdPs7SF9Q4YRsFCHuu4SJyILxdUDZatp3Q2WU+f0bWilkDo67TAZOlYyMBdZ1xu6PZ1XTH7GGHD1z/KAAig+4ukpkLDiowhzxdTBQu1rtggoKSmWIW6yIOjzhxB4pguGgGBg2mBkSTsgpBkj+GPQ0dryOlzqvlfmqv/jGRee3d4cdRi4rkx/X4ab0t8iliTXSoXinwUhx/k/hg0Pmlv75weps3EUOibxv/R+3lW4X9yXwC+AXSL7F/p2jRBJdtIZ2RSkhnQd+eT4GZLAEGUFxefp5qFlrenpD+FQizHCsAo7VkfF4tn68JoSHW63tUorg6wE2hzVQ71Ikxetnd3fwrrx0O1L+IsutTtAAjntQqzA0iNUWYOkqY6XY+IgYJK1jw32xTTDWnDJ5rRmHGkiuWyRWR/iK6spRq01N5TNm5iuKMCmCo8MUjja5qPSB+ota+FM9vCY+UaR8bADsh/N0FnqpUcgH8q8ILZAzZVlhpN982MwGKKQIQztoVm6zEZQr2GApmr0oGvxEx6UNOEjUIHAKPgaPH0DpmFUwRDaaI+qKc8aiHMjKBYAKVFWADRI+KCmScR6Bks2A8BEyhTOKlHDqzQoFFJEVk6SH8a9+5WNwZjseB+Z5TcmZukuRHfelrfqOjJ+hXCRmy0FY6xo8oKXfQJ2W7RnWcRdwJuQwl00IiRaqICVJn3R4yGFp7UKSofDByWV0hAoCfre7dwHamN6B3o9MGtTXZRXIwiygpoCQyg45lfeITyCsHNJfoyFFu9Q5BMpKVFdco3/oYwZLqPenxyEm5YxPq0gDCut0pHOBdlDzz17bjXLlGl6YmAQN30t0y6Dal0evanWD+0F++HMVGCKwEBrWOFcbm2EpxLhDLpf9+AWEiN6dLRt7qwJHGzaEt1cFOlNujcGci7bBHl5gJ7OrOe/yT5BMO2/4qoEJWpEShHrluyHEs0RL3J91N+XWMTiUyjlxcrwSRs/82MHykEqzIPzAnnM1HVhcs8gfK4r4IgdAXUYGOns+B3P3Moee2EBbMy53bgG9vzPTJ/xM3m/uJOdX9iT0NhM+AWc6Z2vbNc63VgDXz2zRRaDUSbKIxl1oHWS+aX1S3Mcq/uVI7+4Ffuy6e6kkTp7gOmXP8GcfUs9bNkrIju0qLB8AvfEmO1AIRUSqTRwaFcT3bsi9cLJnpum3LsB3neV2rcVkv7vyZpn3NmEheZgyq5/i2D8emhTRtOY8J2qte5gNqh2/7towpzkauXUtpY3cstfWn7Zhb/xeLRkqjbd7tKVuMbbttNsMrjWne2rljmloXWjNt++I8jLY22PYF17y0LttNMk+WjdbKdUtwZNCzZdbItGI+jhk+Dnf+5Wmd7EfB3D+dm4PlI3rHgINw48dltVLAk1CK2++5FjygpRbgqkvN0WEC/ObIyhqV+hNOP2n4fW+aEv+1iIoytJYQRlh0ZCSGoFSYmq1AI5B/zZxT1gHG0ZoeAOMqRKOwWWISj57wnAxhwCySrCaDqcYOV1q8GMWYgLLENPoG2y+R2XvGXESOdEuDo4/p83GvOxGIAcXEVMUT1Az1DkSg6ovWi7I+eNdSdH+WVBNpWuVNUK5OlUgIi3vH2AEwYyj7gJJq4wC6sNFpqilMOdCCSKQwAIfzyDzcUBGRX7rKjTu6KiB5J1m3qQfA3RmSvhOVztUlMDajPboiUBpVq6g8/EqlFB2ERPlBnda59sV2qk4wpIIuIHTS8+gHiFBK4pEx+iiVhdM1r46nE0D0ozYkJPURI4/4YW03dxIRANCrRD2WXzCqNuE22aPAO0PaPeKLle1PubTVgBZMNXiYSUgaQxkh3nanRtW3uzwoU88Z10un66QOoGtEol2TO17K/45araS28WqsNPtJpIZsSulsYtSnsqwiGyznzwY2lXpcxavbsbwjNpG1lDRs53UfMY8hPgYEhyFwzymtzwtvRFJePl6MuLk9AOeX0RUNt9qajvLCt5NRSMTjrgzpZqLv0ST/Ymu/Fekzsvkwe2NhkJS6HkYpuszm/jm3Zb/u69ybT/6nweLWGz6idz5/2vLPWdv6D1KutlSrP+9a9vd9Pkep29uWrdbteT7vNlpE674vU17P40QOwbWpAFdEb5jmYXvezzOVdvzXGOiG436ftcZ8GDd3G5zjbes5xOv7uUPM8/U85zil/XmfI7cRNhLukmKrdpsX6LjvI8WcrnZ0CcN0vdcSx7C+n8tek+V6zinY+rNZitr9upZS5qsdlFPYr3OJU5rua8oplfU6p0Ky0xxy2c/FnOum7DwNxFPDNJXjOUob0+F+tzI7+3aeQt6vI5Y0GAu33eq8glyulO1YQ0xtdSnmmF/PNac46OWC/5YuVffX2EawbLdaHTWHJUeziNweYmIfYufwzjMAnvNu2WfBSVZAmTwmn0rRPDg8+b8zXB7CDYmBbggqB9AdFko7pxNgWCsi7zmhT5bvgUcOfX1M6J41na3sH6xtzZxsUHsk146OzhpdLVstEvtETtIp3bnjmxVsxuwNMI2Fy0MjgZ5nIkPkaRq8i74Dhq+CmXsW1cQdnBHHYtsGk+x0wrAOXeS2oEVSUhMQgVJFEArLVQrefTjaJ++oWLZ5PT1xttjJf9nC1THUVbWpJ670uZGOKrC6KJX3P3Gd+xM114hS7MreLXnkRw6Lo/bQLRrZExX7yFFXZIq3I0eEuMd5+TiTsIQh9m+Gv9nPyAGLf32IyM/uFalTOEzeAO/ugHpM4iDoRQiKcbE1HGMlKN2pzSiUCS+I2MDSGqSngZgGqRYf+l7b9RriKzWd/yvKsSrMnNSQudIP43e27U2yuN2KtG3vB4jcWM/DgNxZ+cInPPFlP2zyKC7nvZU4TnX9PnOax60JyGUKu2XLrtZUx0t3w4Xp4f4oor/alw+AtOLMmUFpJeEdvB43RmkgLcvRFM15P9cQQj2aXP84EG55Tde8G1Z/tv39NCE/H3cT+fcxr+fV1NSa1x3OoLRfbdnaldnmZarn+7zXnMP8fD/nNIfz2+BwlgLi+rxHnue4X5tp1Ho1dFxazOLZtyGXcW8Cu5Y6LetiboXttLRDsGVWmzZYtnUxwmIrzWoxgERsY2SG1GBZdI/VvmW2VkK+7yvgzbxp43FteLqbGsQNPDaImK2VIcd2q03qbfs6otKCzPHbtaecUmtryWZ27EcrNa06Gvv2nMdU2gUhde95rYbZWa6zdSsN+7XDGrHdKYXWmiui/WqjMZoCKiaMm37Kv3GzsUNc8X3m73aMjpoLDlYooviB12edM6agiCDP7hnBfBCp1uCMIRkCXSVwj1CFpF+fRDFTzX/mCDwBPSUui3ic24k4IXNq2qpvAS0DWJDA+umnxD50yhsLqA0LLptOUaxTGFiN4UByhkQcLzoiGl52GCol4b2JuB9y93rZ2XoADrYTNJyFTseMjXwWvD78H4QMTCzpd+gMoJF54GgZMq4qy3ni0TzQ/gOJSOkDImYjRrSEgNvOzJOEvINvX7TjSlDO+UX0GdWS3x6UqIdjMChJIPfgj5SbPmKHw+VIl4poppXy2VOtC5pAPr4RJeplaBZRlIsMiPHXYuMW4V4iglJw0R7Qm0IURxsTn2AIvRfJ2yTBOq6enR4ECsVlE81CUGJsBWH4o7O6R9HxCHjjSBe+MzGLlglvEO905yJMpHKB0c6pd3bdyn4pGsmgnz2ne0wyZvVF4Zg7BQtRsQBOaKXUAZfz89knz2mAaZ3RJzSM2/+fvVq8ScyrKaDt2lwTNGmET0P4MqxUjvh9NYWxfH6OsRX4YE8dXeOlnEJUsoKhoEgd68/PMPkeR6kzZQuC4tflEYGhCN5+cdPWbJnv59t6VEM9//k5z7ctzz7ebfvP03ToZTplhOY3BGoazdGBiKLAVKhmseehAPMx5NJq2EhhNmc2hdHOYlbWlKay3tcS5onDOZdGXr21dZumtOgdsnF7s55rLdg4QNvHCDCDXXUuBR9eORtpNTqT8ZAwmQmxmAXuLBsdsvJbK6gffH4HB8XohAGtMqPXGaVAStykb2viBuTkDEOqI9i3/SAZ3TSqMfbyAk4z6gTm9y3T7PcMcQrMl0/UnPxDeFtGf//gLIxg3x4GZWjFxTlYYZ0hZcVepwyg1mjPOh0pWvGuEwvGjK4dGCXuAwnmrqEG+dt7sCnCUtkIxDckBLxY2FFQCX86yQ9DUZ2BFYto8rCtLz1pd/A1bsVlogeQqIxgFnCNDrAsfMWfJbNVd98JSuC6RCR2SgSr3BNUnvTTY1F9IeuV7FQiSQis2EpnFv3j9PNG1B63Q611mhzlk9IASPVRsmOPFsFIoI46g2qHbonQ07s4+BOCTUTNCSfXGVo6DRu3CSnXiRlFYiJIHwOHgArwahwcZYSlR5C3Vlg9HqaxYzRbv/nSZwSgqGEhJjzODPpUdHdyRdpujio7QabngTXRZw2WIKE4ls7CTpCHwDf58DoFmOIyVGLpVHZKfcBdEuGSw38zE/UoHX2MogJh25OFtGwmNzkXZpfpn3/l+nnSFLMHGMxQRG637OcaUxA1l1XnKXOAIbPvizUP6aQsXwr6+jcRTQfReTe1UDnx9nOPDiQ0v4MANWHY1xcs89ZMHbNy3qPGMts0FG2udd/2fZ1GE5720mYC+2lnqbm+cAY7SDOYirDDUN28IdYfRNCMkyw+I59baOo5MLlywskhWEwhRv5ZvvwdwKGR+DM4VuqBkPwpmZ/tVPWszx9I3cE8+IwL6Y4625k6pTnQxnoNUpmMQS87KxE7qqHB8IgdI+SIn7nw058qcWAXBiXInZKklZy/+E0eu+XP1FytCLo1dHhroHNDiToqUL4TGdWOFI+0mJCwIr6eRFKf7JttIeS7ZLp+xIlQtH/gP+AT2JgrouI2kK+IfA7ANDYu7tjeysC/KAX+8652e4hkpKgD/SdtHMUpit1sA+uuTnC01CWig+j9FriMTdJU9LHQuUX7jYpqTwOLk6MpCUJXgqoT/tKpRu6QbajUAn7K2IklAnFW7A478GszkvIITelEXkHqTLK1c04L+I76RLnxjFKpZFEgNJyyVyegHYXOsZM6hx8QSXjRA5OlC0LvmLDm0BQ6CsNo/9SvTpeH6v1icAjxm2iEkp/xbKzNWV5Zr52dbiD3IM/ex5hQzU6hypIw8c6Mxm5wjSYjYfyiDuV2ymj+i32f3MEsRvIgCwfdFdsvffZ1bwlaY3KvP1iHAIFdNuTXUVX5hyiBxKkSFGAqU4teLLpqfBcunhpWskxuOYaVUY1qU8/nhKHDpr8L6aows1oK5xsFUphQwebmVkMeG5rL5HUtkDakhQttM+iLYFNxUGRM/dFtXqoLXXH+RZIh/wEMXN8qyh8GenW6TJdCIUiTcgqXEFndXC6ubzU2Xk6or0kA0ceRaEpE7BzZRLMbQK7Oh0VzWnB5Nk32A+8ruYjEN8ULliriIq5AheG7MPYVXkeP0xD6lJMZzBYQVRvzPF0RFWiiRJKanlpHr5OA0GwJv6R8sOal/gay+lD4I9KNKkgGD0WZZud0eFbJhbtQS6oGZddDgmn3TQUbelNsgIUIXdlFCGGqOJ0RwJIOnBafqgtLXUr2vZ6bjpUp46RrcUr94U6tUixRrIq5uccjoWM9KYEfoBxBTBiow7Woy7IAtEtgea7SKOijIPbzP7X79QozHmWe/CHz1knUEdamZlbJfrNOX1c3OplpVxDsSKfFpv3UzcHMGlRBXFN7OpmuRs+1HuDOCptYS1zc6ERXdoqrogGXafypfZn3NKRFzt6ZzlV0RnQNZ+pIU5qIsotQdERj6gslVJdZ2tTtJ9WAhJdEmX8xyZDXhDizEaBiKpaB5cg6zK8qiaP4XklsMnMDQQb1Ji66SN4tiW+eURI+ES+DvVZ2nm6MHZtWRhyiP/h7nHdABGb1tQ6LuWUAaLMNnlEOIC9cuRZCADmx3fumRb3rTKvdTKGG0AHodfRpfXedokNBrj00k3tu0Q6u5B0T+yAWbuIperibaAwl23EUF74Jkvx9sRr4q+c2YpGuV9NYsB6ZdpP0K0ongFrSyhqFf9PVdsZQwFS5iLRq4BodEGL0J7sILo6wbVpEpbh3iDJKekImTBmUs+KP8ZGlBKhsZDy0xrWnM213BcNvWt9sFbRDpSP68BebeGrtl9WjFbTDvmq9/4/avXnx4Llq61enBS4nq0cJHaF70BFNJeqfS/duOwRpGJxLqlZdlbr2JtS84oDIjck22ATrosdUZCioTNWApjl7SRPJV7RLlySjsI+hLgfNyohQc/YTskHER51ru18Aq2qdUpellNPf/mpdPaR/xwsOgheS9Dpp4NKP5wob8kIjJOOPkn5Qz3jPdCb9oveP9p2isUJf4p9jZTPRgNU97jejE27TouwqvafKY9/4RxKI4krr0jjSM1okpnpzVkdUGwKvFYXIULA4NhStTs47td3Pcz/7jKRvz9FBD4SZkPNezgMHpaZYhjhPQ2haDtqGEjpEPjpKbSDCb8QA/X9B7wkDNGQUgvomJ1omZJu42b//PMPSyo9NxB3LdT+fb1ueeSrLYZCtsj1XRfR4UGSQwj0RxgP3Sh5SMZfQX5NIY07EjcgrhATsNpE7PJ18hqiLzdiQplkwkyihQHOFZokuNXZfYKc70hcENmsml0cpspkcnd0wkpKTisfidoUI3pNO1tuS3mCLEXOQJSa9U6zde/XH5KG+7kH1vlkK0Brs71HE/3pn+JyblzRkutCoiOwjezKFHvRiUdf0NDySwNjmgk0SxpSJCEVJ2ExpIOtA2kImSuhRs7RhsCegcTlF7T+UKJhejx1C2Reuy3STsuBZ/Iys6N3+V3KIniMWbvScIT655Ez7Sdt+x6V/zUtYKgWtn4o+fxl+zmoeKTiV3OdP2gblgNNUZxZRqVdASdtUT4t8P+oMjrB1xYtSg0pHBwUGa9T70seFZdbmfwewdhenwsk08oT7dVcN/5eNNkbvHOffQn+MZMen34uiMvP98t7hCHQE6worlf5iR6lUOEKs3LMsZawUfgEokqvPwClGDttFEM7LUdZyv3PS0LizejKkQAMfKxmE3S4iO7fWpYuUEkHCqcd1apEHiKUiB/wPtgm2gMVc2ebHaWrmOle3TSBr4NOGZtp2i5/3/KPnfDvNwMAUpQJMykbsSXOAgal+2DVdTSm0w8kOMCSv1AqPJO2OmJFCrJU9ELVPvkFJ2Gl6hBCW9msoVsdScZ+ff864pOP7tXOfP/dlgOufO87Xx/RRCY0Cb8LNMGDgDF4hR4bX7Il+onmJyvocVESLe7lqiQM0C3n7GCOaOaMWAlbJnGCIAMTCyla7jaw7zX38J6hw3iFlGSKfFT3LRGnSPON0p4NVKSFEIKFM220F08kKVBE+FaUSqkepGk520GsTxfzbSSywOLkZwSsiEqUZJQdT16RWYiGdGfZ5DUXewUEldpj+YNu6nEQG/UCssC2KI2pnn7alz7KICYEeGrcr4MmUFohB5MoISgruV/p90aPUBUoWnA2yDuU+Ndftmp7gTzaY54mFZhKsQTJE9o4UZPFSCfBkAwTWojSOgb+jqxbZBZ30oUDQQ8qQUpXDIYO4Yyb+2h4halsvmKkOszVQL8CpsNM9yVxKpIvhtDHWmebVQWSUx5q8QNN0pYt2gOtoAadnHLKIlDockOgQXcaflLedZqmgoAXkuoH9xQ8chx5Rwwa8wuQQYqYVZSciwE8EPVnDElKnI2f7lMgydLpZ0Y0Q7xiHW/cIqkfIQ6oxgQg1uT5k3SjPP8zLQHOiKadPa/jVkBm/pO1E7a1O+l1Rx/n5pvshN5bTLLJthkF0ZKBeVXnIfOSkpgYB6YSI/WWi+xt5ox2dd1ssLbXML/k859FkJ+5LbqVNbI3rvsK7gqhOzeHpK7iTxuJqaOJQy8RQz8/7fn7e+fppquCfe3S5kqpm+mw1h5ETgz6tJaJE9dIL9577UymIlwdF2YTNlNL1Nbvnc81L2f/5Wk/BCdeUz2Shocex5vV9DuPZGZfnZ62Yh7i/DxxZqyMqrns1385xryVHi0Al9gHw97Lcu+HbDGTgQaMMEd0WD5lwFr8p1ALiyGGZ7RVKQ3XCwOUDNtOR0HmrB0E+ZE/dVGrG51etnh6l4Hm1McJYoHr7VWtlxo9qr1SuGZEArcSTVqs/uygHZCaH3i5FsdEBiFHGoOqLkw4TGuCMyrcAUiEZp2F9fj5bHUModqoBpyK6CQomV0S09um57ICcXCJZuNhoJlk/QcAkRsBZSY4P9DopfqiIBOkYtyVKjkR/UjqmCL8QOkvJ5Occ6a4l9+4QFEok3LG7NNBzaxL9MnykaMFTLjxBRJv6xjXfjWa28HDCMZJsu2ebpb4UC4PCn0CVYEXgFy7ALrwIdVsJDH4zUWcXjX55ADyLQs5f6j9k/EJowX5WfBEDcFBy70jTWTE/6Jiihzy4V+TVUfycALIGK7zW2MODfXx60hnxeQPiTZMYR8tI9tDCIbJL5E5DG6R0baW30BbY9N4mOjoCGqSQJRF1+jovMzi8CePJAGLG/SiOVMRiIlIWbTc+81Bf34aYnSaPGgN0oJZHXhKGUU5XCH8cT9Q4z6JMAIw3Jpc17hFErwLEUctTgAkZLoprsTXTKysS8gTF2tsg/BWXhW36dGx7+r0fHSzLtlEqhhijo0BX8WozlteKzpeelEaNTAJAEfwJFZX7BBV72Cs2XWYpvMt83ud5nGuM4bhiiZ5ryCIT9yRsAl4XNJlixgPoCbYJg5AGFjkdUXfzupgCm9emCvZjW/bzOluj23WdCMLZjvPYt3WeBkyD+RwhHjv1GWgDOZCcuseBz2FEYTwFa6jF4NjN8HnvbVzmZhJNy2T3ruTrpuIrFgtZl2fPU1MxR4055v2+P9s0L9fztiLt7/e2KIinaascLLQ3jYBwnKv14Pl5Yo11Os/VRrI83z3Mcz6/tw14WV6wmpb9OVNOljbhjiWlYpGcrX6u73epU+vRsxcLnN/OLYPij9Rt+7mWaPFFx9wOt6BTM4wtMBYgx/U6TP5bJJB55UbjvjZK0W3Fk2NJJMzE2Y7FBFbZ9gnf59u54uHa98lx77hf02K/W9sLfBDramqvzOeGb/BlGYcQQMqdcYc9u8Xx/axlikMbWySc2K+lIg0C3qi6nGtNFFwgHxoSwhbauSBySFxpjeIlIXzbrs3FAjon22peJ/fD9DiijI+kdRb+VllW8LEIDoiMKrRaGPbDIBDCGvA1mJjJiXkenIvhF1w8OK8CRZN3MGevrZiSwc/JeTvYQIJMMMRlgGTI2SVrNnmbBg/f9a3JKUxBSOCKglzkUK9yiwfrTIZWz4zV0ac+x5kh+1GClLSf44QWUaJQqCN4oRlkGlEEhRErDJbYKAa62lGuNiSxEtRmStTzEackVTVmABgKi0uXcoBoU1oZV1eUyz20Z1BqzyTgMvQNFcxAAsnwGw1Ltu2eaIxt0r8g2ikpaRenKPyRlCeiZ2HuVJdWg/lwHBGk6fj+ue+jGoUHDtrvhJaIYJDw1lBgNMWlgAIUEZTzXYskRfXigqCRA2nF8fEiogkpfbsInN670a+CugRambHVXgZUHqhoAhnF0S100xURagmmZiWKTkhNRoV/8Vf3cCEuiV4MuXSSfVXjtKHmNB1vM1jebTagrH13z/fPVUrFXEMsRyMSWBO8Gpyf0jKlSBpE5jfzom2BxJ/modqSJy+r1vfPP42k4C13K6zxDeQF32NAkCcSJ6wLIoDYaWVn6Im1IaFbr5+1bk2rrc2agzKt84lA3O3e4nTDSwTmuOm+6jRbEu8U0ItlGFLTWlc1arf3e77XOG2f1xTRtG7HYZ9cTSlbTE5xw7IpmG+rlNf3+8x1rOf7PtswGSefKaLUmpjjOBnFwlqmMdh6sSQKrencSrOvxjCW8GmKKNZ8XG19mur5Pes0hXY5R2xDNt1Gy1fq/tx7HceyPM+SxxzP917N5DuNjyGWyagSLHvR85oyLcdzLfYqnM+eTdqfz1bMN3U9ZvTV9b53G875ap3EBKR9vg1N2dkTDq2Vhnics5l6875iXmRdR7hFlnXKUX6/uUzvM+bJNOtqcqRe71ajYRTx3Va3Z68uNKCLwM8wWmDr0TaCYy4b1ms7l0IeEpMxw0iPWmzrPbvUMJkiKn+YFSDsx2Xu5F90Boj9F5SnIHQkWImuZSbhYXQp5DwjN5V1znZAgaE11yucYkd1/MndwRzoeXB8Nw7VbBFn8l3hDYpp9GGBMu4J2NDnns4+KGEQ1iM3eg98pgd70GH588jRqIRD+ONHcHYPapPkC6wiXmbmSOunEvo5/U2kLOQUToFvBuZpBUvZwNzJpKc2LUEPRXAOOBl1pLUY0NYgp2ES9amAa5r54gYNgA9Vj/kk+LrPHNs2CPsU5Lpw5SxCApp9SKTU4UFBCY06VZvQP1aPxzjLmEiuh4TumPTWVBmOH5QaqFNjqw+4VNfYPqro6d9QGyvllxUPnZj3QMyBzbKWFASFby4d6BBmn+ZTjODQ4+78H6D8Iofv/h4365yoUJfKLiuXFVW+1JwWGXn8TT2KTRO2knNajhSwccKYGOvyvFuBmF0Weevj8fNONV3v9Wnl8vle5zLKwumL5/9OUETi4ADZQRzG47qObV7O28ANe1MLb1uOVj5Pk6fLcZ7ndcT9vq7zPIzA+mr/1vW1ONO9Xt9WPmuh3lP8D38QMl4PS43aNMnx+Xzv9X5BrVPGnIf52KfPU8fzn4+rTdMiV53O7/teUyyGtThLsmjWGwSux7lsm/G4cdqRnxw589WFLlyO/dzHMVp6oWSGklH4RAs/cvo2QMJHmH9go1qWVqYxtHV8f66mYkMqsIhs/sqn8Mbt3NJkRG/n5hbRtdVcijEp2Ks0bStsmHXfEDC6tU7kmMfWVcwLtk7YdFDr+2QvWjtLTCgnJI3c9tGAVsa7iovazIqDGQ0+BmtTU6HREjsUenRNso5TxMdImlKOvwD0sLTHIrT6M/jsUtn2uYJTNQIztuxLCZ6azf4Ds4I9scsaEzTLjHBOs4hsysLeICUbkwy1/ygh53Viup/uI8KE1zLn2H3RUi/wbeRC3zrBB/INu2jG/iRstOMBuHQINkvoFfrlRaKdFVQkTmyVJQjMgP9pu4A4/Rc5ERkjIkcW6B+EsUBtevKxzt9EcfHk9D9xkefZSjnWFPWD3QIHqqtyQ2vsyE7RIV/83WNo4K2hH1/OiUCJPjp/hTIxeG2HtYWsIfaTczg7X7oGSO6V4sPdnSta0XAAr66Bwg758d05p8OStGlEifHr4GrCC7GeQ69HzI9g0wJtsxc4hLgeDFoHBdp2BgXJxyfKcredWbtDBH1GlZq0E0ZFdluAA/FYozoBccRv68KU1Jh3zlS9DYXSASuPPUdYMFq0kKCINNI9vy/0ugfsYGHtX4SCsmQISqeIIfVXzwhpsagHuycIstR9MGX/ft/PXef7adiyo85Q5DMW373Vkq/v+1zGSHPXzOP/qiKkxyNKiAxgQwlgJTuu8z6X+bCw0WcnPc42763F59lGe0FK8QxhZjlBIKWwml4613zcpqfmVACylmE1TAVlnGH5xcNIiJ7PODf1sbb10K4P7OHr/b2nz6emvVlbpNVbPledTdHMNZS5tb6nEpsue+CtsWbtgnIpgCxY51qPwGmQksDboZhIHg26hYuu1b0+ObuZmu0qwG2QQbtVSnCWAlH1IQtkhSJCOEyChytheM3LFaxOIkTZmmmtwavjrqSK22hnt/vdShjLrbQXzzbbzScPw9hKmzIlFwEcWgArYH5HYJV2xSSBal1rW0tBtFjGMSWrJ0U+IiitPH+eaKSnsUYPlSK/jQDFKSBNnGAyiM9KqbOc+SObq3shO0yBX5HcSCdun5qrf9JApHXpOeAU+p5j8BIi3qVBodztwGKTz/iSF/AL+4hOCJTLEfIzEyIkGZBd8ijhRHRsNY0pRQ5RtykJgId3o3b7T6onWtlRzgnHdOEp5C3yfxLVgPbIxqCTub8roqb4ATrpACAZ8Fr1uM2RKkW2hYLDXYJAcNkBCjFNUCw8iQCVfjzMO5GJM2JWiagdacVsvzABiZWgIYMDyMPO6CYKsx4HI7vI+499BMbh677HdepjvgxiA2FAAH8pwU4gbi5LWlqLHZujztsUcZDd4+PaSkFYOy2Mk+thfXQTsafB10UJsKxZRgyfmMEZeCO3VI/240XxTfXjEbIguClDLwAm6TzyaCrgIUuj0yjRVqOVhb9SejBYAt0q8jdFPybpP58jFKzpD22uzal12wglwVu+JurTPi3nqDIg0xxlXC4zJl4ja3nujzk0/uqX661DqPP73UsMz8/3GpjWVOhmFL8ktK59IViNDHoC/u5+7tXmwtqGdt7qon7Z12Fs6zbbYrKPisU1DZgNQDltdGpLUyHHeRyH6S8vp1bu+7HmErLN/OVa6va9asbR2wLmndaDranQ9fstcwMjbKPzFK1NES370drfk2m/5VlLaoroTXYpx328xkAU7axmZZw7bJh9AUs08xRt+wpezmWJkLi2e8QZPTzVLCDTxaPzMA6lXSHk9IBBG+o4xQGKaDWTx0wDO3wBpR+AILht647dcMCC5GZObvpsuMPrsWH2YXNKurjugI/N2xrCIMdNSubkT3b0gpyjrZzoeXDzuVZzwLQRQc/XCRPj2zZmYKMj7qjlsLNlXka8gz4JXNbvm2ARbQsmllvTAIvV6tZCHFGa6gsR8AmMR6l4D+yyhQElPEfvh3VBsg67YhzMIhL7tnxE+ARfl56wV0nWnG4MCYLI8Mas3J6hqNs9kNYdxSte7pCzoM3KiRrojY7EvIeA06O5Vor2VBZUEajN91t1QMz84kKGeh6AS/HW3fkh1Cl+sPAIQfG6uWlB0lMRhwl1n5jKQRqZ0z1oOMFN14EDpNtmOdGNj8zi6KVozjx1IDog3qPYsfmoqshEgbH93MR5ChAACSwB5r8TvfH0+DM/94gh6ekLmCm278TVYPjoV+o+GeFpBVJgH+WX912CoAZNNBJk6ielo62V4v1XdJw4mumwZ+7t0a9AJNuCtMonBNwANuAwrON4KSFCeagGOAjokHxl9EolLTQwaIWIrHeE4UEiNzXS+UjZHTTDTnHUeAPl4AJ4StfkeAj5wVoZCFwW0Dmg7PygowABXEc5UWvgKFEbuEWE3AHjtN/neW613v/c81aGBPobzXyNx89Z7fv8/WerMR373TinfymAUBUL8j5YJmqTmvd73Xutq1HnbGMAQG1dpvXY16Z4bC7uvlakHb1224x5qPm827Ln5fm8z3vW8/t5v+9Wrwa4/n628pi+/DnyC1/SXR8rP8v+ASC7pmlJ8+drmQhSXd/XwAN5vY+63M/8eeqSjp9nweAkU0SzIep+3phzq/2Z8uiKaJ7SafykTaO0XtxjCq0/V5qmcH0OI/vZngua4v2x1boaSV0JpTzfrYzz2Iyv1cAK0ImpDcXnc7S+1f295zJOZf88SzvLcDxtc4Yisrm3un9uU02tV88yzmF9Psdo+Z6eNvwx1+l5l+oXNqUJzQymyc7PM4cpTtezm/g43uc0toP9ObLJ7uPZyxBjOZ7VfBPTfSeIbsM0mDQ5btseZwMtpHTcW2yNtpWQxjzf51hCLNO5tSLV/TT/Ura5NyDeVtPLU52/TzGnl7mh5mks97vVMdb5vkzC1/0+qmEYtnY0SE/P3dZBeppSWTxPXlnPuZiIMM2Z+GVOWWI/g7tjh79Tc0LN2TTiwumCEUBsF15D9gzWYAHhzEns2cpIa1JigjiPShvEgBpgFRTpokkQeDSoGQnzI/ZVEYk9YsTLiL/iJouwGkYX4WKudMe/6yW6jiblg2DOmuQoOJwPjmzSh6lTPee6+zTkMuhS3xsi/k1wOSgcSlIv+RXsNtjo2pZOBQgt+X0o8NB4z3aKUzLs2jubUEHU4YE0UdJLMaIRhm/jKKHD6I0X4ssVEP7GpJ3SSxg3jukg+jQ/lfKAognqA+9sgiQVolPU32hgFLhBfg+ZIxzOP98HwZtl7go8q+oW14lK6MdNZP1myx1hAOneVRs2Eg+hnmDbNKtL8svgMClklMLIdT5HkY138AKeMdRjNiE9NM4Qa3WpzaCQiNRQ+uokRRQFeCNfNVQsUwl1QmqgNQx68Mu0Rp4bc76895amweZqcm3SyuC9MEiSTQ4ZEnJ53hlg4ec75TGmWt5PhSOqdWAzzTHBq3Nfcy77Efe9VT6v7ViQbOCG0zyMYfSEPWZkzMd1WRTnuJkCbKrs/n7MMfIY1vooiI99jro/jxlS9Wgnea41HLZ+LaOtX9deduRKLfvblu+7xHZFxWYOpyHW5WnKayt5+zzH/Xn3n6uu09I2RQsOyj41d5z3c5ZYLch1SVPZf15Pgdd02NSK+3puu0VNAtug7oc5VMLdlJ+N7/NuEai4747E59c148PgedY2eK1bwNgNbQS2kiZTDfZImMKZXRHtJbWeNr161JKbg+o753mc9+tAVh/0YU7TaQI7l/G8ppJCWe57sjm/5TxA+tt0OyYgtw13fG+q3tBxyzEXe723Yy02+7AekwnN8Tx81mw/JqT9Pq4FM37bPmXL0OpghRUwqflYgb+ejm0AmG6bivlc5mXMiOkBcW492qjVFMt+LBYxZQnGy2Qa5jSBW/Z7N9unNiXXSnvITBHlsl8LkpibTyuEsuwz5iZb49EW4ooivssoa4doqLn4h+KnUBVtSw6Bc+mcUGolFE82nLUIt302S2EjdigUFZ0uspKAuEaMkXtNRNkTRNMZuv+B64GtDQwQpXqClLNVxKY4lZszt+BAuWBEixfpIwJLNqcE2SU27Tg++ixI15PQRZ7ergaGB8kyCBR0lxJpfGB2cpSYopYQDtGIdTeKHCb4BQuEyAYxuRDgGKKyXuCyXKnyyzxIwROekTl0A6FwZEdQwAxHEFafTe3SsY4LRacUpRTZN6KiQ1YTsEJpE1Kfo7+C4Nm4EpUtjCYn0Abqaagy7mc9jL5Y6ORN4sQgk5cO1Joy4TMhIVh30xnH6XhF4TPxIxHdsusJwXB1jUFQGAQqD36ebsrpxFFQO0FPRJkVpEg1nRoGf0q4zmzDigDu2fmE6MAYDbSA1f2oKTkto6+rEJIh8huAClZ8aWl6keBgz54NLWQL3cyhmkvn2Jdlt9Q5rViRnC2vewGxdL1/YrFrAXj4tPxCS1MQ17Xk/HyaMknVvTfr0+wZywBNwDVttAl/wQg05gHKsjWztGLb27Jwsg9sBjAFkVjLTBWAVC1THdon9i7brNCy7qu1WrZ/mt02xZruZixNY1m/BmH4nJ89LVNbOdvOlPLZfiyxtVGqSelzP8ytZNTbOHcYPMjWZrKQ0g3BqaVms2mP+8S1rLMDU6c5e/rp6iBGEsfNM/hN4VmxW2N63e4I0uUppirHGp8vFNH+fcfB8Ns121i1MuJrotSCVxufCAxYGc0jU+HxK/QV5eLBDTa5OaDPeGza0R7oCA+T+DfB+8Jsb+4DyPiiLFUoUvzLhe8A0RrFnlmAj7EdgRJlun/e1VDvpQYlme/ITGUMT9HUV4qGSpg8pGn0/HV5YMSZ6OJbyRgIRuIKS2015m0e/hVHZIuxb3eHCo0UMQT5FQYaLUMn7COxyTgOWW7uX3LRnvsbEgQn+WVS7WwARCxAU0KcRpyMu7HIJopBuYqgcrrnGA3JP+zas6eZZhl+92S7W9hEVF4kDwO9VcBdyKfU+Sw75w0d+SIk06nECKpRFOVAQmyleEKFrZLSMn3g94yOps6XEDtATUl36a1HWz2tdKfwVLJbrbuq5P3089s6XUdUlVSaAkIEl90qiWvzxkkzYtuoMkhvSvnt2+AKw3Z2G04ZNsnJPKE6WD+oPYh11R/wT/iWyCdGxjQaUai2sPGiNfXDgczsJA9J8VcaHx9u4RKhHng8s2YIkCmiPdTlIpaFQe3r7qtzXBKO0VCwLQL+2OZf5p6xsw54OYk4IdL7RWo3cr1N6Xjvy0wMUj/HDIoAS4lzXk0RXZYeYbf6Dc1w5lzNER9K/PyUEkXQPYGmZ9sWywkan8/7uUoxOReygeXWfYbZ9i9YQ06jMsTavgTcuedCtdVc7AxYzQocEk58EUIve9C69Xq0EBjff717nVIxePNepmE6DIp3rNsyN0X0+ex5svf1fJZodkdEyI75L+xSju/POS69myZ7U4xEPYo6oYSMy0HWLs+lZ3I1BSpc5oMNNQdSzSDWIgYmJi6mzphvY4jFDA1DYUzb6jtEKMHCjW5RaCUnw/Olc6qShwjG9K9M/310Mt8lYGjIZOee15gLXu5WKj+aFJFCfJIyq4sEqlP92L4ct2MfoYnZgubESX+aoDnpG4oe75qd403krZrp6XTqwswJU0wa8pSQBuLv1NwAtPecXPKQ5kAh/JASJfvkm3j0ZYQwKN+/n4Mkf8aiMks/AJ1HhcElSH3oDXYBr4MylyIcHI4sKIuYTtUaalMp+QmFXPOt6DQOTVQePCZE+9P7HUphbBGReR44yxWoTTQjoNkffecj1vnMZD2iZDM6dAhakuR6Sj7CSXnRyf0ntUbDjzYkN4jXuXOn6foYihXQLnZ685ns1qIh74Q+vRp0jKtpgeqJyqeBgK6Q9kEDIHWILjJ7wl/jkFmyguh58SqJm5fWknLw4ggx7qoKGqGSJOZO6H6eCDVlWUvTYRQicYtU6XIREfr3q+R533TB2IoD9blhe3QJxH50iLyrRxHf+V1Fl7s2U4w5z57+dxFSwSWBNJKkFWFmlUUYp8WQZUkGCEYZH1UTCKk3pH4zRrjtvg9yCaSQj6OGIZuba1JAD4O1oqWgrqUMsgWGFMThLfI2pZPgXGanEJVTilyonXZIOxYs0hGMZEk5TdjDY5si4XxsQXwoZm8S8ejb5o73PIY0DXnsiQGhAZbt6GpIfjZINH5lCi5ilaUPOfGAjVIgDMGEqBCj7MQkQfT5MU4Gk6KezcDsLR6vwn8563Yio4Y0ghhktRBQA2NetfCwQkoJgkqhGwiMZn3Xs0LpiBSDa66AOx4man/E31ylieMvlu4Pebqyv08KOiHEzM9MV3f3fHdlhOHWVyp95rh//2MRxUDsltitBUqTailkgaJniPkVsvBx5JRzXBxQhRBsBTvIcJZLpn3D5A5B2kw2h4mlzmMqxfMbPqR/OIcvQh/rEFcAOBvblYGGHVBgUbz+MKa8c74uohsRXrN3WfRDsJ94dmqdIH2ERZ/wUfJcjeWeZU85MroZpQ9zyjhyzxHORosH1bMkOs6BimQqZX0Rd0opUUHHSG2sf1SM0t8sBdhWk9Iu7Kl+5EhrUsr0T8UhCp+sgCT6/PT6jDIQaJTJjqNxhEP4rrm686fMmyJ1Ver5FLAZJS5Tuom7+eLa1aujVATQQlJEUnBkd+Iwy/63VR6PRqULcR5yddJgk1rmJTNaLpFoC0X/BJUdpLTuWv7kObWFNgc1E/wOh+HMtnk9rvs+13Emp5uTEtgUBXhifDXNwQqHO5QayYqQAQkGp2NMCkViLoNxdC7KjHBIBJFLJqHSFAyj5xJKwgwyGQ38D6E1TUUyPnCnaqREfRqHXLMdXtDXViSz70q7nkwktE2H5Qk023kU1DrbZxuHhv0bcblclBfWpAiXhHksudhYQcBR6lRu1XMyKJeDFIcELargISAcmRHaapq/MFSk8aJ9rKPJU8tFJgSqxe7VxINJCdQTctHEs5L2tiIfpZPin2wRqc/8shb0s9BOkWYWNlHp9pFQ75Q5iixghGULiRuoh8Qc0yFBBFujeYco//URlRyC94h55vSV3AUcDnKNoxEXqRZqKqSGXeuizWrRHkLbhbVRU39Zz3/R21Mo9yHIPC0qGnR9SDUlklRxbctppNSof9hQaU9R7lDc8sS0iGwYqNGUza+TuHXucGqVLthVdk5u1JaepHUnhDqNiiimIjqkIgSe7JYMNS6LAv2j4sOal1Gs7VK52NMzIXUcPDdzjLFIRwfVyZx95E34F4m1OqbQKNl/tGWZNILbZS4Q9a6HiISnsTPQUS1IwOu0ug6dDVv7jBibxooS2agNLNyBlwo98550TdFh3RpgtdjtMF6M7pOfuiOvdRTunjhT2WDX6ApbxsI71tM9cOn5YkatSuv0xRHDxV7Z21xCjbLgBIncXcIAR8e8nfuyblMK874Uw+Hux74BM71MYZ4xAQdtk0odY2IYdPtjsn8o02zuc0MlE7yBuXcQfhjUuYjhZ5rX1tC+0GYwAU+WzJkLzBZlRFBAeTIlmZPgeVJVZTxPM2FKnra1nWa7Tivm1VDEGIS8XWux2ts+bYchsY/nqtF06AiiTmtYo4XTHweb58gRnq85EGchVnJy9ZT0GjIsuVUYShrz4mgCodsvfokRicZaYT4zpWfvphWJNPhF07GadFB2WhG0zOkC7k38C47NnkHUVQxr843o09UCy0YE6f/NnCtVQlcm6RCrLRDxPDntcMFd1UH1McobwjepLRDXvpMn+ZMH0wk7ONkUBZrrishGf1p8iiTLIQNvCg70k1DhFJuO7MA2UojDSuY3YnQgmbINyAAoBRAJtiJlROOE1obLeBcEVAdYFNaOGu5rYroeNIbfFKsUdjn3PG9ZQhKxogjPdE3lG60+W6KHxVuRfYOLpVGSGSUllAI2yKGE7v9NzarwJ/+YiRLdfrOoyGQXpS6LoX05vpATaEnNij+TjBCyf7xltkDjDfVp/3B4rR9WoiUfEalWDiFuAVVCp42mQdcVoXIIyaThdBx1DDbSJAr2R0pgSiQCFJc3L5vKIzMgCicBSS0HROfS55dOoGzbeB21SD/hUMuGprTleiWEo+C1aTpVWk3zcBAaNHG8WSVOxxpzQ6kznFmk1sOV9KAq9pTsD76w45HsD38dRT1D5q9DJTtVwTmdX+MoeLeGEnve9xrWY2+ifDO2tIYxWGs5f54pRqtmfNSXVT/jvD+2bOM8rvf7ubK5xG2JeTnm6Twtffi8nNeS4nC9m3l3akEM6LIt03Kd59PqpSmt71Gv75bbbmiiPDgWCh53aIDBChJfi6ykGiPDe6+jacS+1Pn9nM+71bq+V13j8f3udYnNd35nV7+5wdHrPOf18xhP3LTkBvACVrjuxtiQt+cauwOLPiL7QddMBVyUMwehVPBmmw0GGKJ/9YOltNVB9m243nINksUxJqhRqCMqonawAsPxAnqEqCE7ni3D1vurhkLN0UxMPxowTj66PAeVDnWUmMrLgL3mMbDDS5WLGrVk2fBdFKOXEj4jaDxpCSUoslQcuywjcNfXsdScFbtiEBC0r6RQ5BFXSIQ4d/z2eiIuzOGg99SR5KSRw1l0PeYLGqWIiqbmwFC3L0GfbnQRMI+w4s59hklAZ8GlGHgpeW4pQyJwBNjBKTnsx2k9EFUEclGaQKAFpRWVKzsHYqgcPRcdyod6DOLPvrjNK/vLCm+X1giR5j5u/OxHXdWjd0mqwaez9DnsYDY/KSBolNDYgP6yIoe5u0YoKnXTYmJi2JhTkgqixJS4woWLtLp/TrJV9DSR+iL+gT2g3jDoCQmJn6qiJkqaaNJjMZRWGW2wBWlv6wuqC7ZOwQ/UPKKcYZejZIdbre4icf8/KXrIQRplARlzVRBYp18oXhzHstGqJ+gt0qZJ8jxpoWalulYQ7xj/DLl1wmQQe6CclIL54WdA/3UYGuZjLqvOKVE9BE7IOx3NEUVn0bowHPT8keKH6LhAkLem670cKYzkgrDSoWkyMDDpNtb9x+FxdV0tfLR4ZH3c3++z399reP85mww+6vaaME/Xz301QPVo+ul9t9Qyhd+NMLTMprEaAjqkGpY51pqv794g0Uc+3ut4Hsvp87R6U5qNymcZw/HuRmLwNDDauK15/bmqMaut1xZrSeCQNghz3q5rnYwEbluhETJICioWYye7LOwoYU+Z58Id+7Fs+2yRPE81SNzPbqQQ5893BQ4wjU0RlWWue9NH35+xGhvNp5qgqdtP60q8GtXC4MguD1FtB8T51xiars3UrVlCxcIgjvsMpaxrPo7ZbC+nJQ3zPuPRnNcV84/HtSlkrf2Xl8OQ0SmZ2IxpLBZfU0EhgY9wOJtjahfxDxDo47IuhMFxbnUZi2WfaEcTWJF9jk56CIUIrm1sTGDP+5qI34eAm5aEqalS3B4q1aPjHZ+c4M+HAooIsJAVHzEOyywAkZDVQ0j+BhtJ3MeUepbLyViFECWrVIqaYGRcR65Dyk7KndBYzAMGgfNy0ySNB7GKCJsBvUrRoONT0NRcIVhhsKP2zXkmNbOgxE+K7sdEu8NelegIm30twd8SgZsmpY8g4Mg2F+Xi8B2QrUAWD6Iu6Sgy4ZsoiwLlM/GInMfHbowidBPecnQEKiM5GteNW+4PKPipS6pvL4O3hqPZE6fK9E+UTHZQiBWIIavJ+8e4HLFmijQUJasrxIR8CnbTcemMuReokug5OztBM2R3EwMoOoeuoYQIs3Wgdvg04wjrag9MIqrZI57EzIeegTaKZjvqmjwGqXVERQ45bXmckfEzjNMV6y665gBAlFhXWmmyIBCNYee0HqB9+D/lkFV8qnzCUCF2BJ/iNIjRNKldscnq4wtE5kqdLNra0DbqKrEdryVdx35f2SLWUTP9Ao7olcZOvobEEEXemThyTVS3uigMloNf6R9RYCuFjm1w0WmNUm5CATEJglwuy4JJtrmuBmaz0FBfyrhs236u2/efz+fnnyd9/lnr9XPW/djuvYbzM9blfer5DGX73Lnhc7f75xiarL/r+n1qOj6f933W8v5zN4bSqzZL6rwfY3bb3iPPaW3Y6e82jruZQsd6N0WUryPM32v/OUvafp71uJZhimmbS4zlfN+jKaLx/D6LXde6b9NYYIkdUz1eYwZa5+fbLuNe8nFfx3Espdb5ONrVx+t7zmFtZ6xTGltnrjrbKM339xiX2chOz2bh3VulIko5NrupTtt9TnGaAgbFSHs2S08kQu+yt8MR5TJZZofYRvHKoZ73+NwmXo3VoZ1muL7GYjos98cCiMbl/Z6AAnqIb7ksFred9LjObQqjxRGlmmveLyfGRgRnGkvbnifL9HQsuOtO1BDz+e7WZyNssJdgNibSNJT1OgAd3J6jmMpbVgSCGm3RmGNZzt2eamPfLghwvddqX6PrOsH6WY8F/PBtHdbBstr71S7UXuVlW/CyzxNE7Gy5fvAgQ4pbaI/j3WJOpsMs1FYZHdpIXI8FtCZX03Pe7qPi1zJ7XnJTjTGP65IteRKCkgaLI1ozsCvLnBTsQPw+RQGkl4Fr/iqi4nGWGxQRac46dlp0kZzalijVfJZY18i6Y6kz5BcR8krUmCb2JedFL618Bq7fwggPG7VMQG8wLNB5ePGVy4SiL+C1ZoseZ4E2JDId2qJ5XGdw6bQEokxFySAU9FBk/Aql5xG2Q6kSOW+sdiFUcLoebK95UgbieDdoxiYJo5HyHZkg+oQw719btBGdo3Qne4RqC3gDhcbDKXq1hsN4kLbrUJyD4pdnhlJUIz1/vndI9cIvm7ZiaF2xWHMSvimK0gcAfQyGOsvxFX0NeW4g2unnnFyxBh9WMS0o2Q7XBS9DJ8SUoyO8H8obxy3COgXd4OhNUTMq+3bSCLMSNA7WdVorNFWj2spRZtvRiPYqZYPWNdvRGRZQclGObXe4jOfHsq7VOIEjpxiRwXmd04GUcGe9v+3H95rud43HvZWpln2tdTXB33TOdu7H+VzB4juPy6gG7iVO513G673vF3SkR5PtWz0++3Z/dmQ3sDigJoyvy1TKem1Takrumup95PK2dtcylc+7Pt8tzeW2AP+hrG0xAN/+tKOWJst/vnupJ8hOl2rcqM+1GuHCa+vX+zzvs5WmZ8/DAqLm5+cwhoOtjnlsqvKtE5b7u8+t3eef7/ttx+5QRLhf5fgxWrnj2kKK+3Nb+00LNNspzPINtfMfh3FZD/O2zc4nGlPZjuk8EjxpOzIO3Z9rGsawGBI+tWrnZeQ7TNAUQlM46zDmdBjycBjyups5WPN+HmuO0ZCH9tVTx/fTVHMalwWvwWyBrAZiPI2oAMR7ZuPk7Xm2Gm1GDCGqZXtOKSL7utuu85wNYL6ib8NiRNoZ5NaAtm0bFFHYLQ1EykZzCglv22NoGsh2LsgyZ2oJphGE4jCYiQO7wAMSRRBc63OXMjJsfQRlbEmMrUb6i6Par2U1lD7TX8Qy71sxHWAWUQjZuLszGpmnLlQgCYVHh3pql9kq/0XNAQyyLpFEzT0fdHb+1PYX14jfykzp1skgTJfPF+JD1tZJIWllsF0enKMc5q5k5OkVxTXtIObco78I3+eELNCHIEdbgCLq6S87ENHA5sRY0ZFOnwcbUS9YGxq2x6uIH7yPGomYFaMiX33PxY4DNEXLE/SAHGGe2ThKiD/uhn707aL5GWgNKW2yBqqzoylwEpBNkcBZaRV5UrlW/DaJq82p+awNGG3sg8DTWGTQ8xCmw8DPJMYjno5WHwZGiTZpSQxjImefo4CSyHZ6PTlPnbsudTaj7obFL/ApiBpdJZkX9JlAzADcAWSrUs9wOoZjWIEmZACRdLQnecIPx5pjjceib7QPcUHeOD21fEAS1pUqT+kMsXXwzspiE+xqpE1MdSllFKlvIQfT22I5j7ax+mKJ6L6NF2ADZcFW1uMwymjHzpm6rMu51TLepmeuOi6W9c6CI4d5HOC4QbQOaUGnVGfz0Cy1Ho/xlC0lximAsPP8Xht4q99zWsLxc0/12nNTXD93SFP93LnprmnYPiei7BGXCoLV2PTR2GyPp/VjMWo6i+Y3fp0g8Hca5rVtNvtgnkMC6m+9pYhKqsv3O0bo6etjjEJNfz6H2XG5mCKCWs/b9xkmY+cpKW/GhGdUeLEpokyW6Bhqk41GTGCmAZrLIbWDS/asS0pnZbJRnyRIowoec/BqYMLXrs1unnGwmU4Qft7KQK9eNB/o893rFPk4BWPZRviB5/UYF2fbTk0dzoDHFwhDGwClw7LD2tgYjbUTqAWLOsouRopPT418HZbZ9Ba8XZihsNUR9ga6jjkFQ8JHpLBzqdG2AvQ1KDgKdPlDeZ5U9E1khxJeRyCHWUJuq+MUAygUUo7LLG85XNDjjM+xqFBtf9WTyEQTOYidmDD/UURAirSr7mmnhd0iJRudG/RdcMbPPeic7SoxYSI/oT+UwzjGxtCRdnLeyHMuaFT3XAiCh72AjVE8YnsgPSprZmXeyzyKjKmKKinuqw+ezZWJx2mr4VePR1LUkrcZxPrcfRCdNULZznk4OssTE7UXCU0jwlLE27nHLhEBx0uNpsUxTlIbIhmQDygJr4z2cUbhf3B/BDH2Op6HtqPR6cvKzCPYyfts3RvSFTE4y7E9bFUeoSA7FY1bqUBj3k2mi+fp/OKI+lMMUsRfqX4/tH8fYD9OSX3eE5J36LoutWSBCalW9fWEQoS8PdAKJxYBu+Lj8Mh0Qlp2EA+cd1t95MvTs6zqsjqSkEy9bJGT14Lvk8m+exDlyuXdFfki4UnEUZFyLpe8fH6utRgaC5FBpUnc83qukaErlhfI5MQyxWnGJ2w+3rUddh91ui/JyyG5/W/QayzjhMysNud3TMPayuvJRmJaQ3Q61WZzfQ5olvee5nH9eVwR7T8/e2md/d5l++xjve6pjkMuIw4TbA6ohRKkPr27v76hHCq7r+3IJxsXKaLpbT9cEX1P27m+7/PTdNLiighkDdvnifPy/Vmi1HS0pHT/XMXM8YJEpnRFcYRnIelKqhXulVpxT5mZta1nE7hCm5VaXKJhBtbRZXKz88qcZSQndMnMyzozB6pfJERDdcKGVoKvFgKYhA3Z6yUwZZu6SxGHWQvW+hC8k+4TwrNXsT5GlKhme5Hn1eA5NYOMs5jqpI+1vwCi1EY5BCqiUp875skGwHWRrPziSTlzdebKIrLT4p7eWp11uzgojB2kW1TICIhQcRg7WatTqJaeGK9kU0TbEhNtG4bo5UgeGUfPxcw8b8quj6vieFtfKQEEG2POBsYACaVGwDD/R0CjEkMIfkb4gvIzhMS3XqgsYKjkKLJdXR5kbPWll/kXPEw2fpcawOcxS6vDoPkNM9CFIt83SWi8Y/z89TYUgu+PLM0XQQhQ9MgB7x4pwOlVG4SXo8tQX/AkypClaEseFGYkAcubGqnAOoYzcSjb0hNSK7zTD8uCd/pRXY4TICI/UsK+zuDBYNIgrzxlsxLU2wmpAcj+xAigMXj8HR4xdJAmMM2JxEwOyhxo494t3zFpiOiLYjoh9k/WE4wXjjn7jd807uhzVICdwMtskPWj5lxpro9R2Ampxz8TeJo75WCJs1stOUsSk/MiKqZT90w8Tkn4xKIg0C+xVqXs97leZ6udp+l4LUmP5Wi7jU10fy5z6Uy3uY6aQkCsp6HS4vVZwrA+m1FW1ibDB6O3Wa/LaKrnabFincb5tMk70JEerc2lHlddNsubE3JBH44fx5+l5zbfy/eZy7WVpojeKbcef+68f/ah3Hs5r4n6BhZRmRcrLOBnWI9jP/al7JeRy63jfl3XfYzVwqHOY87beRznjvRC+17SA0UUQzVWVkPYjefn2PYpNUzCp5mC74GpOQxSXD9vO+H95HlM63mexz7atJtlxnOHxWSzX3u7qDiSrxzp+abY9h2bPe7bscUS0rCfa0IeoWuf7DG4bqN3y23wV7vJ+31vxTMEIRZzOo7kSWQ3uGnbyKdpoiKaYnBu6Tpu++K5VI/FvDPreSzglDvPtWAqax/NMliOFbCP9VhDsuLYzfCa2+4Qg4EWoO2WFa6XvO6z1vG0brsnZXBHVbvCEcSjM8SR2Xq2wLdhtEcRaT7CGE17WK0UxzwiMd6Y4MSynu5LmmAJQeAt24zrmJcJX1LtzDYX10rrYJjWpYAuHD2wS9DroomVEWI3mUYCa3guZh8ojsjNgHE6Nnme4b/Xy0zKTGKwoBoVAuL54QL0H/BkPaCGcTTBSmapoHgWGhwYA7z13YQSYxth3SjJ6gZVKjg8LovRKI7KZFoXcqAquEOKSv7/HOhmYUgAsQXcDUkoH/g0ydOcSMNp6yT9pgwUKiEGMi6LATsQA9WB9ElwDBL6WNNIIC1xRtgX/UKgMO3wRz8iUhbTg6FzKlW1ld3t8y/YRPrl6ZywFbuBPMEJ5eIS5RpK+mRwOIcDcpM9SCGoK55Edgjsxi/l6IDeBDJ/2l1Sl2n5o/lIqDKuSC6rnoyA4hlt4wCFcrAd+V8o5VuBqhp/cZqqsKZiRAXeYNwNH0xBQ8iuShpw4gzo0sJZiWyb6alyeAHHOHltuQvFvg2x7m0JpCDfEOoTkgTUs0JTgzmpG87ts9U6r+dzlONtSOyrXv94KtTjx/Jn79P7fd+miMp2nce9l9kIpucxriayn6sejymAfWy65rw+z5xWyx9kiUMNx3buQ70/6/Zete6nKYm1hrLuyTjktu8HKLf4NkW01PeN9Vosz8JZEhRRPT5bma6tfD5LTUaHukztsKY8TRNdz7mkcn89Md75MZDCWg7zDV2TYy/uuV4/7/O5p3lJ6XlqfH72OuZkLJxPBX7tetf7jun859m/37v1b/lSEaWmiOA4M0vgNPbudy2xmiKKeaibrZqPqKmyNsRkNT/fc5qG9dreM5cy3s9hwObh/uwB+ZDuY45T68u71hBK0/ar3a/jebaSorFtGxK4bq+BFUo1pEQwDATyNyg1a2zbd9u93k8rQ4n3x+5M2h8A2OfzuQ0UMlgKVkM/Greq+WzOdy9jTPtlKtq4Uc/ZJsL294TYOp4dn4Xns4E377h2SOPzBIPffGz2Hrb7OAVDMmyGcg3HueTUdu5bGoySb3eWOHM3DjE4+mDK0/ukdiFg354MMflah4d2fXlIpRjnUs61mBMypTI2PV1TBImr2WCGpjCn035tmApvrUL8efgUHVSAXUMEgH37v0lPg6c7Hfc1/3JLZobyMPIC2gDzRz1FaXRehRRhaLQCkDk3phSZkqwS/UaaSXOJm/SZSK5MzzGjLDX0ZVCVOCWGQ5ugh0aHytL/1BpQGQbBhaFxvB0rXZsBR44JRX7iKj05iKuhGDVbwsOF17UBooMGP6BODfcntY2KQVkosvwmHPQI0wr12EJixghI0SgIBAoeQyUkRB7o3Fz5uuv8T2ps0aSgqY5kg7KwYuiJNpXd24+lfk0os3VfzN4dNdcRD/5D/kdHc4srVDqRNK44OmMD7govhk4XOEJ4CVTzTOkj04N6XfgIBJ4HnUaXHhLL3x9iIVG+CCD/oev8nzI28Ac6TrXv6LlExSQ0RaIGE9l35w4XMqa7qqjk5JzFC6gh/aMN9aFA0MIkddbTP1hWa8NyhXJ8msb5LOt1P99/ntCEtaEBmpRqyzFMh5kAc1oX+JCnzdisDfGV7tfc7fe1WZICsFtfu9kb234d47g2PdE0VpwC5EDJ9+nwhvM+jn2LJdX7u0Xk0f4ArBBvU0TD9T2OexlrM1rKiKm5bFCr5ZyrKaL1sSTfcSmNdfQYltHgfHsIhydqLcvqWSaAw0qhgBx1SXG/z/2ARdRQe0ZzutcppKk0RPkczKN1fZr+DKPB6N6vxT4tn7ditNL6/cyzmXptGCy3qnlesiuiksvy3FNuCnBbQYF9uMPreA/YJPOxWkxsOzX8E8e5JiTxceDisK6phACgMadJkZlg2xebSjM8m6U9LZZD1ZZ2ddCNrogSQH+51Cb9F7M7kJqhXbch26dWrsitGtOyLYiosRjkGGA45QRgFt4hc94nkHPDLEtNzgP+tR8zpF6rjmmP1lmk8dpXuLvMJRjNiMEUkiEYoIhWSPZ1G0srwgLbJvArqszvMwcDOZ5rniyPxbMN8xS268gxFVNA1Yy8DT7EYvnHDWyR9j2xg4M92ZuhJ0YoIlLXjyAPhSXjc5i2MpuR1rnmChgPAuKICmfVlRTTmbezx7nKv0PHDz1TJp1J40XCbcUkWjVsxawEpgjpp5YBg8OZt0a0L4nkarRP6KNPtFJ6NLprEJ+q6f6lrAswd1zCb2S/wNU4R52IEHoQayadqjjNIhpjPwgBFymRSALwG794WCbPkQJ9NdOlgBjhBEUljmxyCne208qJPZDkKSlCOTHDBaNZABNJossZRMIpm09sBkpJqJERiwGJOTrVm+ms8ouzz/z06KZkVN2A/92M6OdKCSNGL41uP6k4ALr89fiJOEJWr+jasPigZHZWnOo9TEo0rtG3cQ64cxxpD/rVVdlggRQDR57DhIOgQ7zpvxl20QACAGhZo1Y34ulH0mQog6ccJYFF8wLkdRg6BZNwMb++wMD77sanm6XuwpjH+W2mTgueqUjZc80vqBTeEQCDeUmcBMsoiH4tyM+wwn6c9j04Pmxf55FB8ylbvZrtHLWAjMA8L+bHuY5atr3W8yxwWaT6/HMN0xT2ZoGt9vGzQVHsn49l4Vn/+VkBZvh+LGtq3d5jb9gJSxj0nE3RJJvGGpdpNZpSUeMVdLcMid3OQ/HNU7Bu2ZzOcr97ipiRi2mKbRS2Yk6nhjv/3ileTb28P2tJ3SIaYRE1OJ3ln/DzmPS///msBeK9FiPlXo3sG4rINT0+VCpYu10VO+MRsnXoA2ewkXC+a9wj+oetOr6+zWsTgpXFzdowooh300Bjqtu1Vzrj4Yip1fmZyoDqGR6pFH03fEQQJoh4SuCJBekawokQTpusfjvM1pWxFWWK1nl3xbRW20K/VivwyLONpLyVYgrBG0sobpguM6oni3CKjpjxWeJQC0wK5XX1jgZ/ULI1jg+7oQ7QaKEM/XNak++kVKM5otlCZz3tzAptn7Fy55jpPKY7u+SRhNk4NNMvK7pq2EnUWyRXQG06yGkg4dx6J2l4REVZBtHBore2m+0mF54JRoQgGFbdX3y+73CsiM6AVAEoo+vFP7QNhB8AYyhloytSabJL5DnyZIkxW4R6nf7U5bTXoaYSc5B8K2KN0/jFsa1LnUMUCY/BfwxgzTmTLE3d4arbqGLPo4dEXjtrR08bJke5J+ReDkQlCu+Q+aP4FTG6VymRdGqYkvjRAQGd0YnZPYQ7VI7djFuRpZp1EfIJiXtBTKKDkIwic2M9YQl+vw06JFEL2uSBzObKCCk8OtTyfjL0ijPA0nR/Esz2pvCHHRYOkSOJ5nhqqiJhKfQ8+ZwBWmO7IhZSNIWVWATbVg6ivH6baP35D1tXoyAtigNBQPy37e7Ze/83PVKpmtzcnfvt0CoioiaGVCrvvL6+w4uz758fW16N3Dj4u4mo1Cf+mF11chO5QjgWpL9shTEVGfWww/6Y/LBWcu77vtbTEuAtJhKmZDMsp3nOj9frWkCzMzl3zus2y+v79mDNF3w+/fj5PD+fjerRZszoKrJVpveLLICwOzHP4NtnXpAVS1smg1rPpSGcdgP6YZz1dc35+jkHnKL1FIrIrDxLXnG/n42kOuabeQ+9tFY81oj6TMws3m0KFNA5mrUVAp8OZHH5KRrNsb4l6C48iT7p+4llEPEAl6XN13NOrQBmYIvwmKqwhBOQmBQIMXxgeoyLEqtkRtAVpfVBU5SVTQlYRF6oR4xbKRP8hcce/OZRCZtQRXFDwwJ6joqBERkdx8nUABaYLbmJtx/SQ9g6LBorsTmoO5DDEsFYN5R6SlREIj0F/e6vZLDKQFe5lHETo9hafKwyQF0kb4h77Z14QKG3bDO2SHKLvROSlMmfGbiqz94pgpNccsMLZYTRJKEmqIF6kVA2WiiyeMjwHd3QOvONS+yjdmAbtJDkQm2J7kVMClXMcaysRS1IvjlMpUMqy0RAL3WUVI3wWfSWS4uSP5s9CwxWzdEXoa4k0dntGCDhvYR29NEXD6mgf1KskdUJ9pRw7r6ItNrrEOFItZODv1TKGc0QqfNX5os0FG1qO/l0Q2iLpLqKTjZuVpHsl94KTcRtNKWxQwqANzfGVKo10megFBpbbcUmcnD7auHewmNK4gXQUBKWjiaqHyGiuvhklAtRGVex5OW69v3c05pNmJd52U8jOdWyEaftc6D+jMY0n6SjWhN5t59FMtjniZ2OBzJ329bOL9OKL+1SIE3XHOw55rZeTAlSnGZg76b5vI7zKGtFkDRqb9HRoNoR7RKWzP6wbdSDqpympSniyrcXi9cZK5sBzvvUbTotUaj3ar2qffWMgo7+HGLOSSg1ZzqrG/rpXkB8g4myQ0F5omoN2g75eFFdbMu5cFfjIm2U1krb1jQXbrwaDg5RLRDW8ejGD35sSaLH/xmLKnI1Hl1sDewSjR8suAiUrEeJw6X2NetJCQinuxtcVGCJjHGuISJ1CZSmrokBIHoxqwhtiDVaNikimPTEDhJM5kxroq12gK8j89zfI/Bxklzu7BwZl3SPyNDduVsZvyWtsZfsONISOpI4B1kxSZSqSfJGgDt9lEsvkE8IHQ5JS/pvdbuGTJes4D+WqEY5FYMg40hIZ2W/EMeoq1u2Ew1SceB2B005lTeHWWx3rAbVD8XBdrCmZm2fHxiZKAR/V4wRRS2/zgkM5PJrSkkBpegyCq0LuZhj7onPtipUoVFQBAEdTqYHKOeCngo7rqk0afesodLlBvNc4kCI2CfsIlQpXlD91XjdpA3x2cNdrkE5WymsPmw7obD1l//45moN1VTXTsTNJLQP2lbmtMD/YSqq4xA4BKFEGJHjP2jStAbOHmQ2A0JXk1grllEjSKvBi0HhPkWyJM0xSjJSO+FHYMM5P+JwkgKxX8DnBTRtneBum3ItoJeUugg9aCuEWawpC5/tFF7SLn8Xsu2I5d39uGgGLbIOWs1rbwro6f9pUHE0UrdpMR8x8o4r7QRP4Z3pyHGj0/g/LQ1VwRYI4VKwUKRSwSuLf9E4pypaaIgB2SGOEZJOEuDRA/BCU/GHr8VC5CVp3/lW5FBN6AVVOClm+KRydxjwWSWb4dqUSkS60bNOInq2kslEF0Pg/6gksVQsQI8Fo2JoOK8bphB2MggFf0B6kKCISILiiaiwJL9fFfGpv/MySo8QrpBqmshTn/KfwnFcG6FGVV1qG/TbFyLWQ9i57qB5IQHLL25br5Eghxn55FEhHWaQciJeKBLcJUpmmR3qaLh0rD3ZUiIyZbd4YWJHDFOJSkyXxiM1k+iAaOkg2Y2SzL95DZSHKNSQTk6rRbLVlAelNPugS4rQGlpUPtEky0JKlv2UJ4KGgVXTGKhOyHNOPOlqudML8d5SHIs7jnpYAUk6RlYvFZjP0dI019DlKgcN2glbScacbnKVDFe8cizyeUUWB/ZVN4Bt8iRwZOkqA7LOg/RecjT8XDofGg2rCNsL63KOTerIVsIflHVRYfhwCZ1AIiEgXWxix3CtORm6tuzbbKntrqXOyBenD/rWth1MZt4A8eZJ3JOJ5MPBAxryV6HEU7GKxu0FTCPZi6YyxPkOlK4b8X2c6VpK+z2zcQ0ZdwLbNPbrxWDCtiBDGnGKXh85iLRQFQLUpBoluX2SalMvc7temzi9jvtoC7SGJ3Y05LWBhpfj0KXlYgliU5O6M6/nZhlpV4gYnCm0IbWy2LaVv5Fzo9wqcH5oEQllCmOfhSWyBmUYL2HyzDIFua760nexFG5WCuAsNhIChiThk2xK2y8rSG4AfSlGgIUVRLeqHkNJgrGb6tQxWN1PEwOQKdJtiekRtiUarF8qEkWX60o4X08bhmXGm4Xo+OoId48jMk3k8UUJc6IEJtBNVGnnxLRb9XV5RVBPfyHeNStGXYN6qsBrQil6ao9pIa+AvLkyeKQoHBhBu3QSok8dwCxU5IbzgCrmrqAFoDRKDGmlJaPkBxJcsf77zSBjihcuHj14mnBjpSh4qDfkR7sHn05tuoW8Fk04paTLzBZEXwQ7R7OEOezsWEhtqTTUzZApqOUTnhK6ULgKgtJHkFXyu5LZBs0omj5S0jJrZZTaH9xdXVZppAmPYFY0yHk/Go7oiMdr6TFhJlx0dRQllH2VeRgWZUz/UZ6z9P6GkYaL50jKHCELrZ4t79gkk1+hawzYDl3IN3RKgn7kjH2Ot8A2HAXnFdWSKFbZBMmtIqESOy3uSUWrN0fqOPFeAdWBeevH8uzNAn1e33sEd36+A68N4uqr+xd3Mo625311n2BCu3VSZCznDBpcQE0YLX2nZyatMK9hHWc1Y8wjACxlZsV5t26LM1RvAwe3TzOXJRni+mhKol3P5/X5nP02xrrP7YZbR0b6TJ6sXhBOZB79JcuiMRRZNj21bVBvs+GLl9YmoCnuQR9XQQDQX0a77bxRtRrE+W0EP7nvn4/MHMvZelznsdm620T9/Pzzz2FtUA81nG0xPEFjPAJYatYpe0gKqcI6jIJaXaTCCy/7CJGs7iXByKRkuAAJc3pQ/NWwC6rnQKg/W4lvgDbqJ7koANwMxwptIgBr9d23rs4/3HtponhRejy35yNnPhEAzDzAd0nkzQVWjLu8JJuEzqGlhPSDx/2yQKmiIBAgHux6fWYLbK1uNFAtTnyaCW+VhqrVf0Y2trHkUSAYUqm72tJszx+wQk2WQnwzP1FlDOXEgkGlnh2H0xsVusO2adqBpECOWfAR4SewnVP5hoRrE+Ar0kuUIhZ9xPpA1Atbm8nCHAx15BX3v2hSZN3Kn90aQytxUmdpVSCodEOkvpYRiREukTutEOiMLeiHO+jiY0KaEZOXvjuFSeooM1SRyiCRq1Dq4b+HdeX5EbzrJMNIAFW78UdeHXSy8nGwTjqC2QHImumOC5B29zO3uRGuD3mlrHAZazgG0lk0goINJj3ELn7DHpJXfzQfSDdIbPwSczYMZjrCEg0I6Q+39qsrJ3uOZUnhfxmGggPqK1FWRpAX4u4G9XyZg1SPL5ve3lTpbozHSDyIpTFYqhE+2zgdovBXDWjL8Tkaob8iE+eTJgUXWFNmBmxk37azQ+ZcHyzXBJTczzkIDYzG9DoGnDl/Psv8PK/3tToD+jqIBgZQeu9LJG9rXhSTtviI2Y9upxhiWknFYZ4US/lch8geNWkPodz2/TpamrfjnBFnmM6919SX5/Oam1s3MJ2egeErNCiW9fM9BhPpgNjZ8p6X4xiKb0pkOKjX+/2cBpu+r+vcmtkzm2Gge2+Iwjpfz22wvXvUO1JLYEFb19dnXptx4nSPJILyqHk1SnAEGa37z0/1FHiLZa+4jAl2jlR88+BVnStUPENYN878ccISxbTtpZPRWMx+DVGgsF3qAQ4b4RqNm2jy+b4OfKdp0ewSial1Kjh0stm1/foMFu65KT8sDKNipiYwDHZQrSIqhiryPAhyJRr02uGWy9ZgcHT/lKndw2yg9ZxDX2mCIf8QpZKgfojVyUF61Yr3vBU33wFhJkKqHq/vAIMIvtnAOYXL9ZyofTn3DkFPq6niu8hK2vSuKpOMJpG/tVTdTe0Bqpzl3I4l/UHNkX573rfcZoasT6kSaAz16tw9hG9j3j8D2EVnMjOdWbOOfsXR8G8BFijBRvWbyVsnSNxEWh20PrY1TNpidGcpIvEdwDtgJ8FGYgPt6hXvYyKKhNMi+cR0BQQ60y+aXciPW03RYrOEeEID0vX2pVQh5u0u+jMr9lNFxPplT1WczzTBscMNchQMTwGg3VlQsSd7Asw2UV14HxOqOJgHH7yNlNZKaczaQr2j6aYUv4q8xRyI4pWCwRxiF8fMOJVvZpnQP3Fklwj8rX4xTviAq4ca9HGc/fpx4+G9cOXod4ZT09aq6LYR9ytLoqE7uRFVjdEPmlTst+P86zExlX5O9KeiPZWzX2+2As0zxImPHRZ/gn32HKy4uQT9q4hMwRYs+e4hqoEkwk85aDHEVmIdncpT1kjDXzBR8ShwtTQr/aryemzXPy7Kp+O+r+M1Mt6BTG4Z5G77/f3uhzFOb91EgmHcjiGsXyuJAmYQ/BvXcRHzZq5533sDKm5u4Kvbt9IsRGbbW69DMI8jACRemh26nIdxzOWt7dcCsN3yvtc6tby+H2TT84GY18OEVWsZYYDrAK+NKNNuEbND5Sw3zLlaLwug3fJ6D0rWZ+nHoDz9+ezrOSq97wVQvNftTEXv2wyYc5xmHT/Ghjmti1ETZaiZ98cYn8EAYJw/33X/HmtZt49th/awANrN2b5/UQBpfYYiKsr6XYbFdtlt2F/HZCL3Aq3b9oy+mUAhl9pxvu4lp80is0pL5Xlvq93CbbO7aqGls+WEPazrufX9uRezWMqxgyBgu65mthLNsPUcliy0H2KnWj3HPUS9ozpt6ekS/Tjs66Du9wkONSMtN9vofjLwxdfok6lHow8f68u5YV5jP1t1QoMF6/PefPJj2Z0LHgcZIACb8DFv0GgTrWMo8Fk0zmTzFRQa6/q8W5+L0j0gcGjqPS/NFNEwR+8112rM4iac+n4f1Z6K/dyyo/9Mgvf5PMDlTdICoDihJsG+bSdHCOh+zMbD1v/Ct2GYK3OoyNiUZ8dBcal2sWQ5DrtOFIHyfzkQJilpoRuWDTu8nuwHVHERhO0eF6QIRortmBmJz9YIuAnyTNJvktgb54X2xy9y8WO7YJFQD1xzyc2wE35ru6XJdgm6F+eCEkLUHAoM0mXmia0aCmc/sL+iQWA3ed7RMV1DKZqyoaqRbdNo+kEvJaG0Iv+vmCYUWFUip0MqgZPSZtJ5KluOV8QIiJnAyqChidBNSVFuL2yxQaAyDQMVWtSDHpZPwo03vwuKGxVXjkocxvkl/xHt+YmFCpPsLwI4oUKAnvQVS8XT5DXWzUV/Fdk6iwhdO6B01ERTxxK9+jgBfnPRKbnyG0yrsQR6Ks+Ll3jLqUH4a90sKcP9gjfITJPj+9oGi/SwRRq4fN6vbTvmdp6dHHsW0fk6PaLTgy9dH5WAK+XwG89t6B2nTN6gf6bctrksxlU59JOZKc0CILdj/LZMQpt9ts+IcB/HDnbtZdQge/tQRFf3YA1L7Dp05Pt7TvOGvHxGW3OfSy4DPW2Kx8KZjB9gf12byfhxkXaN/Xi/r+dl1D7bel25X3eqx1lrP5/XNdeUn/faZvihTBEhIGof556/P+22REvr8nnb5TuufJ77YmRGcyAR0lBEpTUOcro/78vm3DZL2FDqcZlWnnY7Gd+9hmnM0dkMpTzWpzHgM7Ii78ZhU1YoolxXo0YAPfkNVp3ezn2tRqHwuk0Rkbdk9iwW8k9ZnOjLFJGxV3S7kfm6u9kt83WBceR8bhjLbpalchwmvms5TrtzabuOqWTERKE87hn4mM0CXbMpmdl95jA12pwNQU4O/WXDI10XkPLkrKSc868icnvt/W5ddPKt9fvZV4DsCzhe93v03xVRcWT/0WdwQOy1NcuCMZqEIuoQ24SDeQZAClvOZlh/95YmZWgVWCHnAkUUkGZioTlp0wmII2jOMeT0z2uKDqtcZ4AknTE8Ehs6Vpx3jG4FOZVFX1090JVObTqIBGfLilhBSYeeUG7dytG0IysB4+PhVpOON6wJwZwEd+BcppAB3KdL9HUi0UmUii1CMfvU6C+0IOAsCdU4jvqRKokzOeKZ5Kmoj1rYgOsU3Wf23KrsHw1ITirRMxFef7l+AsFpg+HVBWvDGgj3hA8T1lvPAB1PwePKwNFIR5uxoRILR2zgWFPec/aLfLSYJEYkl52RWYXVnjrg1y4HTHEUu+ZPCRzS+MKgVj+SMHf8xdgFam/5ZYnyi/m/5PFtWFNghZdAkoogPJjMI75X4ARu5x52lm45PhOcLQzMXHAqzMuIvnwJdpZeY0pupBddr2Pd5nUuedvq2iFSz7OTrDe3Pu9zj/gNmM4C+AYPVMncj1mNpg+cqbg4mlo1P7/pTeriZTOd2QB09fycy/L6bAUGBM5himhNSfLAaLXH7mf4bgYb6Thy9ejOUa41ewRrW9qaZsxY4SJHWXuqaZRT2/ea5762cUR1cGAupZ53L57d9XFFdLzOMq/L959z6MU1QxGB6N/zPdXje0/Cf+D8zw/TdWNrR5QoYlPtPvUVH2Wemq5kDw0t6GwpjT4i0/d2P/X8sHqyErezW5kzkqbizmAaS2F3VESMUIaFsXqS6pxGVfFpmrOErOvVTIpMM7sUqzjVZL4i6MqaGtrlvEcjsqek6gCBykcYNN0Fg5OZga1WnzXGaWukb3bvOpSDtToU0dxh7fgC2ZKVYDON/nN2jJOZIHmFS4xOJRssONomwaUlhxTg54ljzTM3g/TU9RDBCuMAV0RKT5lEZ0y9JphCN3LtLmZj8T/LKU8GaldJOIAliK+7HUCcg2gVbP0PgpgnrOGitp5LQWSBeyPcVMCzYMP2QngrxwuiExDv+q/bFqo6qUqqnJx0bm7gpVLbYZO0AU+HhaeVUkYjakoiz+W1VRSaPMggIjRHMUS+FaUUjJAaweYHea9BFHaAIHbfLs0qjeaKKPgvsFXDhyvlQAbInfjDXoUy8TOzG4oLEySBF6DxxlLRRpmoraXeiYVhPY0tzuwtWv2AitNvJcUjfndhKCPeQN4/QfoEwchFF2elDoqoonhpqPGgfmjtQ1nxr+KCfAZzgtKCm1RfgkEQEWy+nsrDW2yZWN9l0NH8WASPEQFO+9dcREPWf76Y7Gql13mDnZKOwwLuK4hRKimQZT62gGHTZIVZKFVkZWQ5dEPdLdUK9hklxTKfRmlVH7A2S9Ov91bE/VQLpuZsPLqJZVImbN8xk/ivf93LtsMLNENmuzMbYrb3ceiyIBpqH2Wxr2oLq92PoyWISAAAjJm1IKQ/U34/n65U26aIfvb7K4vIiHGYCKbv36u3MpmoT4DePT+O0XDnmSkgDNqKF90UCpKa+rg4QWgGF6oNXGfa/t79jq3dP5IVCEV0FcAJE/SQv3djXRMsObX1+rlXc6elicQLq4e0eMTMNEr/rEDAFrKQ4nSlZ0e610Bwu4/Ib0OvxbkTHET6S83V6ZZxzvuGT2NlHrEFPa4K55FgD5fPnFcooil3+wQJFAKuXzHvybxUnjK21GalrdtqWmtxdznUAKpbF8nRCVGuFktOszK0hiLqSKS+L7VAE+TKqBbwJoRQrPZc0bbxi6AsqKiOqiScccoDMr+4QvrFMNlWckw4VQH2lewSMlCLLHL4jzLRIaRYFnjDzoBqThgnUvCAHUM+VE8xE4HyzKfNj2VOik0uwDhjhxlJ0m6XIuY3YetxZxUc4s3gp1yEpAWNCUeGn9K9xTFAPRzFKwAVUpHKqiKBIKGPoCG0NnJNEpROTKFBwolbI24AndenGvv+OzVHl7y2Q29yyg77SaT7m2BE4LI84ShnKQe2Vs+YagiPV+g8xSD7KAbpNSn8oFw4kt5OyXS5cKqTXHN07kZ0aMMR7i8jA15iX4mlCAADvc6cVWYypID9oOOogRGRUMn+V4OllId0FEFeY7W5h7L4RpzMt/Pv3LDuFRAfA6TAdzDadETC7Pk0g8iSfX+/r8cAYsd1HNc579dRztNctWlukCdk7102CE/Sv0Z0Umv+9mvSsDCn5pTNgbgs2dSexbMik2Zq22x7G4BszSNXHI/Q7+8xyl7BrdhcEZkgPI5S82HLVu/Pc3+AprMGDf23zat9d3SDltXZOO72pWyWCe9axtWc53XMZbuu/b7KaoTT5miZ9vOwZD3pei1oiz4ipPvMbSii7zpsH1pEGXJ9Xmo3cN+xlrpctxFBzEYW7opo2TBRu58bBN15lj6KfW8mJLZzb8bA9ryWNMrjvs/ZHuvzQDYbI7iuZqGcJ2a0jnt0MxUk706TMeUdzTSJsR+ZwFmO3e80gAgZimguxSDoIIg8rt2cfPm8ZjssbzvIp8fgzKaX2r7jTbdeNSPz3htSvB37DO5QI5HzS7Ey7WfD+zVOnor7kFwoHFsCoAmwdqQjmo8FEsesEKiieWlQyG0uLozQQBmKqK1l6qO+gS76uP5uKmPfQG00rs90nk3h4nHePPPsGIYNq8c2wYW0L9D6ZSng39czmZtL1Xm20qbmrFpf5SNyJWkWEXFdrTCbQin0zyimuLiCmuCLccdJKYR6JByBKyIJptLn+SQQ+f8FU0M5TaF2JBiyDY6c5zlTILp8mkVGTTEk77JEEkS/SyE63yNPLcECIRWsZyShduqTrNxWROtZzzM2TRUNEAJBOlByWlohcmu2jHV8mmI3pCYP4/6EU7GfAkagGilDR5tkBBfAgJqF/rccF6m83Dy3o12oY0iuiT04LNKHI2WW81rj8tF/uop+1/kl52zZODrIRjP1lSEn0DdcVgxSK/9DTirS1EkNifXbRomeNAhQjQp9R6kxAJGlrSuDLlqIrP++syT2FQvhB8E6aqrTW8ZgiXFANyiAVcrrnWMVo4KjeFjmlLr84olpZEkt7lMzJTMo04fWHkX5iPozwFW9Pz82JXctQw2ZIiovpAM38rbzvM80RPW872V2ZTJVMHEa9GMDdSZaa0wsXxz5VcHgA2GELKM4FvLdynH87HkyR9VUjR1z/N82s71w1bZmP/r1PVIb0qXjLg8X/NWx2Tjmzn9s+W7n5x50pVs7LsvnsCdDsd1Lbes9rLqybuYzepZu6LmhkNL9HeTfL0s0e86v2wiqX7dhAvv1AeS53z93Nyajtr3NF5Sn09LOIvnD+X2tZfxCfrxq2OZqAILPK9d+fIYef2yo8/sHiuy4NxulZ2gvA2A8zzzK/DJnT67X+2rmQbtP+5DAUOZU+vK+UzeR93rvHURDr8Vk3/m6d8Ccn8vmnMa9ec1ryn2US5rneoyyzJRcUwX3acvVsvoNZVpGea2t9eX19sym923f9KOZB+ShoxvdXFPHcwLmdj2LWb/zfZmmmTZH74/dh93Y0RvcYSM9BQh2ee3d8HvtOpyOOM1DqSe4hs7decNG3W66wVPuTYkJHfigp6GIRk/yaqgKu4DX5wBn3vtecwFYwYYjOTl369f77KPYXkhkW41svIxh2V8XptCWfa4JzeOJJw618JXP2zFDEUUaiA4/gemxKSdoMNEd5FrJyoUtmAMtcGkAuFWTW3ucwhCa2THe4NqA0TIK6rIa7DS/ZJe0XOBrx9c7cVP8wm3BzzIJgOb7Ckr1hVR+csKY4IHma4JJ2BoIQ8mWKjIbXAgB5JTx9Ly3AsZWXAhMrOy6FcUvHBDs05TM1l/RTdNKwg7uESDO41na7BTZ/KJnkgUiQQD9d12acoTTNdsuUDvusZLHKiUPNSa5YnkxzdlnAdNjXCr2MXVO9VM46I9waBRY1zdTcSL2rNA2epDo9xQuvQAo46e2s6F5+oII/MbxjShyx3H7jVW9yS1G2eWjKF5R9ajICHqU5if6OgMIKGWWqSr1PUP+eA1uEZ84cYFZygofGJTrHFTUIUJCaivLTuOJAEX0TpIAHtWjCYEoJmaemI2n+lxbf/9jCujMA192Xc+xH2ACgExAsMy5uxY20JF/Pi+arKetA7Zx43A2KJPhpErOxNRBIUGPGHp61E7zKLOJuWUC3+e2tbTtptathp1ovzZ8zFiah5qm695tPAwLdte2lOXn5yiWKdYyBO3PP9/vv4YietlFfI6x/V92WbPhut91rft536epr7X3GRbRuAAzdI77XI067vWcPVsSAwtgNZjdZ1qQO9wUUen1em3VUB3/7OfnWfN6/PNd4TADvnit738+9urv+06TbHCjWrEdmBo8r82c4W1rqL8tEEmjMgZw7c3KqQP4XOdjwyS0Zd0uDVzhnAxDyjqMlRljZVtACY3Il9nsuyM47HJfLQYqTd3EPr5SDk/vMwNWghlBeA3a4gkp27Zk+ulwU4/Ln6qlJSYawvO6bD7HtSwEzK7dP/UWRtcuhNaaReRvugKfJyggANdMdjG7AAoziGZkpCp13c8ZMWQX8jzU/TpqsVzmr7PiOq4Nz+52WIfzPO5kaVjtuU6G8qYj033gxK2KM4/A6snYt/9MzWEQSh6j6ajpCAepPhktLgUGt2b8zpoD90Tj+F/5TW27laIio6teU/PB0cPZVnxRT7R6yJPHDGPNd5ZEgEFWBmYKYlurdMDCaiMXNMDDBOVbr+jvCJaEUVQRwEWcivIalfDy6xj1miuYcuRQBeOG8iQVKoVfFhkGSiurHP7DuuJ9FFItJgaMseIyUYeQKIEHOQyMOcJudljeJBzJPgO5IRSCEqmGyx23KZxaitKlPsjYEM6kKXjhmKMVwGq/WMEKNKoV+p+jVDBqPAUZA9Es22G35OpSXtegyKbeLbZFdnCEBETmJ7pvRHzgB6EKn07pRdsc3KXKnGE/FRfEp4jmeSKPDm1UeJXJdRIB7crJ6mu8F/gbwfE+rq0P//u9jh27gZCbYXpbr2shXnrdj5LnYlNMdLvzKtoyU/NhESd9WrdrmSDtlPTC9yTONiJdloPofz8bUqWIyG4nBo0CFNH5Pnvp630bjAHGSpmXfn6PdWmbyext60MhfZ8h829LQ3Hty34eQ/aneR1WwtZJAVQcR+7co0tDwuplQcRkbcUZn42E2xDlny/CeqrBtCGw1p5bbc/P+z1A0ZYP6Vt6qvSU2pzd6GSGVwcBrMfIIAtzMME+BSV3J3+0eWVwH0ftv9avv0OmcOjEyQ329S9eUhlbqy1WD8zNPfvUQU1BXmH5TocictRHxklSZ2arjBoZaARcmvPeozeIGcBCUutW+fL3ittsQHZP+x2PpsAKtj91hwE1YBTEue1Ts+a2odCGcKDpgHJe92cEYxlMDuYJPGoG/zIQR2FuWFwnEriSpJsuJERlrR1SpK8cHwHD5SlwgSLo8gb49l/UnL0T89aUIwFvP2FuSKLHn1BFfWwSE5ywZIwsobvbvf/kM4gjRbAgbk2IPeg1UmqjMbF3clux04hfjv/Zwmh+IQagGHUypU/nkGMRmc+EjgfJuOhp3P8c6RJ0FvJpiwRIlNPaFaQMoslRkC7aFBkAxb8IqoNuLRhSnQmBp+BF2U9f3IaRhI+8gTb26iSuQEmyM314qC0uC+7VtvTb7Vh3zepPetCITPyHfWiKgIJMVlZi8Su1ItPeMrUvxleXzeN1wuztqD0NZtWQ67qkQ6WFpeEJS6dOVY4JDjehkfJS6pEQGBAVgxsIW0vxNtQ7W6JFXlZ2Ga5PjsxOuh4qArpQT+NwKjvOQKM2M3Th+xHpmLsFRZvIBg+pogP6OkryxHA6kOGLtFe1BWM5FlJ5c/qZ3r3Mt995WUvyO1SCFC9VhUL/XcwQnrfZpG5bMFVrng7TUTvYvyczJmqvbT8WY4WrJk6y8e7kuhbC1axlBdUSzbw5ormQrABTbERbe5jqcQGgkOfrXvEtCWma1u1Edp/ejoOfFMQbtI6pWx5vCf920fq4qqkTQjMxASQqmpkKRrEOtPSZSQCWAhVV4eLPjRidGWY/cxGjD4a+1vM2ywogYPEMBes2xpqzR+T60AQydseccdDYKWgD9ATorTwn8paLqz5hZ0Rb/7Lm8ZGXGvIanJqa932fKxgH3dKkPJezUwTjihtWpJ6V7mdyeSt2Nz37uEN+SneNO3x7szOFIvIwX7PbQBYj977LLEGZJMgIvxbMScZE5FzQwEiOU+bwulyP8RDKekXOa4iwEeMXoodpBNQyCrQS3Rzb1FWPXkV31E0hpcTOTSVFYLYaDfJl2U5YfuXUf5tGQe8j9LkvajDQwPqZo+txJWIlE+Rae70mjwt26NhPJB+v2tWchk/HSp/WYMDzfaqsEC1Wju2+sI/hKowxEyVqoCmk2MKCkRZRs3730YaGTiU3qEthiLIbvJgYDrFz+e44sxr0Q0NpkzxVKoIt/r1TcSK8NlpStIqtAkM4oxtbiDscv/90M+nLUG0WT2ZjbzKlVPFwP7qsijt4seYL4RGB26aYsv6KSJr4N+kt7tezHc9T5BCJbkazaAGymYjxVF3QtwoYgQSSey4xa+WylmkqrHDrCqayTynjIC50R6YqkmzupzIqtC3WtZCbDjOMY71Xz+bnSlZc2YTWSdeVtfM0VA5m/AlzTuOUV+ztyNzR865KLoVpisbTQHnCKO3574I+Abo+waGhDBNRT55mBsxghET6I0NXekmfG0LcyLSwsghvI3mfkrjY6ZuPC43U/NPfJ6DQsDLkQHVdEkBiDdL/XgDbzdxtKym0BcSVMkqzE/ytN8GBeJWKCMmfvAbUH8hjwrwguTV/ejxKF4I3TpvGRhJ9B7gbB2PpvhDJXQXf5adAZbQmXEtkJaWYx84gh8aBPtTUL+yo+IfsV83OK6PuEejHyuxiUMP5CmWhJFnYB2EScSvXUWZ2jRWI2YDZxA0pZKt/tEYDeF6CTM79F7EPe/6qAHVD5p3/YvpbLjIU/Rc7rPb0U/3lOSg8UcYYe8e1nrRLpOFVhXK/VdRnHJSVXGdPbF2zs+oNhwM71DsOF2oRyi99FoYOZzPFUajOo/j9VqAA1IjV6Cwjj0TEE5FGulA7jEyq4RnTpwKJwwOhyDqcjgvqoGD0R1X+z5lWGnLFGHn0cvvHLpCQbs/gbZfAlSQQEC5W4fjkS21+XO5g2h1JXL+04M/3+5I1ES7sYIgd+d84WVXQ7rJBV8B5srTJBK7pBcS9BL0o42z71Po6TbD1qKi0MGcDlwmNa8FZ5FmA9YkLUW74PhbXD7hC2YvLHIuU3V/ByXtO6ai/cd1SNPHmhaqKzzI+NSz1oaDuSxOV6m4P+0OA799pQIUek1AXv2mg6ZRB2O3rwXmdkvQiXRr6wdgM+lhNroSX3Q8QE6OcCQSa2Tv7x8ygxlYv1P3of3xiC4Oqt53PVZb/X9quyaYsLu/6r0XUOTVnPrLGAyXBZUn0XilClDbGZYyktzjndGhIcYodqh8tUg2oKFCzPO0lh2eAnSEPHMUQ1TlJUeWhoUGGU5L8IWyuoLCO73lWDr+GzDlvXaU+1lXy6sJckCkcYHGJKDo3BArEQmtEByr5KHESbCeMA4ZQxnEScbI+w8pBOzywFM5nccBCSuIKCjqMdZSAhNgx8ahzFoqEiRFgExYEvxfEvjrqFj72MTQiZCwS/gyZogWM04viWvcrh0ag5om3XzyDhE5msjRgnRetJVRLEIjHbo6WXhFeeNO7ihGEw8o9QTpUb2XYNrpWfo56HIJM61hC6mk9kJvmRrnI+wN/UwX3Y9g7qiwZRzAjNsCAwDZmXc7I+Vaa6guziM+uQps0Ykn42OqDOzSQPsfpWigWPevELpD3mPt63/uyGUnctXTjjDCnUJOyyRnJts+zLnszjK7rob8WEU87CWITSgNFhp+68eLNSkp9f91Tr2s776ti+0LuU1mUxFge971RSWmRbYFFUNX4oteveEakC3jXI9dCrAuP9NvpWKb9fl2tuyLKZDyJpbD4243A+2uramu9BPE8u0ZV40MpuTVWFAAuLaG0JTL1wljnMX3lvBWO/L988RpIdlGIrHBU8g1ihwLpJMIzF90ZOBqbmVRAa7cF8U/LvtUsO4cpIKg/uiPmoO26W0jB/28VxAAQE3baL6sqJ7qYaCV59j05wxPj4JkTm5pNIlkfbpHie6zNRenW7MCYpKO7W7klUiiRSH/AAozkypNDh4v9R/1Ihzrr81cKvRZiKAyMmKOaYtYp6OASGS54NDr/62hvSjMOCa2AUyISw7YAb5Ica5CzPjNjR1HX0DCQucHwIbZhEnxiXKmCu2RgaHZKPOZirfBGvdBJOB2IWoghyvpAZGeYWEVE5YJh2rllxqGC4qalakJ5ySIW3ccv9ywVQzhaI3dQ5KUMLlulOmJp+5kTXmmBFcAWUfTuK/BsyRRTbJp7M7YU16S6iUEQoiETAiZ4dwJnQd7Qc6DO8gI4ggUTGmrKWidJIH3fIaeNbmfW75kMQ4kv9P563a976fBzeI55TNbJFeBoWfh5we2FRZhEK4IvyRUatGPf3ne/nr2TEmn04PgZaLnXdA3U3D//XNPzbOtnRD9Vp6gZndxzn3v7vNb7vY9uHd27yxm9XOyf6BtNLVRbNe3DeallRqynYZojs2taj59vtut8vk+3YSCM43q/njv5IC42yMcIfa2RkUKCNFeMuq64TgpApdSUnBd9tJejmiZ1g6I4puo8cBcNh+ozfPu/PtMKLgVmz+/T31SmWQpHHXLcrP6HfGxFdQD31MvOYE0m6CeuBrsiM9VkdwMbxK5s8H8tpcQ3Hr0n53MvZsZJj3gcRuhZWKChhlKv+a996WevFd1RklkFSf4yL+OIZv4o6SEpItNVy7EXopwVWYqZMzQLlcNXscLSpE/G7yZnGVMk0SSHqARwZA/jsLgeJkwlK4pU/KE1gdeNj4UMU6TS5Xz3POfp7yzp3JRUpigsnlJaSptzYbZI7BR+OeAUPkAIAlXsOVoSfZ4dG+H3muTltTt56Ch9BAkvRolt/PhB1Im1Kk67LOgxQ9/RU0LAGy4Cj66khF0k9k84DlUcpe+bAZfBXcS6a/eYBSARb0Qsi0wOJc6lg3xqH00m7MBmjgbunF9mdhJUxfPjbAoWQDNWZisnHIfHysejJIxyInxN4WbWPo8r+IvaCOvCesmEyyvA1QYpkNUCdusEDbc2bAsJHhzIj0XcuTmSncpWwpMsPcCvU0aH+TaVmihSXbTPWjNaVvmLfWzy3Q8qmHtawIyJMIzz3Kt1B54SsZpqCgp81Vl2x4z8B+c+7+cxlj0xfdF8Xpd59fdRjl/Lfo3N9zYhT3abp1rNpwKaWmvoVzR7+BPih8BBrUQ6y/PK+713d9Ys576+/9nWn3d5vmfZPq/BR3eWoYi2+/UyPu2+f9/jtOsCRXSsg7q1m3tpu+7rPue2HAfx6ENjQWzvpl4d25xzS9Vg3XWa1v19WUBrcbY7Izt920xg2++nusyHM+r+eUYXkVL8vpaOGJiJeW9AtmfpJnC6hY8IrhlGXvF3yjHwEKEyNdrS/EuK2VEsizV5Kd25v/n3hx1WyuR9/J0aHED3Z63AhMN70ds2V5APLmHm+C8xKeouOH3tpgACdDbPLWE32e/bwu8ch3XntCwZy+xCBN33F2YSX9XQ03jkERyHko+6Cduer5+PKSLHdbe57tdeZsDXffBOD8wVsWzZt+6iFQKKoYJ1mhdGvvulWJcp45Tkz7Zv+yyquYBvjwpg3xZ9NxlK6QkCGcZUOM89AQMIBWMCxW9Z7R75o0TS9s5RiHq97IKefgXBV4um/D2W3QUSBYuMTbItJmYwYOjq1CdHaslUmhvdNna8gkNEJy0pTRZnsivl6jE5KFxVSnDaeriEC1sCcsfJlK2QFLJ2OZUQMinkISDBjU9ZUr7t34/QSQGsrs2aMmFB2jkLIomz+fiIfQJSMFnbhUeH4GtOAMyuif+bTyi0Mxku7DI0Pe9rJBMlFaiOVdyuy3WUCkSNgNkWUZxoByU6aV3SdlxW07odqSjPwvrFFZgXhZdmHUAzMTlVFCWqT2axi6GC9ywuCH3kgcHyqvXwqEiZChsuSgUdrW6yjLZir7szIFQZ5soSIaZuyAhAtZX95z0Vk7agdQTpI2i0salY7SQHQ27ndWxJXpC2P5/nec5yPbZcZV0RqH4MsTz+HTsVw4HdR9tvLHuv22FkPCYcxzJOYOWCO70h053bYkrs2s9nWd3Faj059mH+PJ+fa31/hgb8PP3++Qzs7379GGf4qDsU0fe7r9v3Awrr/fPd+7LU423JLEy9POfzMmV7I4A1b8/nqmN4+nnvaynVpuBMNK3tOs2WMiLSNBdTRM8K4XU+PdAP6Xi245rm2bTxVqzG62MY5AmJZ9N03KA5bddz5LkN5WVCwvhCIZAY11k3Y1KYsqd3KKUas4DhBffNXdvbVlIhg0JrRsxggq3P17EiwPU+TZIQPGeK6L1anOW8FGDG99e4tlrH2M9A/R9nG2VuiMMpaZQId7PHZipGXmr33XrTLAyiXXs3YTl6gxmq7WyYrGmHsXJbb3fnjNk2s4Y9WNkK8GcsbYImxYW5mZ9zts12rFM69vV5kXsUb4Z9Q9RlNsqEZoO8v5ABy4YHgMhlXHfhfIpSJlWQnsLIdnUhQ0TxlJiSE0y7/7ciMnG1b24DuStJc2K1A62vCaoCHYUSbgKcipFF0CpCWQfiLNOtD8S9JvVo54b3JxFwTEZQp/giyirjcAIOnSUKJxQkDG2ZPmGnYbRWxp/SqtZ5uFRCntEmCVAVAuLbIn2U/ooGVDl5ZDAF9AWHkHJHrGTK31xQKQkEqItn1rnfOJTc8BWn6QHUcaQ0nWJ0oGgqTkfr/MGHZttxoRwAXl4pMpBxZ4I1jYpfLEsTI3CqSJJ4EpRCpWfFVGk/k/YUOisz89Rxog6d4uVVAp2JofTJsCLAqVxnE1OCoBK9SgAgE42IoeU8ORbasN7B8Of+AjI1stFVxrXKZ61ZEwKjg44jjssCfCtRHsccRjPXsIXf1vovvDC0pqg355/PnGddztSdYt41My+GR5rA6nWUzX17M+FpTHkzVTK0dioko6mcm2fTbr3NRgU3ZPXSazMd2fJkp8CnA2YGscYJP8giLdv7bMfufLQmyPr5+TzHPI840vv1r3d7fn4+36svJsJ7hXC9rrmu98cslLa9v2cH0K50fCCDOW+cBmhs6/xxHQiqbktG9ri1nJtRVbfbhJ+g0a3vnwfCvZ9PLa1QE7XzPXSupStgjnApol4dSjgvO+AV+7E4rAFzXUMRwdZZjJAcMtInlMhknpExo67jyvMoPZcAmc5loULQLzOAWNmpn0IRjVxKoOwqExDqeclWjs44gdV+ulG07SLDyP6xRAcWQ6aJXSymcKZc2750m7JeNs7Ug4gMX2Uubv5w0jTMHlvmX4ieaJcI9l8Sf+MkWj9vKaLSPLY53HqY96S1RwtuSTWFT8jD5jHH6mF2QQZc7HcEgVotkHX3ID3FeZE3aF+q5AIBV0rkWh20TfeA4kMBVVPivFGVx9ILwEKyH+vFSVkJvQofkwBYwUY5Raip/inXbArqUvySYrFALp4W6q4HVg61ACrClXs5VYVmioMUi87KdXmHuPgPVyURkYI6VlcZ1sM1xTET1E8gMbSR0b4GQP78UqTKU0+ojzUlbp+itK3Whhw2aj8uPRhedVl/c+ay1kS4dFy1uh6YSS85HOTKFhAvspfnilIq3EFntj/G2etTrwafOQqsM9RZR9UcqHnunZi9F/WD8PQPlbvQluKEZ6+ieZ4KTPtCrSgEgbqWrQXCNQKRGamrkRe+BOs6miMl9xdruTpjS045V79Pz6X+uqrJStG4wtlr18vXM4ycc9pt6u083EAMWLfcWcmhqky563WQpIo+IttJhOlUO7x1nWC9XKvCH3GcH9lfr+04io9Uv44KgT+vzz/v4/XPcww6hc8/r8L4xJqwn4GsdTPD7X3afHrHNHIyxtZaEa3ZC6Rc6hlzCtQjybJQrO4jWuV3sY/0/fNac0/JLCKq9bEjnU+7X2WZoZWrFJGrJCgB8mr31fOKVcyR0R1IFlKj64R6z6k6/ES57hxNBonKwGH6TCDTcbzVRMd9GvpXEbVikofLqh+OXKidCebIx6Y0X71mie1E6mzEiXZ/6o2CFJ0VWljYTSdXFHpVk1sUrASHFkUQBKSIZ7Fw3/ejKTKMayyC6zvZKXVjrowU7f6BQq967ZxCnDz1XoL/OLvxQnLsmo2jqtIkCq65lDE1Rw+F1UdJQYbZNOaTcDHKRN/CBShWhI4owXylbel0Z1ify+bw8dMIk6eN3+wifMEP7kXXMuqSD6CA9pgZ1Ag/s3Vnb8XVw3WFNlxq2K0T1B0QO36tK30q7k58NSgYGEAKEXLaZooIyg0abXR3KcqkYBX/IU0ffglK+Xuy7ANFOCWTKRKdaY0zWR/pgQj/BdP75ByjRPxgxss/PqwKw/8n+kSE4PXz0xeEGTdtKpznjWkphsVR9sKKobmHiGqrb3UaEWe/NKWJMZXBMmo/QQ2FbzdYz0xglBuSIbrn349idxKjaGjTwBh3d27FeZFvmNReOLM/MvQCYzg4BpqaxuhiA6cK43gc1nJMxgX3dkr0e2mJJHqc3uNHLOQ2nHaok6lK8L/2ZmqFeNGXNp9bL2USWE4jlnJEU2Z+6qfzfj2vfT0ey0R3z0VwMZY4WgA+dF8wh3p+aJT4pCtSAiB/MzlGMF+c3IukL3K5qpdyvUb77k4cAvbuONk8GBU+z/dfzz300fCIJMs3dF17qcUsryWX49zH+nr9jN7uqc3HZi6MWpsCXLdjR4CrVTcNkeeET991u/d1qutyHRUVl83+1uP7Wu3Lv15Pb8WllNGfPf2427yYb2yTIhoFh21aFkwnLU7qA4/UWPZzw6OxHeDqsTkzeCksiWAucGP0ahygxpqGmSzAS5d9w7TlKK0LdYhOKKLSyww3R3FFZNll52J31jW/NFKe6Z7174fRGy83ay4bp6oLQCJbIKdAW+aYWKP8cR+Rk2EvbSpKwZnA/ZOxHzP9IOCyZyxSbeETQ1GmEaTb01BEb2cEJxJQ+HcB4ZXfdnHZ5yHUQF0LMEER2Zp+LkuxlO909cvnZUJ+oY9IishV/qixL5i8kdsebGDd+X08/ezYoUB4YgYIioIdRFgUw5qUBMmJvgiioBoS95wsHSdvVjbsiAv3TJqcx2DytBaU5llGZaSHgIAjSkCoj3DtCIbSKha6opX5sxHDjElAbIbscj2AwURNF2HZmS3pteAtNuEoyCzhp3KCCK1ApSHMMZxXyqUKwYc5bfSEYkynshEiiVXhV4zb9UjuipY4QHFJwEXQ4xGx41bKz67utvD1h48G4pjdZv4TPrckeVOCQTbubixnRLGGlR+TL0lT9liOqlxqcyRYDZJVtIq0teKBxp3BDkpz7BLPKH6JxZXTG0Hj2tQhlKgXLj7bDg0GuAZdq45XsooyOWIh1fUfb9AcndEpi3hjMSZyj2Vmji6YVSPbQK9tvV4HfrNjhNpSE8EvsZ/nhrC/nlpC1AXPuYTIUBCqIKuJn5ZgY9v6zIvJy3XZFB1eRnz2p8VERkpls+0VXGCLRQ5RCG2nSV/AzQ2Qtn8+Q7VcA8T2OT//ugdW4Bgqoh+WxOJfn23dPoMzb7YMrd/PNS7O6OdeY/V7rctSh5a579deR0fuzwtECq+hVVPLYxi21ZDo+fVeQFN67dbrvN1Xh7PqC0ZrowQd2wEZ2FLq572edwVywbMLrLcror5to8yXZbxraXs9ey129btdy4l8rcbesJtQWq/3vmbjCr+PqZZULDHclJ0ee2xfnrv1UtbDssjOcxp9atmstOeyu7IepnN7BYhHisjctZuTr63H61hH0a9n6dbx615Ss2R9Xu73le1WHa/T1MZ03Fu1eN/jbLXkOl+jlWQA9r2bID6u2QSpObr8A3JbMhi2zz3DugaRLaTjvoN/KJkKhWCEU0zpOosi2t0iwkfA0ZvdnOdI8A3d9pr287ls+nH0/+ygn8L19NWyB5dx1HX0YhDLe+94YSd4kUstc66ifoRsAJkoLSKRntoIYejKvgn9JiYVm8Dq0DL4SIG3XwmOGq4QXgTFTkWmFsCbsMuVCWRtRK1T2SUcwr+KtkRNQcNSEhHpJEJN8Y1ZZATaTpGVzDs2E8YWNKZ2CrSKMI/mH7qYJ6RcYxJBSlj0EuLVbC78VMQATsD2CcP2nTKMCg/HuqAfvgfN4QRZ3HHCPbIhAuSI4VCuA2hVjHwlyotd8BqOMxSUjJm1SOFNgFpJNbLn+Jl81HFyfa6jKF56AVXPgWOsD1V/sJjThuFwyKnRiutniEXVtzKcJeg1L5GZYb1VgfjoUonuOIaFLej8tF1D0fFCqJhKqN+5sT2/BL8zMAJgXtOTRwwEOc3ZkwBfUy3jIfNjp5Rodiv8tGGU6T5EHR/CEkOhLs+/JAjr+fm+3/dScPdM4PjkVupIRuZJtodcbALbBTu4LCLpIsdqV9r3OO2yTZa3moaYHbpbwoS9F3MNbUubtn1UwkfN2CvImHXWmjVtZKRx1tk6lM1rGEX/GhrnKeeg3P7863r+NUhPB0hhgRNqL305r3NJc9vuIeuXfnzu/f2a1uezr9tS1/2yfHrT3IzM1d0P+5wNPrQfpec8mfDHjJpJtdmskHM3iEa+vlcFDd/1wHFe6vVakyULfe4+N2FGUx+KqFYoIlOzwAOAmHNubir40JEM1CfDumUmcMiSB9VvW0FZK/Cd83nkWrJhG/y5EABvQbV19FEGRWlURKOvdX+dqzW/37uxbE/jGhPIsU9aHoL7WAFSOSvybuov1QTff67tWOwsfd5bKta53d+mGdi4UV4HkXDKfALQX+K8BeyG4mAFmHa2EIsELHRu62pIkJShMS0S6noZWCEd92lPvHGlm56eLntwTCHbuiki4zKn+mrNLjO7m8v+hW+6MYsPUWywiGoool59/nM6dtG9MAwH/gsRzplp6aC4HOk6ncPHtPhYcLRSuIq5zVQ2jMvsmieRJasw3ymGgG2NVWzIDH2h+vEtnCaphC+QVytNCoFXZL8pJ5zJlRb3eMc8kMVKHIs4XbpTwq/WSrhB3KPA+ZmiabSkMfADNFsmlgWdllWhvqixOK4aCEXGuq8pUlnjGMQn2Jr3i//KlKhEyTdjwybUhfxVWd59jLK4d4ApyXRBacaRMS9Ewcu9nzS9HKQ7vDwl7pUhrtnWnArLScRmnLhW84xiYoYR+fvRTwIMbKMdhXokNhX+At89GvjMnwoeirsiDjl9KPjpsZnzj/jDhqHGca1kI2mT8xws5BmA+leSJbaBiiU+Mayb8Y+6bSoTByNFJ3EUVRKd0mJLAFf/9X4fqQxRPv7NdYjmbdvakFZj2X17UwKPCNCMqH5tgliTA9l9HeswYL6vFQPJc07dE6Ra69c5T0Mv7If54JlmBSyPGgTMob3eu2ml/TssnkKQRNl/voNo+37++fkMNbpvCDrtk/l6OjCNrdif+f39vI++Pm/gxhBHvyb0nMYp8/eLUDRVL9fdvr6RdG5qpguen7MC9P16uivjbavTqPY8W2+0UXOt1/e7rY4OnpJtcHB9nWTURgoVTbF4Sjf4Ibq/x93Wg3Qi9+6Pcq/6FFI7JENdK+Wp3d3Bvv3p/tXgU5117Z6Pb3V6+d4jcism+sUSWKxaQn0w5hhTq3+heHZrZOFzWjwgBeZjcyJe20sMGSSm0+CLh8C7qtlvcQ3C8dyvYcWuBdLZv+zI0tonXGRfIXWMdhUDxoynYm2dmLEP8wi0tuhx+Y2cUTK4VAzTNw4KRSQfUduX4MQSxaYiU5nP8jc2SvQE3dSOpLxXFQdPlZUU6bKZqpoSWG2Ju0b5UUOBWA0crr9ZDvXiXaicmIMcoq8oeBQk6nJwOTOKKOhXsYpORrY7tgDxhLqqkXQ5Eq86xt3PwTsnzaFKgZ5DZ4mRg/j2kZYxgcbCltJHRflv1jO1IkWB/UE/kYMQ1GqhJvOkk7tCk2yK3YwoLzbG30Q35kj4qtEQywGrcwQjpeEUdmpRu2wnWClUX3cdO7QuLge1w7OpHbFFaBj8IuhkJNc56ws8F5aNSiayw3ZZS8gUpUyBYW2lJMwC2xEfevDKaS+qsdtYiaMSAQmxKCa1VfMe9PvzfoZGWl7mBHq247HV19aLC5ycBTUPlgCFNHHBKmxNLVM9rqN7N3Vu5peCulsMwXUaoHumGJSXyIexebwOAOOffz3bvDgEf5T38BF9r+OwpEjQTuCfK5mgQJH5bPvSa6nZHPPpvxiLhP+XnQohkEhFViyVH9G5SLrzOdJiYLvraB4fiwT0ZVsgdmlvGuHovaxAzPEWUkPHwtHjIuGMBzF83Io91tPC++7b2Iw4QV0rELGUW+nX54X0HPI0yAPKKX+HyHGXuqNONZ2UtMOKnFaYuB638Mo0iZBfQv8AJZQA0waTgwSKeML6dH9eS9fo4O6Iv08ySTx23hwYCnyh7RCDQs5WBamkHMIFFw8fkZtEwb6NW9h41Xbf1T/4hEh6OPVO8mWMtGO7SZXgRBa2L4iKfEUL1gVP0LVHY5Fwm/gr3xrwNAG9dJLOA7wm6ojBWepDNlmww6GrOpf+pF/NIWVDGrToUkDJpIICUcVtAfCLOH6yMciBhbb9Sqh/xbEnq2PscHODfafdRVCfb3WXHIoadEpU0lUEEeqmcHAxemTHFF4k88g/QD8OGVeriAPFzyceQJq9ukAQSvO4ikphorB+jvocZwLfOXxUNVzniHsfUFVA+fwLnCOMWua37xRdtrgT1AnBuKmJOAaT7g6aJiU1vXactCtS8JzSTH9ZWFFKZ2odJUMhlHIj5Bpf1hyfHa5gyoEQ1G05hqy9jradthytEFKdcKxEH9MDhz7SHpS/qgoGCk6UQhZxf27kAAOEAE2GqJTaDnae7T6DLc5sqmU3O6iJ7lTcPUHMA1RDqbkg+UD0M5agv0IhchCH/q1dLyEEGoP84VzTAjFHccAkw8CuYwpEDtoYGjnNZSGjFE8CYzSEJiXECvO3hElpGAUBCpC9IGounsEEjVHgReqcmaWUkdpQzmSqF30IiiWFacwEC3O5zlI9kYZgtIQwVFr1QVY1Ch4KX/vVe40O/71NSDxOuv0Yp1pDKHPoY1afzoyMxnPi0YlsAogeANYh4NsdJgY1HbmyKKtycrUnTtZUAxMLmzH+Y3ckucVl5azgwZATukh0pl6fiiGMMDun18USHNp/WHoS1XEWszMbD+3jwy11qG6GftTEGWWIiDTDcgrdIoHDRaG/AdaNM0WAE3aLNob1eEmqk9W2ENEpvG76JMicghMQmA2xHp+q4PiJngYeGyPmK6wnE4OIP9bCWf9Onv0q+CqZHdahBDBVX/lv+RwBBFSttIcijY9ai25729HFaMlbiy5qEhr/k3P0jwaSfRRscZQg4lFwXjleGE/Az1V5j7wntiLTGaUuDrVYajpSRVwot8n3pVhzX35tFW/UEDUJMXwOP5b3TCILpVyFFPthFUU2AW6VAJe8FdsIaol8Qtykalzf6NIoWEZtFHA8jJ+9NxDlIQESFNFM9F4sfhafJcr0cLF7lLiQhjG+UhLJA0c6s5Akdc21UOAzcEeliWC2OwCD48XFsdYh+3Oo5EBAuRMhggbRGXYoFj7gUim0IBknSFUEvwt26TS6e1rVDxU8Bx5JK8llxYJSazRLcRX58NWImsExJSky0qpFxi5VoXBgIpyKWn+NVA2dt8rIFBJEkgeYloSCBuOK9KZlwcdDuqEWdHsJrrlVc3PIQq2RCMLTRE+RuKt9KKhCaZhN/IeGsE0mkQp0N4JQNI/HnDViemMF3wYYnq5ciiUoU/1X9/Y54hCTso0Us5NT2CYRt/LHAEOt+GLlioyymv4aDDI+NKul7/X4Z8eoxy4hY15KPYxDvF2X9hqZIlODp6QewDhSKcW7wm9/KRjGjmAIdBQ3c4jtaGlMmXi6MOzAxhgJVLJjeUpeflgaZF+V3SdrEU3RZtf/dLnpYOU6LFCm6gkVIy+wJq2T0TXaI84gkgXhIPY4kU1XxMDsrD7zsS5+LiW2waH4Ubhgh9+BMNh+9W+MANakz1GPNbGoFkrJIEphKm5pFwiCELESpKjOOjpO3lPH1ki7YZlpkYCGDnulieT7rKQA/ytp3APpMBL2h12iLipOOrTfz4OMP/uxnJ+71NH+dW0wm5owfOoMnAMzErrtOxQIFzK5aVHCx8gxz0geGvmTe0ZwZX9HKZnh1LEwx00tDdhdLiTv5tBLr0Qp5ac5Xn5yS9pHykUF7aBP2CqXX8hdorV7LwhOTlGPtVDqlNii/3+/JTOal0iqwkrblIlcBKG1eQLZaPEhpwj9/5lBDv5NVyP2F3nzOLKhhwTWocCUbFP6NGY4815YyT6gYAg6xCglfagit4gsuCriiHJGhlbOmYiDsnJqSGkGKsk3Gzk3SR5udV1cM8JVMsv/0KLUK6PvDXENilEOA8NGrT3KkSoFkLAC55P75OPrXAMs2e3sDFxT1FDYQhBv9ClSMcjPQVNSkiH6RERA0kI2Ozs9jXaqqpDLFF8klwas3NtlQIw/LrphBAfK5BddA3GK1M4aO6DoIkWb62h0Vl4inqlSq2Aft5RcKC9xFyl/g3V80r1XQzx/KGFcEg+UdSCHitlDOFp3MlSQ7VXpIVYyIwoeOZ1L/YicgtE/30XkHx98wkJQSjSnICHEiVQGeTFjBxlRofDRjA4If5eJt9dbTI1SrORG6Do5GaVVfDCI/+DA6PyQ/QpyKlrncZxbj4V5YCXssJsH/Xnzm4K4xE8ZjSTDNrXtPBoz8xTOqIzj4OmnlyJxq9xY1g7O6pqDyLzj9bwH7mG+/vnXWF7r8X3ne5R17vs/n6Vd59BN2yKTx8Ui+TQNBPX+7pUpgkhH2HsoIpqvoVAny5/NXPPFjrdU4oa4Mh6i0EOpnpcJf7Zleuj1ee+VY6m/0hc4C5dQMiKxnkTQEimAFV2mr3x9I/1NnSE9w3nwbtFT3T0Bmj8VyZ2uj0hVP03QHvL0wcMpjuTpTzq7sNPKpIdd4Mywr0QXrmTDLOlV8DBRB6ak/Tg2H6zQ9VJFkdWULmNoRit53TGWYU77BGBJMgpceclHtCT5iGQRmaYYiii5VZHD8zAxOTgUn3ixc1beZ8M/R/4y1Fb8gjQRlRByQ3JMxpYgKKpUj/IV4KhaqaqY3U0u8hxJ6OSEiGl5ZZuRsJIXhjNStAcYCNUZXC5GBWq75vohSbNzeowtUaLTipDStjLycMRnr0DaQt2ANhRFIcHrpOlaMfEr76c4bggsoIWNxn6/J3A0ziwdzIYIOJyKD4EgC7jUykpAmGI00RRBgXJ3JU4DaxxdQwttFxNpxCtDq/FFgXXDu8cusT4fm/C3FBkywb6jxOD4j18x5D8Kg4vACZbs8JRYZte/vG+hI+lLoaogJyF206IqASYB5L9wYm8Wjp13Fds5T/Y7NShMvwsN/BWjPBMesg3JAJo2Xjc8znRnyEUMuaX742qoEWAhj27ksBAknKJX0bLp+edct+veucfTaHb6a7ZrqzW76iXkEh3lA6rso6S8mevzL1t+9uufn+f5udfXPxZLdK2v1/n86z1P36es72czm2mHJkOeGQO/GWqutPf3YFTtchxjd1Ku8GxgDE3N6UpztmBRfEP7lNa6vT9HMgrUsTAxgeHL+vN10hSczv5t76eHUg98G8lUlFoyEbscoJ9Az0WGTrFzaNpVqZsVfI9vCC0pEU5mQVZ9Ra+q/CUKDYQichmn+FLCbCAvM+eW9FVTQFoC0awwTL2bKGMKXH1Ez+hXKjLq9NKgOrlQMm3R1Goa4Me7a8ga/wcRBWwXsi5ANME2m2f0UDEcYh/D3eKGmN+plN7UmWk5lnFJDCQKrrlsCmocqxfUA3r6lHQCRL/LZa75mk6JQhiW5I2vSsyJ+GDiG1zi8wISUa8ZrgInxnDaFs2AR4wP59gFM8OJFHBZJtJwYx+6m6jOHdZdE5kBEHMGe9E/YageEEMvks5CG2UU0hTi1W4RqqtbYBtxOtucWEu0nYS1MOCGsSbOo8ABEUBJ5Acu0HSm2UNpC0reEbWIUzs9fwCmilBgGE5BcprCW52HRN+eqNvAZ85177/frSCUDgCZXwCxwGTDwoIwTl6mUUnj8tERTZUDIGzdjXmn4rWbSz+PL0Kt5NAbXDq3Q/ZgHUMBA4I9A8VrUF/7VlG+2mZEmXCdfKUpS0DRvS+bhKCy/2LQxtlVQeYHGlvQONdGycGxa4hHyoN13UWiHmRtH43rXLGEk91bpZ4pnJ7inVFjAQ+I1HBl2CzTvB+0k4xPtOu5tyP36zwMKweuOSgzRv4q5po+HYj+rZzPfV7Ps13/fI7zey/ff/0876HpPmP9+57zz891/vPdyvz6fu9W5jpfZ13zer/2++pzPl9Htv6Nxq6zmWZ5vZY197pZ7gvE6LTsAT97augkJGfxlBh9e93V4XrHrsExaML1rCb8194UI/l6rTkGc3PybnAoZAbkT2neZuiVeSn4RB3N+gfyglgc228mtm3HnPayNAYZwpNewM5XDBKIu7Acu7/LgEMHUcHoOwTnELEQMM7ykMu20+Z0CtJ5W4rAsuP4UX2uNLiaqeRjw1xQW5ZRolNpLFZCM43DXYsvs/3Nzh+IADeG8yMCCjq1zQU9sjh9CxWlADM132PmtOznVmZQPnhKDiN3teNdEq7761oJ/JtH4d2c7NvB9V5rUL6UOEieIKk2KozLQ6hqgBWQ+M62+3S4vrtLKw73VWBOyWJeS4QtGHZNziionVxT8SwDxUoIfk2uawo4BXhX7iPCBVCDAr8of4QSL1mbLaMGadvwMImVBgWDIydRe9fqzDwABfqnKQTYJDcfFATlMc7nsjD9imOCQAoOJOU1hTTFCI53eUgFZL2iNpgoEmlTFEduCfdQf4PnaXdhbl5sOxl2pO8p6HzwQ/lQ4tJw03RBSjzx+5UM1iyeRKKWFhnapYYhebg0TdKct7QdikhYkSDVvFRcH6qIDMLVQvH91DCuD4r6Jwiwjzckf3gsIguPzu8fFlkaUZoBZ/d+UrU6O7r95StCtm573QV9Ri2VjQThJah7PNbRCr+ooFB35S7NzmeAo8gh4DPgaioYFcS7wHWhk2KdugSbtQghJx+PxnnKXl13Jj5DvNqvImrL++foRt9lozQZpcB5LR230isuRtiQPOsEyb7dCET0HxOnlu37jy3ndJzncezt/uf7vEdA65gBez3DInq+4/9XWT8/7/c/76Vsr+e5ljb3432bRXSda5vLkpb3a5pBf+0M2MlId/pUyZ6Ts497sbQPYh1BICAeF48NbSas9mOrRRC5PmQivtgXI2joWIYiCqDCYmhvWz3OHdMgoN4H9YAFxp/nDO08NAXEzX6CyDoP9ZVG9TI0zYRyaxX6aykpgQfbvn1H9dE4FNFGszVXo8vr74/FSxnTKvJX2+nMrhzryNJwnDPAIczjYrQH4MmF4daTBbQmZ7rHrOSxw7QYnYQdMJQKZqhAVDDhxmVbhvahJbGMfkP64SUZm0z1wc0zzxmi3Aa21ckturkNzblUT/uAx+O899SaBRNDEW2v0/Sq8Fvrfh+ViogodlTb7xN62jrkH9swzLDb5JatQ3GWSag5xRElU0THYtRtIsEWXyVuEEk7XQFRlSZ6JorjO5SaTug5lUoGimboO9NUECd6hKgFc2kWONyxr3JSjUWxQPLECyEXE/jOsc01mJC2RUSaYgEV+enkSb0DHef9iFS8isREy7LoQ6OWHMAxAQfEmYrZDSxKc8cFly7nkMDBconSfyBuaBJVJ5q0utxUsE/+df+d8R9zslZBL1xvs+OMMlYMMP4oD7rvEhgicsBjp1xfmkbjupmzOLUoY/l4FJ6KgXXm2RIzNy9Yw4L7glg74s2rdT14QmMYBBYlPLwTFICL/TNvHJOHRZOngvbhRIFtdNXu4xsIHx2Bdfxk+IZY1dHVuByMvMx73VuRn+o/sdZ5fW7Rf6ipHkQsExpT2DHuWyB6o+RMC0PNipR2UCaX8/ukoWzaZOGIdT4Qt5pE/73AqtrcHKXlSm6kohH2hNzP9/v5fM72tkx4z3L/Y1QKL1d9r2O9r2n839fX2YfYKvQpQf2XmvP6upNtSMvn6dKZBZhgxYwqso0uhlHibzMjRHp4rofFt+a8HZtxNMNrAFl2XEArGHNR7pPpgdfTGb9D9gm6ZyYPSPH77zHPbdv80Rs9s2GgpQPr3gRJnu0ozAmhr4w+S5h8EVF6GyVdek7BltfJFFHtRvUGCJ+ZJWy2+GngLVUUEai6gqp/VMejyMfCRgCPIjoBgYGXnpja5o8vOTdNSKArlQydVgMff2LqVdZ7UxMkIJtL/3zm3nIjp5yZbsqWjCvCNCrGzsdt0QyCvpDsyu2zB64kWxXfiCbBeWm23rZWiSzpsIggmDMNQSFYBSwmcrdSTBH8gJDWjHXGmNK5Iwy90NjpD3I6QluxWL+Y1SiAhhgmqo7gR+Vh9B6JCppQBsauRPgGt6I3o6xVED8iK6kjcwpksyCBbEc+Bl4cpTNOH/3XTzmv+C8A0NRcIZb8onzaVp5Eaz22lCwFEqi7UEXu+iNfrBynXtsMX5RSRBEsXCh9sZUaJfpMxFtAEgR6cAeHOH2gWd2ZIN8cHw/hL8RBkSPilsg2DJ3crNpP9YX2J69HPSn5bienZsAzLEQ7T0X1JARq0H2ofR8+wb+Zl5VrThculxSdrOF4ikBVlUnsr1xDu/K8qnYJmiu2LNdWoNjlAGeyTW2zMoI8pIJQm7AK7ZB2wi6tt4IqTnFHgwiJHc5na60fVyn70TpIsdss429msrgZLSXNAEogYjoKn9NgI7Wv/HlI+ut1rufPz+v1z8tQcH16mzV0Hp+7r8+9Ls9dWmQDN8ePKaJexmlTe79WPzd9psoGx2GRyyvYeU0XaGfr+3NQUs5ztYXe7u3ecu/Vrq/CbW0WkZ2FGR84sK0lYJwWNyba7BCqfV+qi07vxxg5K6hSzBwrkA7j8MpbSZB9JqA6QJN4BJENb23v99rNvxIpfFHyLZBf28ZXdzrRN8mHMDFyp+RI2z91+qSFzVVoz0Q3N2Qy6Wsc0KZw89aIMoY2dpQxGiYjwrCI8lom+chI466gTRzgg+yOW+HRp+ooGlZYkQLYpDraF/mKwAHEK1VTRKM6DujuIxr1gZrLv08zQ/FyRX4ca45+/+wyvvBl7qmJRpuhGlgJfVAUZ2/9oGQScRsdTw5I4MMnNZjjHaVKdQNApASAPkTWdUJXGAeAdtwDlTCzSOWSwVLLXDec2Wv0P5fJL0RuXwV7258mnk/NBAr3KvdIzCHhZ8ZhXM98vH1ElbKPx6GrijuWYJL7uoi5Di3C20MpZL+KFiGu+JzTTM6ZnHOJcZB0m8mrTcKGP8zQ2IvOYhsfUDq7NMOVGRKuDKoaLcVBhMsLFZmX0G9rDBPD1NFdXk8QWWvRBBr6o7utxIl0gPnOpAuDtkFT1KA8ASV00dyfn8g7yquSnyhrPHD94XlDp5MuT/k1g9aAJSdjIWFxQpa2y2vNXj8W7MMPtqkRx01Tm/RA5QDWxgWFiygy7rV/03UlCLLqNtDGK2tvM8n9bxpUqmplsvD/GzdgjDEgIatUev4cdXt/7pWxP6/z9ahr2/ftOCcCWElyZ4A6eF22uXWSnLaiG1dXLLlfr/fdxrbdf58/73kroutxp1193Nw+v7eP6P37Pt73CT4vZGM1yT+yNbXBA5WeFxJ7j/nGjFnuG9wXZWnXWVtjCqAYBct+6nBakOYytquM47WlBpNi9uaealhE8/FYVqb7g8srvV7VRmPu067V0h3Z9NZ5zpqW7Tq6zUvt1zZME5znBqDnce2Yjz+uDZ7X/ZhmXrXTJ8nsaF8/Mmhhz6ONlIxqHMHVbdtEUG/KY52f92rCeb92WGd3WU0O7Ma2nis+DZLR6l1gmTVcRi6QxOBS2A87a7JpzAJY8w7pMH1OM3kSpQSmppQwNQeLqPunHefssk/bgqMHthi+UhWjI+FBhuRxK6KRLefeXE3F3x1dkY/psK/GMc+jjGVU639OmCCduWXM4PVW7n6DCu4uMalGekmouGaKJJhjkF1964tgc/IRAUN0TPTPzPaAfcHNw5x2KesLV8wLpgqFVG8m14mEQ1WqP+UGjzg/b0aKnLmMsCeCGZF5W1WZHjfhG8rWSuCruYEaz43TRJYsfSNK/ru+tIbF/6kwB2tCWARCl8i6So2U8N1CLz8kg8/8SyIVTt3DbWCVKbvo8hdbK+sRISvQCy7EB1z0mcJEOdIZHh1N51GOkzJKFg70LkaDHc/eTVy5eKzAKw1TJ5juoOyYwIDTBKQgIDzwbwilMmEw4S054YgYoUZcRFFemgBBqKc2oJFMUNs44X6QhVsaDuvU6gKoYGrNiixK9rvMvC5cAV480V7TnUMkgE5A3z5bFqoFBxbuU4gipl3YXzn6BGxgjAy9QH9Kdd5aRhuNPZMvCGAFeqkmWLmncsrOiaMZr2Il9BmHAB3nc5WKkkloCaY5arb1duPM8fh9Lt24RJ/vW1Kv/brMWwK1oyPnjhmW7YDKsO5QpwFu9Hi/X8/HXj7//Kf5iMrnnpL7effH7z8s98Pcnp/P65q3xdPX5zXWx8/j89lrul7P12O2WY/Py/wM+5bs0tf9/VjB4Lkfm92ONK9zMVW9Q2HAkY+7PY+t4hWAvM2eCMW4X5faslGEb0Qd5sWn5haTZI2MQr3X56t2OQBLv0+Hr5RtKwv8+xBAnoE1F/+8AuoAby6Tp9fj2kayqbsJnktT2TUlpPXjeql32Y7dXt+xP86v5KsjI5usCc7H5wTv+fE4FnuDzsespoiOs49U4bkxkTxP01OwxwCiPy6A0vqOIcn744CwmMQ0bJtbPvc65nfuzsM8mob7WDI0VKlgd8QdtdqcJDSFNGDbuSOeiiil92uMbKN8gE78+TlNER2f51pzWq+f1zJarZb83WK37vW23P89kPY27c/TtJhRpoJvp81e5HW3M0l4QNCay8wQIAOLUHPI4Hps1TWFeLUINOP8OmeZqtO5Sb2U4hNPVBamZJ2GTy50uh+y788CwS+CtspWkSlAWVsafssGEZ6eSHoS2uVE14AiIZJLkFzxi2iTlKTMTOVp7t2DyVtg4ayXRHjI/ezdtwY1V6WBSUl6KYc97RJTdpPQcffCeSzFIVA74MddUpjydmmuObFtTRMvMO7IioblG7/cgpXOOxhR6AIf5BDpjS4U6UUaG7aTEEHNZrG78rtQR/u4ChbTqIqIDskE5YkgnDqaMgP/hHDzP7yrxbF0eviWL+ec8rdGuIeUI7MlKZk50XMaSRRx/YRV4p3TzCY1p7dFcrTg107Ql+gYI4povqGU7cpoJMFvHf4tc5Apm0rTVVPHoEdCBFpJYGEX/g/uUh6EYQrrGJqVY0hzDGWA+LzDdXn+8/dIfT8d0FXP126O5t4d4LQd2/1LhpmSvKO1Tj4f601tH8vr8I9rHKbCzs04WLfZ9p/fm8X0Zj+tDX6g9H5fr59zHf3xfu1LX87353OZg2i/joks9FDO6+NzrGBkbdKiVHvhltFHD2/MnK6O7yKNel6rbZ7H3vUxAubMx3MlHJBwkP3zzFbKdwH3ovmOIDLw12Pr4WOohOAvtEf5hWontdIjLb+e7i9JMvwxSUIBwGORPJhFdPy+1+YKKPeAQdJoyV8K4TFcoPWmXGv8iFoSCfACW6fM20SBIWWNu+1bpyOzd6HgFVeiVCepNMxjA8YnYRDYyHqD8i2hgxF8w0DZz3mXYBVP2RTtUZlEwopq6S1wN6Y7HHdAP0buy4CzuTW0Ttwwsb8YIOvFPDrg21gYRwS78zCjleGslXP2InJLSUTVpPv58sn4GvcxkkdeIvmIsNuLjPbrwiR7/EeEnO0VhQpsKKoMgP8VCBTeIniosiid8jcs3us5qnwJKh/3DQ3ylpHNsxRUUW2yRMvxIy9xDdqe4FmgwyX+j9SiuAwB3aMbSd4jBe8zSYUCG60e4Z/EEpiOw6ybJC3jLgVApL4gK1bkIAxPkD4Vvg8+pw4YHlxKsGwzWFjc50ncJSyVSAlNKvuTQ1VIggVrMWviWRAU6Y3Cv5zRgqp0Pw+TcJPjRffHgeooldnbNVJQ67mFS09doS+x8FhmutUfwh2UR5VUW6IRIj7L4YQYJJ6CzrHg0eYfSjLyrgcfkuKsg0CPQ0FznVFGsnnLH5oXTm0z3l3HlXjAEE6uqU5NriruJgIla1lvE+ZaTZX4R8NoSBcHYZ2aEHpF/2tGtgVXKTDmqR6HsXNPlxajGcZqHZbgYD/O50m1NZtRtF7J3rDZq7JM9wnh2V3FIRXqcbaRK4Cv2TsQiM7gz+OzHaHdBMXWPJtFjKj7qA780b6t0Clf+Pv5ulCyXiI0R4n1XbYp9QAjPoMpVtkLoID0npEaIGi6FrmVRWRIPhBn5yywJNCfoCvAUpg3ZKnyd4t9TNeMIcCLpLyZxPjyqfPdlEaEMIsEgM86FRVqeOobIZLgNh6V1gG4fWhTX6/XPlrmk+LeHi9doI6Kqv5QFecDB2hJ2bxKJj0gTiOncZMyxbBqnLaj2aX/yUeECJ9Jts/8hUVRNkkRSd2kP2w8EvMoq6JYWTcJ7qRt2CuSOLZQM8OZFffEXyKnkERRVmYsvs7Z0JrltSfUwerzwgTZ8w7qeD5QmW0FLVtMEhI2pb4EzIKWnfyKAWJKWlG2PnYcVcUL5PU4xhWt1ciw7ZK0MLb7y9q80JJRsDVaZCcxECQtYPejFwGtooIUcwZjW0OjiZanBn8adAiO4ZmDyxfrntciAodto7qdAtRg6zw5O8ggvfzFxtFD9z/ZtvFP0AafxpUTUvcszsgLEodHwF3iAA4BFbAmKDMVUnRAMbw4UlAEjaotrMvhVoejjiJwS9awBcmdF9LMis1XzJ7Mfqm3oDtz4GQ0IajdX2Iwi2Xfdk7CMG6LTGyCxalyZKHCDi4GdDAe7VwHAA7WCQYp2czrul3bWjMy/E4tfXhoYWrRypQyEKIK+cPpj4slOiMHpi4u0ojS5B/BpY1D6EGw3Ajxaa8efU0+GiDkP2GUapBNft2cgZvgU6EF710AXdBAcB8HQ4PXgkDM1SJ6/k9UGPkSvook1JnudVJzts7le1aRCRWxj0Y8bki0L9mlAL7sdfXXAoeqbm6hLIsIZ0mZJA0RxIMk4PXPOvaO0yTKdVrx0gp97fdSCp/f4W6nRhqIb5i1w8cC+0W2VBKzkV7bw47IMfdVLixVTwu1EbOa/9nMdfHHWcPIesTjB/b6aYbaWLikIF7N+Bs60f/GWar+Rwf9Vyg6FEFbzeAoahC1FRoU/3OHHsocWC1BfyPgl0KSZwTMj50PhZ2F/iOKXB/ZYh8S6500mteEIFevXIlV6lmJXZ0EpSLA+NTLXhVvk+1xelqyDku3RAvxupCXlZ10UOCQSYxe4+RA78Ux5MdfaAMVteQnUdYQbQs2rOq7ScnEddSi1cBXUYqUK9gaXOJxU6MNYROpi8PA/UsYW1lJV6QUVH5mXwQ1VLs4nKcMjKhUEwmNlEtDLzJVPR8ZHkrcZGGMvZcYPsKvAjVHfUTWjaXmMvyDMw8kkRSFde8eJSLZRsaToLx0b9WyrrWV1ZeRFZLVsuOcFg+bU/VWRNlXqLFCDZEe4hs7gQuI/AnBEy6hKz0gNCO2h5IPAHQRZZ/UMBGDwmt0mVpCRMLXII1UfZVDyfGnmNQ/jbLvFEc+b5H9tEXcWFJxkge1tBhTqvsuwjs+OIVgWvRKFw2T0RbXVygyZ5OoOSCcs91mdEeBKMT1So7r+RdYm6wIUsPsqqyiUHjWvOS07YXv5S+VbmbH9XXFIarWfuVkPWWoVCCHk28tuO0GwQrDFpgWraE6dTw5uCltgocUJfHcYS5ACmJNCsrqouB7KD1F2cZeBp1mLl6XmcmZK1bvr958iScukvyLGB2kGQRSlNEbhh3UUHyw4lAcwxUu1qA+Hbibi5vM8a0U6dgKaeLFqCHyHtkwepE4ug4FDksDJ8cpeVB0jmjWEFjfoNeAkqqmr6IzSR9r2rck1fkGyIZBhEphyZAwVO8oDUBS0fgtUjYmqEQ+6JGUNjGOWizFiVJU/NMxmchYMvXb9rGTAo1TJehpoGrEKVXNSplQbCvwskKuOMsf2fHRuJ2f+6USeNKi1mSV8BErzFzxJQ6S5tcV2KYQajiMGkQDLowI76PUiMQhjotvZO6g5STyGy8b/nCRhsFDUqE+xmKhI2Pkca/hKbNgzH+fsoI4oyZqoYfm832jFK6ej8fjuF6PXhokO3DPAyEffhFUOoRvsJmuZapDOSBK0ja0gQJ8WIKtKMw9WUdB3qF1IpSIEu2xzAlVFPwXUla0gCMkLh6gkoOLK1ClKMIiS7oG0ehgBY3JfGF9envHaMG3hH4Ej0fw4QjVpemPeDvo5/Ht0nKuFlw085WLWAxJ14jBo/uDLlVKNlSvZTZGfnBRBFnmH3ShJI1A6FTG7eNEGkHl1AwPLGeBqOg1r6/EY61nfF+Ka45USGBWKIySgujjl3PO5JGTj2ZIE8mEqOKplu1UORuC08hiGq57mSw1JEoW1yFOFx8nfJ3dd5gqw36CopnPkxw2Ak3QOBsyuZTzyHbqW1ocgr7EJ6z0Kv6IlAw32/nXEpn2CMrT4EoB5JCfTev041NpEPS8JHcPNIZtSfeFe0QxPxwGWvJScvH5CDNW5h1by0QvhlYxYY9f6ipHGxWobfHHNoWbS9Ljy/zJPDpSdgx5iqyuCItMuofEUQhVV/QOu19MSpLtLnzxJHsiJ7qvL/4G0reVi6wuPTMx88DIWAZHyoumDkIj6rT8UlfIDrfrbvgZI34okqUXrOkbEKVwC1DfUKc45k92M9SV+tWltrALFMusS8SMhPeH8jiW0ECxxExUNjTa63Wta3k89q2Ou3wZpKmc13EeqoeL59QC2TmapxXqO0hNf+f8+cc/b1TCD/DGqS+P11wM1T2W4pQlDrPzJfiRRDOq+TPNQpkllVKALcj4qiVefqzyW9RrMYZhVMcf0VvvTTluUnYQFoTpykJUEnfNP9vjViUvrQ1lDItYL8neSPjkL5uMi0qi3vhSpnz1+ogPTY/XXjvnsgK9GprGPwGrw+x4MOMmI+ZO4oE2EZPj8M65NaR5A/eaow7FChoPfZuTcGJ2bOtwsCVCjADWh83PN0Udx0jQ0tVNlQSS01mph+z02O4SFus8qbil3e5YoIiqKH7Evt2KkTfxykUzRWYAYQOy/jGj2zdGPfzB+TuFp+mf6tpXIVqRHE2+cZmjOIg5xJmw2/oMsBjAKuycqDHVUkqRDKHyM8VnAGjAJfErkHmB3t9vmplMXznnO0jUGonbNA+Y6DmH8GCj1nmKcSknwbqCq7OEqiEWIPM3L0pf1XodqhOZxkxgYYZtdEj2l6Sq7YeO95tdcJII2GoK0pec5hQj0eF03dSvN492q6SmtRQAPWVIoNMrS16DCsZ3ch4J7RUqAo30wp67GtIFSYPgVzjCNHAwmRjAF4Y473ok50u0m8ilIdpwIkHZEdmCwYeasB6WaaLaUc4JPSJhGvp+QUAlMdThmkJFgQXDj/EWw3Gmr+7415q26QsCjMDoBdZ9p0wD4Ui4tCCptJ+pvP7x+bzr2s6j9DbG9X6+zlrmubftmDExJwpvH97cmk/Etf6+uXp+3tv2+89/vp4/jzb3bT/3en32bNDf6vWAWKuAmC9rMiGVx3Bip5G8T0zrlJD++/Hc1pKhe4CZKEJMfJVPIrfvOqhAIPBd0W6b0bthljcvjoiSHjIOvD6n3FIt7+/nVLbjInUUHjw4KIkdig8uVEaNQgGoMWpoSRqAhgykG41cyGSICPFNzdQ+P1uaZhgVckMp7cOfwU/KU6dEDnIB+0OsL135UMnlTc+QVUs+kzagJf9Mh8d3rTh9ZX3h0kloLb/NWI5jsVZElZVGoUnrNujIHnzGJY+aqyYL2CwvJ+RiVhbOr4+IUext6yakQxF5WkOkCmdq8/wljq6cSSW0IPzS1aO2GOOjriya7pQ/oMrlhD7KKewlflF5Uj4qzWgFcrfAdEvxjVpc8pDOFLo+/NGUGQL45QI1JMGt2VJ1QV89ATOjNFJwgoAJWZqOTjyPFPKtPBYPpO1m3zh634IbGBDjCgzGg/0qRfQBkYLDBAKEFq02wFQrBjHmCwQ+c9CdRK5eFZl+qZGg0a0xmS/hNaRng1TjiXAi1pF8yML34TP4y3KCogQhALrSmghrSY6YlNwo8m2om36xmpwSWo3ued4PPdFUWupv9kcSNVxXoyKPpK9Lg8dsP4mR3vjDDmcSadBkEwBdAeml2V/FZSuZHhUU6lBR6HsPW62k+gsMh6iCJBDDB2ILi2CZwlEBcyyO21YIF1ljZRu7PRT/1v753ec21v1Y197H8ehjO1ud5zb6vpOBAWHc9C5UuGhzebzu5bnlaaGhc27P9/N4fY6HMfv882ceP4dxM6R1Xs/nNUcdzUJ0irGn7t2We7WUXvp15sii7RTPa34+0mCUAgKZREKbcsNm0VhbaM4gzY0yVtR5bIYgXs0ey2U2YLNopF+v8wjTrLe0vY9a6LrBIyK6f9wnfijPffprj7kJpeKND4beJSNQ8nPJXfEV/p1EFDB8OlSbJKiYub3fFiPV9r1V0e9kVzDwkxEEbro7i0LaJ/agKgEfi0R2NGSSaz/C4aqnS4Ap0kol2szKypAa9Lfo26ZDzilJ5fhikZ3/4vr9bGuuxNb3sl97oQ/QXnhjM/3y7tqFbX0sAMUDMpULOlTqOhgmm9F6QylHbO8uhWsPih9ZRHjFQPjnFNbJhHjLJE1NtEw1JrSRnIDCNyjCQnTtlGdAvzoHAnkXGLQTHPa0bJhUoNFPEd8NDMPgu2inLN2Bpc466so76KFpg5sAdk4FsFB63A8jW3rHa2z7GZTBOHsipDkjTa5lhqim0rF2l+SgbDHra/oYnfpSKvfu6zgBH0yG14uvmdBVrucMzkLFOMNh9zfhZpR+TPCHKkizB3M2qQjJ2KJjPMAzIvjZr4Kr6z3jlM6eLeeq6is+RSGbcZ1dzXdU8/Ug+CT1dNHUu28RXEtL552A6Y9a006EbnlFvzgOF+NUl4SSvNjO2spQGjBzS34ryLUU3XIUHf3V8V7PS/6IdRzlzwB3to5ifq8avlzvdIsW5EbxB8ivffbuG8FhIJBzA6dBzs02o2RArHqA2jos5urlmbdCO2Y6//FZ72W+3+frc62P97adj9knlMuG4/ZNbESOIbAYm5F/kOfhrIgVeiL19/MOZL0+n9f759VPpH945fV8Pyyucd2er/eVc6vn6zSBtT+eZ2t9mUau/c3TsKD1dTv76l/DY3uccOWLSGJuzm+HGJVWt+scpUEVJNM2do/2Y+T9nKYGZm/HviYBttu95rGs237sG0zC57YmQWNL23G1pYM+e+nHBhm2HZvYt6H5lRpl3/yRPY5uVomRnYKgenaAO/qO2H9wHsD63vduJ/LWxcwxS3u9TZP263WsJS12bda8x0pZSCpOY6TeiK3p29SMMnTzfpRv9g/nJTdJXeFDKdloYhdIutJMzBoZqli5oYAw+vTukg8Vx0AVy9RXEmpI6XX7+czVGWZtWR7vs5qZudmQtvV4P0Hpy5jhAQbaXPGJE76W0e3eARQDRe2SbZE+7Z0xj9vRYRCJWQG53a3CDtJThwkvYuVyeLz4EXLBJA4cMJzXyZxfsWpK8y5gGkwthId4XRS1Jm9FhhZ/QWsxPxBORjOP2lv5lzjXKg/egrD8yEuI8muCOpSpilTcp4GgxNTGl0i7McDfrSWsemOuN2lxo+BXrhyZomJAf0JldHLqYy9+o3aRZ0KOf/kDIXVqxm4G+1LBIJ7B2hSwFFy6EefpXrRIAtKCdiij0B+RA0QGnYLlSx+R5JXlVYh1G1UYz9Dky/wyIMTidEjYrFM2GGJhhfEjRAYkjvEiYmQxbFQ4KLwfbJnmIBRPXKauhEQRaLsFYLpInepEsSP2WPed1JuBojGLotEo/5m/FM256gv+iQimDWBrnIkLFIdUnRas+2GCkvlWbYpKhY0Gt08kIVpfd56gbrH97+v9OdfzdR2Py3YdW/+aIoxXq8TDApn5ej1en/eeSpvPf/7z6PvcHp/n1vq61p7TrXeet2arde6tn7OOeZ7nYV4xy4eHfAv75ppfF4n5C5c3x75Cd2RUr95/3vde+M2Ou9m3jYOJORq0MufI2zRSnDxbmn2g404ycew+Mbfdi30CjvTaV4UJLRmcCXxukXtth2zwdw6GAhONweddoIhycbbtWttd4q2Ys1EROXVb72Z81Lv1bmVp/g1O1EhJrze2zX0iygkTGxVkVqg3N59N2PecPQ2Ez/kRKDA3vOWy09os8A/1iaMh5xXnDrmGuC9cpG92W89CV/HX1zysX3GUzpBUmYV7rK/nupaaMh+p49z6BAASXxPbdfYK8g13FW3HXstSx3ZYcBjn+pYxr2Ng/PyOch7BzcHIVZ9MEdUxCFYYjq0xZXlMMUajpEFqF/RF/4GSocIAuxfNhbHMXwR1FAKh+gy0anCHEwgVsjBrqssqCgo7UsSxEHnWXJcj9IaQRd8R6eIJ7YWDaSwD8GjWzq7wYFOHS9BNWGp030Y/YEk1opdsK/1uEUQQSbEjOghaRp58zUBx3f8SylcwVHKRs55ywSVCE4iY6KUyWCdruldOr8Cli47T58DVcbTlx3GYpesTrXINvpDTvFmxQjRE8tLnfiM+iLBJMYGWwCkvQpUXpjz02rxQnjfrY0R3Cavy6H3DaTR8kd2LoHw0IgA18yNGYHmElFr5TUxvtbHI5/Pn2S9JvhrRfoh32y6JVbGNI6cyasn1vSxcRwfDr0paS2HzdLqY9VXkpO/j+bgeiaGjbF246XT8fmrLyyjHjgx1kNLYtfU25YFujPtSNEYpaS3G8bmOsm+tPF67qZfjdc153pbP+5q9mzROrZcxBubcTIDYo1qrnUG2XMs1ZuZIoLr2a1/hIbDtNZWwk20/50Jkp6N0Pobk1v7Mw6YWmyehUWJwu8rSjq39wYvXAkUEcPBCB0mT305Jt5LYoMeasDbWgbYrP+kq7/RY0Efm0YtEa4bAojURgTxKbjhz8am54hAvUInidasBu2Ukrcgj+dlZ3d04rEHwA3C62Z8GvCHkzSWHMtI2VftdGOrJj+jq0nJR1+i6T42QXEhT4sLzWN+vURvcTvqs8eTvmm8q1pRgDL0nzxUdmXFdNDfFDeGaoD0LhqiQN6T4t0bPMojIrADfbj+mO+UtTNYdMBjdcOEnoqyzR1dE8EkWSMNGkIBsAb6hLPCXTgFPz4BNuKpGKYqBdE2FM5N+Q+EUkuTEOon7AefD9DITTmMRw3MK1m+KPbi9AvHtW53JlcBO4YLhnqIDAn9cYSnkV15FOcnwn9JbqrNMXS21hP8Dz4zpSrZFUIO1x+6FSisoyAHBc0HR0PUWUXE4TZyJ+V0ljbPEHpHQDGmN24syQnTlKIT/S4l+M+Uy5SyTF8rRRcEenjGlqvIzCIjPAaLqoTss43Hy7YWJ2IvALIKBC6ZE1SPTPQLLQry3Qo7iLxwrBL/UsiwP7Crh4wtUm/3V6cKxpkAXYR+SHAgFzZIUUDR9jkbV0XG+WP6scKfcmIFH+FpFX9SykmPqL9IurEu7s7KmLY/qs++WYGYsfTO5AsaDEtS2xTMrr1zmVup6PK/957ONZKpr38/ffzzPn9/3nfahW/Nrmbb9ODdCI1ut2Tw4mumUDR4xUs1+ruejr/5QhQ6qa9X1p2rrVQAtXJxZbXA8lNRnrZvRhTrmdGuuiEY/Ws3HFbGz9q/21+Y0mrzfvOFK20CMLKFq294A0IHbIo3tmM51NicykU7TyraOySbNomPyCcFRbRagz/TNwDnxnF7vgXenZYpqykTIBT6o4fQjOMF5NpHFzr89rSWH6zLngABGgUPL5cv47pVc39Wc+VJgiyKNRi3FgcueQo4E1G2MWxFl0xRB3Cx4fiHVwxhg21NyjUI/NOzp2Rl0tCjeRCml9J1qK7TfioMVRgS0Ao4Ni4gepmYH4iVTEJL4TxuFLuHNNvjot52ZkUf6hKcGZ3poUueUxidNAp26mhK7FaI+FO2n3NnsyDdMgaxpnVN0fBUzL1B+9sREd0X4F83FsCzEP1slV2ukscFRpPduRaB9NIrzimVTKCalKhUVSQqXsvONhdgRZ2XvqJgEMA2scisacexll/EH3SCTS6ablvg5Do1Y56AhcQrOUBEHLwRzwdYvi+e3jER5hf9IBMqjW+9Rjy6nwjXmbY1sbjy5H6mJve/XuMAbRfOH0OPkjtXgQrJQCrPhnFkrUsbqovFeo0uRfFZzeAL/MIMuyq9TL5xjfh5WLNigVD26akKUUSVYt5n/WX453BHetlg63YM6iM4iuaGwzjXtltex9Kg24bmM3c5V6jtn2l+P8njg7S7bdSzXax/H63m9LvNO7eeBmnPfUfpn3bobROH1/pyvz/P5/n3tN6npbu6s6+dzPt/X3dB8PLbSt7vSy+bBrvcD6ST206iay7pfxlLakK60mGN7kuN88mpqeV6jFNGhg2o6j3mdqd6r29bxNs7NhigZjRlBd/zeMTLppR3ofW9GjblWhMAfz1HS/thap6I1s23M1xwQuXAdZoxZ5nxW3Q5z5sCtAomzHx2ELkiUl4dlbCoZfSv1Xr8709A3T4RnOhfir20TQr7fZVoWK90jM5sroudr6a3t1/NYM6ew0lKdvdrotfcK39BxIILBmi25gL3Ue1Mg9E1N5lydg61a56vJVdOantdnc8mBDLtwBJl4JdIGH6G9Z84LZWzJDcrCPq5Al8c0SSN/3iCMPR67Ufqt13MbvS/b6zly84yso9a7PLH7eJ1rTmOYDywt6/Y4Vhu2e7cn2psu2wTuUsZsyp+5z5qUGU9WlXxEid+4BlzzrAtf0Dq4RU0hZuI9HMLsOfD9S0DB8RXOjqWO5OApSkN8cGqegXMq+sN04ZEohm6YJcv9Q2EDKeKGZSP5D/a7fU9YhNObY54OF04qAke6QG5REpPWrXVqWLFowEVEMJ7rXIH6CkjogdUAGMIhwMorC10aesj1YOb0LGdRyOPMAJuGupKkvDgRaFP3YJV5ElzESgO78hOLkyBsmsXEXshW5RTFlTOQIXAZiRlVcWLpx06WbOprLFpfCoSB03bLcMKMI2mSXd6jHXaWMG0coPRthQqcLOl210Md4yi6YpR6Xe1KQ+G5hg/C5b2dxeuJnC+lRh8V6tHvVyvvg/U3Urk3L6F09FGC85WmWnwg6GIsKMm87qUAJ9xL21nJPcSLu7DNxkvjmfDGskeu9FlG0nmSeofCpRtNeqnOzz+uPNf5eH8+fb/T2f2+t2W7rvPcrcp0/VOgiLqwHuv5Dyyf+f7HzWf6+yqfn8/Po8/8+qfJJsPhvV5lLb08f14nLKJrRw/ntpVqUntzC9bIoQvyAFEPTcfy9dU0osf2OGrOpOzox14dRmDPpBFY2+jW8xmKCFrYBKclKWXONjt+OKvb47W20snhCouvtXzrS4g5paRqk18w3aN6/VNvAmQgMGhy2ZA9VxwowmfCenc3HxtJxbXagq9U5gJLsIy63W2ZEkt9vUfv9fy857DP9mlGar1LM8CsmVmz5+XDu9/3WUvxoYCe627h9waXRd998mjuZbEFBpN1FJ6rYmrR5cmcpL3sbqktSG0N5xe5nUtLgt55kIA/X+O4UXNpdkP4V1MptyJaWzPgiZmtUEBpqetmU6ymsO/S8uMej224pryLUm+FlJiDmd+K0AkMK8Ht9welL0soIllEBezbHvChULG8KH4FVmEpHrTqLpVgasqOSgjqTGfv87/YlonBV3AkThDJn7DfZILglqROKug+Qdu88zG7JDYUKASkMiVWm4oIuk5sChEX5L4HpON1WW0L9CSDhNkr0h8gg7n95HSiVFUR3ld8c/7NoXhO7kzEBDDmUqY0p/aVAC3IsiG1ZNb5WQs6G1GySlihVmB/cU8E+jAoQftlM0kPsXVxxHhJUjyMLMHNkXwNYjlCf8lkJDAo20HJEEBSSOAucVhE742jXap7oqwI8JGbhZfGWUpetOxQXLr3R6V/EeEOKL5WaoCPlBXBeEKyRqyzGZwxLkHZjXyciAXFMDHYQCQSNNnZCkuOuwx5xSKF9ykoxDnEvG0O0FHzIkcN3htiyHmDg5dNHzjr8fuqc47txrg9WjtfP+/DBGjrhEI6jCNoeGBmjf31fFznuY070ffPbQ2tj5/ff77bzPckX7ZD6/G+8GG5nbPgOAILE1zMmMoWIp2PW+SnQM38uFzJNoBNnGvG3DKQpg62Mfc4jttPZm5SzNRSWzeUwCAta9EjUM5r5ibjnefM+/MBgJstynnCOwVh8yX3IAc3uXsUopOwD04P/Kj6Qsu+/s0fw/WaCY7yZhnQmh/P1PtihkRh+KnjA4a/YgiCgSuqxAuXbS4G0ygV+HTMhtlpMNA1e0gjtnAq0K+N2co4XSVPLnnYXCojW/f3XeBza+ou+RNx3/TnBKhz8S/BPgsaBkNUMQXMB128W0NkB3hY1yqCfM0l02UhkoRAKxl4dGsF+oeKiKooz3OrjMVFyKrYX5X102T9qIvVTu6aqlyYCNWvF1uD14zUPlg1fSBRAX0nTD+AaRXnqaij4CU/Uh51+4txFv9q8tMuGm5pR/ReeV69HSq+cAALVm7Nu7ZVyCuiRHAJVJ54PtkbtCGNgjV6WMgqVHUidCp8/txCLgrX8YHkQAcoUbHHsYaoxc4ySSkUUyZxnRxfCoaKIGrxgPPksS1TOEIbB/2CCG4ztbaGkXVRlbFO4jmpgYTQHvQB6gn72QkvtU2djYTgPtaM+mJgQ/DtVcjm0EoFBRf5/7wr7LPfKoXUsaK8aEokjI1yYuI+6Ub5QWozC4iDu8s7z5KDmKRkEvfGsNPtVrgne/ltF+tUxKLTljbUWP9B6uhsWoKbgsk0UxrznGnO1vejp17Wtm8LMXWaMfSsnTBWkMXVYePuJ1rOaz8fj/1u5nqeffbjnABJpb4t1T/gyCkaXC/iflL3g5xHqf2wbDRmvhfqH8RVUV3IzYQUbrAomxCVJBwAD0BEMIgmFgnIgjZVFSAzF0KIgnQm+M7pSwjCdtwG9R+rYgmMYyKlGsvv25D4VaxrRyeo5lsl10bNf+iAgio1kjNTXtMP6sKU1yHSw8rnGiWDX/glzFJOpOHwH7FuymXEbajscXYEluyHW8maWR+rf4sqqwQcSExv4LSgmJEyPRXYC2eeCd4qBooynE4UJvYQwUcxVoAVpIhSapYqXNpBObLjBadcd/eSlJCkgXi5sQyRG6LkX+I2vjzcYVLh0JwDO4XGJQf9FJKrnl1Qioe7MNjqizpCvRdc2yi1Htw+aDuwF8RZ8NJUS5A07AsmB5pbVEw1tgUzKP/4huDmi45JbamOtrJ2BghG4lZwvyX+5TiMI2idjY0CH3BdG0VMwp0RdKpeU26z2wH+0mdlQSNqQkzmOFpK19VOdBgt6tLE1MCDdB90Y9lZ3BF19PuPaiGGT710W1x3IcbHJ4v9N43kGtomLjPFUHEREoq/Q4GE4lLnVErR4rLCGgrRFQv2CLsi4cSaYe5xF4PjKeewTu1MN+KSgLdSZNG6VpSpdC7yw9XquWiYkq9lspeOAZIXLHWsnmauDB6b1+ouuKklZJZUS7hCA6dQqIfchFLWY81sO2+taPR6VySdrXGheGsM9+vBZfRn4hgbdLB9M9My5qCHlpSGxJHCkaJe0FqLfzEIolS/qLWkkrSHkWwtrMFlQUHcSmRCZy31QNtZRY3z2RTvl/jGfDs5dIKvOzEHN5//EDSiLtW7QdlEZlJ4G+Q9raOEi1K4GtG+f4dYEeNj+BRUkO3yElrkMI5ZG2YaWArTZ3ebmh/NMh+tno9oJe1pz1Wx3zUFXTXMH6kUK6y69BdqqYJtp4rCXq/uEklID7wErKRFlb783WpTykrWEd9wnlVgO62TqZv91EHCNodiQOmrkns8l/qi0rvuHRbFOI4UgWuFeUptrQNCqorOO+4/D2YZBpsbEMFhwW7xnBge7CFVEy9GrcRzF3pco64XBLvRhmr6rxTwbvRCI8SPB1+xksdlXQsfa7GP61+MqLRCUmcCai35nvmk0UrR4IfxgmsQ6oklSfHiNuhDQmf/azBpqAhOl75jLY3mf9Bkx6MSfObByC17TpqI+1RLQ0T16G3Eog5yu2ycOEcswvbxwglFYe04oBTmeSRhSkWI5/NC5GGoDK9TfSm9MwIUiyX13rdltOF6qFa043WIkiCapAePXIQzRfx/UC5SckcoPvtQJMySoPYUeMrhrmDxr/ktnWbbww6j/EvrEHm4FAxku381qkdSJdQAWiFnnazZmMIQi34kRpLu4E4lytHrxHrSWwomVNI/LWERaolu5qDdLvpGojyDnQOzSwaAjGkdGtEzIV7c4v/aCvpYTNxHl8viuvG/4ur0V2Z4iXHTOw6nTuIe2XUaV6kwYn4ZbRNcJoberj3/IT1dbHupVKwmkAZpu5iTkPEXVpJPlGooZJpHTw9cNHczeCrEB/S7rKyaQlvkglFLoWZ84OxH2D1i1YglZQlc9EqveaJYQsmPAkkiSQ140IKT29ryvueQ7+glGlLnv2hQya2qOSWdms4vyimAgoMqnCtJT4b1QXv/fN5rjfxyerJy1p6MtrEqiqR4kbBdMTiiX6UdH+TnaEQPS6Ryo8kQ8jOH/gmC6+gsjWeSMWI0pVWzKGX5L14gPMBSctqpeVyuUw7pyY4JOhfHUqG0sdg1Kl0lqGPHw8CyosZzSM0YqedCEGF/cMT9ZTmPdX7DymPIlUhbSFtMbOqopvuFLSHAUHIpIRuw1QuqpmANjPkVpOhf1+M8zcM87kTe1QFkY3Yu7jZxzmMwyu3vH0Ml/Dz6du2PG6I9j9f7/T7HWPbj2KGCRreCoJOkSNWg+ggBK5NP/aaF0mNiTvVlY1R90heny0DAELLvtaIvfthwheAWGXcRBJy2yxhZ5Y1gOiDQd0JeSCByESJJLkbiFATMFeFw3AriS6IN2qLizOY7h5JoXwGJ+O/uS26xlFhCyP/VSmhcn3DBAUn/ZiUbbg6+R/aVT7umliRFI7SBPPtsEttbT0mXNEYjkxVT0i9hE4VdyBsTPgG5KG2fQjO1BPem5Lc1BtTYbDBZpIg8/hjhxO5c8un6XPxix1IJNAqjgXG4UBiU4fo6oCsAe6iZKRe5EtNPYq2TyKH1ET6lisPQOUhsBWr5fj+RT8fQJxSOGAZuhaKhslokDxiRyRnVv+aTMpWMBG+nNBnbkqx3dYMGcLTfW3pDok6J6X8MKQcqcegUYIXjQ2JTzvDDW7k9MDepuLoiqbSgpm/1/6WomPE2vgSxiEmRfyXlGFQVD3toIs+lKoUmhveYv+UkFFnG5YByAvr4T+ZEZLigbaMW4rzUv2yH8h5l8BAnefSDmpXsfnyGsNMKrFIBycrTKTVIuDw9IPoQliKPNz0WSR7RjMcXITqqsZZLxrVxUMeG/In5Td4sLLxsroRGis5EyDHOaVLDxO/z9/cfj3Wm9vrnZ5n98fvz86RVRFYKPNNw7o/1+P0nlue4XnN/ft43n8/Pzz8+bT1u9fRz1r4cj0lqI5L61UFkWFgwVqTqd0YXL5i7g8qbUfqEJOaF+UjLgJiTqPbS931giDjTsG3IwXw8tkJO07l1dmoc72O4uQLJQxaH83lCLnAMY0HVv0o/8E8INY/0OUHzVlQ7pky/EYv8p29ErASHeKv745pNrNXRCy/oqxXvpsx4b8eNoaSZJ4EOILyoDxg8qH64e18uekhPdolWQ6is6oDB2fXy5bG/n2Ul9hgY/K3T58aQaYY0okBQcV40xoyPS2LlxG+OFH5QxbaytJ7M2ze7uOaG2Lft2sq+bwA0UPgxyXPIVXhdcfpclMyMytYlgsDM2G5FkA6gyfie1se5Pl6lYolPo4wTTx6T3bDZ1hj6nkUKUCneq2PsJFNwR5ViE30RezwT0ySH6HLqhjHSmswBEtixXwtFXtjrwVId/iWYnrr/cm4lSuMcUotJYDQaS6nYFaTgqAbJQoC6ciigWJqBC3ujKtIrErzppTWc0S8x0jBaHXxoKsdCiDtxPQYjRk28HCsZ5RWupCSdFVlxXQo4k0K4FMUdLA8T1iPd2JIbVXBwLYidQTnMqGeDm1RpgaClaZRXSgM27XwBzi1EXL2dglzw8kCOhXmCIzdrTYUKSI6uIiIImeWRrRhCyx/FVHHyhYg5EtCWHIYSbVu8OJEeM8Qg/DQuwXEieZt4tPxGSjUW7OM5nBdGN/n4x8/zdY6ynp/nu8z+DEU0yekP18x6/tzLY17Pe3m9zvP3d/Yxt/b6PY/nZ7uTgX9er2O0tH9ezsw4KiaG1tJqpSoCRaPSX++98qpIYq0s2Vas+2NPBMF5dQSpVjL+FPNJ9em7euqPa20yW5ZRznOYD+v67GWKVY+Nlbq/9mHtDU9ak+EiWM/3sXqQN85IOwgVQDeMT275hpzyxo4kMQv1aao035VquFBQ8cO7NeJRiBoFgw7BNAS8FtPpr8lI3z9KiKSnRYQNmjwSbBgzVZWTQpnoMPminVjacWWLt7MMQVpIqY63pzp5WoFG517cH9eCCIWh43Ddf951zRCcrTmIfulCjpRmk6Au/EhaXcrAOMn+c4E51lF0Gk1nBiy1two6pzK3jmsatkgRLUCzdygavMC2RVyky8CqM0xXgP0IqF4gt8NLwTWoBPJFMz9BocnuoOn4FKq5EOGEyoxIJ8s+k/GEd72ghjdmzYmBTjH+1nmqYx9onBIvhcJCzEvm2lvzuME95NpB9nfrfF45ztYmh+DfEz1QdX6NhuIgbyTCJdzYkamRnj/IR9ExBsGKBO4by4n3P9GVm1DVGegKI0usM2J9zCgLKRcZesNPUxJA0CvtckIRoahVeCzDgLwzopv2qR+QfiY/rGBDs+3OhG5F8ocfl4tbbMIhYw/5ZzLPh9hPLyO6yluKdZyZt02hOhHnlH073fy8aA/4SOgU+WYX57FlABNRV6TvFt131uB2HzTefnQPg8eOpCLUfxCYtPY34beT1YbfXK+o5G+XQ+cuGTdEYQ0cUdeTYSXSntKsYJQRveDevd55eNfJmimiW4m05TZuzuO9mAtobgDG0UXDKbZxvu+EQ7+PMVLpxit3fv75Ns6V9vzd2/E51sfvsQJKPq7POUxzHNc0Pp31cVY4ZSyOMkhul+3sQ7ABWoW68tLuvXv12mIBnrPAwyBg3d3PJWdgGlK5rpWSbUnLaPtWLIb18RL1GcjfGlTYOJ5bcpJDMkRgtmd7NvN04UEJZ0fvsj8JyyfBXTORAz5RZExmpFf2Evy5qKeAAIL+yjYVqQeRBPajyi+ghdMlbd1f1wrFOSdePupFYwOFYnCMRq5t6wsECH06ZRagAVrxj9+WRGYN06ajvGvMyYuyl/SbrSZjBaTTlK2tkdwANEJW0qXsjHOjrsv7ta551MUft3qZIuqtbRNQBiOaxddZQSv3GJ+rDD+TvwMBtqB4N4kKAgryUfjg4WLbgvEu0wJyid+WIqoZlHvV9UEjeRxMograQY8NYywGHE8DIB2QDkLVikWi0qefI5MZKSSIUAYoX5YSYnzjKzTzXbe6XhsH6aOUCciEVGldkYiUrJHclBQTeIYiFp/o0277pYTwD6rNUR0M57Q2IEj15FittLh0F0Gut2MDJAmafIpERKQocQDdrzGVgVXaOR63yEhb6lnU9o7RbRvfzyWUR2SOcqG5SHq7VBbvaoRPUvA6nF+uSZJTK8VFJJKUOxr9zSxL8+1+gIYVYoP78Wp2sD+IW5XHoxb+UnmSE5baXwFPAuGofw0/KONJSBFs3FLvto5hUs+CTQZHoicqi9yxuiQfp5J5J4KolJcrloYg90gxOrNTKispQxypO88UDcEXPjsArNygQe8T62gSC3/0PoNRAYWf3BsVaes9tfZc53r98/d4f+o2y/E8qiERznPjMfcyjn/883Vd+xC3Tyvb658P+xZ93Ozan98zHY9l9JJrrut5IDfQ4zGr4ZzO3V5Zz+PQv0vZNj44ROftx6zKhj7266gJMY4bAl2NhXQzkW8XZavndZn4Wkwo2+q5+tXDRJgIna3bdWw9krC2Ah/pOF+msbfzmLWOuW/drgmKaNQKrejEDaWXu3AtPnsi3wLeqrn5jOoG4md85sCevderTULMCbGjaDzT7fjhiTlIc005gcPtB/PhNMjraeOC4CtEoPpzP7eUCnpjzRsHU4VmdKdC7VuBGdY9M2jzfKoVH8gJ8asQy2XOBBlWZm8K/GeKEqhSTXaDlYSzVpLlEYcz1rqWz2sduSbR6+/HZiM/j922jO06VjNLjC08I8D1WO16RFzYMZrDNhvwjXFE92bO68GaaETdYvBb+cM1N6Bk9o1knFn8lUSsJEKbiGvykULvA26bA8EVWbqpl8JnpEpyDlUn3JaniImRIumtlZXcdTgZ2Lzk+SnhWySzdwDJMqf7qyBQgXJWinISiosYwWqZGeMqX/3VlFeAIxzUUKGHZeqhYxoJ4ctQCm3MKZvIu68uBWA5Jnigcx2IQM2Kdjm/iFJTvYF/rmI3VOZtQL/t+HC3o0ZWPA5FNpZvFiVuR20lx4s87OFoCl5XbA48ORmwhNUQIEEhyJGZDMMSEDPN9FY9DLZBU6by/HNSdXHzU2dmByMtMYlX/2LtNWWsHQoytap0aWm62X4ITsLuQjoQqlD5ZUXMG/QnExNFajXNYwb3YIT9kHA6YnKJ0I4IZGXs4jXTSgxcesBF/CT6MrlV0Gvdyv68zvdzbG2+//nO01i3qYigz+bnnz87ePfbeT0e5sOoy88/trnN/V57vvbeazmf00hFTaCXlECDWgCny2bzM2mIFnHDSauO/ZzgszEPQL2uOvCxLr1sQtmuUUlE9mPfW86QHW2083BF5HMoOyhj0jwOXQMzHNjjNs5ncUqFXo0959yzFJFRzZHqYE5+PzWEFM+OZ9u+BFwh2a0IxAUZRe2jHWJhKmrJVZHpQezX66D7qofN+WWc1zqv2+tau/UxvvoaqouoUXxYjUg/gbxK4kvpniFYBJGytWUCvvC3tCLuNdli1WVkuOc13SxvFBbHPyM4dW23Iqrg9M4YLOIt575hYsfiiW0KtJNhYm74DualISuEcfF0cJHLCcrnXRKm+YsP9W98sP+hiAYUEW6s02LQ/QuJxdjcKn2UKn5Wn950YmVKglpDIirOiPR6EbiIGhmrJTsYYRAYbnYnBA/WaaSgUzDKRrIpU4gftkm3nJeQwyiVQ7e6LCG2D2KOzjwu2C6aU8PujZrEwaqH6vsjk/XXFCwGhk40CUFhyOG2JbdvsAjQ0YJSfIvi/fTe0iGiVO1Sk2gfVdAYPUA+NEVYBxtvYQBw9bg58IHgUDk8qQy5MHuoQlerNHn4IBIPcCUYOpQjE1Hbjl7B+CVuzAJ8w3mmzmcX+NW1ouObCSsZlb8FsfTHyOpRg9B4Rinom+CI33GP6EReFtO7BqTd+80x4y1mwwVfBPLj4Z4wcUv2kcd7D/WjtNMeFGvllz2bpgCBMrT3lRSYe4Ti0cBGZFCge0llyQr0FwgfimMICmP2jGr5H7ber8f5OutWbsqeV53dcGjuMJ9zrGN7vQ7QstWb0PT3984E3md+/vPRt20ze2K32bx2PZvD6yp0LWwQu8H+LwmXTV7vpnwXMLdrnTM7F9zsa9rnENezS97FAj1gt/oyEow6n5Ia89zXxpxZbZnnMUwgzOtqnjEU1lghRcf5SN0N1lSRLBaibX8250Q1iU3Mm6egE5CREaa2XhmjZevOYeBMoHWtjFRwUUoGgQUKLgk1JDQNfvwJcIeIW+fTUnIUoaKZsRWOMRx3N4duKIhlDBzrSbEd3ZsVkY3Snx3FOjBk00QX3JScfePnsmChREOhVTNfrG9WA2KXiP61f95LbZGqLDHh2Do6EvmtSAFlir5ALK8D0yFjTUYQtL/OtS3JdArlhQ0pJ5UoKefESRdw5HXnPEUckZUeCpP36YNfvwhZgQQg68MdlP09IKmPvsmtjJSaOC3dQEz/qTr4q3RFUEEEGiO0v2e0HUwMTCRUvBPWLr1D0kQBZIXk4rHCQgafzZe/RawhTLhOQRphRBFRCXWZ/bfQFRgH70L9Mr0EfQI/lUUcV/Rm3qvoSKAhJSgjkEBcNk64y9rEBzgUNT6OlTs60T1fvQtyqcnHAetcte008g2RlpMOCyX8Ef10IHHlWxUWrEXMCM8c1AJ/030XVWEz5JADt7BQTiiVIjGJqNFdceKGkqWW9VMs5yhLIJsCS41m6SNjQ4ImuX5ShFH19gT2chpYZSpQmmn8ll3Jkn4nzvhKBrMvZJ5WC3SwxRxk5pc3B1VjTO+hbIrI+2SHRdso5fiQJPcZvVnG+7f3bdz5654/H8tUdxzdZHzezy2hu0bn1ruJFJMn2+O6LstvNvPjn5++zfN5r7/32c/r+TAJ1ffHYSIu7WD+BCU1/AoeXsoEE2m0MpbWs0/vLvu5k9ByOTYoHWILOSk7N0yDGW1zsRaOc/dMi7PVvJqXgcGroP1ZAEY4yGHWynZ03p+W6/moTubaSSMO2ba/ykAm61aUg855QXOCiVP/PQmS55oradv7UoKDLk2zFLO7WzIOb3j7+7T1ZM2Zcm0T6+iw7jfhMkvuo1zn2kl+CKF8nwalTc2Ra86bK9B6fcNZE1I7+DvG4HZO0viUU99c1aTWgGlY+gR9opgYQCjHbMZQUZXcP2iCC5RZseGVIkq9pePaq8Xjno+92qzredrdG+4jyjZHOpAB7143tb1fW+q9zmsfLeex3SU0aLwO+Ft8xDVJ0rYuqIIrIliQhpqb2Q5QjATENBwlCucpbqgQfwxlUFGPoR96qzyxtvK32tEG9HLPNeF+kV7B5Y+ixdLSKJg06ySCTqsmhwilOw6HkOO4e0pYfFflhjKVmP8gakCZuDwTB53jdHgtBRJKoJkgrSgB2rUm3Sc2Eqf4ZFsktE9GAUEPOjoMr4VIQ1ky25/iDjhBQ6c7FEdRD1y2yq0SxKBoFdAB1Gt0tKgedBpVThQoyaBpJY6gIyN4peVR93ocJ9ULTtQOzyy/hXlS1KNg1vZOyvLumIDi5w/fDyEQnGbnevqyv5KkSr4e1NNFKhBPsAj8EOqUDeF4L+DitCYBZiFJ6l2SgkxKnhlfddF0HjJnmZQUfUacKgrHGt1l2IhSSit/ubr9l7ceyX1DEWkmh3ArrsHPJGnHO4MTeHxqPT6vdd/W8+e5f36Pkq/38zlry3W/JvzT47qzOZTetu04rgPkp/txnr2nx20YzXm+3+/Pa5v9+vxeI9WxP57HagO0726kbBOT6PRK4Uu29+N6PJ/HUs7H9XgctZ/nhAf8bt+oMJUSuB+WR6+VfJz7XRpEwVLatXkeDFaazeidr1ZbnoZR6MnkWs95pOta6QI8zqYl9cc5JhLyORk/0PuWyqLakuHGSW3fC/zgW0tQNBNv3tw7XqzdFdECss+SCvxbKeVt7yYa+74hGWq767G0ZsxNU7A+p53XSjk2M9nXTRHt79ccBa4oTEdas1RIKRc0D89Q3ycMnm5ng8+oVXtEoQah/aBKeoexYKSnmENucy7VrQ0SbizJQQ6NaVvgdIC8dXFsmBPml8P/+I41b9b8eS/24NlXi3X+YTS1Nud2WSjLerwfqz1C5+tay5IdrJDquF5btenSbd57qYjoiUv/rp9dIxJllNveDLuqDK2imktmEQWNBTpZ0UUnh2N4KwNbYXjRYwT4QS/f2HXRslhNQRZYEr0KoenCXxw1EadnSkvGACwa2i1EOeujVfTJ1ENgwLXmgLTx9ty7wEh6w4zYwpl5Wk0RTEBmT8sbL9hz4DaVFIc3sw7O1im5eRrZT8tLjBggdJbWi2ykHGzdjrOCwmeFVCCXabqJuzzw1rLpCAiUJop0qlZgTCJpLXyE0PPBvWqnYc5GIrmEnMBgKGNriFzH3gVVdOeB6GQqHJ0gAg+MV+LHEX1MLNlX1s8iEm8w/uIA3yu0Ha0TGXZQoaET+OEI1Qh4IBv2FqwkuhHOSb+g6JhjdL7mfGuAqSag5Ogss7qa1g/wvGAjASKBkOYVKpICY+f3VE+EO3HFMxD1Cz3hEKJS1co8rgeKKppa2KfIWnv/8xrbHNvrsb2vdY7r5tLeRrcMM5icvGm2bxxDOz93uNH9a7v+YT/+8W69PP75D5uvO6/z2Ixd+/XeaknDxEuSBmyy0RfCL02zPM5+i6wbBH7lfJtRtyIqxi+NZDL7sc+yfOEk87zu/3oxptLjnK2dt/pqk8QLnsF0Wed1pWw6cuZmimhLLRfL1TfgEahl39uXOfx47skzY9jxYs05Xs8hRLVjZRxV0B1CPJn4YAoJ4xMnQhwZjM3rRaZtIFm9dE9TXvBPcG7RJQiC9MVajePzNqc+zD2G8GTsZ28YLpLy7LTTfbq9ATWXHA+M1ZQ9foVgrpQAYubXPTKmGUNOoQAKLjzPr4wayFJUFw9kGOKkwRnLev3+HMlooQZeeJhurZimNNvS0rvbjrwd06yS0Q+kY8/bTup4PtEckwYoiD5KE6SW0uWZnj2anVukpyD4AfGffQUwAAAjWD2UkmFhdNvoH1bw02lde2bkqubtRXYT1DZ+kNYVR7xwwdDLMcVAQlMh6IGD9r7UMTHbgsMYFWp17DgrmU5CfgAS4NkKDuCsImOtPI6JJquiaIGh8DuEpitQlEENI/WABvyE8on5KHh8VjDA0CQVlQi7jRbooyrYw+cuM7Huwo3wL9AHHvmZPFTBm5OLVYFyuBDUh/5NqcVXgWayOQvLJhlz6lOWFMuELYgmXWyVqXgFLBklWUFxf+kVkyWJoY4ICfKmqXUOh6+LNBX/EKjsxykLIToQhHnU1rSLRRWEGIPg4wki0eCew6rCaxWXK9Jar7n4ZbgTS29ATMwpMi3e9iC4gTYUZyc2sSbuldaCQfbLr6Ct0t3arrhkCTyet5Cmjak0S3u+d0NAp8fr8d6qcZ+eJ/IxOAGmxQ+9H7mcP7/mHPrZzvfr/fm8r9zb+bZjZ6qVtKYlG9J6rCv1v+xk4qYhIOZ5XY+rl+PYtn3rQMXZUnHhNW+TvqCC4/sOOHlHaZNxx3UiMkhxNqlWTPmYAUm9O/fNWffHyBULVIYO2Y77l6+1WM7nSTCsP2tVhPwpA36Fi0Dp0zSc6q0ZMr8OdzfW4XicAWPS3RbMzLpkuGkU9haMNj6hxAhQWjx7rz6LrliwgsVOh1QWLhVBZk0LZkEv+ChiHobYGvEGoBOi85SLtBRF2AXjuB7VaiW1IFmrg6TNdWM6X8+jNi3uzDIeBDh9LIPrwGRwWhNiLYZB7BYraecTUoxRZAciwyMm0SR8AH0o3otVFD/uNzbSU1whc4u61588q8zNKm0iWlH5qW3UBHvCOHkRgDXIKR2PP5QHImzwxuTQVlTwCGheinJAnqMPAp4lOcx1jNhPWcvX5YLHQOhY36IbKokERRQMP3goeOEUXA75rt5RYiHYAM8seumv4g0aWWljoeYgGsn/CkuK4lGgPEhiocBIu6CSuDyeO3BgRO9IoKIxqnjiH8SwFbg6gQJk2QY7K0FiXNeecITq4mUyq0YwbWuLbxX/QZAeUaUFJizYu/9SCJFJVGg8PoyCITBjcWD2xHMeLLaCiOgZdcYqfw+4LspUmumVEdaqkcUE+9Wg4jTnuhIcCpNXxHchuGEACyMT5B8WDCt5byPdcGSXDVteqbVhQY1RDBBd83acwDqnmvp0W8bDXwE5MwSyMcz1BOzcukK8gFtus8X0kLgAOAP4ZymK40rmEEqtjWGvSGt4/bI8jcuAx8YDTQNfZapyYQjVqD14vB3MZRI5rEqqIx+S6i9WiStumI349o/4+C98XsQ/LgKDMS7+YQu302OQaCVHFLsQxESkxsMkjoPgvhD8NPJsAhWGWpEsFqq1iMmU2IS8xMchMaREpqJZrMUjKvEWZJVBEOFpiwU2Im5M/Ih+lXUMwZcY2HMvY4wgMIeRShgnWtIUOE0cZF+z/XEAB1KB2Ro3DFDkIqjei4aXNRSRBwOl0pHqmG9mQX2HVthiQ6OOyxxKlPBEZgUgqQQdN4Qo3WKRtJarlVvFjcp8CzRjuJ2aAkqcaAHUAghKZBYE6el/1A0DLvJJ8A+fJcG/eCq30NgHqTnhuNRPK2nbkAQCA2BV2RQbw0INLRh2FmtO4CFIZ2rPCIQhz8wnDRcsmB+BxdQI0j+Uizz7194KnUt1hI24Vb4X9Qnw5JGRN1xmbSy2QSg4vQ1YDxm5qBdRj70Jqmvd25TiYhbtp0UVPK3Wl2CCCho4vb7Ruxp8ohpfNqTtX70Uq943vdk8SvB7keSJlBBHVNXDGjoh8ji2FQbMXWiAAtwp8C1RjyJ05eZAuUoZoWVt9LWgQNOhlA40i5qtLxYcZGv7vruR4nOzqy3DSiyYkV1r9divqRxFyg4hrLXiv2OhAPnS6itJUIOaE0OZ7RY9MoYu8N6EfhMhHELMJ0Ui/koKKVvJpD5oHEZQHlXTpeogm7cWqIpEiK56geISyx2VSGiKMCmybljWN0BIEX7WCZYfDfOn5xOGk8cRwokgUXGA6DX5CjsxbFER8THP6galI9nEwiYgeWdwf0TehEA8B4cvLCCJSGCaGyOQemc+KS6knmE/RC373e4jh63yS+v6s0spiRQm0v8TpzFqKCIxK8hmK5GYA3rBr917GyzcIqeUsk0pAGxO7M66YUPxf3RIEp3Ghfhks8aL1pG0PBO6arwhKHkyajnukZaM8Q9VFOl1Qgvwjnl4jdIkxcReaCoKSzE3RcQKFq7S9JKKFStiCheYEqDQc/bHarHq4O8LowxXEsDfL21MJLYRSSlaoqBma3ptBCotrM72VUeXwB888Kurw1ahZCWZU1xWZAYUM1viCiNgVCFieoguVwRYlR4gpjHQsFaqSMG2IN0SHLahnPx0sbEUCRAuEhsSHNzMdZqusjR1vVRQUMVqRsNC1GiMpSbeeDytOkUNYHMMdizYHl/midI2MhxgYamDNdpSRa3Pso7cG3ABe8EsXQsC7dTNh3P1lIvpmhZc2pAhayXogUvoCC4yOmwbUMaVsBK5Rxy+YHqK6WoiVAVrrgddZbbQSro+EoMIP9hkv6hkvMM6/FRIzFplHDBXcfdk6uMuQhExHoyMMVI7QkXqHEEcLVMoHoXI0EGxnxUepzsaThmcNVg/67qOpVKsUvvoIAkZzSjLvxzmO79VwuwOZm3ld5CUJaZbHMJsKER0pUyrg5kDKFXhrLbOmEZwNvRIVu+CT8Y3lgB6RikXuFJBUGtC9UrioIZ86EiUEKSnQb7dpmE1qKaJIsv61sYqr1I5hnA5WP+bgwUnjfR0yV0HCjPN/kuqKziBSM+mLKAUtKLfqqQeU9BMJCCI/A5f1m6B7ON2JakhTRLxOYpJEsWz0GgIIHeIPDTmZ8rsLBbMTOp6pFWV34jiMZhAKeJsn1m8waqpzBI+AMJg0nUAPo8kkii633meopjXkGPY3+hA8v+xEaMbqkyzdBJpBWXhdBn367TBxM12UKmgCAXEOT9Khuz1WH+pfEQGLpsxYv6DjCvK7ap/kLk6T+RtVX69FEpJhKbxXeDXRakdLwq/0Kxq9NmtE2uBQqUyZIMKJVS+LmfRLKJ+8+mkjBNP4FKws5BmNsSPuOQUmRt2UPC8Bn6fU6ZUUkvcBlv30/n0/Xy8n0svy7p/Hqvhoq8TKgXmTtre//jH789jHefrXt6XwZZMFuSyGHPBXonI5tRcsAJJD3FnuV7GUfecIxV5HghYNPdPS4vNyi159WVhWfu27cfePVYyNFGktcut1KzUdrwTEOExGLntW7W1lhG6gtA+TqmQ+agbmXj7ky1JNMALCaA5cEJj6hH3TdSr8l8qoR6FRFZ4oficdWfFNN2ECCVG02D1lE95YSfQIB+lGhM0JJfz+x0EnZjhDY9vTCpRelbEUOLoSkJCnEoH4Dyi1F8yp7G+1gBxV81A90PBC5jXdWgqvaKggU4ygbToZ9Y0ZxpVVrwUr55nkukApp4Dvk1FBPh27se2UOlLZOGsaSHbkV55ERTpElJ8Rbs6je8Lj37mHCQDnDhLFWQ8HH74KSONSeQViYQu9HFHQrCvzYd1Te9XelWqvBZfPAQtKtrotloiZWYEvEqFOa8mD6Zs89oUfLy9dNNnTatp+guFiw3IZS1k/8Cj6GAuKgqXOhLdHAY93N8Ex8GbU0DEGFzCnrdSwLagnmM2F30I+l6t+OihMkHhkoQxs6TYW3TZ6lOm823m505hoKaPDDVpfN/7Ucy50iRxS9Mss9WI55ltJ5b6PoI+Zjt0otF/W6A+xGIpG5U3moNGNaNJS1wYb6ZTrXOqErPAROdbD+muyjhA1BSuy1AUsisprXvKdK1gXKttVZo7wkEVpMAh4qGUaHqJRXEVpO8aSNoNJQtfzw3jcUcQ5XY8j+P3cyFg9WeH8vCIn/Pzj+fjqv31e6MUbo1kc8LDNcl6/D5XGyZpmx0EaRTn4ivKkB3puvXY8/Xoq6aMEg0iw9HN7fF8AD23n+dxnMfYr+s8z7mc99bn1ZcOTYSui4RKeHbDypkuOa/qdziPKgrIBtjF/jyrPz7r9j5XTP7pJawDPS7H+8hfYjtFPBJCQ8CIYsWYpK8o4k5vXBieX/pl4mH4DktE5AxVRv0Tqe6IMxz7672vubqMc1DCEt1wZUfPsxyMJIRm3hvN9tHhqMfXJBCA16KDLg4TstJ92NDMkQoGb7KDl0fNyiGXFrJJlnn9vOZKxkhw+2y9iODKwRUigHTo/FhQKi2epNOcYTs5QJczBh4x41ZWncd0rMIYwaxgQuzYnbrPb8dSMi1j522unNQkAQ4iMKBVspDOvEfqqwzrDMOP6BUbFtw4gKUJZwYmzfnncI2dtyfmZyHf1Kb9xX4Rf6H11rwk+ang37kpB6bwymCoc0pMtKkAEZFgOmU/M41xOiChBkfnL1QXm3EsmZ8RSJRD3hPGy8h0cb7Z2a33wuY6llNIm+bavClor6DfjZP1mm4iRx0DcGyrMNPd9ojNTdO60WFTacww01DqpXHStEyXg3qbluRNirIv+ZEmBdkgQmnca45O6UfrBB0r/pAD4lhmjseXowytoJskGov1AC/zou3nkjBwUrudeHGYDJGUuomFG2eys2gK53uiEjR7XJeP/guv5oX5dnYbTefMYwuHkEBg8m9p2EvWdiJdPUKIXHPOchpxRN1Lfy6wHZJbHDrYzA1YVZfbuLnmxlYf/3zfKujTjY37H2faJq2cNt7/2Ne8z+f7Wvu1rfsJ2JvNs43581rL0gzEYIujHZq8/40ZGpxytHrwaM2lBnU82dZKnpcpnOcxrpct13q+zII67tMdx7Hj2fTBAjJCriKzp4bFzxqH6vNai0nKefSRqjOQ+mHXc+djsc67TfND+ZSfsS/sHXdlf06yyaJmIt93I6PjnHa4hrh0V4jKpQ5SuFJQcj6iOI1ooxHNrx4EygDOHWqNUZvYgE6P/f2eq8n9iUjVaqRykA73uly0sJoZucZAhKVPRr6hE9Y8NFTvCajVhAvKmPQrLg49PkVxCtBYvd0VoH6UcxkiORLISbNCE33efQVuwQ3Fh/Gv61vE8lkcVdI9F1s/q5iYklRNts0DbxRELYIcE3OEe/98gqNvzEcUqcLhIOn7Zk26fidQV/MlyqwHRQQgO40VcXCjtmmre3GTRykj5RQS4lnU9YrhxxG1QtX4ujcviw61ocfwovNbM8QuIxL5jCGMSzwiimsUM62tZwYBYDUUpv8uZAPGXUU7SjwsBSL2UjRQ2ABjaPBb0l+R+i4f8FehomiaIouRW7ar+2UH5TROqlPwv9aE106RFyHS9doeP0JT4K6uuF+OFg8DwS80+idMn/KePyCvUdIHHcPWqSl5XaGICiaKYrQCVIRL5mjzW6F9ux/hmkpkk6OktPZ+pSLgVow4Fa2+ajUe7OM31keeg+/tUJdxybpPWL4HQ2uwXbpMyOktHUYlbse6giEfL8/KwWDVBQ9uQj30XD2IyFVqGmxg0eBWkVqIjrKQolj3W5ts/yLrSrQktWGgjU+uvmZn8/9/GlSqQukXshk3YIwxICGrVErHn5/n78/Z1/Pz+DkKlMeGXBCfv2fZtrSfj62f27o/TBGdFXHtn/daRzvAcjDnvkUPmH68l/myKb33lji4nIzhh56II+6puO2wZS59g/rSZjpcTeiYYurNMRV2Bevx3Gxq8Xwuw6yvdZ478jno8Szbc0/T7966vfe11ZH3wwKWhoXfbna/6vES5m8i4K13N0lummynxtNXFM1X9X9CUQHFXiAyt54gFBTo4ODusk0IWEVvc24bgasxT1fW87lW88237uwxHp7jXKs5oM4eFyvbPVlAayJfslVpJJ63NYRNOtdZhQUj6uSA+nGiIEgtleg5E/OBGrbOd7H1un7e1cgRlGjtUvlDjsHelsMUkRxrRp37fgy9ZtBnOHJcN2gw2p25FK0T4jAo6l7fyhL5iEwPoU+A60PmJkGRawazt61UtEG4dikEKINtjYgKQWWzILEocZ2a/2T2oDToPQiPtjzoAp3RR4wKxG9xMkSBXFlOZ86CykczlKauJi+LwMNyYkMOC3bEIFkmCydsHDByYniVdVgJ5CIuSLwwfluHNYCxxq2mz8zHCyNEjk9aiR5t5M9SdUhCK5VHEXFKLnDZ1ZhwEg83L9tnGdVL75yys+Hmo3ZgngX2FhWfqD/d1A0KtEr4/k2r+eWfJcAAF6TJVWGi6bdDRXncKsneqqNOcDRnUoqgC1hi5ssKUjwKskbSr4ySs4M8xFZ0y5WIyloNjl2r4mfXWpKzkjMjROsr5tbWfPaUbH4xUswx9YWw0nwiJh8gl4jFImdDKaxFWge6JwPMWnj9Ac3kwkvXP3rC+CtSgfLbo6/77591XsXr/buvad1+fh6dbh9E23z+HnWaz2KfZmuQfduhBVBEFfZCcxcOSS+9NFE3n2brPLtypVJ0e4KQRRpbnxVKPN6qnwYcbswPjyPaPWu4MXVfPU7LLzuN6Nk6tdZtrs6G7GxC5dI1sp/W4zPXZsrzvJat5rQdW7HYy/NVadp29guPE2Lpgnw2kl87ST/vMesozBDTB5LndEvrnVsWCoEQDBDBinkDBuT5SSM5qZoDiUf1PEQDL3zbJprO+C6hW55PuRi8+KpnOp/taJdPeLtcUmCVqc4iaxp+C7hl5b2aU2VsoGdr7yn9vJfqbmm0jm8GkXs0IOXtSRZ+pW/bnZzXNZ38yj6Pg+05RV59l3+cZDRu1BoBraaHoLjnPokMYH4yKCLrfUSHKmAV8taBf98p/Il8VdpUtBMBMIQ8C2bnAgknozZTnlOgk5R31iV1RP6Ff95dWPHftQx0GL8Y8DXk4WFnWZNIZwk2D5kVyqcG2NHpx3m8JCXuurK9EowvOIPAGvqLyyCuX179e7oWSgt8oblhCISrKeW2QqlH6fmINNWKF9IiLJziu+XqT+EnCbpu3xzJYKlAcJxCGaBYtKqjUF1wPpSZ4xcRPxHcVBZ65ViXs9iEKPBobMPW+z6zVDiVcM/CDGA9MZWweq/susFCeG+WouOhPp7LrVuVnbOSo0u+gZqqMI0OIZYPJ8hrfdGYa55ciknUB/JMy9DH8exS3BjUkUNAHHRqlwvPKEeGqOtEyzQvRfSzzry9P68/j71jNc/mLFOuiPY6j601U5gVn5vDuY7H8nmuFRMlVYBw4tv6bPC/1JaouDQ9KqYlJYjTpQhhR9gDoXmePBXzbcd+HJNRrlaFFqHxmY2r4vlYahKkaiSwQdOoO577nN5gPd8wmMm015oh1EzKmhECA5RzOmgpQSjklElRFCSLaXFzuo5FH3GCRxAs69oBbSACx+++nMb8MLrj8qmEmi+XIiprGpUwdqb9jvT589j9gaC3V4/lGGgQBLOiSbY9dlL8xRo6lO70cS6gg85Z31eScf6PmDPVc99wX8bnPWqpaawrKo51mPIuY8EUpxIRjzU5cHKtwDEMt3GvAk/zWHn/M59XXpQmZ/iOuCKKVOGOwrTtM5dF4CsRuw1bgy6BbwyXSaoBTA4TMUaBafuV8jtX2mrtxrTXyH+toyqrCiPPaBcIL+88Fvod4IfLuWnyXgAlZeEoEfn539yYwYii3Eho49rs/g5+4oJDzgWx4veZW4afN5oDIowEo1WwFrEEhPqRcUHUMQn+ED3eoiK1IVH+ouIy2l9o2H5UYmRVKGTAEfcCBggN3VKb0LKwinAQiCGNH6+KKQh3l7TxgZm1jrgwWJJ8RAIRcPYoc35LAFt6ayiEbXA4rsRGZHqC+B1EVxa/nTPn5TOT+wVDXCB4cd4os/jFSjjL5KXzp54TxrlJJaS7YVTkXGMQ5/gW5/qxgiR8dIunlO5higzXIlTVMSn46nyw4mXDgodAuRpToW+PQ2Sl5tpwbneXxNScZuZEQDB9HaWmBIV16xNTc319/fPzuch9Tsu5eYwOwIWTG3x+N/vm3M59244tNzczGr7f3iewS23iuRKuDSfezJP0PEEiTb1DOjVSHLonosKAgOynnuJSmqSQ6by1H8du5HBtuwpTL5sVpu+OY7Re9+e+JuiglUZb7t0VUTvfe6MiKo/nOm2sN6Ow20ppVyvFRBsy58D1zcQN7nBhesXrbNN6NDfn+LlWoT43KzFnNjEPu13lksA1ZwrETBcTz23ryVlKO6T6VXrOADcNTC36O9VvRTSKaaGWTQvb6WAUzq2YpjHDAlSq28R3eZ8FumrbbazgOvJYnwwDp0HzuewN2s8kn0RqjPzBSDPuhoBv08RYEjSAaPbJF9ZhExu/YN+nVRz70S0TnkUCFPcRDXuM7cG5SoNZDvsa3GGMDudCXQyFYF3iHUfPFnI2i1PFZGf7vyKCTTT3SW4zeVlafOfZqssvQroEcauLHSOCa32zUfnRV5M9mgtiWVF7Ss6G5mzgmqbKFP3MeFGJrpSYiy3BwSyO4xAKjVs7XH7BLElpoQ8gJkzzl59H41ZCISW6+tBc9nZYjzHmLTAAylSKOgIwKGu7Kxr0URn0wstNPu4Syq1ftckPQjFbvFKwnSZ0QAm6iJ/gknPWpYrnVF6TyDlK1crhUqEEdz4sV4kLoTdePh/qpatk2/rhoIUFB4Ticn8eqexuemp6/HVgb+HacpdU8IX6OrZ7BfcqR6nZAZ0YFdFC5L2NGy6QAMfQzhv9FUihQ0ZhDR3TBYhyHAdR9vNhEzQjEuKFF60UKSQoFR6EQWANksnJKeXrfMyTcBEcGjkZ3XxAK8qcZ+vYDEV0/HmtpT5fp+UMP9bjL/KrtkZIQ//8mj1RjtfjPB5b7tNUAWif1/4xnuyy7Rs+MrdjA1gkteeRj/fnWp4dutNFfOKlUckQHiUTvX0vflWegbVSt9RiBD0HfFG7Edz1tj2NOa7l/ciGBdiWdV0OAO+mDwAU0ebauJf5PCsSQswdpHatGzbvan4+51ptKdtmo2iovX1J0xpKueyW2agY0tyK0o9jAuF4nBss0blveOc3OHuWfuyt5ly3c4eddo2MiQxTUIttv6pDRzRjjHAoBJoh+t2m5lKroNU2YXs1O/ENPjfxxxe8M9vEvK9jGlLdT7CcdteKyTaDga6b1GwhO21sPblSKqAE7wskWWdQ/hC3GtSbpuvAl8nvVs60jWyKqNb1AAakXh0/1pzX/f00QWwOx9VggI+PPVMZ6yWPfFUblirXsPRpWY/3UfnOYkoa4Is7tU0SBeb/FdGogALsk+Ba5eVQlPAi7AJJYoIxJXsWOYYKL+Qh0wQw7EKCsDXhwh5JFtCUgOkdsZhLzGNk5VrFTzQgQm08/XzViWojlIzAAYEW/GghnAM9lrOUIU2SWv0y/QIKnBi0OkrQfgbzpcIgoemoXXA11MgLShyH6izposJ1qU23ZTzAmbTNFIaUtd467whbiijDlDUtz64GmjS7mFj0heB0q0otIOf+f/M5REhqYBswHMgDybYJPsicDxecTunbXIwvGfYTPM2FsS54/KmObD3YyCP3QnxWoBbaERuLuNzwEw1QgwZnqMCN0O0l7sQdihPklHfG8TDJeIKCSrKDQv/iLLLwAhBxXwTaEZCCNiTvKOexoHKJAhXvq6APEYy8iEGhxAwda7spou+wKae8LZYrfO95WY/ftwn78/f50iwVxvr1+0jIu2A2ySRS28fqaS6iYVnQhlk25nKHAWG0okATbN2xlDF9mvKcnbcRD65IIGmufuuhhq10qBbu4GKd6OthOeT63EwRjOP1em5rsRjc60e7NhqgYXs+MnErdXttyY5zQLB1znTDGPWylIbDgR0AZxqop9z2Y28MjUFJAVKrviwrnxgscOJYywShtdlMioN+FE3MXjGFND2LtwO3yJiZhTuZx+fTUnMe3QUBuSumjoRXUy+IthUxRwJdvMtxW2/dcXCzow92Svl38MAQwZlRH/htTMblrMBPQJ+twOzdEFtAkTjs6/bnbf7CdTumhdavx2NbTdEeOyazJvBsreznBvm+WVJdMNt2mMEN/vC6P3Z9tN3ExbkK9F4ZErS0vdFFFKSn1pt5bIStOc9klsugipZFeSzoPa6M5PQsMnIEQek6misCyRtjamOYxYDjmKzM2dwgr7UlRU2RWSsqLZFIkk6tmzJUbEvYg5o8I7ZHhovM1nC7mDWUtAlVkWS8NJF0F/owb0nVCnbLoUHgAmOP6NARjXTMPIsPrrJzKeG3X0Eg3IpKV0j0IQTYwc/JnnEiyoeN2giq43seKfB0/oNz4CKAYIsLV9AlceBqeK1VLgs/WxjVed8vhpMpO1F8NGThKSo/DyiKv3IGFl4Y4cBBi8pBd2WaC9qNoSJw2I+Rxk0eiysa18yeoSE9WDxdcJKhEe5Xt6UFtEgxxP/Jq0TGdJgJmguMbwaFgghWsmgmQTF1OfKIKVOezs4Wyv/JFoLhp/T375/XHM000Nrr+vj7+vNnBeeWTwa8/r6H2U458RixJSzPP+cK4UixnIadvp3Pz2PkBExTQ23RUiQSWiuDnaI9sB011M+Iis30UGAvdrIXWF+2fSnGWGp5BkwRvc519G0zsTgfL6AkjteROn0Q+3NSjdmCZszDNXY7boDewR8SeDuaXcXAgAnAGZPY3jn6aOlm0Xut50rspAsT4onaq3oqOy4UR7wrs2zPz2urzfHW9H0wojpSmAaRSDgi68APglKcWgVCQw5oSjSUeIMCvpX8IviRDdSQEj44wugOmy1hFqznz2usdRgVBN5/lCDLg0Qcq8cN1RWfAkZ6CrvDcZBLHX5nbTPjFonZ/pJZC1+luSMIQBQ/Qm/neUxeTfJmA+FXU+XfRMICUqKJ4LP1Yvc8SLYZNyoGGy9tN6AH0g4ApDT0TsnJy02SkeRTFhVgJGUlz1gWbop7ubaIAopKhTtpbwUp3E2OEJxAfM4CbiV8nrcciBt6ZXC8pKWyuYpPkA05pCIiRO80eBwvpgy8s/sJmEdGEB2JndSe8rVFvlbWFK2jZDrkASoXPbcRkk9OAe7gBp5cIIZAJrpwwW4RcMvNXzWejHfGJvQsSHxyMDdwEL1xfSQEmCRoVeLStVGPkrYKKK9jiI+pClHWYFvJdd1P/OEwx4WqJTag5LU8CD0MtjI/sx4pShGNe4AWXD+KljweMYF8dNI7Mvg756AoOUMVSQlpB7ZLFRmrdUltPX7ONY91f23P50CvHHL/+Hm0SY/Sf5fWHw9+kBRyh1rPR3u+38dIjbXi3KGWI9Q+yJhUomb8hdgUOENwfy3mSTNRUh4fy5tQq7lwhqeINcqix+NxtrLRpiHYPzSRh9+aJ6XuRweJrUNZVZVRWH51DDv9goMg6LCihzL5gsKUYiSomNzfQaoEZ0DDX3+8aRMoQsopvtN3Kk9vPE7DUQl4MKcnQsSIQlIQBOgz6coIhab8QonoWbJ+khhGARRoTadGMvZ9On6SA0MU9VVAPhd9tkyUjLWk84e4XcW2a9aGsp0YDO7HeM692UUEam7gbpnuFmqOkp6YKfzyQjIbukYLtjtPkCT6DV9XE2KVFNE2b7Ygv0CskbxT4iz4lG+OiFigMUUfpS1YhMEKon6hmLkVe0P/3AKTlxY7bwLnkNtY15MYCa1vKRXQOWg5HuUXGx36Yqlgl7CJCokfN5TJIjsM4NhYNIWTg3EzUtDqVxDIBWabSlDcdNGXmkIGx994UQLYdXdK5F0a5SDJc7R7tCWNEN0tSd1MGhQVUhLqPNd1cfGlynpqUy0I37ewstoJDRuscywZH8xqWGjT1cgTkjVCYdPzxChDt8bA3bF32Ff1btxdjFPFPdONizsa05JcwkGGPbJ0PTOCQZ1qNodyBzrRvjU79iipd9uIQtBC/p91bcBUNK8N3LPJByeV45kJFkchChHFvqCGlObXavSeNyBwdbGU0HLbBgwbmMEXIMUdCu40drZPyRy/tKkCVHEgiS5TlvKWftVpIiOydyf4C/Suye5VLaGYuJ2LwnUk4axVXZ16RHhHcKn+fynRHVsoNqSy9C0qMSMBy86igTg63fwCzp6QM2d7yOCZzA0RPCXOJg34m8AMwd4j/lF0P0joFLaXRXQSrDzfV6WYHIke1iVr0e0j4kyqJ5bF2FNxZmFjg9LaQBccbUHSxWs6mCwiCIxE/Zbuevqro4BzD2o4Qux1IqAH0U6kIIhbTUV5LRkNyKDSVaf44KQaFLGmzB9sxjnQj0DY+y7+4blli9QwzmB7OLwvTpxEGI7mbJfaUCSRn1WXyZ7rTOJ4luaWjg1kNHl29ADYOg4LEyG0LtRBvCbS5pydVtfuPunK/XK1XWa/lJNqYD02Z46wmHFp6Unm6h4opy7ty7hfQdnFUpcTNPy6YrSiubasTaHy1CA25miDUxqLKqtpjZuVMpxE7IR19p1qxbW3zsyeq9Nh5cRHhGDhHo43qojNheZXPiqB0NUaJaXEuJWSf4qT1a6Y1cm9rYhIXNfkoJU0Rg+r4fopkJ50kTSU+a4U4nxPl/nECb9V/VxcTKh5cucx2EstZCdDqV7HgsvURhKyaSkgfEl5VFYAa40CqCetmgK4bYoruGF5ji4fnvmtijAyCKI7VFEjwYJo+iQ8qUI9NCdmXMTUbTvis4Wp6iHrbTueGcqbuDg/X1aMASVxfNgFqpfrBaWM+Hgjo6xSRXxxK7aEyuQbFOKIUrcGRz5c+6N0v4eolQkYH3wz0H+MFb2xsHaCpuUbAlWWHBppUf6uIstAhK5BFymeofGliCqm8jsgHAwOJf0pjluoVMZS+Z9cQTEOS5ICwo6kkNBcFvVBdpUwhxxnissh9SGhiOcPb20I8wipFFQ0u/qIj9KIGHKpEZltaKGQLTOksMeTKucqd0mviJzO5U9FxCqFm5h2tOhAG0wcHputBUVVhdnIaRqJPsllumPwn2hJpWD8ptjbScw5AysL9vAF+YoWzmEEcVtYUHrW1SfpP9blqKMRtclWaHND3Ng2bg3ScFw1GtCrq9hbICHDgI38ciID+zIHFNEbXKBhCuJWKrJGOjbyP3EqMw6i2mHn0DI2yHbhzWMd3QHx9aOLkhhiG9V1hEmFvV4SH4pjSE7LcCr1B4OCtfpfQ/PLOXdL//AbaS3Ef86Kv03zPNtIGUjn1HsDHG3G0rdzd3yKBLkAdzuMIKVYSBAQ1cN+hieG1AKpr5C70ZB4gnsFLBFSV3ApTSNQSgjjz4X2Wrk6f5yPfThiRaK5BNcIpzsd49uNkcFg4AZjsLAkw11v1x4MEolWqBR4Es1HygIL8GXOPM9tuvnJWVh7PuVc+IVHVhtxIWe9RFJEbBhRAM0dg+HsY5llbcigKNJ63lo4NfgJqIhLjCt2MVUjrSG2SDp+Jo0oBR3ko6j5uFGmJUxFcC1nv2oDQEX9xuhw8cZr1jYrbV3dJoYY6xx1XUwkMOOrITu/lzSWgUVTc6bQ+jkrtI6iBUXtK68HlGfl3KssIMWBi8hVqRxo2+Rm1Z1mGq1eVYn+pkrCr3ybIjLIiJRwrVeU+BRV9LVKYaSEUcKhRLgq5REW8iWksAbUFs4vm4j7Ih+IVBKqQ+8TMxnmB/7nVjBLU/wpHvN+qooV9LXhrzJzcHzwDFmhgEcGzsYkciIQDV5H6WUCuLLrZ6xTifECxKYovxxKFwrQ5D70AYRkLR2YNDOlk7FLkK3KykGFj8OqxhdCU56h4D4v+noSf63Clxe0l0IrgyhZcb73Hg5tjYyw+Bf3ooaFKh3J9Hai+Ah4Syh+jZdM0RLwGmfF4DAwAE2+BTSFNv0Oq05KtGIWcmQpHS9NmJLYLs7CWxKh/ZqXiZQFVPqM37q9Q6DYU1bFtB6/f/IY/f3Znj+PnC0V6zPPeRtE6fz9jIY7xsyuvn17g53N+uqm1b4ZjnslGeVgT+wY+5P2sw8gr8Y8d2FYwNPWE20iLBFiURyHZpxwtBmFXe/FyV3q9vqAmq5iRHPDIYrhgqr1gQKS2nq/neeO5bAM5KOe7wvRcJpphSUz70Qeq631BpdlSQOU4IvHKSHOSDxUNriCoyvYdSHrjjwd1gFJf/KGkrtNkGg89Qo/HvP5OlZsF9gIOwuf2XhFwwMgH4/yQihPW1W6mSwWESc1LYu+U1ww4KlzMmlAT+rwV9XvwYJvonpT/hfnYa3t8Xnvo9FMDbCjrMiSgnqWX0oBZuUCkcKoToqaxXCzsG0oo1y0Gka+Di5URIhLPJiRN+BrcpFeh6Z7TJQvAaPG/A0j+wwcv30ii0NpzleoeP3G0Q5yaZEow1Zz9VOrH05mFOb0F3hsQVQnw1rJPOf01Gww3JBog+dTbhzy8UvQpKRZ0uHzhdQAxTZJOrCdSAkgURzGsNKWO7UiLqMoooXdbyKJarSn8Aud7h2XaYtAwYwHig+osvjb0G4+OZfKJd+g4bhrzeF9N8EbI6IUv4QSvYnsNhyvm7JbvgdJEvxgIRoHZUAPxj9GaWZyaYuFS9SwlJ3xcc/Rw9EA1DCG986lyV57pAXahS4m4p1bkmMHhTiXlwVF0ZBgP68o6YJQElvIjrNfCLttQWjQAkVOWllysiYcDVjDTe2DvQpRQl06UuKUipUSXR+EMnZ3rH6x4tF4scO85Hor2twc6m2cPms2op/t/c/vnJ8LNfcemzuCbElXhQGwExUR5Mrsx/twsVNNJliMyKUTXm1lWjuOdEEQKEN4qKaHUSQUhDMhBGfvDo/et5yxGRGi1zLbmMd+lcEQKqghKVmdem6jmtWbgL/8LGaUVrZelDbFWGi0qAaXm+d5WlxS23Y7EdgYrOwokMncKO3Qnaaz4k7xKeOtcT1BPmXnbSiZgV4LbxDW8RLx6TWs+LL4HXQZhFm+9VKvx+q0zQ6BZdTCDdHsXXrNC7TmaHiJVD/a3cfWVWsd4mp2yIkstkfofk+6qum8alsWaVYKsMb3DB/owDLmWo4/n177zV+4nM+9tiam9Nz3Pd+2EpJ9z6q5XFw2hAEAaLhQfzfEMx2I3QIeo7lP092hiCpigUo7ph20SAigOgoy1lVO8OP3IrZSN0Va8aRG0jjLDc/OMd51wfsq5z6nHTR2NvzuAHEKO5yLb3Bj9JwiiK0ddlOT5a2HR9LOi0URmIyYl14gQ7W1hqOWSqnn1VrmSXi8wlqdB56TIuJrIIU9iQYkx+XP1eMqrFOiCESVO/ok4zVQlaWgYKM8OfreG8GWHt5aiIoUgAWXpZDmxU4CgmvJPY2O90tUoDxHsR08NeW/KkAFeKQr279DSdm2S2ZLQ6m4UREZBwMBPzQ1rlbEnEvmbtdnkvTeO+xyGUBK6thuS7RKzQG+cOuPd8SaIla5pRwlOa41IrZq9bm32OV4x9k8A25Zid1D2Vyg4yVCiVUqC2f/JnEqHzIHmKkVdDHuBValalQ2ciq404H6CSEywVuAZ2Ftn8+a1uPv3/f7759pzHPv9zotYJTMcXV7P4FNoS7cjuM8tzlTBhgqrXUs61iPpy2Z+cpqJR88CMasG2M+5sCXYO7HBE+ov4HGSpAgpTacA/fNObtnNUVx9aRavZ4ryeaNGe9aXkfOIGTTR4te1lLE5+mCtNb9Yazh2zwetuztWrm27APgbdNDbzOtnnO3Zl9ne7yxaoDw93M/X0bceuwv31rx6PmA6E0lnw2i26GI9IiYFENu2IWKaanFCjAv7Ftd9NEDxwTcIOv2nKuZAWRcaFB+JRVjVoCic/IZOye5VSEjUfpzw9A82N52bldquV6FYhtLp472iNeC0CYrs8f/GQmXyxf/ciRwxKopPexY3y9DZpc+8WqMx/sYjJlGceyMUKAY2qZbYlhPftVLNXLxlMRPQaHoMtU8aq3jeq9q2RP4rk56WnNB5X7M6hqNmdh9sghNc05Ks2K4QDltC6aTcIqYC1OKas1e8JsR1ojwEzJSIYgUAyI8YRUyHiyFgq/d82J3/XD2aT6/eGAlwwTxZUCPE74O5IEgD6XTBtWIcKQVroRZSSBaWVGJrDaR5yGiDfXxQXIjpRLGHizYaF0At1dQkKa7Ptqnb4MA4CQwDCxmrScrRcyInn/FxtkeuXBk5uLibBP2RZJWJkflbBOzb4lPke4apq8LSJi8REXdFIMRkwIUnFPOK6wlUYj7pLzrzMJpCpSZ/4mJgZ9aWFfwJzrEnB3eC9FuitFdgZ9NgaqiZAtwVCTECJsoaQB4WUu1kigqpYgp4bsjTkBzZrCmFii/pXEuvPH+odOc9ySrXWDwbgdmielE3U2FQvG+ohSzIHl7cQLfXmtb2+dnLev+51JEP/tV/r5/X+sEeQCxc/Xx+6y5Djukl8PYtD+HK/rFojhslqutXAw153pI8DPoq95m2je6422OhclIaCkwTzi6TgC1EGQdUo0ERYln2Z9Is7cnYp312U3EGYUxZLFJpTSOlx1w9sfbfhzL44VyLWRA6oep16P1648RRxymuI65n1dxbl5QjR29KiHQSBW530BeBhcIYqriY0S+q698uQKT4rN7Eakxoo6A9gCGfi1AhPlCVpfcJ+GvIcsko5zoDFKLNTBBrXl8REDez0Qm2z1PEMkXPTB/KcSZh/e1ibrGQzydBbuu6+e9Osyf1u+k6Y6FH3LlfmNMEWqyTm/YjSsCeTm61/wtEVkwfxvBkRSRW0Rulxn1j6fNJH5MU5Sgy16UW1b/liQCZVxEJfkntK2y5ylORyYQtuFIYdp8l1AL8ki4A8rT2ykhG3qFPYmholBP2Mp8EShEiglyvOT9HjUWYdDJvpSEKsEZAeLAmfgfYQ66atMd8iWx67YZPdOCLkq4KGlsNOgnysxzi8vViZhanUBOnABb0RBWyLkdbvVFqHN0gRJMdbCBfKRfuXMF5iNeXgMgtCAuSfcalYkxqATGM+IK/4TkF1oW+wRPRH26ZcT8SribxhbXJ85c1fUuEb4X+4P4VCnmJbVjOxIJuzMSOEzUJHItfJ+BIAyQJbrNFjLvh6LF/FcWXiYCHtFFnp4+DOxnQHjE9vIcWLDKSDvUDKyu55VVm9llSYSThes2wkfokaCLY82miEZ5Pdfj3db6+v39Pde21JEF4m7z9Z619wxFcTwfLpRt0myb5mV5vT/HWu9pE4Cq8IJzBiI5l1TfhAqbk9P/37aq9Z8SOmJuWeIzb3GquUgPQfv6G4Aneka/SI+HHl4/ezluV1algsjeYMnYnopXK6zOsyUvTdvg4MGlZvKIQ+q4pRSJ9KwUJ4j8QOQoCPSaZLvnONiNIMIlHk0Rv2V1ESiCTl46m6BHJBRSeG+zAHAM6+Sxts/mFGpSnuHq9BV8tm07IAl6U5hDThYDuwpF9FrdZiiNM06cSeu2SB0j1BluCD5+w2FUg1TGozqwC28SgSxiIhDwz5iOmti3oYjsNzTb3hUbl9wQKPLUwLXuHn2SnzLnrf0n2cMQYDraBQOPMB/CmiVv4APEWOs7AM2R3FuBOITdZIGd4i3338EoImQt+Wkzfb+G7llk6nM6n1/eV4mbQTHpLNKowXjkCDIRwI7u5oXTBEGOIzbR2+3cuAG7lT6tNGYsxEiThMmN2qwJtsTjRBihWNEvlBVUFbFVGCAKRsFlKPyYDytFGA6Zf7BoVHkN2nQVET7vhR1lnZaPnJaTDJAkuzbL/rFxopy10qs1OpxzwbEJ7ZJPPLAVKDXzuUQMKdm7bQnoNS84wlqF8hOQMoIBv6JgcRguDSW6A1cjGxTpDh1R6KyYsmQmcwbTpSRq0mqV7an7TxN/yS1YAQEQ5H6SnZIer+R7PSjoKL+1IUQC5kmjWuujX4qorxci4Xj/PkZ//3keIxvErfXSnTu1r6PM5/v5fD56KxWzhPP5Qe7wcj4fj+dzrhLNtzWUx4AfwGqXXEjK00iKSsKmAKPV1DBaBAIrlcTkAlTfsr9/Ppcv6lwJm9P8sZe3T49vDGa0gvbqBp6B/xI5slmTKc3/l8mCa/eQok5Px/NpllE6n7Ycy/l8oTxsKB4TRCBBjBhBuMEdcJusJUCTjvByRfTaV/hcA6+OsnfUp55TWWz7EsHlRE64Ua5MbQBdB5k/GQ4XZV0oCjwR1fwAViCcp8q5fCcdhyIalyJKzU0hW3bMkhn1Hp7J7dhx2XOfeOWMjCfb/g3rVmTPo+SvatBGNOZNF/eunbhtHToiwAqjAkewz6REsP5aFrEzuxRwhJUNhRfQQvrExVUxZlKBX6xMj1lQMcXnecaAGuxUIfAmtIUJ4bUIxKtkRyX7j+px2lkyQ14nkmw6XRMcQF2ZN3NkzCQXJkL46ICyTohhVeZnahAkTHleGtgGb2cUSTCVVlMAk5riZeKeXFCWHLlLvURj4bXwryVRF5RM1J07GsROJygDcMGEAiqRNdZLJDBeEh0yknZB9kkGsu7CkN2PpUMm0vXCdMH+Osp/jM02CR2J6twtJZ2bKC3gtcQlMCWfVe4xn0CGUNyx7FAH1PV2sM48rGhEoEJhzqRH7aLpOZUvjBdKT5li6OVy5X7bYSW3c2IPx4hHbRFSJu4dcQS23QeHTm9ytTKtLPzrygobnrIcuQclgtlz7iAttswI/aBUxRlEvo1jicSuUETj/Pv358/f57o+f5+PbeS6zClXGyT0pXiu5dWM0xon2o1d+7Hnek/JSTTwHo39aNUULCypOgq6JRWpGTTeJBBWQ5q5J8tO6plY8aN55tazHactu2HyvpVQDgcRDgKV3Ww27dl4FyO3TVLuYLJIysEUHkTsw3pEL+mX0si2J8vHC51bT1PNr9kOzPPNsfDbLNG15VEwKYEVB/gmBwO7sDDDYNvGOtwiMgWOaC34/DsE977Da9/3DSqkzwYcv7ud3XeU8HABOtpn95n+tmApLQfA1QUNvqtJni4XCdOHz5Z8s9P784MVoazURLSIrjrDUq/aw2goi5aW8/2wr4/l8Xna6z1AflrSeFyl2UWnuZKMk/A0A+LSu8fAADn2SDcArjEqGHNImUW0BHzbMTE2Ssdmck5AVJJRl6wgv5iiBJKeSl+f78ROOdYRskGco5nGCUrYOl6bJgMpKlGBz1MS0CHMCtJ0OUZFk+QCIYkLH+fBL3l6CnXKHREfscgMaZc3FG3VagfgurEOIsXI7+3EQxhbIZIjlWD2+AKCs6wFxhmhKdRt+iKRmk3OwiEcutXH+EqZ4h6INbN8f3RKtC6Uqz5drFdYnYay0m+lo0gLZWVsD+7SjjYFrC6Ns8kC+AUNHqFqobapkDVi7kAl+zgdMg0+fD6dqiZQAy9ACCBsocTP7C650lPyjd802l/lf9OeskMaM4LPviABQK9EvRKsJRxFwhyje50ncwc+Z/11bn1y4PK5F8eFa/TmmS0RXsLvkPLlqUe16B96HhfGG5kLrZM0L9TcLO39uXTQvu6fP+/fn30s5+c53EBg2FAyz0HqfYeXf/aGyfqEC1ycl9Qj9RpBCON8lppT33czosq05HUb9B+UjTm96TDqpdf5emz2y7ALAQFkdotZjpcxmZ6Jc2X2KtDwvlkGbo2ULbqFnk59CCVCGCFvOXkn5YP3lPail0E4q23QZvydGLWbDKMxrIRorAO03/vYYCA9twKtecy5YenNzbq8YAOweODww1eQCfu67PuoFXTUqz35ppNdN3tPJ2mme1uCiQARssxOkAXrJqUkaWbbYiWeFk5b4oLopp5bM9kI+SbUr50yWJVT7k3kmWjVZ9izpYEYuTUjXsebfJyz9GIWEOKoNgL193PLV4G8D3ZSrF8FskKkYVyohfhP9HP2RkMvwkdymns308WnL9MqdGZqx0QVxhEVMclW8rYIyl4KaA9Sxv7MfIsMs8GfjO3UYZQWrroxQxesMegQ9Z1PPjEmiHFoGmgsmLgECF30lQt2Jc1ORPQafuFv4cSPAsOyoksVr1hi/t0v15051ZUL7J8kbQJCcXkW/Ry4lPvSlhSMRqLgwMFiWSJiZSlWOhMtw73obcB2mhu5+Qkp9lLQQaMr+Gu1ZbxBQQptF2SnVHTERSO8gGCNLG8DiawUGc2YmSCL48MjKjscgC6r8zmg9qKndh3ZGmVuypItaFgfKo154BlEz+3onZhbpQk1z7nIP48tOCD0PcU8SsHURcuOvzSFY/6ReEO2sxA8K2ZAPzFvJREuxJ2LPE9xFF6SvUg9zJmIGNXBKYjawdAGlxK7HoH3KIv+6YZpRZD4DG2kgM30L1nnouCqDQNRG9u8QjZ79/bx/3/aeDQHNS3tXQIYYxuQkDUaPd9YOSHjju8/jvP3X1/v3ESvY1yvRyF8lWX+DkV0eXfA+OzJdJpSZgQFIwxk2NbfsvX7/Pp1bhNm8Hq0/fU9M46vrV3Pa5RR1wBIh6GtQddtG/sq1VT7DON3iwCY5OdT3CGI9a2KPTALbLZzmwBhZt81giCJmIAFplmqVBFkCUTn5Zlw5NjPdCpUdozznO6zdr67OvnAn99aHm8Lam6vm9bXtsqm3I8i4KBYNcOps77eA7WCNRXgwrzBDgiVTITcwdF4zQJkNObk4fMYKxij+Sc8EDHbRUQ8oYCGTiyOYtF3tXh1mhRRPE9DdoMkfX3+fgNcRJIUTqG6BIp4C9umH5s+wupWh0lPNbzlvS3X0Sa/fhAF1aUFij0zr0gP2SQrUkSkgcg4opmcY8UUsR5a7K7V2JDElIm5uZaI6zelm9dJW80+zTPrxNvRbDAaDmrQcngKeEaIUyFCkwTSFXRDI5/GsMR1HAq821BWZ3BmsRsHfbiwTm47cH16qNPBYlsiZR3hMAYRhANEf5OdCUDM/3k98DXTQLofkDBCn1QnGRZwknj2iJhPKxwTggN3QJBFXRaXLDiIEtjHYv1eMzk6hQECwsxaMfyJ8eKzAaR9Ul8akCY1FI9YYhSj5Oyq1yFcYWAh6SFz8LoCmB9ke6ZD1Yr5XCBtaogW0hUbKB5KiKoRaepgwImIRff5Uk3gGVky5fQNZKLJOidzrEJZDRIOn5S21XRMIK39M232kWRzLFF1zt293gbQGOdbMH49j5kY/Lh+nsc4ji5lY4WTy02ATfUB7Cxc10aXjDyJQ3FiHo83/vnnaywzT9Gva9l//vj98/t7XYZo2R368enfarUcX2809Rujt+37ieIbFvxaUKnY/lZBjRFEH5ekivHSSGlyk99xAIQ7OHCP9ic3q8/RwhlFonG0QDsVkg8+nrKMRot1Lc+v9/os67SgHm0LMR/x2ZpPn+n2ognZz5rPC29bdkqKyNtjfNLEqwOFUoBhzSFBEhbvd8/it/CtCC0eLd4XdX6pr/e93Oh/stzSBj75Y79vEE4zIghMHNrvyJw7lpHGuKPrNB8LioiJ4Bl6Vrp14xJSWaom4FSJCINkTj/BcvMLABWl4aTbNhXQlbTfHqU4OevVH6Bw5r3x/FVxhSZlEBYOyh+MEhWOciTjTXIB2OMAY0nm+yxDoz5J4MBUAK0yxKtCW5aXdc4puyycyVYl8JihZtQkBkoXc4tCcRWdKcxJX5LSmmBiZhjJhGGUYtFvnRvVJiFcMt8sPvfmiaM/+p0QB77OcdrhBOy1Jt8EYwpUDdqfkpT5wP70OriTdE6+RWqOISJSXIVoM/nl0SBA+HGyGgthGCG3N8m2KugKbhRDmAkjWtMOuh6PQTTISE1XDPyDEVdttLdY6SQfUYujepNMB8FRmNXhg4H3AnCFl2aUIQsLEbNgudBaMV0HD2jZ2tiWbb3Wrvy80kGEtaaIAUg3t+CsglIl5bgLBtdyD5qe6aG2sKpDGYTmBaQ5dF8i+gxXlg4s/bheAdOGbOeGyWW+5VQLKGv9zf7zACN1eBuSf9/nxJ+s0/X5+YawtDJ5QcgxoGxIWAm+K/IBlboF7q7344buddkacy+sodFUKMWtV61Jvbay4VOX9NF6rXsSJDbYDPXoNQoC2ZLgMellsyGFaz5Q2+YwsUcEdfdBEt3sphViEJOQRc1F6/9nfxY0Ng4B3LuhKlEXnu0PepShQNT/kJ62GhaaIUeWlOr7ppce6c4vLSQA14Y1FL/ZI5YLTeahxUDOOTNJMnNbM+XFasJ2paAg6+E47JEkupAaSOg1R1PyQoaM+QYKA/Lr1LPadqYqiKsploKIX4G7jlO8uCTWFX9Ulc5gpLa7E3afJc8HTHXJGKpDTnWLVojTqAMzlA4nWsylonL6wtiE0uSth0LJRp2O+2wbRlTr/cl4Xm6urjAnOXDni89vBy4M9bQrTupw9yGldChPGCYzKVPqLbyUqMfbUZm5HExhBtkyCFwbVzbyxE8K6MgdDeXml5yFl5o1/jVG2GyFHkG6qLuIRoe3DK2pRiWDH6AdWDBwszPQhhETrMO/KYS245j5r9cPSwg1hBQhqJce5JV0kVRExj0GOXPfehyG+Bruh3j/cETm9ea54RMqY3BWCjRPIKME6HKGCpIYHyWvr1LG1VRs3IZP1ZX2lE151WTRCtU60he/ZdLMsmClDi16VFQmR9RkeiW9i9pPVuGsKMHpdExQqVjFpJQ5vJIGcTFMNjuIIgpTnpjNdExUdZelqe4cECjlM3fSYCKVG4HHtaQJlgdSr3qPdIhZsmd7KWrMHN02LZuaAcT9KIbfq19Q95WgTDPnm7m1IVbWH0Q2FKXIfx0kC1NE3qiIsmK4Cm0SqEL8q/7a5MprWGBjPWmvA0RgYA3ZFM4XY+jVbpcFOpJk1nCeIrZ8AMXJ+tZ0fIeHImVxhQDY/SdMJWJy4NMm2c+tJLhkj8MMtK1Ef+rMhSBIVGPqx3ns1rf0hIqrf6aXaslvfrSaxyOtpZ5ZL+IAytOCF45zVBbxLuDzk2jW7xdONGPcDJRnBFH9aaPBc498hreUyJk0aRXkBsXs4sgq5xFB96GawqmUGpE9twJpJHLinSVXQ7L/xoVS7WScWBh9t0/t02otBUXqcthq2H7+xXC2zIqXjKne0ZLCioCBRMQyiyY4Tzt3ZcJ/XFupfX1e3z8bU3L7v9WCb2SiyGrmGUbsZuq9gISNoUgOODEyaYTh2SNQUF3ef6UrgSgiwGb5+exqP+0DQxHcQd9HlIp+QvXO8EM+i0mBSXfbnqwyGkvvSyb+YZpEhxlivgri8YRQ3Dle4uAy4XJynljdOO2fhWniTtXPqM6VewXBunlVbftHzAUWDE8d5vzHNAcyk3ksLZkALZ45GOH5GGQCnVGxmWM+qiUVj92P1QuKvqC5kh2LJYplAqHKxCp3OPWn06x+KqKu8Jn1sS9GxYfk7iIerCEvEc6xVZ14BxmEGZWWAPB0i1hrEQJXQYJjC2g/fLNOaGcHXs/JoDARiCeMOxAdxnSgqCW6FXmSLuNpTskU11FEL8YePWGuLXPhEETEjTGq3DecrAvEYzI9tqQR7FPjvHSIZYoebXMDddN533QGFmsLE90UqY1JILUdxxhvcf7jnU4pHb/dm8zhRAa8nLtCdjKKsbOxXbK8COF0nJc6hbdPkjpTedtT9HYW1ppmamk+zvWJyHW7uGi9hVePShH97oxlDi8ZWVkhL8UI4IHKojQjzoHkDpdlQalli3nlUGCWD7jX7AH0YCbCNtqB5mEAmShBJUAewT54aeClOL5+P49Rt+P1c5RxfP3x/P6j7/tjZtm+dVHoIc+g4I6RoxGya+oMIL2wxtd7Oc/rS8E1iXdswv7DiHcmkmxy0kWG8X3dT66bfG7eoIeZtN6L71z7n8EZQTWkKy0wlXMveckTFMVLz8IFVYRFaAncJ+GaTibMuRPUb+9+pLZxKaEsgRtMDUANtfbr9WxW+2QgBgeMy5DXM0afhyUKfnSd95HtgmSV6QFQKwnZ89Fckl4ecxtiBW3VzKr4fO53KKuX21epTLS25z/m41BL7Ta6pNAKIMjsdvhPLbnWc22ZGO+QJprV79fJJ8O8qKR8GDRMzRGIOxfcUjD/KK7W5khOcanmJRDhwZUus77coebhO3JEoi4Vg51J0vTCIIxvDSRfd5jAC94IWUO872oK36KfySEkUXwEm3OuIuaWu0sugA9GIGBN4O8MLfM/+xQMM5R2+zcLd7c3xBSypFGc5XU+ORR6xeAooe30uplEiReuLMYRYIAHWi68kroKk0mpSEcjyT2AiJxKd+ZijR5q2tuFqjQLy4ZVGV9Z1qLJFuTpBfx8S4VQw/dLaxPbq3O2TvCMoNy0RlpreJntbDWB+Jxh5HymfGB6kNz1KtZKQBNxuPivxEzmkHfndTLqJP8i6IB5Zp5mdc3GhZWPuqyj7qrGlJhD/7rTjGX8NmxGhSkcSF1vJ3RmIXeJ4/XH4xhLuX5+ltGO7z+P19+/tufvSbm2ph7q5fq6johmr8iSuPjY1wyDgztx/f6Zy7W/1xOVYBS5JT1kgttDHG/f66mQnO/9S2d9n+/1+8hjS6dDeob8cGsXj0H8gV4Lq3meRqSmvKiLX2buWsrtdI3DY0/MMyH3LpXeW5l3IFyAtLX4lOCRklejxpf0zIL7q3VQIrocjofA9B/fM6Z4tMdz3+IpcUC0p75yfoTcATCXhOxeFhBLmT0BS0FCN77226gwCUjHxbj0MgZeJz7xMeyq2cwf18nNH2Mf5/efvy+xb7uhfQFPG/xl57oZWfzhJzKTazL/91KFNw4QxR1mEkNURgD1zmuVbstU4VNAtLpGoxBCJdSb4sFDQ4jhPxAaHBVSK1igGjKBjH+t6Sw0Na1cPP1LqA80tzHE2jAG1pT3IK5sfKk5pSReM5S1S1jzg/J1DChI+1YJYAG2Yj5auJp60WERETr6MCPjlAGJGe0pUhyOCumpvzAadNIRjYWQWCB4yvbEyIl3XJAWXY5zSk08Ky0lpIoJfG1Hd/QtJxEjSs7YFyFVw8ScUDzr9OGy7m81rIlvVJcGVhMXi7iriOBUlY4bUssVneuLecLG8UEQuGq4GC99d0V8ZETaJWUtIN6MJxIZBVylMP2KhTW/zPQv/o9+Rg982LR1MepxosjVtNo9ELoy5eO4CvIQ6D/K0E0Ch4ZjU33KYFAKIVNA02ANqJQiLsywZQJd3VXdzazcmy1JugMKAPlsO55vBG5/i8DX8/f3Pjnn/vz753j+cb15QK2HxK6zntdzpnZp5771qq6FS7s/3gbPGAmF2h/XXvenlnNXzoXTiV35KMabtJwqdS0q/vVcH7Hew446a0jtDPPBK6E1gxPPNEHUHoF4RlfdQxB1OfJ3WW0z2qqYbT9HSW8Qg9l0kHN8B4KNG6zdaD7e9MzxbTP6/v19ln1eCd8KqNOIEjh+/d7fx+ulDDu645Jyq2hh57ouju3rU0LsIz7kiNnVm4UAUIIN4J56wB1G4iCPxPWH33uSWUiyuZjKRHSoBk4E6Y9VgzGzOomc/Ofn3NY7Nk8RQaNOlu0pvo4ZFFDEarrPkV/2r+sQA/we3Y/uTRKPMhEyEEeseQ80NHGn5sXLkoroADYnTm8rVCf9k1+ykr6zOgtdrFsLhRz8hlCq6LaSetZJh4o0mD+H8UJJh93eWdk5EV7RSfqBZ1z+O5uzUnwFPHmYKc6so3uQuieTREEZjfZGhjgEljrs1pCYnY0gyEToaWBJ/pL2v1F6HVCCJyCy9E0Nj3PQJTUuGFvMhs/K1TL1GgH1XuLLT7GFUnrOWjQ8KM4L2JzeiQ+piKOxaHN9+GDxkq562cQfiav5FppsQlJt1gdrIo2l6cjXlQBW/LZtbr23m04YofisB6TBFaHSWmyr+6UuaBZ/VJaQNU6MYO0JobjWw3FxbRCUmMIrVUmJI7YYMhAgbjiEFqGvOIvZKUJ/1WHdlWxIys0o1Rxkat1BLQxqaBbfV59Wh8eU74bqcQSGX1FYxAbPtaXmSnY3UxbgnokfqlWKaFuez2N9ffX9jz/3119fc+f2+glyjyZv8Di25+PoW3uc+94AB4gV+fF8lJHLfj0frQvKLJETREFaYD03zL3C8bYQqKpUBVsZ5ZhRiyOz26iTWo0bIZ5qw3K9pd6fCuDmQOLEak4Pjbw+VKyXxb+an2E1nFlJu6HlP8HQ7XPNa070dSq1GKcpUI/n97mhjxsz6zwyazu+f0aQWUv+l7GG5Fr3oPDZd83jhCBY5sMYptYMD25VTBJSObsiQde52ZcYnNImYUWXbeKwGLNaN8+z6/vKAIZZddB8JqZRXV2isw9F6o7xZmof21jmc117r8dzkuSVqXi69NLreZTe+/7Yyxhr2Z+Prns526IgMZHH7c9rKtbZze6Jf/3xBzlTEedj1K5gYhRR+Nf2azcMXRNgBieU9HeoIEiDEIbG19Vq4LbKku+bJdPOdRiOAEwzAwEVaVjbsHlG5aL6A6OmiwaoAma6HpNymfWsyUdRVSaaXl03TvWW8yIk3gV1kOBvrWWFOz4HWl3sxfA/hGr2hdxvATxmI4Mo00YiqYtpbM451qoj1QgLyPfUOKn7+BxIXAczVRpdoBUquZgyr+Iso4u4c5iIBg0QkPj7JrP7k6tKBRmVTxLS2dwkLY3gMoHttxBrvoeACzczuwbEfFPueXEAE9ck3Qqemflg6B89eAw1IG5cuG51oSTjlfBJitoNTDwv9HfkVIT+NM6Zax/z40aGxdJhXvXxBCTwUBnNRc3RBmrHpyrPWT6moN/BNRoaA/ASZxZBTVqgSzq+3opo6gN9ak7Cn6+3Ivr689p//TiN0mTEPJZSnl9H39Z9209oKfSkjWWsMihZ9ue1VrHF3QtqSN4JMiYDjJLKRyOrLAtAskKWKACcme2dxNUadZ5VYDp+OHUs/DW81EbRk8e4F5ziPEI6i4eqcifuh8dluIvw63ZEEzUg2aZ9sb/Doh599i80pOmdLaGmIvr1e7URGOIisKh6a6HdhzhZo89l59Y9Z6xFUx5Atg3Z0ntlYIf1Xyn6koISxvdDt0OdsVegGmlAJjeVm+Q9P7/aVu8Yla4wZICaMnEc8NGSu5YllPxE9zsBiKg07SiwPFJ3wH8olW7vWETWRKVMi0h3mfDRjv5Qov35dyM+yP6eglvG+7rgcYK1WajDAZugBWBCxiMD12bRAYSdmLM97NJyaigpYLfwF6gZHNPPQrQryu0j5MU3OxFxEmk08w6byjCb7lSMnts3+4BaUTOVaeoxVyH/F4pIa+S4hQw+InUgLkSECU8zL4HBQh0MNG4SUBfqICEcRJVmlu4KLA0kQAFznQh7QwtVyttW/VxOoVt2BPIG01ygRk1dvhN6gJQDjMIgbObGvpWUAzoozRMLeNxTtelY8Q1EkoApp93OHUifF5yfANSMZDHACewEwDqnZhWswo2zalDXuF6i38A5Jnx4abx6Vl/uOA3mnoFUrM1X5k3R4g4T2AbBs/oCCgv6M263LKLRTuXQ3vbff7yZFb7fmIVpETnKUxxpY2apO45j3zv4WlP7lKBKRBXV1teTZACORAKsjNeCzPcZf+RJsAFqLBbw0Y5nybtTELgF8dDpcMLeQjpb3QD/tA+IjCCRccR4KD+2elYCjk94Pg1nTeTBx30Bolm1P/nTjbkb+9siemAR6XlFnMnv3vq0iPo6LYZhJ55xWnmP+cRH/6FxpRm84FwinDzY4JcaX/nEjs5hkQZ2XrqpHfE/gLKLF1gpBkTqNjOzXyc5Idt2vCl+DlJwS8fBi4NvIMa6Fysmh7Mt2q63gF6sQtPPt5CUxqiNRYqo1A+LaFPmDFlEBS4nVeCTAo1QwPD5o6X55RgtBKsn6voiOW03jYpLZ8FqoveGVPTByRmMkgRDMvCVu5+iqEXKD95z3ufRnC+plVHFPaicwJoUIRFZbc5gil+tNsikLVnwlMLGNgaRzJp5I0yn3z5N6J9apfGGYIDLgmPPri7z70LcqTXFOjgEHLk3OAb0RgNao4vxsKocSKoAhA64tqBt9cGC6IKGTzeOFDLa1tSkOte0Q88ffQtfPkznumY8WyMhnIUogflbfYtSc7+cjfibOwaAYWieKKlF3+xG4yyVrpiNUNMzrtfDI3mXzHmGjoMUZv4X7JW2DSKKN9vTmMUTmqVmJgI6qA34SrU29VDSaBZSHOLd8L0ltmIYqDkMiuAo03wZnU7eR2ycZKtVEp9R8Yyv2pZ9ITY4CKW3t0W0lev3H79fv/84zz/+mGCFtyI6++tnHfK165ty7GN/TGboa+gSGoWpofrExwUrneYBr+v6uqrnUOOqpgIilSHgspIJBDx8br5W6iSzcKAVTBDixxTwlWRpBpQSvKsVSdgsFRewdgWnos6rvgP24iFFmaBWPRUyVK3VhDgnsxrjG7JZYT8jSEVZRJt9RM14K3+0aIJjWkTbWsf5iI4QxLqezURPERiy7mHdkxKlDoibwIKaZLA0IwbbIrRBx/U8VEJ/7ZfV3WIIjYMxtr6fgYAcoYj2uBWlt237/bMd3b4apdfV0KyPh4bzfD6mj34m+Y6riHVbmf6K0het0f11TUil3wLdVN8he13Pa6+1p0VE0pH22MWPLQ2TgZzzChoj8srWDM3pYBcqmKO54SGSq0V5AuviCpaedKKQe0EQw0d7TM1BcRZmItH2gAYcdIy7ZJQZsaAPWKmGXvZV8ckaRV4P0l8i5wV6AJQd+8SmaQhi/ACuJI2DEWxetQXanwZqrXRmukIdG/XYUC4gdYa9883fYE2YEDVFrcGxpZk/+2Zmd4m2t7Wm/agX/Rz6IS9hOr0lJqKc/RlRBheRvGL48r2eywiYMkA5zR20cZeLUUX/+F0d5HIzbgXHfFN3cakuyzD4B8LulZl+3L6BnLTsgQRM29EA3zD7qq0kIk0qriGCQgF5W6kSMZphHlIeiEcrDUAukqiI1xhZk4DfHjRPUiTpX3o8MqP0VPGwqxqhFgkLSrUkxNOAVljXvEX2Uvliu9ZxfI0Ft8ZY3xbRs6+P76/Hfj3HWxGNHymi9Xj9LHJMOe/WscpH9Hj083GGiBQD8/W1P18z5eqvX4+xrzPX6fdZRhpJZIY1zyvwwdIy2vPOp2xBZN2MItJaxzP1YeyyRggnmvpoDI5GMPFFg0cbHjNVboyRDq14XBPE0IzDBjlTnSo3I7DtxWiuzNSIoKGdp7yA6gsfEag5atEJZVr829si2rbJBnqF/tynXBJJ6OhTWJyPMSck2uPcIrOpMo1POr8SaRXWeSFnWy/vwwqCG+e5zi/1VezVdZ8kqM5nPke9zyv3rm9n4ZbHqD1SUlyTDe/5XgtC8mgxZaX+iIZtWkSijHi8rqONsX3/vrZ97Y9fr5lXdXvDX46xjv789Zz4x+Oa7Nt1OZ6/rmM0bbb2Xv/68p3SqKkBiFS80UousathH2CFSat77U4NqNMkSbZNuqA7K13E1jpOEAKj3o2cJ/RQTh2Hdhk5hw1KOtGb303nJuJdRyz6CUG/ScCCLpWp5TRem0O9sdqnuJSG4rucKKAwkgwkNMYOtVgIIkmubkl+Nck7oRrNbLmqEWUFW0YtzC7e0zjIRq2JEdHRsF1KMYKBkAKcqvNIxpwD8o24aSCneAe05nv79u+Da9KWDTIBXDLlhwEOyWVNZSgAFZFiyswp0TYtuClotjm7q9GQ6Q/OVJbz8mQMuEV4xQjRL8QUgKWoix2EKI2YkiJfa/SJO5NY4EQ8M0ofCAeLx3lYdyJRiqPS8JZ02EhPMOCwRDejgyqNtY1r7LHPprPYsYtc62SeVQHY6nRdn0Wj4nSC9kFs3Rrw7Q763s5VzanHOVFzf73eiujYXj9bW/aZc6HP5Tif07/3fJ5f369I+6/8Q6/n+lZEQxmK9nV9/HqeO+TZvl6CDe7O6AA4R1RF0r9kwohdZ/unOoQCwyw1E2cMgcbVjIHShKT0vs2E2LNyl7CAqlaaA1qsJTv0bEivsExVTxIf8lr43fQNCU3rV8KP1nhbRNciUzUUEUhTM74d11twz9LnmVj4+KYIDs11Z2ZX0nFm3tbl91WVhGKpWouEXJ0WkmCpTdAHYVuiS1ie5+lUG/tjLtejtUkTfp4TBPe8vq6+hb9vzfBp55o72pyaK32i5SbqrT4nn+06o8AcZ3Q2rU+p+X7OT5n3sp/zdej7dfbW5u5ToK/9MTxlCs+CBoc8MZPTu5QP1Jy8K6fYt0NnQEctr8DtAdoi5SWo/q7AlpsEwf5nvEgxfSeHTvgety2mWKEys38waXsIxZFEJ/epMiBDuaO6CCzIKAMzBZd6exaheW11iVOqT3dkUTKuRneyKd3/yHuh1ssYRMtUbdRmNFhxexYNxVaFmgOyAF+ZNow31A5N89LUICxdWJqlewkYjVJi8m4U1CgPOxiKhMB7Js8pvC3TAY3rUjpKzI+z2cqIIZO1R7fAn0hS7mimOeI0hBBMgRis2vbFuFG18TVkCKYSquMT6xpEqHGY4Wwg8BvQSXq3kKm2+LFzMFEBFBT2hnarAqyyWWeGkzdInO0VgiP9Y24bVl2VLEY2RI905zXMxGbwxQG5kapjfhnud3dVZ3vt3DIgLfJpcxSw1RC+EVSSVqjRBn5w3Z5/fPdzj2V7/vV7+Xmzbz8nmvvXUbdpBtXwue/7FBtfr+f7O7kqGcK0lBZ9NUtNnNeuPwGSS5vGzAH2C3L/x1zrTkuTMP/sDxseacMMyUPyXvLGwR/C2x5DRLBWvHSEWpPPPhKbQhsAMy/+Ob6ACTTUnqhJp2svCb0ka4zWMUt/lOcNDYWWKKX21u/fSzcM0th+aEV6mRj659GWzEbpuGgYe4U3IJe1Vh29FP020pMMl4qajGk/IjMNPpijoP9rmZkNr+fr9WznvJPfP8++OdnhFnwXIqrOT8xZsf3574+Yn/3QF8miTzNImrwix9awONmODZ9TnRNfm0mGu+SCMqGb7a6b0WSpGbs3FY5kJgGtMCvstjLAVjFCJLlOzFyCO3Bxsx+sneXPYlEdYDwEG0GK1gSsNLIEpMYWiK7InRpqSnfEEW09MzdHwCRYAFgBVBq4ET7gBHFMA1oLbmH/pqTOwmGYmUFgOhCKXRoGyh5wNXZMZ+WgL0qMDZeI54AHntTs1bndYSshUAyjDbR5kkUUIv4BKbA0IkP/D4Kr1ZdMF5cbEWv6ZM8+ICOoTPmHlHY3heVCojJiNKIQwwsQqQYkzboARUQrKjXZCG8FQc+/aCos46hHA1ogckOVZsRsUhJn19UMGpIBkrpkS4Rdmu/UmCPuQcmwSSuie1/xEa9h3Mha0YRuEG50jLwMUk+eL5uzUMIp0x3LuL6vbaYt21/v8NKrT/L9dUGVVdslYZQEGmkp43xcu2EJqsN8qQYoqLMMFFRO3CfVm3GDGTWtcrfvG6wzHnirdx4wRpkxSmZ6jqDOEwt5l4kVI8evT5KVf2u4vI4ETe4tUnBQomI7pA8yJtNWfZJ6bLJ3Wm/7Y/Sk0GksblxSUvIA8iDojCxtLxFLlEmxie1oL/R5rlXzdZGE8LEviyyincevZe21eBbJSN/9erSuRDsfaX9BULqfaNXOwgtMI6rWdxyNjhKmntQP52MtqYiCE8piM4bZ4tByVZgOLV7BPIceB7NsxRE60jpMe4sB3tZiPs/baRLluqP/pCMFePHlaaku7nagsTq7zEVkuy3qLFq4gvm/NfaJ3nJFsKnRHo0zkD9uf/eR7nnLu+/+f/OeBL/zL/9nT0cBRY2o9UovQCIThh0iMkm2tYuUEeWmp0LMou4YowUYqpWvY71Y4EFnUGOd5OpcNu8Zm14zGiACQzFRCjZB7hSofjRKKBAf/LgTiJs0YVVeo+VIArHHJ6078DoIM7SgvVHJpjgv3TXexUhPgpSwjzNRVSn4aH6StGupZiWE4tlnAUO0yQ1nGJ3t3ki+VwMuEtiHwIfT6DPhbBtgrPepdfaI7trP0UlPii1FcLdBmuLfDVcYCLmsiam4ehNZoQzwl6Ytqd+kzlfxrj2oUReJDiUnon+hLgBeQrzEqBkPXz+eu6TVyG8X08SYKqxCPvm/R1dFETvsLUyNeLoG0iasMZWfJkHJoUQDwaHXN5WrqVhGchsW+OPjMuDhLLB1m1zbHGE4SjAODaFNppHbRg5a2m3qXYChkUo2DZLkfVOH8k2PZN0kOg6rlQWK2gEtoc+JjHWQWSVFIg+pOjhP6PE6qUh479pnQKsUx81SmfziFpXSAUkE2lNP6DfBRYis3I820ooHiX0clSCHwRlpa7GPwkihiAr7MDZiF3UjDM0emlEKyUuT0SdRAy0BTI6kivLZpkSNqraUeP9uJOuE6wL4RB2WBnuN9ptEJs2FZDELIiCMjRskbGix9plbztonjQrEApIjFbHWCD73hbNBJfNPvWA0KZ0mM2WLF8wLusJ4u7xFL9KWF9DdcmHq7iiB5OLODFPgL1M1YS5yx2IhLOqWesW821QMOxlHYXh2I3I/uG81wu26q6PTHPd15TZ1Wer273u+zZXnSPFgJ+lshuSCZ/HiG4zjj2hPKRAW05HWo85Mm/odeGP/g9bBTJXAtDN2NmtKmDITu6lciDUBcqa9MJBgO+YP/3NoqDl64MHm3uTzmBoXBDvPbEYRfVhKfkC0zTdOdDEt3Zz+LAlQ5Xr53loJ5jd9pqWIMMtivX2rIwwJ6+0erNoc0s4kB1t8xVChgN9ToTGmpfgQz0V0DD59/KxcgAncgf/CBiF9jKPZDseGVD5owJXcS3bPJ95OGMc94bbIPGjw8zrqy5zESXY3/0aq8E9mBYFdi9KNCAAAc1pB12AHmQg1lI/OVtmpdfnMDaQ856ggDwSyjgriDA1uz+w8t33i/4lJ0nWYB9yKyhebDgRn+kztjGHy/8xI3SJwYZqM7m2WuLA7kCEH7aOlL9qz2FYLTUrz1DHGQDmCnN220gzLrAJptBTUZjWpGhBH5HM1VZl7AvK6JvuwGxXfxlTPR0myK/XQwLF271P6Q9MNKXZ2ZMsvw2RwpTv6gxZFTtRqs+42SG/vCSPrxsDzR6eZBkvWbG02qyUcNA3N5lBTNviiVvxAJq1I6uWctWGrIGqQ9vMscvrj2M6vFlWJ5mkgqNJSs2My8PXmFKQXaHvVS5Ma8a5EaaOiVRwUlsrmPbUGsrHkLbLopEEDsLg9X49/yLoWBUdxHGjjJ+8k3bP7/396o1IVutyxO+0AxhgDErJKpbk9uSDmV3azhUl0/MnSkahhdbWQ44LMjUpxKclDbIAQyqiJRemSFZql7GwxGvRxhLWBgheMDUplp5scZNuLiKeL2G9ZbWEtW5crQYzGKexSHB+pXfhaUguF3RvsvJpkIP0pAFljFGkiuooI5UgDQ2vvDwMetDzXGN5OzhwmKfgIiZDSCZeWdzoYH4ksSxWQ9EiAbYtMckgi6XO9xXJV0DZbV2shlFmkCelSR6QLgvXki5zKjIyQ0HlQwBCtrq3gKpKW6htThYdFhGdwOzdxOOPQTFmNdXrfXYyXglNDI1mXeN/8dLRQMjB7bm47Ai4kgliepWSWMDgF5w6mVZ1ceY9kJqE2qqMArJtDLHkt8yFyX4cNAbwVndE++6XUEQ+vvzIXysaMx/ahoyfDIGUHrTxbkyWhHL/CdS76pH9YoXUDRe33fMehTmADU+GL4OQlMXHcyNURRMaeYBfNK9CD5wz+aVFJite7oEORoygiZxWMGtP2zi0mhgnfTk5tEmxru+ZXsN5oDkjRy1FF6U01o7gxXHqKdhwm5etFo6dXkjPPfCAiHl3xYMFpnRlUxTo4qzqC7SYv6P4IfJWABUFa+UhTK/mXe3ghGi6nZSzqQ3yKCu2AX9I26kdCyYeMVEaREs9XMQhYV4dLeeh3lAmvrGMOC2rdfj4TnNjY/0y1lNH3vdu3KA7WlJztquuKdmLBBxDJM+HMRNfCRssKZSuhKBmcEQ62JBggZXukxabzRX+xAaXiLHxdd97BMwxY5NvjotZRWoIWyFX4lXVNcdhh46QS2Xj1BRRZ8pWVHguBPE4YO47XWSK9RiRhSuP6nICVobOR90I41Lh6KGxcCC5FVqMXEIfoXgBlFdqWEsPZEu9ta413hIjeJ5+RCCgUW1ce2E0hF/O43veWevi7GheljrJQmfBpmAphVlW3+QoXSZzI758ipeyTq3U7Z8rf8G2EwvZzt37SwQN0QJJXuTI2RlHFmWTnKcllgMsirsVaKPrIGyKthbDX0yWbSMoO/0iqRmboykNcBXrOpETKXagkPC2cyUJgomxuVHR3WkIteY2lZBTk+rhRq3/FoxRGhq20TD45RtcG8srpetMQ3g4DJw+MHYoR4TAoCDUov4tQD1/JpolbZa/1HEqmC2rNSODAbReyZerZftS9RBiawtXbGRyRV3wQ6fqI6Xql3SW3EPW6hhUFHnWQsAsIL9+JusrttHaYW58XUUVRU2XYWRcJqI9nRO8/SpFmoeAGGlo4QrdINgraEZaWr7e2iFBWxGCOZRDoKTBpWXEJjFN0lCDZmAM0oAAubBRCwjsletdvaHyi9qlhICfNqIdOlbLCwbkp3pUMdB5YG+FiEUnUAmXdytrf//w51+Ofn+3Pr8kqGkqtk3hm7Nf1ulakEEqFemgDHvl4XSZN6wArmpPHLQQIER5NA8AfwofWkINJZj9RGeKaRIKLeg85tCx7HPA11ydLh+yZaIS3WJOVzR4+jR4Rp3i/WeouuHxWNF8SH3oYn+yDWE3RWOGTr6AFRvWF99JA3D/X6F0hcMrb3vpY3r/X+lCbCb4d9q2ypQTFHcCdNCYUj+Es2pCPmDzBjchpRbnksfqv823JbzcHskY6DT7ci4LIMx9PbC9KFG6qpaR8/Pwco4dFJP8Xn7557HDJO4HUWEfvg1gFQGVpDy7Qz3JzUe3pZdGTmxYLaE3LN9ecvW/92BZCHx5FGfAF0Bcwyl/mpO3BeZQVk+Bid7s5H9NSqQwpuRU46iorZkSzMH8B1y367Km5WDsCIDPcbMGNVZ7lhTEo5BEWhcLzvRBh7FY+cTIMzPQ2xQHYbYdvkAc4i1K56HhJAfvNUZL9woh90W5JVtlelf5moCGeHRfLqjgFo0sWrpXMzqoNdNYaQj20xWhyvRFWUFLYypdEaIzwsxK9sDKRz5+2VFK2BBExJPdeimqqLNYwXxNcCL/TcHIpSaexEJkAI0Vwme7GxUIW70Y2NOYDDS4DWxMBAeNTRJQcUfts6eFL52aKxCa28SB51UQWT8QoSjTJ9YdRW1Toz+UHqKjEiLfoNH+h6+wrauGZiUcQPUCrmkb1O8Ud4TBWIKvoq6ExrIx1CkPqoP2aKY/z9/f9+d3X9+/2vpdtOw/lgsBIGtf2rH0aZmffZ27QQ/sFm+j9eW1ps+Te771fr9d97XkslSE1GkAOvK6us0ShMjWuW4m3KZi1UaKeb1fMMvVp8QHxpwJdfpRxFomq/wINvNKhdpR+jJi19TbEM4F9i2vHoHTPsf7QFQclK/aHcZrLOu9zBRMsL0V25djer5FzkOQIKrJtHd9ic3toQfgXzwGzKuCfRlc5bGpt27btW+rGjrDvLW1GWHpsdTuvv7+6J1WS3FNIHb97vOdoyVQs1mLapxk53jFmadveQdlz3lttLc9jbwhgfd+rmTB9a6Ay3N/XSsR5yZI0Lc3zWHAPZs8RFMhZw0wEfy7TmBVCEcEgMqXZjwkABKHWTHwNvVNNXzLFD4ncUgVf9oD0NK0jsMGQG4lg6wV/QDHr+gqbXMIRr+l0RUBMJPuFrRDtJG1b7NBBo2vhhdUF90f4A9JUuyDUPItbCzBqccxCcWN7GvZr3tvWwAhjNVBbn3aRk0GkP946ny7CehosQeKZas34y+DyRkAkM3dQRKOj9CWiCt1Y0BKuBTAENOlzImvHAyUN+IKHVzyE5p6SIXSmvzw0kXlZtKayFLIygFLUZis9JDgYj8iIo2QaPQIkRKGwcJ3h09qeKrMqMOCRcUcgq1d0orfnig7V4gs70jdHzG6PdVSRWOzT7544I7BHElHSXV8eFBJPCC9HG5foF5hEYQPO7+rRYzl5Hcq/TO2nT9hEeQdRlaW0sxKVNom7YDq342UHI3zfCisjEh2VrJbo43unemMAbKg1p3ep96elsb+uuc73a3397r+vdc7X+3B/DxrMyzjudV22vNbr3M+zwDF0vg0Bfp4WuHhbJqHP3t4/n8/Px4jpZJ8wn4dCkPVYi9U+9L9/gobfwV3b/h7xdmTFhyu+1bNrkdTCLxWj6d+7ik7CKflLREGoQIvLtBi2Wg36LRJBA3gzXbFZEbFNsqNh1oayFQGXQo0ZoGJ8BK97pS5285eOtvX4udYO/lEi1ryv4NE2udUntvGh7D1n5oERo0fgBLyexUzu932/7jlfH8v9dIzjZcvhUUX+PPAC3EDIFFGUucxYyunjZzYLyssUEagitq3Dlrpe2ygFFD8GzpjHPmw57h2KyKKjASSQiYJBXPb74EuKy8E9Eb0lE/JYh+berSdURINoAygoi48C/FrpvAgmZroncs45obXwVZFbmfGJGZWJKYtUyP+NvIqM16hL7LLXaPLCKR2sg7iHgAiopYCYKnso2CpLihiWIqfXw+m5VB8NsWOFx85nAbEtXALBtxgOE6K3sYswPVFoYjUnEkM7KrjKb49rVmSKQmL4JkdQEOMYNIfIfHKpNLpzaewF4UD4k4SvqwIaPbAmD5y1/9WRACWz/4L/pRI+k1pr1OH9JhgsEo5GCCe7oDViZ+XfxZxWJepC4EsboJHpDVT2XXaFxOP2BPBsVQAIzM4KVP8A0Lxz4Rxiz8pjmD7OPeYaD/J1bGVkIwljF9RP7JTzd1SmvPsaQSHm5C5S7LSf23oqb5OWEuwkCsDidtLoMXw2BtlFOdunSz/Q6Q69XPRk0JB4/9lS69u69jG3/c/P+PldtnkccCT0AsmXct2uebxefd2uOvrREX1ymyI6L5NHfdvtA7y33cqzrWttrkTiAeUrFPECMdOh/6gD+FbFRRdOTwcsgM3EmAYxStH2hXsCARd+VXLnsi3crQh5K0HY4tspaPCXKSqDkL9kAW/jLgf8O/v/uaX1/bJRSZpGlb263r/nOp+4GTqtKFM4ApzkCARjhwp32QV5xumSxMwaIyM8qLdt2/fjmLWY529KuyuDmp8PBLakXfNspqN6NoORSwQ48mE0i+iz1QdPadS5nQxnmUGWTpg7i2PcSsPRhZdGTou+wcIj4JOXH7c+0YM69+ZwNykip4o1iwjyk/A120TImyyiBGAC1Q6umKHthCk4wVpgs3w780SMMdQYBI30m/i52UhAssXg7opIgIVog0KJQXPYwEFFJ4ViALaOsBkuAZaLKELf5Mc/tfE7MpEKHfYdEgXrMNxEsVkwcspfLFI16p24sgMwbIWIq4P0Hj3w7EMxf8HFfcKieCvB3spkyMIpWXuMulEgG3U+tpLS1U+ngG8MCmU1PSnypPM9dqiHPhWqACLaL8ldFQOIf6Jx171asm1tzg+FBkSHUa2GlI5En/QQM7fLmNDyeJqT4CCP0vX6wkJiC31HgaLlT5Q5LoQeHWL49dg4f57AJ/4T779yOAl+4oJUKHSJ2cDlUYFGBEykew9nVzDiKq03pI0+mLHQgB6vP8c6y7p9PjOt17+f9fVPN9oyUb3VvLWRRjqP/br7uh9rS5tRuExLjzbb6z7f7y2nUepYU4G4MDvpwBlozosEUR+Dia79wN23IuUpsI2ok8kMVgTF5NGKHIr81jFaCsbm2OkNghPalTNc/gH0zvTHSQy6eJRqEWGlOq5POXQFH306VqXSRfAK3AGwvl5rNUO5ki2ULITj/dNL/+JN1VOTXVoU7FKCKQIZ8TfVFUtFRo911AVEPROnKEZhMLCkApIc45Z5OKQWBSwp9/QDCiSeCmUaVcGgSbij9f2Zo7eeR26Ex7gOHE5WRz44MmUvMi3GwPhYNWtnrGsuXynciY4QKsdl47Y36qGwiFJunLKjv4Ik4BH7XRolBKwbcspVlwqEumWmo8EQM9NCUjIhZhCXaYIGOCpK65rkH3pSLZBjzkprmuml6XaG8VEIX+cXRqSrx2yb8J90fiSf+mu5fCH1gziZ81jhXsNvIi/leyMPKN8v7g8yDgK5ctHg07oXJ2h7QqDVrQhG578i1Jtoc92nFMxjroaUKLV9pTV93CgFperaTxJ2oQcB4kHB3+pPaZh+UgexsJvhvmpKEu0mBuRt9fXEo1C/+ThgpouR3e7vpozmcMCLxIhMAq80ne+OLewOvj/56XRr8E8TWmiOI610nN7hpnuRba4wDs6oqAbdq2CFZIiGvahDjSfjPdDDxGNiLTudOHweBMEqyx9RCIBMROSF7l6wJTSeRHdbG+0K7P8eOXFbZ9Pj9c855nr+/rzOVK9/f9b3P8fS3eUErTi3YmCec1vrttf9mls/j2RTc/c9Z79f9+vqpU+ziFqd532d53b+fDwSidgqvhq6R3qAdB8T1ymKOYB8zoWzwW66sAVx8OHmj4CQLXyG5Vi2UmOvpJAtupP1uMu/g4WGB+9I5Kj4pmX18ZXfUHcVEiZulSuc12sUdy4w4gXv3th+3uskSQWeWKM5yCVbac4Lc8WYLbTt+9b+G29vE1P9fttyLNf79X7dW71s9V7GgkvRQyZcAXW/EjW0JPwsSqZpgoFushR8agoRFHYOtt1n1t7Sfu2YwTyufcl5bNdZTQ3N80CQynHvwxTedh3VGH2Oy2bwFsMymOGwnUdL5Tt+ueUWmIwCAMm2z5T+RxEtmWCFhWC+SuHOwvbXJTJ5pComAJgIYlepCtrHrkrotO1nlh/Sa2MKrtFb5PAvKDSHqMHipROBCkahMFB6GP4HxwUQlsD1NYsul5k4FzF2Zw6CrURCThRBDozvN6bebJrIFzuzvKwhjfgSPA8p22Omedc8YA8uAkHw/QwhKyRlkyAMpvwvplDiL8TIKi0Kd4Jc5ajvnRL9dovJez8vP7e4UwLCr18ula7U3Lxcgpphenr1RazaJDhLvBqg6JrXC79Wb/Lu+5QkxpuotyZFnV2S6G6V71TSogBYHJmQOJ0hKRh6QGI7tDLJq3mBqbXHDSHaM3nyQgNRgHYrcRirSXIVghSsbb/DbEujwjGRZlXqb3YukpjrKNuvRczerP9oYxUxIs29CnAcPtrQO++KaN3e/3zm8TnW868iev1zrHPfuk9TMoxjGfu5rtudttes2+soTzDsPts2Wzre8BGt5+u+r3PO+/deV4d3U0s8mdXhnevyzbFohTlXY11ZLJqeayYMbsxiJGi6f3wIYJJccWA9ABIth2+Mzxva4O12OE1C+2TfZidbWuIh5xsjxaTsfWzEN/Eadcl4ZhzeMF73mhs0y4SgNnOm9PX6vVbo7G2beKy3Y0MX5j6dPnszp5Lttmpm2SzGbGoco8u8zBV07+O4/y7XNpC6YR+18muUzK7K6VjBQ0fsJkMySKvnpnl1GMPCpEgmhBXDT0q1Utf3u9fWhjFDGQH86+dcc1331wVD6Px9rea+uV57BXjhr6Zthmmw9bIcf6sti1U/8THqL5oSsrubOKRYAvt25CPClBmqn7sLd+hJwtetIfEC4C9tH4DYmFKbFo2wc9W953XUCLNBQ279JIT58WOICo+KZQmsXAmSTvJ0kwcTSHPFymADvwaoNuVrdrEkLylJGuUTVSz6ouwzkvmo3XDd4fHHFZJO3reAP7cmHOvHUxJaLWIy3Gxr3QWyP/64QnXQ2ldoW/eU0oHUskIvs8tXeq2jT3LHQwhROVlbvEorH9pqTRfg7OwYsN6B0CvYsSg/TOvsprANXgba0PqurgpDpWYEN86PlHV1rhaAVvR7mG1rlI3HU1hTzD16lP2Qyscq9uCIwJhFam9IQMl3WRpaFOcgAzEQiUR12OL3ndYPE6fzO4SXAf83Pzkzt2eq6RI4i0edomBaiJQyh1qGnq1EhxUnhpLiEFt13Qp+jNvrqmm8/73W4/dnrvPz/gvf/l3f/5pmevUsqJabpOW6juMuf/fc73siAgn/LlvvYxp15jXr633d79fe2uv3c++9x6eYUJE9sKWpkIPXh1vPzaNEWOak9wxVmb7qgYtwH0YZSkXfgh2K3qEttE04hrnTEmL7C0GgKTA6uD/upVtEO6A5T420lTiBI4hlK3cBBaHjeMf6XF+fA/MvbRZ816/9Ovu6/XwaDaLZCUfgPAEKgnH4yOb9/X6932c7P5/P3xImCgkDGtScT8EpVFsod8UwROZelEtwNfKyQZ/cQHQgKJjce8rMvO6/P/ta8tK3WWARndtIdZTZB/jar321U8/pqns7D3gM5waLb+4bsl622QDbmtNGS4pI3PTC/lom1vKliJj1sHtAq5Skg9YA+EuDFGMeakPPPjNBF9pHpL0uierZmavIrWDVnEDTsXYkW2DS3Kqk4BgPcbVr+hLbnLOZ9XJWqA5OTQwLuZseUm46VGukrUNUUfAD0MBj7tvy2F5WotUUDKHEC9hqIVXzqJySQ4sKOadZmBW7TT2tGIWaxLuuJVntRtKUiF3xkJ/mgXYss95YoK0cUhRkNbiOYMMSIEK+KB8nRZB6Qge/rOyjQLRiuFacX4gs3MSnWxmEMw6BUd+VytRKd9QzZhCV4X51yxn3MJFvLmeGujNMsRBaU9ReRJsy8laUKcW7D5Sn46VUjRh4/+F/wtEPuagApBiuyIyIkrzcVvh2YcQediccHdxRconJLyVvANuzdXqrcGbmvpKTkx6S3hJvRlI/FNca9OrsUDzXKRi6NSPYW74+R7VP8J6Pe2x//n3/+Xdf+3ni0ZOWZXTItvV5vl731hAGiz/HfV1nVthKO87r77qZSu8/v0d+jPUYthLMo5x+jw9EK5WahY4Hf+ysoeBy8ijLyDtJj7q14U8wJ04YciZKC909TsjzhXaGRWtCDxKn/CmcI814ljMT618sglqHR0IUeUX9c5t9HJ+7La1AWUAR7Z/3sl4/55jB/sMMF7yH+jYJY32/DSh/tvN1Gwpu1Gq+IcR3DdpB/sqKd44D6qi3sWCNKJmIzXR/qh3uSGjUsfWWh/uAKWnx1l2f974aqGj45z6cQxVd8GL1kPtK83wMD0AZPgkwamJ1zIe1zkcy0EIR0J3qPGb6b0XkcaqGbi/uKcbCjPAVKVF1ywh+E0WbZ3fGSqQXBN56ONucFUqQrTr+w9PC+i7fJyycKWo0Q5SUaLkT4Imol6Ut2ZGMStB4JAQPxJu36WVwRduChoNcIAiY0SbXH37wEM6Rw1nQ9ZTYYzGkRc7foP1WCmmRg7vGpbwP9FoOtm7hAyjwwnVdKJrEuBDgo8xFvJji5pL2FYYj3PHYG6Re6mqcDj+Du0/cQwKooX4JvoZgEGZDQX5MelGftVU64pqe8RMQhL+TLjCG0dfCJcktrCaJIXe+bYxPRO12HYkfQihGJ3kSKRJFzaV4nPhLFH2RFz1oNqVF0AC7onsVzDfiGtSNtCahZVXXK8WPEtoUrUT2bO2ST4VhrdPcF3X2lmdJ1+e6bxB7ocMSf255/i3nxARSj6WUZKGsCe7pVmpFvmtj4z7O+QRDfeXcLsF5gIXTK/+3vzyUERpxVCI6JT039lENwbNNzv+4Y/Ff5jYdI2gAF6Hq6HrmfdXY6q6z1BE6jx5KrEWjymO4bW5FVWe+GW3fqrFL99m5fJGiBjQ7HAQ9mP2sdEvPc7cT5dsY0qcXXm8DVUktQcrsJaWjSXtJsZLF8l2IRRIsC+0aR/eieSq8JYQuMwf4qP6J9yjX76uB+aBFbZT4xxGj57tvLQXpKbQtk7hBw7AVdIBc2/gt1mtBk7mCv6yrI8YgaXcQdldWEuEy9qGo3OIL2o2m1AudRFqNpxOjM/5StFFH6p/2iyzOjyFhp+piRQmLhM+kMoybS3sMB/AWAYtBVaTO6Aea4ooLLGpEKbGgv8N2ge7ULSwqxSucn+8cXQzTE8a5xY31ZC7WheLcGh9xO1OC8hTBv6cRU458rdNwDcUskRw6NDSfZAJ+x7Pl3ygGxOHNfSDVvHS1k9hG4OeT9vOBEEuYRlz6MAUxNfvg5/CO8taqHe+nxpqrgm1rbvlrf6QLYm1BzsWvLbFHjc8hkHJjFTREZchNMs0e3U3go1oS71MOy1NGoDyjAuGkgemyOkpaDZoBSjnDWX0xAWkm7kFuNYkY//xLCuqCYivdilqLXES080Jbi5icI+Y6WspeFqUuLfi40jfr8Pc7xFWviVKcjbqtgTWMRbmH4rszHrOgQ/1CxYnWQ338ZmK3/UEBL148H+TEcDqxWK/mNKrBHxtSOwcjYGwW7qHwtmiGO5HSzR8S+Jl4ajwuYuMKwulUE35QTrA3/hFJKJWEC47w15UDaHThshj8cuFTUuQRNCIn89lxdV6IcavLNAlJ6VXFi6i0++JdReMDi4MVgOdF+zhNhXytPhHjcoJdpYmiNzGAyiI3lfXjIL7IF0GlEckhGBYbSkSwXol7yW8qncT91FmyoQJ7yWEOSPaiIALKRZnrQlsoC7bPshEKQ5Fa2GDJgfbFL+9V8F5HjgJFI8SCNkPOK69MQT+EceZTDSSNmF65H3/jPIH2FRejOPaEi3WFJiI2seHKKZeUbjZA6pkLfZuEhASPHkrNtvo0SMyzKOBFqeMkP5fgSUbDpAVl1wFrFoayikcoCEmxoLtLBN5QwHI8yb1RFQaC80kkPdw8X19euDz2Hg153FboN780gVjFYS5muci1JgUjyyeSHsQnAMl73GrFySJ1DzWIgNzRhrajIAebLgirUQWTkEEUw8hHXa6QnS1QVfue+t5LWtfWa60C3vUyJCb1HU7EIY5iZ7l4mGvKk3wMzoxJfFzAPZKV9XmvchDvaEiEPyw6MEVyHeWyLA+ZbQ6h+9RR9qJQZlk6SX9d1fP/HBBs7gQrop4neQiVIol3Xm8FG6CWjTRWcVsEbSB0hJ0NhguPO9aCWyV8nI96Y76nIDv37Qzi5ac/us1eknhG1hDUI+qR9pPhlZGPpPJCvW/6/gGNWwQ6BMrJDlOmAZ5A+ekefu7ABwV6CwdAK8p/ojkAr+MlBtS9KjAhg33b4wqNWWGreEz0BW8F0wbKvICui0VaJpLxYBGKcYQGenawwDUpjBSdZwTLV0IGnSLCmVARVfS/LBkpqyc27sk9WvRQMymGWxCaxJdYLeE8YDLMB4YfgQO+zlVdgHSkllBKPoTKfOaBCYsMCTJzYxdkL1O6SqExQ4a0bIrteVHHnEuL8cqO82h4NYEKziGrvB0FESqUKLwkkWcmtKjDFCUPtEWeC8Xg6oMdi/SPfkUqNLUS+JVUq64L407hhfrBv6eX/YFTccFWvpZYpwPv4eLL2i4Asf6h4EaMFWDUskHkKaD6o4p8LgRjg9IbwYq8TNLj8kxRJ8aa11X3peMU8KXoIAUNaUjpDqQG0rAQsY6KwjqgmoABcOCu28/vfv/kOrb379sQUCvznG3nHlmHYBNtu5ICJScAJuqGbEL52BKAbONEvH1uD2b0EUoaptC4CsfDOu+sxizrseRJSXxWNOb8drb171QbtHPZrly8KSuNqjxEJSZf6c53b1ENhSKdwm91nF2fXYrLxi51HBVNM2i+7Ml/vQ6p8WbOlN5IuSQwozjgPDC1FQQI1c6AIfIS9VggnzGdhIQ+fmkuo+jT5ljoCxKaSIIKu9wDJJOP5NNWyxEAvD59wrWKwKXk0htNeCCPsjQLJRT53714GMXpdKkikBZdfIDqfYFd3GcDibcCWnEIUHPbwq9IiL6SGMKjtKVOv7PQNKjYxsBVLWPJmu9I30paczp+nLi4FRgO1aI61BRovDDBGImFnoDIcKwompQSRG6VCtYcXAwuiB+omkBwbDjWGLEYMkBpTWUXKCKM6L8mbARdDVI9NQVxvFxRMox8S+v6xGbEt1XAuoJYWUK5hcNEc+M4Qbi9IoCVkjtC2CWitBmyDNYY/kSWSsk6FskHJfxkX9P11O+iii7y9eKiolMxfuHsiHGOi6nPlGlJrC8TL5GsnNBTQZ7EYBpQN3GhKvsyhHN8eqmODrBVGcMKMyVxk7fx0HMUMaMHSja0ip1FnQgfBr40xOFtLYS9KUtN+54eSet4k5mViYCyUmfUinrx0PRnbpYqkkfYqYDX/ffTXr9rXV5//nzW0s/T8xW14/eu/z071+br516LphvqUHoiq2/L2xzZUG6XQav0KfztBOA8w+JfR8EAEf5/XH3AApSsVB9DoMiIeLp4hILSyteESnZ5Sz9+oTUELYnRDOZMtfKoJmXkldEtpyBagYHHDZEglY/hl4DgF/7Sj70SVF93C/x5ZLa8KOR/3Ywjbu/ghruOvBk627hyhPDnXWnb/TrW7BNtmSAddROPpGtvCAQr06gib+YbJg1SKMZgsZIN7dtghR5K2/V+Hyu+iOGqh5fFfi88mlB6LUVxr4xhsZfa2VATv2Pkq44vScFps9E2pFxjag6ayA4wkDtp1J70PXK+Vw/98Y2OnSvFU+nqsbWR4geF0uItEtW4ZOXmD34BGoElP7xBxDU4zaiSv3s16jG0Rlc/zkXHCxNBYOjJbVdzJcM2vxki9BWyCupPEWBWYpW4ccXPOf6rUkTz/ffNYFlUuH7QBbHQTzc9gPZ27aU45q/EOEwgJgyXh5t5XSC2niw5RJ4lkZkz9yX1NoSxd4DWuw8iZTkzhqKNEg7a8EyE3iUakDcO/fLRQglYPED8OC6mRyM7RSFxsZpDKTiI5hKppYR19POoI0Lju3qJSNaFcU6cl2LHA9NPNLaMCFw/540eh5G+S+wMru7JQ85fGosig5kZogMXwDuTYdniy4k2pGolxjPJspKFJxQRENQSm0SPqenHFRSJ9peY8Yw8mxF4QHuE2GXNUq37z2u9PuvYfn/2o/V5nwUOoYZoy9aDurUd98+1proCJUx6f0bUlFnP93m+9rXWvB6ffX0i8eKLGID8IM0tHN9EOIqzJ4c2x2XWAsycVmk0Sj3Y3/jiA/spZCrtnzY7duKrUhK68fVs5EmXdezWbLCOaOqBb14JAprgcvS/onwnhBjDglVNGJrQKqN93jlBrdfj8+fXeVA7/mChWhr9Zax97+38/Pxd3suB8l7RF+VcsPqncXeXSsYhF67fln4ARZjewcP8n2Sfif5dzieDzNPhytjLg6VmWtmun59jRfQKptc0x5VaoSQICl6mArYiIAuJeHOgBGqWiMgRCy/oEMJ6++L1I6AV+RuOqdlz/1+MAdZP4vusVZIilNZEUcMkzckouuEnY87ZUf0yqaAIVH5cAA0twCrkfQUkl/hlYFmxKEGpRs1jViifnaeUb30SnphkiwyQUdqeJNr47Ay+dmHB1WjlIh5ElN3LRlJ6xbVhC/ZgVdkF1CWs452hOMxY7IQmHRqeyaADj7kjlDiKxKOMW1DkCS7cHwkQkvpLr6h8RkMgFCe3jMNxchEcKFCj+4X22RmTFMTdXjxBsgkFqvFaFQrocVUPI6dv7zkHOzZJTtlldt33s72i7XaipsjQL6ZqKyPHC/ZFOe0EvlsVMEY4xL0a2I4LYYf4ptvo49iHuXyhIE9PyAlGQBGiWFN4EzkrPKBYHNMTtKauJ0U5YPJekgXHojJb5sVEnBHLpiFE29980hpCbCDNNUmfUVlEDF7VjkV0//2zjvOf99rnZHY8s4nen9QpP/zk63p9trHsx370lVHuPtL7Nsd5rOt9rqPmdf/sg3AxdIMRqtMuButxPyIW94t0lgqOqR1ENyqmAuf95M1P+IGsnWha2+1x9jW+8HxXut8+v+8R7aw3qOXnHXAiaMYLtRwPqYSA32e0hXPoqfRioXBwl0WpxtM2pnH1lR0RqAV4rZZXLEtbfWnHdf3dP/fr73KffR7HcZpFVHUnpIyOj2mFqknwxkhsf2p85CGO0RtDS08XqNDBQJS4V214vgufkccMlKANLpxB8wjpU9/vNiCxQEKw+qfHaFs3yhSj0F2sa2H4XcOGZm7d5wgg+df5ulYPP2Fgcgsids6vg/p17/VbEdVRTYkcM5VCRBAxlwil5wc6/iNelrSCdDXT8TPg1RjQpG4SCb6NHVLSAeAPrybhLHJfLLR74EByqA1OrQT9dNTImnF+Z3J5U+Fqhj8p7YnfHqkRkZ8rjtOP8LYeCgaFdXtlKwWPtZryZiqOxu4cjs+0lvTxREcdBDfOIAZpfUbi3GS1EEU5dJ86C+UjtRasO9pL2tSg0LBF7ytP6Fjzxxx/mqbaYABpkCbTAggdGVMMbAUna0HoEornwXNqXeG0NBB4D/FDCd+eUhfRuy4mWotueNu+m+uoEcz5OoKHUqFxdeEOruvKwuoKeV9IZCDm7JCswbrD3nIlcTPP5Xt1bJGwpKkkSh/f7uIvehr7oz/fHccG9RkL7rA05pg/n/X6Wcv9z523OSEonXPm9RkwrItblmP0vN6vtb9f+zGB805UENt1zLTP1vfNUHdSRBxvXUoI8fKUwX8XV8XRsD96AYPgKXidMjZFNGxOmlzF+NGXxG5IH1lZvKneo/3AX7QocnRWlEudQyvyd7auvnMn2n5eFiU+buv5uVYS+pjCyQ4eTvM4bdna9TKOhGMMMLX1huTOZTZPMJeNjHuS9AQdWednW5PS3/BLG9rTOw2EQ/IX3ASyFSZESHKylN4IBiYLANHPrcitv7AcxFrX9fMelfTnS8njuLYVJKfNbIqx3aeoxfGdvl1Htq7OrTOiAGplXgfRd1nMCuSod79s82Hre5OLSIrIJGjqx1Q+3CWAjFCmQkzgL7OO1gU0Q6hTs7imAxmIC1RYpyCaZMuuAkBTDVH3ySeRoK8qCtxkqjqM6oOPs1X/m3UCIUmU/6jIGVKZo0FJtTTNEQ6cLL5DQZ8iF68yQgsVzV7zW4IZfMljqIaVEH0odorhLZEz3y6DkVnCmDOwxn6x5CWKQBCD67Yl1nWJ/lIxoFJe+UBjOEgDQ4F2caCwz8XWgxZE+AE5BgVel+a1rQE7ey43PEpktVLgJtbz8+2VlHWxDrFE8U54ZhE6yfhL0ILmp3tSdwrfrE5lrSn6GNNB3kYNuLPSxaKqUFMPtJgTXtiPcfXa8vLysdCbQQaGr1NLfXsded4p8ryNcOj5drTpUlJi0lZi5kWZqyPaSxOaevB8Mh5/dAvtVB7BXvvnt+33Mj//HH0TIsuWcn9GsttANsBtz3mdV+3XuTq55RMyYmyb+dzLbPYWlnX/HMMVEEdcbOwi29KjSphGxDwReWBlpB98JmOJJUJ3BJ62ks0QpyrCAL9zPq56m4qSyS+BXKT8Ugis0DW6c/zLYxQpxgGO+HahdoIVNzEkgkRnvabPu9ps4bxuUzzL8TKWuHN7vd/vz/tY7s/f8nOutHi48JZAnf8tktsidrJx/JgiqpJAwWvPtHnhzfZ3ggCFEumcGf5ATwo6ax4Cocckh2vFgwVFVJzRSPx/qJWri2d8bAoJ2KWRmGPKTC8HrCWHzUGtxIdxK/okp+uKiuhrak75iISJrS5igltOSVorA2t8T4HBgsv8YpgWrN1pt6VJ5DVR7IhmaQU5g8zCgWhfms/Xsd1XU02h3RwKXoURCZ54/tLfvAyJTAdBFwIZI8bAsRnspWraWVGBe3Aj5dYSh3eSM4UvisYO68Hn1KShKqEJC3FFVXBU1c2K6xRg5H8hEIK4KsxarEePzyfylIqeSbEyfkFCc9vOmgMPnL5As1goJb6AzDibd4FN44yqWoqUC/uhJP0RtyuVlSr9+8LhsizSDMkKzZs9kiugc15EUGcQLYbNG3GkXgeFoFCRVDaS+AoFF1jZBU3IeyFhpYsmpkPdaFmdE6+R0IYOY1AO7fiuZ9fEValLL2ibmUYCgKcFDYdvKKC05FHpOb9/t7Yt++8P1NC2MdZ/2T/vhFj45rOc+33MiRnG/bzPYcvyTK3WVvetNXMd5GaKqEaGyXjH8L+eO/wnx+OXY4gPMJOW0pMYB5YnAA5lQD6EKdQzrhH1p1kfYaqldySg3cxaoiQc8dCGUuFMUISGC0Qb4J5gz5DKWkgttp73NEjy+bFMQWfdb1uOfmDubWtIqLF3n46OxSbUKoyxsQ541NxkGuvx6SvEAUZSzC9K1S6SD307cdYoJXKgoP4TOVgZ3TFSL4PwZZQLEs259hvr+w3WhLRm82n1NKrnKRp4wq2DsJEXJiIcPh29rKkg9JkYv3VNCXL8eVqzgIMRZm8BrfV/fESQ9f2YurGKcKDcBRKtOpRAnzvZvdm0/XIrhGxrkwvoxECkwqk5b5wwt4IqxBcu9IBLieCG6/7LgCAGhE8P6TyUE99WmKJaRGFApT/sxk3sofScFqFgseB42voUcKTXpI+o8bu89eDHtBrsZV2EhBKMCZU1sStxo2kBHv0wR2avK4dVMLwxxiHo0MgmJy4sQSrFchq0ag3raEMCWgzS5Zlol5siplK8ZK9tPcrw8aBNcYlRAnaa30FoLB8BkZ7Y35QsTggaH4ogUvPj6fzBGlqlec8ZIMFiVZ8NqKZ2REPd/rGaOkifhUYpuuoDJHCq4yKwk6dnozyN2lCIBc/pB/otVstxhhhztBHrGmttKmR00tH0LBUFqNAZ1mPqnlsxAiXdv3ue/f27T9dEcC/XNrb3bfhhZrnpfR7XeVqV1328fzbsGFlU1W1sfV2vvebSx/lzVE3INXoscgwX3Wcsiy7Cq8e4c71kXXRMAUMQkE4v4ySsEj4e1CkFjgh67zC7ZiW9TXwddaxYGlkN6k2Mtn606ODQRgkWbnHayuH55dYLIZtTz2X2vlvG1GNCnxg6w6P3+8yejl03sWGW1H5Zkijr5nGdrS6Wd+5E3f3TrQHOmmfwsFpJ2gWkgKQhjYGwjaagaVcJl2x9gIpVtKBHq5LYJ5JyjTTW92uk3pf9OpJ18by3pbVlu69hPqLtOkwTLcfrXKw3O9Zz3a/NiNv2+1xtrmOeBzRA6RzlrhyaWFeGiUlF9J0YL1WziFwKpsh2lAAZUEQBv6azgqcrgzI9eZFYxasUVE3ZLRniXqq0tXuiWoZp6ORRtH0juYJQ8EukeEDflFzTGXULjg6MnUvnZ6Jd2IWFbhX3itOvL1BCSZTLuJtofKFgs/p4M/xAaz+IukQ1L165YFJSvkxgQBREo8AKeWF4YwSUWrDJlIx3AltQ6sYt3qhuZaJDqkTCAZwL1xL98/PRJybJIRZS+ogCGS0AsKwRSCEAl4K4GPuV6IvuXg2XSC0pLolqywvBIwJ/8DxZpMuJeoaKCP2TeyWUq489NUE4a5Q1WtICIJhAn9AVVuCkC2UgCIEYlqU6KeasRZQ4OSpIOyWcXt2jNJ7i0y70ucsBj0sT/Xbn0RR3rmG8LfmayFKsa0Z/gqyb3RMjrlci6IK53nluLuP8uUfffz+rbKFWxlrK6K9zHtsYu/nOD1Nm+74bmu73Xs+fYx37++4WVPJ3+7F3o1S+X5ZqzyiaNxL+fsNbmKdDiIIopV2FegmljCsRiIYwySfyzLW4sq162ZJAOmgMXmwBeYomEx+yfP+BF7zH674gKYqcTWlRJxuFAt8RvYcSONnLZfHNWZ+Z1Ct9zNf7/bnrYCahgcXQJLE4Uon3rjtZaNvO0xRRO+6jpYQ0ChmMdT/7avKO5MZ9epa6uXXIkumU3t4LViuOAE4uVX0KAl4ht/QCAc+ECIn8NO5IWgG4aN3yPCz2+fX6HNVACe97tWdpf53DZPDxOmoHSfe5llzXwwLL8tjvw1xdY15HssVHueQ2g8jfbp+/DX3bS43EeGDUw1xJOSZAu0HfmYmupeUnRh5FdiZnbYJRZiynYsfxvY6lI7zRKTODdG3RWEBlBcx/UVDiY+qj1CSauLkbarLa4j0sbqIphkKUucLbutHBLM/YggxLVE+oTU8OWtW5EjdYbEPY50IH5IjJxp+FYaVE0AaPHU7xhMeZ3g0LiwyfdgqfY3xAhpkZUCncFWWpe4pLiahla01Q4yx8hYDCIoYGBDUYhp8InCRAsmDb3gXxJXA8Yruva3DsDOQ6f/g9xa7td08nElMfeshcRDHlprANjf/zIW3rXt/PFHJMugBbdLFoAXJPbgU/UKQE+vS2MllzQmWgK3yyrfEA2Yf1mYMXgVnfVMaXdimaqEPLYakGu3Nh7cTvflsohkWe4jeduOYYQQyUXw8hvRg3b1vZf/Tfevz53ev2vvMkyi6P+brXsb2O43XmeZ1/peeF8P7cDE33+16u32OM/efnMvLKtls+otXYuQ8Tdvv751iCO81Hc+EDRDKLoIJYIo+IQObYw/HX/ZCV80RrClMgDj6CvAmTosDQHZIwyH43AbISLCYCBFEXT6WOtxJSOKgng3vwmRViXEVEfGOj/QrGdltWZO++LMSKMOBImDvxv76eKJnQRVn72JlxIGhOx9reloRBH+iNWA3Ss+PdQYc01EEfi2WBHoDJg0gV1qGzW6H9JAxwWbyO+y+f7dpaoanWj3MjbLIAlLBPXis6UefeQYratzowHCNBVM5WMbqahek4rUSITOBtb/DfSBHJR4RU4cCZi6jTE2cmovkXQOGsNgykCHrExJtHskb27lLCvSLmAdL/JFdAZAYS69dDrplIUS7SXa8ifjX6jHyjGIcA2GOPFDwJWShuSQwIwQ/BZFNz5opCZfk3B6GY3Pda3BTM2utYNEluu155OjDGPCbCEvlCoTMEclDhcvjwOzKJVsU9K2VxVrCGZtRZBrOjXGQYAKwHEJ8DgFVKfHn8xLvJK6MuZJ/8Enw16ABYl5PqzNUZsIVgb30GnXgJrKuTthIEysHsKibpJ9BK1MNFi+JoUHI1UAk6o2KRvRnuDoIXnrZorlleokhDTkZ5tq+ZYq8oh3UEx+kO8uSCLuhJk8jjVTEwi7orYmdK3M+4C+yQuu9FMDnhq5AKSPmm07h+f840t41IryXZlM+11rb1vs/8tzj2Y+sP3WZ7f873ZyvGt32sYzgQNicL+/Dpmp/XkrsUvzQJYjppOic9Hl8huVHGF5DiVvXhoDGL75cazF/04vDF54NCOA9BB2S/YMBcxE5rAJ8v3Oc+c6nkZOTTopBX/R95YikZvDXxj8pjabCOUnOwvFXXD9/cp03H8D0zRABnA0WPAjuhXeccZDHnxEoQQKi3MTSJ3vTgDA/SlcT3OV4bbwZdVT6DtKbrfc0BNdqgG+tw871m+ITyWJrm1q0VknPXFSXAaWVBHGyKdLwMK1f8bzDYW1YmD/UJiwjOlK04JC4pgp/8CfFSka2UBHGV8CSiu60VMpv6llpJwEO/GLVYZSVS4/A38zBbEXea7QqqoN/cK71HrZ60UDLwKRW+Llh6grNZ4bb+6ITwZNvR5BJbta/yjIKfRLpy/KA38FGh+YsWKPGgaC7pEoJkJ6G+6gj5oy82ij+R00i0/h9DMPtO7cn7qOqyYNlNoROo/7QhMHSKkI9x0Vp0UyfFwWBZwm4NvhR48OxH9Co5cILNBgEeUlferlA3Mi/Vg6xT6zeFvgqtZwkWYeNS6C12MXSAklX7qyPj0HukM8SIxzkUY+ybNOZa9/36Tmf3IlRWm4gNqaE8mfNZ5w7lq2alvq3g19R+mhJixLa/bn0bg8QyY6wWwVo8tgiKaD+PczchZLvreHJ2jbV6wP++CdusPxqSIOuL3ulOCsVDG043M4b/oVvUIPOZ4deBfkhi6JWmNMjPkmI4xKDFhcT8YqsLKWKluq+zx81c2M9gIyJ/N29l+Jzdr5aeXKCVlnfnwiztwckQvEGitObtX2go1Ert6pWk0KluNNxexkDo3axLML8yPj0+WThR5zzOTChh/Xf7yxf22nuG9QgWyGQLQxf9yeSTKyIQlIF50p0ppGluW0/O3qDEeBUTQvYjVUHVNIFIoFWwuT1KZZEyEbNpLK4VqYoUVESKdBzMQ+K3Lfp4eU5b2ZNg9x7BNWf1ZJd4V1CfkOBHMeAvEeGs7RpOwFPpBk0reh/YDy8lpMWvLSPPfnmfeLh0Ei9u6NrEPoGhlibWUSQv8osOrm0V+KM96pwo+YJhNYUo5E/+kqnnJe8jD5DkRaHGySyuE+pqWC3Ci6s+N6VrNLQULWEPceBiXU0J6a5SqKrgxvREuQ9WD4akMMBFSkaKMDJZsPEvYyV0UwwOWoo1jT3qyvUX+3FwjbQ13zlr4meoHw6FWLa/cmSUHAkjJCJ1RTK+dXfUrK1pKTxY5wuNiM2cnMgmGgEcICK1jlzx0mcHZ5Y2HcbAz/ZZUkt5muAZ61CYB6JzUaHVNYm7klZl3Abh+wR3ey4p5hgk3b1yfEPwwdTTrFeAxz1GpoQGBkhvvVdQP0R+JdFsBX/Fwxj9sVKSMkwiK/FDB9I0kQD5yjNBZcFp4pQ5NVLlYexaNKEZz4qoTjjlrMk+l4K5ktZBJMNcNHDqthQotmssJfkWpU+IjSnkTrasBZFKJxPyJQp3LcEWV8Km4t3mzFLRNKFCHmStL5l8PN41aV88HDV8RA5WwMQSZ9L0veC23jMfFjpB8pXyCYU2JxktFiRL+wcCmXrENtvfIZ3FVqTsQiSSBpx6Dn+gKblfElajm7yK4pVQ7UGHPPeKDxH2yRrPIR1DYvOZR7tYdK9lCj2mGc1Cdp79UDhvIp+r0BvSXxLvSqQUgVTKUUehRRvaTbAR9ouMPs3KsJ7MAyzSB3HDwswJR12oIko5jmWoZEIgVR8Hys5mJYmOHDLcOyVNKg7lr/xEOB6l/FuiPG2k7nYp2MI1FaRfdH+hDb1zbIonwjkCf0m6nJBVz+sSUlyPCAlRI9ZMakiiMwRoJMoL1kDtQsGTc8RF0/NonBjyxEdKAjEHTbqXWkUH1SmdJgD7/K2E6NNn0fAIkHAT0oHEKEapUByS60sZAH+1snWTDtu+W35xTMaRC01R3xx/8sc3cRDFJWMWRb0LzS3XBivT/LGtkfoqUrR8fQpi0Yro6rlBd6Q84yLDX3vFUJ/ZsOKD/idDESrzS4XikxMpapZt854IditrVmJaxk6PRdB6JYKs/FoO0S9lhWef3kyeifc4bnr0RlGYofgVXSbhIakZgVF4nCGGSM6Pe8sIxOB6CUSn4MJ+4yUMa5UHKJLE0qHFvnnpliT+wtHaZsv1Ox+R7TKPVA9LkeoOS4pkQsG57Ruh/PkCSS4/+jfjBxcqZtttuo/b+Je79Fn9fOXKVgnxTrHJJdiqdROwQYxEoHuvPummyFrKYBnk8UWvMB091kq+R2tL58VvyW3VDQdBRBDJo8QTBO0wFVNMysWHc46kXvwb+d8WJ1152JkFJQkHC84REir8ONWHLnLreKd0Pn1v6sMyYnlFsl10IRJyT4jvEpPo/M1Y0HhJpBiCh1/CxxqJpXwvuHoLAjyb0mSLeSHqthLKiLAX/uOSfD1sGnm4BfzT2cSFv1AssaOBo9HEUgt1GFjEZ1ssicVXyFBwl0qF0zYq8onHJB11OuWqMCVqK5JfBuoxOLhDfGDhtE8exrD52itronKe97211veWW2o9Hfd1mImUl/u9jXVaOKb9qGnUIVR5UDo8mBi1qUzo4cUTg2X0M/HZjjnWFAkga5XHRhqYnsxHAun76Yl5fRLtCYXKP6inW7sAZ4cVBdXF2yYYBKEmugvRCN8YVaA6U7+/QrsU8vpkzkvrEqpIAQbWjsdUKhkJAfCi0Dju+xJuRe+U7rwmomULP2NSl6/5cJonFJKRf5H+JklYv66W8JXSNC0ZkQVauhBCWZHtLiL9mdQ9fh6Q6OGXibu4J2/bZ3ZlwAytrogsY3ArkZlPvHm0gnKWrWACkTn8XLjBIcSJB4wHjvIvyvALVCp/6jXfmHPgFbAn8A2ZKugrt5uv6SlNxd0Q1h/KDYhBHEaMPQlLizUC/f/kNglmUH2jSwXqTNYqLXkBHWJfTKAVgSSUvE4+nzpSfNNZd2hIkJmQF4y/cmnxH01YQcjEnV2a45MyeYm+w0gXEm7KdvHM/E+iI3sJqyOOiN1TeqJIOKW5AgWU0+yPzyg+ddScfry+B0Uwi0UUElZGJu3qjxPuDl8OReu61Ne/hAA7y3D9z7/vljm93vA3iPnIL0BlGvrwQXxYmzyB/5Jad+0QOAvPSVBa4qEVYQIEJzVsywURA/L4pC+HY+V7/hVJ/WSuq/FpwdhdrEulMiTqiWahsmOmCKL3iBGTbFYuChmVFH6yh6imHhW0+jLOn5+Ph6MWpcpJ2++fu6bzXWqaSxv3z/26zSKq5+8xajdGtKuU67ZlI1JM4EC/FHH/KmZZ/fEhD/P0C1ZDlYr3LpyWJHpSJjGCerIQNDFxTX7j6uZ6zdUlLOdwdZf1Xmi2sLNlPinYqmwp+h6jJMvCMAluEkknKIZQpOBNadJhjKJQuFrarjObDvLAVZTAliOldjWUHGJ76rq6lPfEg+fn99UihZPuugJaOV2dXXbSQuF7J7VEEvGSZLS4f0kqkwo6iStpHtd9AB9Mgop1JaadAayrE9Epz4ODFOw9Uoik/xlVcEK6NXNV2hus+fzsdkxaJY9FNIDu2HslIymmi5R3x2n9aOJW0h/wtkCyCSBbQGdN3aI3Bq147kKXeH7ptgSCjbBswMwFYPKT24GkYmMMNWMNFit6ISetHdXIxSQK1EJMvc6gAJ/IZakwVcgcsW3T2EgoaDGbxiUkE0ewEaHJheAsgIPTNwU7Udeo7jkevCnSCN0UkoShqWLQYkgfaW/9rPyU5K8iTrmQzQLwPoztpIwJfmPvqBeNQYH60pdew7pfrtzmkMdPYhxhMnHZ3sQTPxSdaU87jD5Ec/z8b5TyODHjt9BJF3A8bN4/v++j9VgUPMPrCJJn7x9VyyI9shSFHJKGNhIa4fgkhgC2ydv6cDTiuCeGd3nGMGPhFB47nSk1FnYwJQGdgGUnqtphVAgBnZOBfhxUJqbDBnUgWPeewKegF2dtPz3eCnYN9elehpNtv07LObBu53nsEdiPH/N6XXW8Pmsd1z7q+9Wul3HSpflz1sKoGCOq+fv/Xr+445Q1ozThx/1ClZ8jkNjcKzJyXSQ9I1yV8CbRrK3zVYRAQE1a6VlyuOaWhzsO5WaUBcb4MpyO1pAvIKC0OlG2hCI3dT5SGD4PPQPD4s1ndDejGMSwqzvaxMm2Hj9vBNbu55Zt07Z1iIP98KSq2zYs70I/9oEPyOnP+fWz5y6YPN4xv8+9JMK4Exnx3ZQzTEpFnJoNAGid/YXurTqP9BIiC4JHGDao0b4c77/fJGvwH4z9nCNcRXkeGwyEQZBc2/tK1SBT2Ja+b7lxPS8UyS5KF2esRzTM3Dt8RIGas3aN4qcvfosdFiz0TmPgaQHY3K6MCOqainx/nGZxp4dwc5mAn+piEPtIas/DCBp+hElzBSSSTifF9Ssg33sSyZ+XhVj9UhgJRFGLKhnfkzAM0LZqadog+OEflmcS7mKLaw5bN30HCZsqRKbzcj88CPnrRWr+cVgetRicBP5GRPiAAiLJTBzBlXgOfQPTDS0e7MocciKFRFdxbjlFg9h4KVG2JvIUxj6oDYUjMshSYYkoGZ6DdVFIl4fwUOsRLh0vH8SUxCalOcrGl5P7bRWlAmBFqKiyt3X7804z0K80jNgHVvSBVwnagtAjPIQV4XPXBpFGT1+fPI4zJOyoFsp6nZRtqGSjvApsF3u0E2R7S9wsOlXF9oo0DEP5JcfwIy6Ap0JrHI8o0IeuEcSaX0xP5fXn9+f3z2cAClekiXiUbcrv11rH617r+xz7axpqYf857cGY6M60ZUNXonf5m0qcRRA+sBq6betZ0b26b34nOdoMapUVwAdYDxkmBMisQMFgFweW/qL7GQ/QdKXgneUCEYJTWJVEWggr8dCzqnqDIsqcfXPGMxPrRdt1nO7Yc4vqdt+9tlLP116NBeO6Z2mttvtlgnfM6zT+2fV436tJ5uPerYl6/czSu4+w6yeYRnM2L7eGSf4+G4wMC3glIxxJucvixl5vFRmiPJrIlF+hA0+wUIiAvJ2fzz5wyZAV6/Xe1oefuaw7aLXruh155Ozk3CbNlbzSxxhxr3jZMaoS0NkjmiHeId2piAjfNmSMz1M2kJ56wq9Y3ASt9CUyyUPAjTHLotkyq+imT2Z1uVUA8Q4AXmAM/Df5tgXP4kSZ0nmSa44gA0FXZCeXSC4nvkrRshE+rMl8ZdZatA118Z9Aryq5LRxmcjaj3Uy2V3j7BFD0v8X1kBYez/kSzrRoygBYRQboFQZD81xyZbMNxQ/HdE8ToJiOAwxZdL1lrNHehIZeIitluCk0oxY51by7aMnLVkQ2pPWG3TIfWmRcZpiwAogZVo3tz9ey4i4T9yvzBQmYZKCIg3uun3/OMW0JZy9r6ds6fCZEnkZkJ22ToCn4pgdXqBKKoKTjPUB31TGMb1xmzIZbQd5sXjTalIUL8wBiKh4tDlES4waxsMEypx8BQwg2Oo5MlBwGvba6MGorDtX1suWCHp6SkVrMMmufey3r6z3K58zHjWr7z0nxbuHzRoW6JpnfvDjeqYSO6SGXNmUpSgoyZrDH5NaiHYpD7VcVvUrkAxRoTFa92OIg2jQZigZRQ9T27NZXuFLc4YYteoIajSjSEiQei86rdLtBl66Ljaku8fkrCd6XDd8xNWmityBCa5rO7eeJz/d57CD02y4kXRj7BUWUrt9NKg1dhklvI+42UJ+ePrS43ln46mEWCdSzQjMZnVxy9Bn6W8kbTFMg6VL7alxzuTfRVIzj7M596+DueaKD63YUs+CMnLtCCnzxxdd5HpXjzjhT/y0wEOwNpIEw5Rhcc+S+a5YqHBC+kop6CbeK/qsDIAUEWYlxW562lB4E3CBfAnUOoxeSlVQ1QjmTW9uEuDYLE0FaW2dCGksacivRA4KGof+K16nYq/SmIjkfubjSwxpzGtrxUmfyoVSrI+Rc5ErGDQj7jWi5RCSgsjTJKzGS8sQTqU3NihN5Y3KuKPipwIJ8vDAJJUaKwU0YuSLEqa1D3Qf2jdAB0SsRw0dMC+8SzsU2AqJQUH2J0C62AW+OL4Faj5hijXcgbbPm2bUu7CMBhlzXBXG7UOi6atSTCwD9LqWX7c/PzjAXGKctUm0SRe8csoHq9eGMOOkAnCXsJJQ0QI44WxF5ePA0l4ixF56E3Xb8I+H/OD2OCRC5taS0J/zOYs7UQO5CkFH1SMpBREQ6xa9ILUWAJQwfVSGHS5Ae3aQnltCtTvmI8IEeWSyw5v638f5Z7Qt4zM+R96t3KqIZpH+oyu8y0pGzZ5oVsf9cbGSMrED74urFgQ9ERcymBS4mKqOAGXJuRaEhKVIwYwDsJIRtCYZKzO6TtkZDm9TJZKJaiBruIJjMoX8QkvIAEq4VD7kPrOC0mSAr0jxrv/zzssMwfgkDAii9zeEgXzs8d1C/dV0hwQ0lZ6f7W0oRucojaqkmlJC5EKtID+4l3lkChRS2OBhtXRNFW5YnBYpLekjfb7mn+vMzE+aEFDvm7yvEnZvTWFYMeqnuQrLLK7aM6sW64u7p7YmUPwV3iZ/0fe/Owy8fEYHk/diA6VLcLoGUInYtBe9sBCxGGD3ITFk/KeTUKnmZ0U6GYwp5XUfFm05NxXnmqi34UYQ9EwRReBW/qvi4V3aDwB6H19/0UGZAK7cygGPJEkvKICl4fkRF6paKb0cB2/jhhkYOc6nJhfTYfjKNgrlfj3JQ5S6tl4cHIeL2Y6Ent7VGx36RWSh8FYYvQEtiMC7qqGCAiq+JM7WiNfVLlgU7hNqxjho6R+I/X1TKsniwPUK2NZZZFpHAVKynWfnm+5eiZIYznX/evU/zk3b/VtMSFG2Bb9IgRIczt0RHYx0Xx1zhhDsF7EucNWw2JIxgrZQ1On0MheqKJ4HrwulJiaSk4Y5zJHHJ0StIP2fTGcK5wh/YwHGNCroPjzzs3TW5rwRP3DOi4/g913G8xvY5ynbABP276ZlK1cjxF7rEbpL/V/u14StCl/uTeingGd20gUzmLmEbBEERmocltpFuoygdLf/To+OlWi26u1lJPOJTQ8FbmFxRX5IwH9CRQkeiqyQrjtkSrHmDWAKnwPHdNtNAo+99rcvIx9GtSj/OZgpmnkc3s/hvicdrOw98c92/4ELllJxZk8ywWZR0vbogEpNMI6HKg5dZ9A6Lgi2Lrzs+WCIDfavrz6enHgTAfRaM8hhOR5DJTdp7hZ5ggCvEH6aDMb6WRw8YRiFOYw4mkMTV7EMoDSoiaqICRYTu4MCqz5vUlKwNyOMCTwMtPXKWujj3ECyiup1sIqEeYOyuGIAtE42PtaMk25S32FLkK6InbcnAd6FrxC7gAJMgNBcc/djgs5K/H+chAFBzUEgIBNQHVZG3wf3WBSXYYpJGsnEyTaT1jrMLWKc9LjrtRHc0OuH4KjyTIc/dFMAGZfGjaGuPHF74di84hSjvW/ErF25XjHMUNvbPfQ50tNu1dp67NWVUtrJR5LYubler6yXXF4bXaTienN3KCSaWZIqxotJzquQnyeWTEC32q5PoXBZZqm/n+bXubKLrcW+97a8LvqfwUcHV3yMTKOWvdAOKr5Sg4Vohf3fQhctrLo4cW7xe8KtKAQlhSwnPk9EDxo9JZ4f2i1ikSJ4ZD15bbjGU0pQcAhwukukATfRSwuuik9laqCdhbMN55guPIbNZRuekhtCr9fWzrts19vfhBugcEIRdAxsJA2M889c6WWuDDV2QQH976A7lg0ZdyAeN05lLoL2ZoRgDQQJhMeQ7TyrXM9l6hR5xAIFIfakx+fjqS5YPnyaccSJCbHNxGtXwHNt2pSGeU5yopgxMu/MhRvk4Q3r4xZA6fHu/1rzU9Xyflos9vz5z9Dbm+2/ZlvX4vHpteZyfe9iL/7e08V+u32lPUt82JPjq+8TX5dw6dMncoFxSn57XuswOWdZmw0wLPnIz5GnSzBAq0DdkYpElfdfL+rZ0580mBw34Nq6X+YjGvIxWO63bfYIF77j3kQucQavdkuPaUiv17+5acq7bdVRIs6lk2B780Irbss2J+ubWzUgba3DNuXY7ZiEnv4deEpaKT31xhltV/5tZug+M5HOifGAO+AhrdnoUU81kv3gcSNAB/DCHELcFFXxSnrTUplSEhuDcMLi4sZcfOXZ2wl1pCRXCelNEXgDZ6auyZAhfxLlFL5qJmKDHjdlRCUNwhnL8RUEqbEE8oK/QG2A9NEvt3ZNLCq1bC7ZGb6yLBO+E38HCvBYVd9RBmvH5L/ME59AlCa2CAgY9ohn5Fnt3yUr8kGovzqrNdZjdysSKjgkJxGGgHMtC0Qngh65TKsjnJFiOnCs6vndBgCnuG9YlhSND+Bxr7+Pz759jRW1hFAOg1LghUuvyBIAFymQJYeEClFJOOkafIA4bka4pXk+GnniXCQlUCBYbg+qgBOPFuJkpodxibykcArFts4dZaC4XLHh/ARcRak4gO0EewkBCz4UBh6bVgDD2RwsvtwesJJvL/HPWuS3zmK0D0rH/vFKLT4k4r5WU3kKf8iFchOMP0S/jIcAktCrEmq68+4FgE4CWA7hgOGyfqw3fvnB7dZB4c0cqtll3IvCM7ULM+F5stE9kTIDxk43DHhlcWWJdD7d4c3ln0QwqeH3sD5cJx3HW4/OuCSzVx7rUUc6rL63Vft2lWnAXLKFiyRdw1/Zz2oHt/j2gAjvdXtNJUft0Y29ubfG8NHyPenOvuSlJGoUiYK7J5xnk7l+YC5quaMamGdHtPlqBpmmlrPd7X1sb2+ta7Vtle0kRbdWmEo+3KaKUz9tgcnW/j2qyZp47Oty37hjFbkIXsz9WCvQ8d6f4CUUE1ZHmObOCAkSaIBKN7FNmthWOekf3jxFpPhWhTDcQbmjFtJDjt0l7ocnN7FP18Gq0zmAMkquBGRV7OL0OWwnsD3YcIOScGUQl2VMKQQ0uHnwniJ6N2q6ksRCRoZRutFGzCEgqJ7JoyMYcN90groEWgpzCtuXEgUgnMLvKAxO9OHgFmFLJG8pSB54tAyf1thTiGFwpDK6KIPskIlRfebQUO0xix8ctSU5Z5VcSo4Sg86iKY5mxBOvk5sKiSXfIAql0xhP68XIUoeNfXD5elkijh2EhlZtoqVDCBJTl4RCl9T9sXYmipboNS0hCWM5+70z//0/7LEuopy2z5AAhhAA2jmX5519/zp0epCupUhXaWnLP0O/aZIkqKsL06QYSU1GiE3RR8P6wkdwvhLIhJOitPD2igMblEXTifGuoI55Ptq0gSMKWEmwi01rxCzijnkpzi2KRhsUOk1iz1esf9jm7Fsqm0TaKPcIf5vH5eYxe+94T6nD//Gyd3wTWdxwYObE0DAoq8yyZQnSu12+wd+kSkqzXbaGxsyxVxk/lSyfXLAY91jAgvQNtCzeo34w4kll0s3nedlHxag03PXOiOfjKiX817Ka4M/ExVpBBU31SPLwpgfG8mGYuYNuh8OBjif7ue8Gsyr7jzs19h9nV9w7oSJuYSj0/v89+WcuOYCdnHIljcN05+S1S1kaHZRqWjXTMzLxcRS6RtWBlyAuwP//83PYW2iGZ46DzkL0Q3YDIjwXOIEBPFvSuL9DNvWdHZ5ZNfeKYj5xclV17hI/oC74NUHbZbpsoWeXzzXKa+kr8k7Elb5Y8DpRZpFebHfNfeUjvSvmQz5W84YX8Oa1esIBesypcSdBE7IqePEpVhsSK9UysbHZTRdtoQclEL8abuDoC3mLtO0yV3msKUDYvoWrmDvZDJNI063KMLl4Fs4Cy0lxy1k22IOI7+TQJSxkt2kXVPYsd1Rhj3skSje6LyMspMc0QKsHpa0HH9JpZThZRdOqgHB/hBpwc1hnU+dbK1kSNLwJwBQg73zJK/hHHK6WZfMfYg6MQGWYw8n5/P8jdhzMKe+VM3FCEdnjzaukb8AUUHoDCcvzC9hRjrSgmcbx8c12qzJOkOLe5jcxsbBKgzovHP/2v5AVNhGPMaGWPkhU/TmNSOYUmXu4MrF1kHCzNY1GkuJuBlR65dBXO8/N5TuJZY4Qfn0fiMRk3hELa0I8bdarXzUAjtVN4FAdOV1ZU3x+hVzB7Nmzy4S6tJAJhsZ97i0myUgP7YTTuQ1uEnnES4mb0q+8jH33BJMyDzLZdYpOczfmE8i8MTlCJXqivOozmb8r7B8g56f6i3Mb5fN6WHHuqNXvecNd0Nj/17Ka48JverQYBqiQ7mSxalBQXn2KLuKGz9sQ9ZST25KQpkxReTDlMDzQ7utPjetnFXORhbRo/PseMwsP29RjgJLUiAncM5oHoFzIfqUoxnOaWpD5Frj9iVJIFVaki0PoUhZyPx2jw75xue/b0IAn6A+SeMHSsBSWjJtE/pYhwzL8ZvXNfWCUY5OxnVgMFqxbxLHoV5zDTmrmmJchKR32xzkknFsH9yFRw4YkEfE9QyFwaryuXih84jSAshnlxjQ8LdGjDiq6ZGC2TPhLybq5bczvwGDP1UgP6ba1uRJaM3zqeAe5cvHLiaLmIWHQoysXtScw0qlT90yBF27Q8xLRH4K/gr/kxCYJZDCLmhw2wt+7mmRt9tM5sdElPSx0rITUAyhILGOnoIhZM2np8v2TkqCJ2WR8JlsmBb/puMBCEnaCpzUVdkZ3EUdNWPJMGc9MYo7KRjWgtinvNfso40lHpkZJFM9qyjalE/ZgM71RTjdWro/zZvszF7ztvQm2rfHPhNY4Zrkx8r1ZgWMTrq+Wi8vdfV9NTTWYXhcboMfBboNfELKZU8/anm0yOT7Y/A80CJkPTt8q3iRgqI3eEFZGWE4sBF/yEPaOKXhr4dhTy69F3L1vxS6ch6LzQjk8TsYnPTsMSZ+9lbTDqRGSdgwbcHtFhSWLAaAR7GHF6bEJXmPrLV8x+OjM/RYFJgmmHkaeifyminvwEHUO8iLcz6bKNtnbSBoMqIdSJVwa4m0fFmnZgm/mxsQotA4WlfBJSAUo+PlVf/xfR2ak5U8kW/qVWYYvUKqSD6KK/CA3nQ0zogzKLjh2SxTZrJMTzpznptPLdrAwBHGsrLk0yqlzZS+J0t4jSP6xCaWhF9PUS9555MNaOh1uxSR3YSFrcHhvRQVaFJljmonRX+UOANFILmIYLK1pkOen51FOLodJ52KYUCkNejfUCwjUSntjHSH4M0ys6ioVvrBdmnzUfAruhzlySyAMvEW19im8BX5iHxseiP1zVwDq71LdNVNQ15ieyJWShSNVmIR+L4IqO/KQYwNHe4NFoRbsG9/uIPBkmVmZr+kStkKCm8yg6qY81i4F1N++C74Q5UJvPzJHy/XAMFem3nVfEQOpCnL6/kfht6ZALyV2dkQMti8vNWfV4gB2/pO3qrJNV+EI5AP4prl1evLn4aIV6qKmHDAHBxv9VRIqSblx0JnfSFyh+xBR2nr9R3OTshoTBGmmeFumcr6ebabmG00asMD5YzIhh09xwWD52/sTzbLKiI/k4I623NJF8RHgUUVGWCTnj55d1BD2pVA/dpKUFVf8pMwnPxIJdqic1I5VkCu6UywXNfyVUkDJy6iJWz8pSNL2YkJfaSakoiJgjZ9wSv5CwD9rEQTGOKro4sp0VAQv2a8EQOR+a42nMs26YN782iqDw/MGw4Eprxty0aMak1GzdkwSLIo70FURbCuUXS7MbcHTLgmodGlln0EPnvyz9FqPkVgq3PI0xt9qeGWKl/Sy6F+5m05IN31l4FYt00aS1mckJaiBcw5a9sjDHTTLRJmUIV7yw4/5wJMPJ1yusYfNXgUJkYMZxCE0yboViZc8r5U6bmLqB0u6scI09xXasywkQm8yCK7I2iVNTiVdl3bUesHxHiZ5QJ3smkR3zDBnDjUjvAUq6CtIDikqPJi0ctk69q8lC3kyfj6Nh88mmBNe/VbLNHH/kmWK/Fn/t+4PvqqWAP5sxX9Nmepv1+ecxlfJRT6Xk/L2Sd8rviHD4Ym5nJZs82MERxxoMDbGaSOeglLLSHYi/0kcxgMNVvm914fpSRZRHtcwYvy7fyYIac1ZHPJK/C6JOI4wBgxNrUWSdqVwBtcx/XNh3wQvxr5J4VkthoYwrjpBjDpSNFD/mmgM2brsdpdEBU2fvKKMaPDrEzaW+JVG7HoRwlomEulNnOJyoUqyTqA5YhMrZRrn+YEuizdhmq2J2WZed+7rzqeZiBwi7gGZRT1PGBXiRzJwoDBdfpdghSlGSXNsGp4NTfHE0busIm8rTKZI5rFPcYQcmNTuiljrRHJ6YKzhCItNWkMQFd8UlCFsRC0w7lBJ5Pg41UZ8XRDlogaqtzoGH/Uonq7fW2d9s4jT80yqD2imict1KRtmDqlpTmuXLY8SIMgaa1iXtLRLlbe18nGvgjurx+fMue13acbvft3g6SeNgC0AmDm0KU+f8b6S+qvm9FrW2rEA7wdKdSw8dd5uNLyW64C7UOM6EMK5D2hevthqxShBdLX7znjdPcgnOI/iLPW8U7gRhEL7vrPHcwRFix2wXMof94AIamtfz9b7NXBXAwaOcD63iyIg0iNIanTLiSxz5pwmtZQ3bw2FbXm/ckngo1VjMaMsmY69xydIS0tUy13CIEUhfkXuoZ4zv1VFnc7NvqHhKXOasLvo7c5WePgzFdrutna46IeavxZaTyauw3F/PBzNu+FMLdg3XmShe2/UqA5uAwTBZ/1zEtwCOHc6NlfTF617McXs8jh0PO5+fzqApOWvJGUWVxKeNC0fc5M7ogfluk0bDBnXEEX1xzcF0aXW9n4pIxu50A5U5i3AE/KAejYQKRSjsRqhyKuKOIxsUDfqj8Nb80oy98s5mnGvmGtcMEQ6SbYOW5TG3nQIioRxw8OQoT5ZcNYnGI77JCSERZFSMGMJ61Ycy/hfBro7AxljS8gTmQ18QFkBkvgTznV0inB4Q3ioOg8MvtqZrfXDWhAlKOA+CWK7YTix5rDuwb0EN6uAeBVhf9U1ORtK2pMz3hciEq/TC8TqglCy+SYVkzIRc30K5ac68CbHnnNf25ybe3PG9nGJXZCHUEyvIPT1qzUEjBg4hRM+/r46Ylnb/+T33uj9/f//8ue/JpJg05M7/n3YuW8RY+tsbPfQModh5sh7lMsmA8tJGjnkZK/xRQ8qiojBc4T+lK6PHRGuYNGhyjSS9EIqYAKdGzLuNHgDmWgdBbWRAw2cSEZ4NikcPCeMLUJC11nqIb76NN9k27eLMZuSYo3ixob9+f/5Z7pNqaCCSSM53zT46mXkRI7iGIrbb1itiMi4Xil73JZf25RGjJ9FsExlin7zbSVWKFWIzmd2d/jcCeD2hlvdZ6pxzyItpwIsddVipaF/dwTdnin9BkPIO8NLwjPFx0FOMZ1DeMxHQLv3x894mAkPT7OllhUSfE3po2See+bIvGUa3h+AH4S+jGGrzQ8ZIQJQFm6R2EysXUaZ0IdfQHZjDnhBYtAYQ+9RCSKbk7lm7zeP1+3vfpSoIrhf4j8tQqUV2Xd4WTG5lmlqyPtVi9qlE9pNoeTuHZuasiEoLih8lh9Lk2OyVwGP2uZQch97tWMT96KJxR7WuvBExhIy1oYKECsbhVWlA5FUloIe8J2Qv4LSx4qf5bGc3FdYGe4yYf1w1uXHFDiy3bLJTcSSK5/gh0Cp1yIBN7ICHjH9gcFuSTjcHRizXVASEjANEM1plcMGv6IQah3JqZEtkUGKeQ7GU9SvhS9JjolBsBFeLdtcyQIdI4mZKmmwU8ktH4erzGUMxYp95HnGQolVYcr2KrLoo5oX0nldcEPdrnWGMF9XYyFLnUSBrVYwgk6+JxLPe//wmv0/QYP3c9v399+/v6+jKtiOOzRgyDq0iGRVGw7FFk6K0NluqS+5ng+xgcqFejdbYx4OIfOK6mTYZ3hprtW30NfNOZBFt6JqjhzY9thWw4+Ge6KScIOHAtsrdUReFHiUS9lRfFwvxsebC5rc4wux9qLnZOaGwzA0Dp3EF6WrlurPnXDd2XOu+yOwnCzwYLgkEXodjqRSDRYmYRrdivjLInAcx+NpyGhfj21wHLjJHmTNdOKuYMdBJDFm2t6JWlJUnUi0+3Rrri5xYBBVsFy8Pn0kUCPx8xNzOPJ8nMprc7+vKMiTcdruh08fjFgIqSK4RtHD/3Ery3AJHtp0bZM12bKh2nBtMwHUbkILbtnL+T4nq28XcGJZGIxcOg+FJLCBh3pdo4vPZ9oujsEWe+WCNO24R2Rypqm599bKcsc7KGeEArbHejlk7ZYRlhx2L6a2IfncrIsLmSiiiNGAKXTmxfSp5W19IUuAUGMIDRFdJ6oNZPgLiSnd0SqZU6DVZpTztE0dBlxKyTbLUbBpBWOkhwoGdUT5toEYe2pnAIKlzRVMtnxg+PY0tWQyksZuCX1b8BiKTIvGIqbtyt6gEapNRCu3Kh5UReOoNyoWfRhA/bM2ZWLISnwqqFEYU+zOomXu0FurEZDcV3dhS2HbRSxdVeF6cE8eaLJwla+pRhUzlTv6Fg5/yTHwyK9mTSXJtuY5qFjR8wy3mJN+xoB7CkbHq8EtpoYxK347g9xljG2Pbltvf33M/P38eO74n3S4F7iadYAFtOmbXi8VM2ZwmQYc5EFgoEGlw0TWLEst1MVk2aoErOjaPjUHmwUM0TDCYrOOdQQM3gx9kVDwk8hz2LOiGyb/g9Tqs6U25KbLuWKyI+HDENetTAIfijGCTnPlMfpNmQNqwGvdeQpftw+rDdn8lyWblgeo+nxD0MXrPrVTWaS0SQdnKN8FUNuFT0GQ0siw2fVXCL5i/fKc5wAqCFiM9DGFFSVNvcYx9yU7csbIcDvOW0vPXVm97fzyCtG2/f+5zW9vxeoW6r8f7vdZR5+39is7MWzArtDLvP8FOu9b7762LQ2ShIqqlHgeUN5gJwLq9jrCFQhGVxZHv+RdjBkWkHN4CdGSu6KbogZDA+/55t7le7B2hgcKZcdyPAoX6vO/DURXz9n5MASoqWFdD9iPuFaEnuJMcj8zhy9xq0ALrMRbqISkicAqutw3u8D670QLTsIAk5yQKldnN5IiRG76gZYK+UaszWRg3QQnR0iJ3Kq6hDiW/44weU1eK9lR5yHFiobY7McCctepOEZ6epJmrF540u0yWD86KifrI/h4hBsQDrvAEnEChu9yi+FERNArB3UXBiA0wWRneVIqMMfmJ6HFkjJBy+8rN12TcZn3GGBedxJgM+XnyF9JxGLRt5kDNcjsfoeKHQrcBG50tofsk9LKDBG8z700j8sZBF3KJoRu4X1z3hUTJbxhcSNbJP5nLT3i5WI6YnKttbb1v++Pvc99vf36Otm3UMoYIojf8DsT55UFeyA6HURZ5oIOPEkiZXSCyWXzXytuHkihojqbhyfIKMJ4Ve7AR/tYmAVoEJTMBWJSEnhDwidoGNwhrb5ZKI5WFzBDMBg05qLTwvqAbchByIgf1iSBNdz1vUqPQkgGQA8Lj5EihEDDjY10WpyBW1+VGrhINpeeeyrcVmzEcwgzaaVTkhXfmRHpuyFaPxlGZ3tquQzXdm5foF3rplW+i8jOicQyTEXrJPkYff+eQ8JUrjqPgdLYe4m5oBV9N1G5VccxjH0/kdyhMn3JxyR8HVNd6bPl5cxyYHAr27XWlItI3KehxdG+Tt2QmX9iSbxCBuEQDUPFwcr3OnDjNy+Ld7xAHuZYcQX3/fLbuJCGj9svzuhgUlV8R+ZVDb5c+s6EzxjF63gGBU7KCEKUrHAcl0lg4VTj5VIMB6LYlrHouUkLQQwhoFc4tBW7nAomWGijX87iMI0qry4EA+ZN1FgGl8+GJlIQk0e0d2kek0EnekMgG/JmzprykbsSLIZiCtKV0AeA0Bn9LisD3pIhAvkZ63ZtWUVdI0uyDcRGKreP9lCy5EOZMMct7XUt2UimQCchwfI9A2tpG9YQ1/KFuRNmZlFbRRFQ5FIdy2aFluXBzL3qmgUIF9E9ZqOsXMUUVShp6SEg5d7HZuyywEh8HUxrzl9YtLDFIVEMgLiQFOcGuCV7Fcv783vYR085lvu59m+9//RwVs0VjoE+KCVWsGu72zDPoSiRoSLHELYSqVSopfCIYlJsT7XIuUrmZWtMIICuPCzupSNTBiXvHNS3WX6bDzTtI/s6WTegR5sDpCoQVU6iLM+ejtsMR0D2CMaVP1WFMTvBBgbxdDAeU+UCtTJXOY3EHzVdv4AJymXBQRQnuOPLF3n5BetiQv2X58WP0EfEr1Lx+JQXzcYip96h1Xahavd4b3FXeez++XFIvGtjDS2V/5IQWEYExUirhjyC9iXheQyXM9nzsBRQQojFPRaRZrX22dCqmc3GGz2hEhtxztjLqBU5hscgv5fcanbtQwsoha1U0SebfUcexOLXnB3ze5j4/n7VjfnKod3EhoQJJ3QanS58LySbT3AcSOzbPVAD7LtiT0LQG+ssX2pftaFN6SIooWl9jag6in19q6jAf/345yisx1Bz5QsmPf7GFiiwusA6OSeOnCclI5VLqgvtFVVyzII+4CKNqiwLPlxn3CsaDc3MKQoXaiShp0PZG8xYF98n5IjQBTtMcz0Bo1RA0WcEZ9JFwjU7RnLozN012kXyKleVwFj7nu9Fne8LO5NCqjeciCxFnvzVRFrXI3qzwyqWRPoVoSud5HUn4qAki82dlW8xXhHOl/5KUYV/JKGNNC09xEQ8Xkt9oBgAXxJNgcJQplxdFX/XgJdeO/XXQDop660qm6JGa6LzfXq9tn/fnuve5xPzb+1+ftW1jmWU4OZ1YpU0659B2TQmaqm2YQy7nI+2fjX7QT8e5oOgwmspuK8tq1mNJj/4gfKGlV0qJiEa76PA8uVVZlubEqzna2IsKfGjgKcJ6VDfn9lh1Lsk9dMycbp598n1z8l9F9EeJezBQI37xyLXiSE9ykc0bd9QuyNjOqTk9qspDxLJ5WtPT0diO3ru2aDoytTKaixcdCt08RoJWZon1ISgJ7xVvf55W2Yow9iw15a03MPHQ2SYGqBpX2aix+Raiv0J4VN5R5ys2PR/dk3N9PfeoeN7PMHG22y0UUZS48O2W3GzH/UQLx/2IRiJV+96Y6C68gmThjnFGubWFrNzAwnE7/D/0dl9CDQE6C37yu5dRKljH3uAYqmkRte080LPj3OI93s6t1fRSzVAI6MmIDh9lDPVsWc8jfUTByhpdU8SA35pKnsHQG+s5Jhb7iKBSIh9RTs6IlgfqhnALlNBGFQxPNBJGY8wzOcg66Kw7dVtNKBnPzestwZHK+RNm+02i8daEQS3yrhBhXAsZDWucOucwoseD/JROpQaTVNneBNQCcxn5vfUMDdJgQPmleymhrGBZl/N3qebYujzNZCEmt3LbVr0gmM+ObYQGwGF1+c7T/YOnBXPipRdCt1YsqLSiMXqpoxbOie344de2lmK6VXRVngqcpXYmlaUZnxeyLEz6unhWfh3ZnRY9sK8nh5PrQ+97+lQMyoij6UvKzNvZU9NSy4ODH2gvuhElRIyYPEFrUpPQGEu8q6GQztv9577vzz+fs8KJ3iJV3r4ez9dZnBEUDnb5hLYosYoK2GzHMpY60BiI1HRBbUTJ+wvgR2GCOekQcVGj/M4HuukkTU7rQQwMVSDHljl/B2tJZlNccgwJi1G1LUr6UTyi0Uxd/guUwK6gFjZgOPIoJz7XjZU378q1mkBSedxBiyuvfzMshT4gN8gTG4XQcnxbqTyvDnd3Y8FmjKy2X1y0PArPLHN7arXp4TJ7ObVjXC9/4vL0AIrPvsgZm0qzDtTh055aiiWkgBLiDV8i/aV+2NcsPURS/hxCKKLxfOzxkL1+/inXcr4/Rwtf/+e9ADH/8x5BsPP4fc7o7ePnGSplv/+eYUitxxFXUo/bGdXqmaiydoiN+zxCTG7HsRawcm9rfrSDDh0zz232BstUwUfC1QETkhK61XWWz3v0se430Gq3+XzHdMR+fz8rOvi57631+fhnc2tlPn4ee+TvBht3DW7UGbMR/xxNFMWWH1IUkXFtsOXBHNrXI6KEvn1ESBp1O0SkuyyePosW0tbLCR/H/0RZ6fkQsJUTt4gVykmXKLF3YWQn89RScDtPD7noiihhO+ONcsINc3bpwCoMYhWCn6hcZd5qIGWWHwNACZxY3k4HDEdJ3zLrkaTXaenJxihMJ8CRdlE2NOAg/+L4xovXVMhntBIHkTsg1hKpIcxCGhK5zqysggUKYTyItkjstE5Jk2RRfEW6DjMGUBckBHkeulCbL9VYZsZEOB6q+EO2OPgOOlzvWGVqcSJk8FITQQECcHoelArWlwD7C90bCt1mTyA9x/p8bC2U0v78/Qnc9uNvzMiN+/O2vf489vn8+6/XXoixIKbMwYLfoIUhC6kRJWb7MTUVjycCSrirNNDhtabznOPkZN+5LmODtbIctrcGqdjIrY01kvLEMF+8Jk2wRrpMCB2mFR7DIXYVUe5gHc0mKLcypawtJ8X8oOsomdZ/cPpNZjZKzpzIlmF3F2yuIxE9ne9050WkabEIgyMLTdQDhtcodJYoU2xhmWfL52Lkm8BZFHxa0vFHo1tY/VIgRfN/NF54yTK5Y28Ol2gU8frxIUVZadHUWMzIjn5K4UgaoA1RzSdcOxqR2zklksAqxVT45Xg96xp5ct8Bi6/b4xEWfzsej5GGxQ0Tc8fjLPFgncle3R+/9z2Eab4jgZbDMKaZApRclEgRjs4zyhbjCp+SQPVjzDIqJsNNq1ET7wVNT4r45fx8jj7afj7OmHhKjVPn8bgtgaa4R3xZK/32OGatS2SL2ENEn/dtZqZZ8FwfSCgERaSvV77aVeFNIb43KKJuH1FoolKW9X4sGQrAMKOk5IRKcJKhrrW+TKZsZUbVqMiQsNiCWp67q/apxA/xY9dW5VOBP0kOFJRzms+uLPMinrOnO35g2pDMnzDYYidkaUvBS/WmsNioF/+EWVRcjma/E+WI7QnVU8bNxlgCqQXKEGi5Tkx57wYUkmIc7ZO9HBPVsV0h0DQKHRcXDZI+d+nyWmM/lbRyPWF/xyuKQNB05jDrBYhRsTAit3dhQfi+gLmQFF70otPbZjYFERXFArHkIFbnLsR5UbGYIgLbtd4SunB51tDJfnFiSB6gyQvydCQeYdvvv68gJ96f76NEipzP+/dzLIHjfu29SeKLoEGRMs43kdNiVaxm4tAxWZwYcATXZ0Bk7OVEO2N6dQLspfqX8gEkyCHulW0MBX0aFbPkwlYxGHgAOn1EeKJMeo5ek3+aPvxskuEQjhKWvz5/ckB4zZeHztnl7DmKE0Ij4oliUBlvF73yesnpj6pOW4wO6byt2P2V5cJoMo28UrI46BEXKD4EsV3x20+PF/0NJOZm4Dmj0bGh6x2l+4nBR04iqZcNpgBHkagDtKmziORiYY+Fq1BiXMg2BbSaQZjrEiu6lCW/vMbj8z7C9p4z0zDte34u7RNF3/dENe8Jji77DIV/+/x5M8oT1mDtPZ/WXCerIoGzhTK+kMYfiLIc/KWtI/0thX4Wog+6MrTmOz/6hjiiUDV7nJbwiFLmvkP9z30ZDalkJ0To3Cd8N/+UEE37ngx4+zS3oegIqa0rwNCQ79tBPilPzSHW/7htOYqmsL4sILKj6eZyG67F3kY+qfyNC5HLyHTWylyLFd5nDE8llRQREGRoTk2Va8VqKiU5/+TfmueC2EvnS5oFlEoYcDx6hNFpuo8wJmqa+k3ZJkyPBTJOJWCYCUL/i47xi7wu3SU4qsmvHyW1lEmLTZhmAmtsM0+meZqJ4Mq9pqeT9Cc6yPeFCCyJj+WiMXfWvmxcisZUXbrpfPDZYXUhT68xFROzadmzHQcJ51q0xuXyzlSWBCxgKeXcZgcfY4nZnvP+iIT//Xw+j90un0T+i3pF6GcJ6uYge+oQx6Be420CPc1Dmj/bgZq1cY/qQQVdzhc2LV+H0jrQKtS9crscYiqfVrQ1i6zPIc+hvigRZHWrov7nv++T8AnFBV7bpV8NTCC/FMUqj7ZLnlI5Sj9kVRd3PTJer1aO5uqWH1Svmk7j106N1EW+aspYXYwUL8pWKImFvRNy8WoLf5SeWaNq5gQhTvHLTO2AqSlO9IK38BfLxe3wSvSYeIyQ6DS+qy627Sav5lXSL7sRsLZFuOm8vd+P1EOysDV05k/nNokMvZnmuOClTLIc6bOIe4TloSW93h6REQ8sNDI3oNfi5AwvkqW/pDmVfARmdOSEJrvGjrLkHVJn69qW+Y2aA6B8NMLTRMErilKx6Qge1juspdxEHBYn83ouaEcVZBt1oq0VZgT9s2R9KDr0g23wuIlyEnj3TQuuzs0sqDdpJAkyjl8TDi/WEDw8qwpwIqKoC/Vpgh5XvLjkrtZQRbSwYtXDD3TVqql2ngPbif1AVb4gZsSSXeNE/DQ4uV54gUKJQa+jGeln/5MVmktCUT146jgTGhqK6k+8XIceymbYU2PJjCZKJYOmEqVsEckBlwjr6pQMS2kDhCbjyy8RAvjMmkvtTUAjhKGvrcx8cBUqK/6Z/IdVhZzLF6k1AaZNY0s66uJXpqT64OIfzmtBqSMC/TxBfvGHXePaVNQSkDRF9GUmM6kXsoxwe7o4MzyPCO5cLhXyTfSDFv28GNStu0mu+mvp7hrvHNrjTWa+S7Rv0wf9rGKbF0ZPgGwjnbXuyAhjCXnTrQoFbDRtO66Xg6JpkCmpqAsrfKdFtSiFpnuKWv52lDmzCNLHC6fAqD1Hzdm73GfFWdAk8qWmlMMFcDvO6EtkdjYoDif6NREdcQ2EMqEYChDuTBg352TWRpMG6Yn1dxAvncan+kThBkFaSs8nkFu/ZLqm4cFxn6nREv3cCy/BX3iYvgB4I7F28swsLYeenH3Slv5wg7FNFenonOmpuTwfvxQ6RM6FsZd1VKhDGF6TGmLifxvskvKLH9VoSMpMDcfBVkKoBRvSSG/MHCqeyexzixYGKgm1j27pfAaKiqIbF7tQ3dVOx5ezENA287ejuT6zrhSclipyf9tBulTBl3GZDvrQaIq48ZtUtVrYLbZ9tH8xWpfrKqlkeJzhrNokq8c8OyWHy3dKFIJOQiU0sESFGpPKUMSImfZsEtP+kWjSP1+i7Ey99HJ3yYiANMdHytyBXknfxtIawC8ZWoQgjL6Ptu99YW5X+XucdIdLxbrcKabrLjV3G4ul+pYK9gnQuVa9JXrs5HkcIFPJOC0E7azS/L0cJUfEBGom5XToFQtb2EIof/3z5DfR+7lt4WPy3/RqfPbFFXd10sThiuQxNawOpa0gj27OZXyZGCkLbeb4YIp+pwOBuaiK/OeveUsU/CTzZeohU/U6PxB7rP1V6caa3g1RGfaSc1lfEGw24vKLN1qDB93mesU8/Sj1BKjQBDW0EBYqosvrJE+lqXud6j6nrUCWRo7urGHqWFuWvE9+pDQo1Lq1T4wdszJ0fHhw/kkTL7auSrm+qEVoLZrEKNVVcreZpxjPte41la1vDMmYqqaX0AGybxusENvG1vK7IBl/NBfcp503QmVnoFApyk+kOTKtmxubIV8jtCyul03EVrTcU8ZK7agRhYdqDaXazluEugHWcLiFAnfExX1R35WCj6oi4AHNh67g1evJN10zhTivGz8s/Pm6S6GwlIVorcwpbo+OrCbeaHPY2/bB4ja5g1tVSb/YBUn3xezhOHsOKcUjtpUvPnMbvTm8jsdxn64vPv1UOgn9cEfzSaRaikLGhw7Rdktdx0UoygbfObfH43WLuOe4z4Gwud3vt43Luga+9Djr3vsexjnJCwhsdJoirhAiSVeyRYBfqqxles9m8A27LJnKuTGLUc/iekjEnu75yetz2WTojnDR7IKM367PD+oPpbxi9LFVUOEG3QGUnprTJiyMOUZ9uldZj45423lRWXECqXWV5on3TFY//hadmqW/rOif9J3veF4ZZqwTcqHfi5rW75JOJcdUhnwTMMUBu6xPVpIdrPEuJjSlzjARvAJe/CQTTkukkZQL3wizy2D5pgE33borZS7rcqki8R4sherHbBdcoJmQzaCC82ZxFkazpi+ioHUc13dOZlq5OH3ts1+TqbSxO6zwTpKBVB6Qq1qoACCwREvvFFpFVPHwzNPxgPXKuQSu23WsLi5KDtca9ZDTQMRTtt3PjmMTX40eQpnOroHunUR5+YGSwo2GMQEJ8mRIIInDRC9/TchDyX/+28mQUFNSZzXZujQrqfEQwEux15LuTd+BaXxbgtAWBSFVIr4xLjbZYze3aLtklsRs1wNtBytfW0V8F2hZZX1VQCqtIT3mDsRb/ATTvcJjLNj4zJAcWaR8ng/CbXYeonTvJpvC5SvW/AwxjjLUqFY9DasIsNhuWgeHp/NALqjghNB2+nIysSQ43CNqXn3xrjppFDd6Tkwv3P7+19+/j72HJbTPUeb7z+/v76NugHdv2/76fT5+38s+QmO97ySqgW5RBIgGSq/DYv7sLy+MmRaG/pZqcGU00OnIZoLlYYScSG1b3iFgvuyCKmaWdgJV54lodLnDYlL2UXnqbErg7pie2iXdpyNvfW22XP0Pz2Ez/XRrMrw5W+uZIk8/Dmdjkh8vH1MTSCwimaAfmI+cs1Hp27ilcXa5Ccf1FW+/pj4GvszoKySEd69p38IrTy8oymo/Kj0RGe1hzCEJFqlkiVeV0qma2aYatU1E+5blIq5VT9HyP64vmqHjr4bOtON2JvaG49wv2oGhBTt6p/gEzdL9/Xn2zgAVwm8vcKbt/HppgUtQ8NKLIizb0ptrUMEuTGxm1TLb/fU49o7uCfHbNEsb5Vw44YZOmGKdREgozMPNKTyF5xPMhzsZl7Kdq5kVvgJaTxq9yb4uHwN/KXdrshIQUEku54RGdJE491nHEPbbvGq150vLaQOoGvylVlpw2/oloRbqKqx1qb1e8hyd4KQEChd9K+jJyTOYXSmGabF3A1s7dXOXE4Qeb4WkayKTKcoh1SV8U8477VBbo1M4sU0YDhOkSZyfMHcCnnAWyqnoXOUHaN5TnFvZPrDfmaEh8CrdtCXjbGn3FNi/KDWb15q4eqCVHIifX11K2o7khs1u7FT3sgUFFLHbnxd4pR5NhL3ofooaknnQipMpXRwbHCM5YzVBts7b++fn2Nssr/e9t778fo79/drK7X6Otm77++fcP7/nfvv9+/dff5+7JuCHvjsb6cIIZ2V4byzCSLZcH+DdpBpaxZxVCAgXQe2id5rMmv6YJcNyRRHHWqsW/o5bn5poQBcMgJoYFNxbiCuco/OJoAgEiE+h0ja5UtwLYtJJ+J5s4wt5fRfl78x1YmCy8YwqjEpdTNHX5dDwwV/UJOC+8LyF1wG/Cv7PVqizNTcpanF5DQ1SVM4LBTQsDZ8vsU1s2VK/TvQkk0fg9yB4LE6i4hGoWJhmn86+ddS8i0o3S9g9Lkj8jwNxnS3fqIL7X8zKL64jsmunFFOiBNvI+CkVg80UzPPx+z7GhpApfC7ssDvwKGBpyc+XEwBKBLff3r+PvRU+nJe+c945pl8RoZCGf0DswVyQaihzaRzvuPGQMOaXSPxCL7MiVgIzYnqCk6J+tHQ5jNEzooB9WAd9q8PJwSG/0r5VkJI0FnGMSVLdjv+jiBDhch7RYqa7WDLgw4gSffqLr7QZN5a3eQz1oixzUtziNlLU8Ggo6MSIogncDKeKWRr2DZ4AI4FO4OnJ5050qfELJ9fcE+uZqCD/pIwWCzQUgtyGQLCgV3h/sb7mXYCEQlg7+IeyQhFH5RKxkKIjH0UMtIo11fsvhgKHKJiOWsHXBUVclYiL46FVdjiUMOkZM6LtZaiNka1gvbLkQDS2rcDakuKVdwQDQT1BxnLdydHisNiQNXAdIiZOhE8rirzAdcYdxl7TcdL72hiSIXZuNMtgO9JZI6DV6U62th+PbY798fN+HX0ev4/Zz/s5X7/v5+Nc9/dr3R+f237+/L5ftzhOg7Fd5N0K6ESchTlQuR5nROBqlIOpYBEWC4wTGcGgm9AijkaraETrLlAmrcPgOmOTci03N3MR5MGxe0SRVNTYjrFC9GT0kEc3PcK4o6JWFtVBZfhTzcDS4pNeodKbSGdRMjK7DO3BxaFfsZbro8VAoSQTA5/wpeBshaFV4qstaM7xr1DzJiyvnobKcPwFdy6P3kyGLq5eM5PLNYLHqSrUaZAEG2WLPSKYzTsCoVH0HEaph2TbGBwcx7hzqRDkzXGMmVi1HaW9Nq7XokGmWb7ozlRpmXk8H3MLFtOID6293x7bLHWuzycSNWyPf8okPd1DMG/nBqKc28+5Dy6tBr8BDNrtWMW+DQ2+nhHgiiEvCtdBAeMvcTcTUjPZCBbIEUg75dsnmmPur9fc2wIe/xiKCBhq8S5GOFGZ93ckiUAPSIIacUVOlJfLst3v0S9Qc5SMeofBLgdUa32JJ3YLRWBmhZnJVWs7NmqbJL2GUtL3fSe3qRhIsU3OuqSyaUYMzGmUFTmpNeeNsQDKofIrmx8rnrXgKk4WazSNMgRr4lOia6GzmzPf+MNkLlUBHVFc/hiGqS4lhy4VUOzCM0dFAnMndUSxahkNhgFJE5iYSLqyjdKjJdmnqV4L9VeeJspCD2OUlCJXSF0Gn1L6ow4N46gFYzaX1L2LaPHlGxk1SzvtnZ2LF6YPbSbaThOxd4GRoWhqM+VCVaQ7xSP24eWkIooVNOvkAqTTaambck1EMSoxHJfiNnt3lEO0kMfobf+89m1d5/3P51Yfj2O73R7vP+9jf7+3/fbc9v3x82qddkwMmYSy3w9ciCmtsVQyZlOpkxcoBxPKiXBVt6LuxZLqDXulcCSpsjrJEChkKZiytuL1sddj0IYzIJjbmXYKSjxcCpHCIxpl5fOCsE+ixQeayeeQgZWSjQz3NtURxLBL8dRUxirzEze2O/OGxo2+CjrbReo+bJtmUGhmTjHleEFzFtY4buFjpYsX8V7BwDm0IfUew9owNNqGHl7dwDYZrxiePA4vOY/gV2HjF32so4zT/DdPERlLTP9NEi3WV1Au7mP1e4nTjH17PeIxHrdXCO7Znu9jr2VuUETBxv1cQpPdXncI47aNvvcOZgUQr0C1QAG1ihIjHuu1ZFoI+Po2SPY2UvaFeBJwKKQx4w8REmNYbSWCqs8Qrfv7PffQbccGM+12W5egTLifM8KGIs61QlimERjk3Plk29taat/uJywASIGFD3baINEL5YdejxXJvK2IGpCR4zzCTzkLOZ0Xp6eTm4RIigqwdalVFLvy7ouokWnC5QnEgtKeSMFhFpKUGgeTxA5yZhNgV6MCxmoh0CE5FtJmbZf/hkFOSgSeHEWiD59ot5uoc0Fycq7Je6zc7nax8xdadkLxC/vYUR+oHnaPuEKtObbBM9r/ycTacitq0K0q9r6LQ5QzW1E3p4JIMFGMoRXWzuGy8YtMGAY4cPj4P92TxoIQkKjL0yVwsUfN/KzZDXO60oFahmBUJEx2YJq6qK6x1SqzYRMvzf7zc0SA9vl8P++/rzXewfV+P/b3z/vxvO197Pffn1snuBXCeaQN6JyAF1mtI2oUb/Wd/5pZgUyLusSa/UiNosZs2thKl6LWIcLyKEVzyV2LLcZwKc5a4TuC/Hiw7Y5jzxUO4QyFuj/RlG64xtZzwRzxfM004vGHp/VsNB1r7IBRqVE/L0UBlHyAJ+8szoySrfApkTdJbWecOGfgdX8cgccDk/JXD6C+JeWmrMDv+sEx1hTdy3cD6w0uLfwiGhD3UWdB6bHHBTqiTl1G34Q5kUR0ll0HNaqq/aihrvbj/dyR+KHnI1729CzMnsY7Tepg9k0sVo9R3W+/5xzSs+G2Z87MzrmRzgeRJVm3lcq5M0cfkjt3E5nHRj5BRUyiwCqnIlpmGo5Yyszk2bOjnDNR/8q8WLps3JHAbr0Pcj0oUi9LguwR30AL7zsxXqyVpZ0HboEkc05BO/QmlI+iGsMWIcApmlZiBvLyIKMe5J2pa3NdUBODtIyNEWBw1goJfCV25ZQxoO2QoK1hJTMhKdrvYiPqzHHEk7VKxBGlrNoVwbFzbxdDwS9K7P4FOpbPhJekBy+9kgIGxFY21c2QLZ1+Ae3tRko4pRJN64XwgHAN/XYSCCogYvK4Zg2hDgpna0WEKpBWysOrZaL3lIW+tuLTySOgOCaGCAd76QUUEVUEfQHFuN0Lzd6LLzC3U7A2p4NEDsv9/edWYtas1/3551na47G12ev++rzev68+S9sff3+PfaQULrSvh80bdIBBKp0lFsGwUc/ZhWJV3GHiv7kMWUVJCyMEgkKXUFVoOtepQOzhcFBtMQNUwZkE1kQFY2YsvZtB+Hj1OLr8UrOKMZ8Cf+t5qMTpL0K6+NnG4vDYdE414mHUebRgr57uJD+49C1UvsFz1q7Lhf/OV9IcX0KlG/auTPPGXNC1TrwTgGRoVA+hQfEGH1AgkuNLSX35lxeKOo4pY/y6CI2j9FSNw2SFBuNPAxS/Srp0Gy0ik4NBgHZ6iDSNnPsgoyiebz/HbCn1G4FOCn13DCtVMPklAsHmca+98s2cEBuCviI9ayXuQxFoUESvV8dkG+0bBXNO+q4YQgIgNcab9jLRAZz+E4u15GQjfK0wkXYd8XzCIurLlyJKsMJ5NDHbXLRsyNUCo6IpFFAQcj5CtSqovYNdhylaG594tbY44EQwh9JTNdPZqAG8IoY166X0VyQpMvNTaWvNKvJzO00jaD3IcbVQQqSHp5JNBZcKc5wU/OPKISI7u2G7JsrQpfR6i3KRzFNYQXVN3HMLm9EMUOUUEdto9NhwGiRujrjMok26uekjIlGXCL08xaO5ua9EoMwDS+JS59/BbgpNZCOMTRxe9V/+pvU7OSy6pAuhv4C7a3W9VrLDzQmoXVZRZmp0vR1nS7eKs7rV7ee9zkiRd9TXn+fYgy5yG2W87zsAC2Pd9vuf5976rMjiyIl+uXjktqHnRT6iJAPdsA4f0ciK+NGuDKUgFnbiv+HLoVTJzQy2lSorV+3r3FfeUJTcmjWcvLY1u5A4wtfg5V1cM4wxGXTphmxYclKVvKxfGVJbVWvaCq8dm2+NvTBHha8RLWggUDa6rCpvoUzFwv7Kg0reNh2GM+lG1wG/jKnIsZ0jycFARc90i3uebjZc5ZVhgHeFvjY+mPDcqbu+ON6Xmvv0nokNTb4g9VYc62K+5T/0wj5bzkuaQtzvCJNI7kcoorGux+0IMMZ2ux2hvGPmK7p7Ph/QRLfnPa52RvWOqTm4YNbjgHAY4JbDVBxe7e3I9fXY8O4eG75pAEbBsEAO5pbeCTKCTh7bCrV+edhrisuwiEbk4jvuJ+T4eav7nPtxP/aYvTsfN1DdZL682pOSrtV/yvBGHY87LIbtdqTIFaPMaBnw2jLfSGqush6jLEyNJ0UU2iAUEeS7stC02hMhR8LSdMAskwncLrVLJrL4IZUEzQb920ayoKLp7+jPPANZwUkjk31mzELnN8W4oI4tdHtj3Y5pUEh9gZuS13yhahYyOK6GrpGA88ExRcRDehlDccLPKOc8f7R004+8xAw5xs3FSMY64XhYGzVfHKynPMiyMeuwysQyrY1bl4JumO+MgIlEOMTefGkX5krQPFSlZ2KkaE1PRlmIm7iYwIlOoPerYB9GGMh0kcUwuf9XtgggdugQY8JxJVmAgM6e5qmg0ZdC2dc04U95yCwBBIswIXt6BpiCHFzN7fK+sNiCmfh1hrJY3r+3sISOx8997/dj7s8/jz0ejHAk9f35+zl35nGWoykdz+S+jqKZlRogBZF1U6O6jgykQsmd28Jvz3KVviOGQf5+wA1QW3nPLzpt7E/JEGOZJySdtVzheCTV4UzPkR50YMKaOTrFqr6gAOoE8BNC2PFD6JvcjFb5gQHPQ8Mxg+er8szrE0Sb4xDRaOMJRxk/ooDMx6RorPMBIVjCWTkKz4JeRX1dFe8PQQ48udJoEIdhXimlMqbTgQpAqtME9kKCRP9XfGfyIvCWJx/0hSSKHzgo+wzvOoYWXN1WUHJALQt+FL4tMH9xTr23VR8BcjyGIupBCvL6fexr22+fn/u+9P38+axljbxDny1yOTx+X3Ntdd5+ArTAqbnIyXDCOXSAdbuEZwYjctzAvh3bgaG9nbwNIYYHCdVTptXZoSBFN4HtsGjx2itBZCiiXtd1v30ee8iH263vfe4BsgizKEhba6sBWphBjRfghbiL/+xfRouErWGMzPN1L8m+vcISDrALRSjcISM1xXaOTlpTU/yUihwU0Fug/qMtxMQyhTZcTV/IV0qosDRIX0uORpI7guNwQNBXGTbmXclgdYwPplUQTAzkOzqPdUfxM7UFWBcqZWgo5/gnNC6n9Wvvwqk22eu9YjrKAT1R27MB5vxuRVhVEnUblZeHEGXNiW7CATk5Jg7jIXQC+ZfQsqbeNCkQRfGUTpXFozoE/Tm96SIutSK2bl0E1zj3TY2tgCQlXlMEyXLRqGhKBfOrhswKkOqEVkXckJAFaNVZmVyvfSVXrvEDteVgJ07WKTk5pb+kFEb/aZVc2uSYr79/bn3b+v3PqwRS7rj9ee1ta2O/v47t/X4+Hr/PfZaff/197XX9WqDa7IEujFgxpV3jfqHJBN0bzQAGiRQIMKK1BQUX27ZCNGKdf0Q5zq18NpIRiFtxn9QRkW8LG3tlyWv8Hmp9Qb0C0DcfLTz4pkOje+U/iX8YXYQvQbFuVymxyi14dLJzWGfNnLwjJTwa4JkYKbBwapaxrzyaYVNZG70nu7NEN3qMvwKXYhj8XFVKE4JJxU+vgMlEzqlxTpsSKMv7yelOhYvn51uUg9Bn0VHidZbvqKAQVXgK9WLcR8owdtE4/tqEuDd/j04TK/N4/X62srZxQ/6eMGEwNwe4W2BkD345nZuM8jAT6uvvfWIVFixfkSqoAEaM+HzmKSKknxxAKSnx1PK3iPcr5XoVtw/HYT7+/JxzXctx28CxM4GpTrYfBI7X4ie2Idl3/EhwT103qOu4PrQprRCl0tZcn76RzmKt1VNzjKZtkRiPUnHAXOlKmZpQi/CTg1MBEAtswF8A1ERYpUjTtHxg2sRnktNIJxE5jiRvXOyhP6nLJwFdQlQDcQF87itpwGPJ4yhX8/wXnVxm06KGQCvpsoFqk6NITiL7X+jMEVV4snOqlDPLEaCh2+zn4l7lGTcTQ3XS1+xm53ZO5VdT/DZG8XpfXD+GhNwUeWBztK+j2PO4btLHL9YH0i6gFEkG/s4LmsDoLqEfsR7/Kg7UefR6mx+sMgIUX6nCd1BgwdkoskpdmnpfOseXjhWn3xOguN1e90BVz/vrWNb9+Hze7zO+F6NW6++/f//8fs5Z9tfvz2OKS8X5i9kik3xoXeqI4Lgs6zVfxYO5iOqrkHiboRdqZjjknc1Dfcgvr1gNhtrTBYFxIL+3SKsXEaibzw7jpdDrbME3sVTRKZsYJBaxS4vU3dnIFckqVmzWo+RXOCsGyum/sUd/Hd+jJ0tU4iJcsHcIdYpbrd0EHRdHnKkiFC8rn2uOlejiST3t3phEV+vQm47kwJqYzlOFZWi7hpJ3p6En8szxUq79vNWMjpY72NlrNFby7jUyJ5gJocVU3ImJ22XmRyJdLnOfyRDVZTkyDqCHrArD6RGKyIA0c2A2sw9hneKJ4fZtqXzHMYQtfl8kMRRNovWytBh9ff18bhM9WIqdVQY0YSrfp+4McIV3hdNEaDaDPSXdRHjem54aSPntGMtSxDU3scDEPrdKBG/itTpyCIeugPIBlw4JTdkz8j/le2E2Zz3BcnJz8BbH7zvZuJOGk1GV1WvNqlQkbJ4s0Fm7EkTBJPVaUB/HGeMmlnZ7JGnW+cmrX9QJak8l1E+U0SbLWBT4ntV6/+aAY8mXna1frfqeGlP1XXxXL25TR5h0Hj+MOMLi81ODcTG5T5cfUlys8b9BWr6V7BJ+eqleBPsjbU+mkGmoJPnxXxfqtqjSZDfZoZL+HOa0w8M+t/utBYktA4TGeTuPCvrEtvQ8wPSSRNHaeXiZFNyPRUU1w/AVu+N8Q6apVEtcYcImL9pPIa/FNwoVioQbd3A4v48o/kbJtcSgETZgacjHhPXt0yY8THdINU1FwFM6JYZzEmctmfTuHPvpt8Pt6m3PXtgp7AP0JLnzfoqkBL1uLvvkPiZxLev5fw8tr4KB4X58zRCd1+pDDA1xN7PP3CaLxy+Dh0IZ2TU6KtAHe657V+ZFM8kl/5fG2Bgd5c/CQ23HlJEApq249LKlY9TR4KXAqs5ZYKJk0vbHtnzA7Bkj/D4b0GJCMs9/pFnrdaf49bhhgbGOUthCLi1lJjh+ipkVxlqoWPssqStqD3Sm2ZonFSVsNS6skT29oL9RMzNBaJP+cpEmm10HTTTBYSJJqc6CNZOnmta7LETHiz/HbfK0IsUuIk/y5785S1OffXOrap3MX2KinYQcG+9HhWSKRv01zsgvINPM+HQ2nNShb065ylKYvs7PGGu4Jf9hlcg2yiovzPSOZkxsIE2Eq3E+eBPemSJan9La5twbrBylaIH8zamsC9apwg/SjLaZCM3FKTx44RXnuhFDBzqNYN1eVqiADRGX8Rs2efp7conKsoeyLFxPMaEdtH2sANuwxOCRLHl4toHmTGVn2ZObbCpKxGnWTBA+pr2yuWJOaMt8oztT9pjCsJu31k+qny+NvY3laugcpJOxdeZFU58t44tVWnZamtGWjZkyrJTQNn8Yke4vPK4pS9ZX9gp/cn1T9OKqnWdEF5rHatzYf9Oue3S+v4BI7yPuKdRSC3k+98l3hEtU8dumflO1eRHmTlgH/CL4AUPhxGxRmRPS/opy6FuGMIks0AxeNg+vca1iOYfI88wTAjspQG2+Url2pTbVlDiRgjSiKExpLPBRF+7Q2l2Xu4iLDjtQZi5FiF9dNAAA6AWm5maZTL0U19sD4EojJRF9EuM0+BGf4wcDQlGi0UkS1HMMiOyHqiyrS8/uKLgHlSlyHSZAWlvURWXGHvC9lSZfJN2r+YYz4jbW1S6Owz7Us+kSC4vacqWazN7H+BXiv3KV5Dzhm+kGeZO+SpkWqq8Lxj514Gq8msg4SrFaCD7rNr9LuMxazm2o39me2hWIFwMqglp/V8kWahZMernpHNCrJ8i1pdU3FS8xs4KTcF5fTigNCEupB2oAqLBURFiWfU+p1BbMYFDnQEWlE6iAFwEu+rkMOoH0r11lvX5yOp6MqQ6eyLgOlMPGE/7asyTfE0oHbCKaAmXBivmHPQMmX5IAwpZfrJfH0ENkKWibPd+nzjeZwsl3Kn+ydEJYazjaOErxI+V4uRdwhJmezWpGVLp5LIV9/t/HXEaOZmW/r89SH/vUcVmHmv+zjjZvYKtmRPcjdKUqdBw3NstM0EAKdGwLs+qFVidRFN8Zp1vOLTYB9U8Vr9uNAv+Z3ERQWuoZ+BpM1CybyMtoBVDq5kgEj5HTD3Ldy8VIRMmbs0hzoYNf9FCLps6Vh8YdEA6ZN8VvtLKq+aXya4s1bTHXfFMjWWKaRAjqFnv7l48o5NO6hhO/l05+26rMRFSETSl0eknzRfp16fYyZGn6TLqXOvP2kFZX5K+sP6Ftca3YFHvhDDXlPALHFQWkiAgFu8pEyI5Sv1VlfYuGQzGZgy5nHqOgLoUHjTqWRagqaVkRunMCysG3sdVZUSvOK8kgpaPzqtf87m04ytNu0trSfGhTdg71DvSjNAyb98SfcoPiDJImTgMEWIW6hA+CvEipIn1SfSvgHD+9n2Iwk1zAOh5ZiszOI5vfYWnMdnFjCfBhscXaKfOBocxOtb5QOwA5Cgip8j5sUEag44HwD8KTCH293e6Px7nQgJFd5Jl2cWPlRssF20KWB9QpaN+L2xxXM1JXZMyQcTQchuJPeQQgSLXDI0sJOqplGUnN9BITwWPiv16IKpMjkGfhDTYpNDY501028uWJ4v6LXYMGpEnFxeFIEIO+nWwKUHqLwdfM/+UrgyB3iX3biYoo3jgkVhY20ZhoB0cpvMmpF3lBNkFQ8hrZaqFvzsgNvcHkK0aL6RMFtsnOLQlV+meXKg3MpZl8HWNEQ9pZufuc+EJuAmASbadQPhK46cHDB9U6tvN2OouCJgedrFP6UuX1RvljgXGhIcqB3ZSVDTvWjmv2dLS50CDj1WYIltn/rF15hNcFpycQi+SD4kxH3wU1pnWynttSvsAKgAbAR9QqMckOglQKSbL38paTeXHJ00Lz+CtfT6zgPMtMASBGWkm8rMhHoTXT6mIAnZW1sAI/bxq2yB+BNfOVM7U5hOGkbTMGU6KaEOjCb2EPXy9FqHWpOeLRHdcpFzI1gaZM8hHOsnEilyt0mpDj1eHrvKd6iUI0y/9DZcW7CfAhgqcXWqbsAI5EPd0V7NXXeG4HBMN50BXwittGYlt+TJAt3b64q7puKEePWxWnhm47UAkXJ88EOnex/YnRguAGC61G8SNTIMkIe9Am/NwhF+fj8/68t32f8VIxi+X5ONt2fz6er1uf98/vz6O29efvnz//+tdzV0S6oQdj+KUhHU8RG4+8PXRIbbK2SOrthtCWIsiHGENlZ2nsk2RGpJcY0usu15LDA3iZ3egpiYb0t5SEwoXwjGI3UaZgspwk7RvXeyWOWQM5dU/y5N/Zg7Ct6cHgfSPOArpgKfjVlC6iX++dJ/8pHa0IcSSnGR1PTMHAp5zCIvWxTEYMiRQZLW1BLmQRAXhOJaXAe18upT9ebr8htGFIPJkjbFJTArzErIEyvxkIk8UizQx5wPkIqWb7t0gybF8VNE9w9yQXQydcXdGr9HLAId9Is5jT0dva7j+/r65HCkjhgk4t8r8uSp9O2un4n9phiGs5BohZxmXELMRHgXaV9iZpip4CKyhee5GzMw/tLLMYrecJq0llgTx0LK9SwVprxiGZ/3aLlOCMI5rJNQdK63E7KGU4D50E1bK6w6qT5yFw1NZtcQjyXcQF5yilYZBzZGNNFqy2EIJMMmZCTzvGxP7aljYUFQ7xtklYn4FNMYgjujMG4GdkXkM9QpHwUuOFxZm7oJX5/lfGN0V8MYRLtJ1kibyRAa9He46/aU1fUEosZkyuuB+HSE2L/OKkpFwQzYPmJFYYdyaaUjQSdXAuEmzldgZEZriDNptINQ+v5mYUjVvB0TVrLcktcg1MKeR7bgTDiywZlx+7WUufRyhRrKRKZFxWNK4JEsZZxCkWXoQawH3kMMUls0GZEgy1cTgxxMr++NfP6K3t4/fZ688rGImf5zrG8Xqd8/Hz3O+vW3m87/v5fNxeP4+9P/78/fP3s80hMbAyPBVFjGVqHmxmPNGaC6ODqIeOfxb6m9avb9W4SZvDXEm3ah422kjChCuWtHI1Ay+V2CzDPODlItYcIxoqQB/OBR3mVGJGBKExBj6gZYysyUZboY22KBAsVvSsiMJ34MVBoOwAJdhgpA8e5RypJrbYpWUpNlWGOCtvxtDF4UaaQw6lQqn0CGPJ7bEO4lHzjEYFXcRYoaQVNJ9/cJzfD0W6cnC3La6IaO48jXGPGAwMJB7buNuYKXLwOY6sqEcy4oVBwgVvq4Pi+GpFkSfHflhE3C7zep7v1x5e7hH4bLHqjjb7WpihtPcQm5njBGZ+ZMV//jx2xl6BRG4b+WEQ8G2cjVOo60j9zahcRBKBeA7yFiFoc0KHdmcWWrpgjrI4Rh2Pn885M74bcMCxjZJRWZALbVsXWBQ09Nbb0eXTrQPVkPp3WztjERu0Z03fSskY+kaa+O1cS/mm+MHeQLX3tihXfGyiZz1lFdW+cw7BojQ7HJNhM0k3c7OS7t5ZlFo80wwYg9ChtU7+xgbJrEj+TP2SkpzHL40xevkypfhztGctl5cBQ9YC2x6LotH5HjfUq0WVh9mxRyoStk7pQEde5VM2omSaAfNdcitW/SyufoajP3hNqLBEOkJi1ZQWemtxYairGMKGreRjwP61xRZGIpbqEHjG2EMxcetK2tINB19hjA49N/sxA0ub10EeEAVKrKPtNQVHkdsExzoXP/7xeHI5U3aL4CDqqF1xOEeJP3V//7nve5v772vf7481Quge78faXj/P8/687a/PbX88j/1x3+f+iLi72++fx+yNrQ3SOuN0OrEUC35o8a8NH6Vj6USWDttH+pyNVXV7mMZhYDMDXaHsVAuuqByC6JBUk0JtfenqIYeeAbYcXmlXVRBBNQpIVaeklk5cXbZqMgHRAJQoRIwdVfKOZfPRbXvMRBeh8uuxQpnqKdapxmRxUlbjkuW9G4w3bSH0WG80Vt84cmLKRQp5Eo0WvaY4eX7N6DqpiGpyJSjklR1gGDk0PwYjRYemR2B6ZLykJmDNzoCjsbD0oAp0zaFRXnAUWGZ7PvZaOuJE44F5fm51G/P2+dz2uu/392smt9yrb9vWbj/PeObq/fe+Dwh0BIls5wZFtJ1rBrKeA1J1OyLupvTjXMuVnriMUERkvW8kwkm/RV5alE4BmiKy7p/3WiLO+9hCje/Bvj3A5RDtgPQ0MEPHbQ16x/18P/YYkONsZIUPK2Dfnve9iamgSlJe65VsMtu5IlMDFqLmYOqfR+dMKS0i2kZCVitTfCcXN0qifgnlIQBDqLVJgBSy63FXLbMMGNQVNRMF4QT3mfdfa8nW2rsRcUn6UHB+emVIRyq8dyuop1DNgm6XJMO+8qLkDyWCS5O306dvwjj0njEVNAKoMmFSoILyPlNtJ1k4Wy9YRUPcntROBpRUgYpEacm6WDLvizjkFDyVGHenGjeVm1AGmfyH+QKVQVqRwwACcvqXMHYhcBanKMlndWFPUx3zKE6tMVw4I2VFs5ZRgiRphCXeGgEMnmbmLAymLw1Jw4gRwZ2WY2sz8j6cM9hOnmG778e9P36e6zjvt/PctnJ/v87nc9tv9/Po/fXY1/3x5+eYa5G0U1ASJlTQ+BVKLkycQ1etCdpxvz/uj+fr9TzSDhqNf4XGE58KWlS8ESd+lIbcc01ZW3M86ICwPAAbm8t50YHZiik0Lz8Oeauwx6GjcBIaJM/vzko/q7Y352hUYvtJj2CveNwSscMZRaUO0mQJPLJYBluSzyGdrLiH3C5PxeJ5bWanJvJZqW/t2rYjDFvTBcCQfAYYaa7B8QUcIJ8To8yEgnzeMVxwNdMh6otDiYEUdeIFj3CgoeDmmp3ToNfFAemOpcrdolnf/83WlShay9pAEHD3bHfp+79p/0xmnN62fgtHRUTUxJDJZLweCJRZzx1fgOd1zGHXX+ceFtHxeExbX4LkGs/e/jjjw6Y8fq44DLDkJRgKWoaCzylEUj+1fBp6BrqW0gRawwCkSh2wU2pX6BmDqtJAgMAlt8r2+cx9xncoaAQzRNVz0mKOWGe8x2G7JAkHnTUNlNcgG8pXv6YhVNHxFAV5XjIrFAUqyUc0IR8Rolhh6chio3IpSgBO9xfOqieTADNBzoybKzcukhuSuhvNFXFzKphVtNUxAElB55SiUUotQh2RlzWPMBqZOGdcEnNQ4uIKqaqr5DWPRct83nU+61O+JBQazslNhLPghGhC7JPypJlR2azATmuZ+8Xuy+z62kd/Mkq9wFBheXXCAxhbRPS50LJMIikkhwGx2AvR0zlchJj4leYtV1wXg1gdbqHxipMYLNoV99eKwEoNjSWHY8nHnyHEkMlTS8hVZ8CBATYFv6bK7+Zt+vrXe9r69vj6erZtu66ynvsc82X7HKHc+77ux1r343xc+7kvYyzP359rO/ZFFhAnrZzOCU2Lu4IoOTQZFfFzXdZ/mBrw51+/Z5c9RFYeqc1bIZVJjjGTlNILQdYF/5kMgJNng8cYb2TUopAIxj07MzAO8j1JQS/9JI4FIk3VFOoZ1qyHDfcSJR8ybEcroo7g5ZDDktOxN39r+izcTV+w15wh3U53Rn8a6O6/6ioOQPM61V+WenQKvzzazdTBPR88pdgj7bhdX/UG9auclHRPQgKj6HdWEHKznhogwhNgzOQub9v8emyZ8w7TG1oatvRl22QOMAShwQgv18+1tU40WZVwgG/H9wcl/CFTDgDTu9vRD801VT8bom4W3lGepblt78+8JJkO1IDYKYfSnjRzzqM0CjVPXSoiQjAo2bAeAfwiaDkJwnNqrncpIg5Qacc+9SYudwXggElHCQ2gknCb9ChIvMQOfG6IOSaq4Aj6PEl8XVNu9ZyjlHbxiyDdVIQn1kNANADctKiNWUgNbe/8LElm4egzhN4Ey0igjRwAwcimwnzCUTZC4JoMAj5pPJAGVBq0ebGVvVVVQaEgo3F36Ioi3Wqj6+VmCeK0Yh48oYUosRslJHLi7RW39hf+yi9DkOLTNdrojRMJ30gyGYboUARnn4viUJ1g0VAwtFy5pmg3MeYkVSwZtk0d3fJ8ivsssAA6zoZ6DiGtaI0+oiSlY0ZQo6LnEPnb9X5cRw2ukeP981y217P1pazz+Xw8H/uYYw47pizOo6/X+zn6mMfy+Fzb+/vc+oKpv78LFIqnlOL/nFmDYyimhHrEedfX1zuWr++vfV7Jj5z/8vAhb5Aupg2SwXCy1Shi/KBmJQYp4Uh3jl56kLGRFk8suVHSLtuWKyVVfR2iXdGgM++V4gFaQi1JT9rEeUsTzkoE3Y4HFbd54EQCHAuogU1O8JTP1jA8fih7qD5KNATi4sEPpxOnyNQQCR0Pa5irgjBMlfnUxkgMuc7YkkEmIQLhC+Nl5GXSxVvRoslIed2Kbx70QY1E38Q/vaDC/6ArwoTgkvRWoD1iLaqJsuRwjSO28QyLqJdlA4dC+IAA+DyONRRRW0dSfm4lZ4iPMx7HElNzlbi6SR+ggsob9aXQ6XGH9xKiljoYdz4Gr5t+RnaGwNuKmAvS0y20ybZkHOnSqYigh/pC9CAvddkWiJHYXnBU51LBzeB4OogjqoqpJnp83ufChEQIaMXBzNAKlLep7lM6w3bTMBDPMimxX/P3AOdo8BuJ9VI5EVfGCUlbgvbDJB+SQekY6Mz+RegnSlrABS8cyzo1CEXdD84fE+c1xBGcHpPqjFl4l/nMsyvi2jaFrl4WOkTFlhVHi0a7qCRzslw/jT9S8slM53Z0HchbnCzX6s1cLBpMghaSjTGHxlleyR2cstttQ4pAcmQr4h/2PAFWsZmnmge7QzFD+cwXmIycTAgndmSJ8eaoCCkVEiBjV/7OFWYjzR/2f8hzkIKOXNDKrLo8I8XDFrjSbWuv73N7P4Pyd26vz+PxefQe/qHzWrfHY7T5vNa5bcu2zev2/P15nOeaHcX5mYk1lugFSjqnuHXZYhn7GeyS1+v5eFz//H8BtrDAxS09BJ+RCPzlSFM6UpZVfgvgJHIIfN/4kOBxFzlDUjpXU6eK6hnqzkMvdlYOsuqx2izyPEILolRf0lepRwlvlqbwiW6ogzXVsLw7fEB4GYKXoJz94KSiv31VAi8MLFEPPLLst0ENzS4nQi4wYhxV8qQ6uWweI9CALpeZGpGgNqEe5LU3GTiOw396Y8SYTAp5/nNCvNuxpsHW0691P9z4wZLXjvYzDURI7XBijtGP99cj3ImPz/tc5hKomwFu0a9nmPEdmbfWdX78XMsovew7PuAjQKHCQ7MCorIfc8jFIAnFraSPKAQ8p8BxN6H6+5jh/+AcGQlqlNqbFw+LaF1GXfbHGVi+fj33rbW+v157mVu/XtcU6up8ndtoU2Ro7aX1cl5rZcLWPpVthStpCg4fc5tDcI5aExoytfQRTf/jIyqtHntpYvlM1BwMmRbUrR3IOHu6mNqvy8tBzxH5M9OUYkJ9hvO0NHmi5Ec+EnaTBYapSZkOXmA05kOFiaPp8gQ8oM024NdJGAbhE9isDGTJoV3oI0p7vSZzL0kYEzZRSwp7guRgqmWrE16skj2DwVrSH6k8xXWCwlKWBIItSJg4keiyo48Dp+d1Zd7IKYcS2iCui52Msk+slZ9WQIIMZlfFsThHUrvNM32uKKzXwI+Mxu+mphCoPheRHmVIr1JzUyWW1rKkoooSxOCUThOhVwzTVCTIPDPOU6i6FIBRULeOWc5z4oycQnzIub6GIvp9vt7Htr8ffTteR6QIf31dtV7PY76OXvbzer2OUo5XGEDr3s7X6/V5jrG8//Xz/X1t8w2XgmwjfFY6Q8CKFcvj/fm8n4+vfw78en1+fn5/3p/fT93X6/v7tUNMiy8bR7sRordQ3sClqSWxNAWSXOPQaBgopdcnoTnBSdTNUmPKN4Jy8P8MgMQHty0hFDiZhSJvIPqmxPbk5xxM9zWVfMFYEbfYt4R4UpX6dJOtFO8TyTaxXTL+zpGfWvUua7aIs0RhAmu0re+jKCrBHCyngn0i+JbjctAKwM9C9FEvIsfHowkhwVtDVBtY0eWUSjgAO0PjNT2ztB8pJPhS57XpjmR1pkwmtb6GIGl5UhGVJVisjy2QANcFQvn9PNeoeVxHW3oP8d/j2o7nua7g+b2WeNzWFbZxJOiuUR4Ddsa6x5tIjtEaJfb/Uw5Gjhu0utQBWoAmf/sSsptSsLKztyLajue5lalsj1ek+ur74zGH0A3F00KTRgbxWqF5aoW+mlqqrzKVZb2O3mqFIuIjmcYKRr3UfIB7gC7sIxLXHODblfFsySYqVpykT8BSirRpoWvGTDbCDeAA/OlKBkjaTEXmcAI2ZX2t6TbLRwbSnzEPCmgSp8h/J7KsZEBQ3kmu1SiravZqLABqVshfPpI4HyPm6FqV016k4zb5oEqBepDXBA2J/xdV/5AC2oWLfWRE4SNONnMoEoXMosDleRqd/LMMv8H/Zr2SZZ1YxrwWzsNFKU+FCK2IucDlYYWx8navO3SD0VqGdvCM9psphJH3gKEXlBBmmGO04UAb5jmgXcoIxTps7WLvSPTa9Xr/fh91fn69n+c8AiX3eB1Rqa8raIHX65zrulzv5/U4xny8Pp/3OdZ5vH7+9bWXechQG1kInqBSGO+9HD//+mf5eXx+v39/r+NxPZ/n9fP72tf9869/vbbRw6klG4YawyRAco+xTFUTaxxH1DExn4YolTNMfoKSnVvL3HQqNAPG7wzU8AyCad2riGTt2jBVU5WripmbSaYi7hv8E2izVMWk/OV2xT29357KFGPi9jZnHV8gBWQSnYYtGqW8NEfUojIvRhFAiXNh2HbG19ovXwX3MLujL1tEizwCF5MXZuoJlHnhiXjWO+ZwK9Uq/DUpmlvR5txPYhu5IvGaLdfnhRSUEydDanKGKM1VIf19MIJgSwYVXN+/z4UQfvTV0GF0FiWGBmrXHjaHkU/6uM8sxQkQ8sQcA/1kUrbx/IkcXxWw7cxKnrdIgCI99mZV6BO+EPRgkypIDH0OftWjVYrg+EHxXaZuZoVYwmobeyjNkpxyXMoSa5P45RbIO/GUkbxIpD/e4szT/M3N3HHnMY3SDFpZQJlpQ/zKZp0zmPuw0exz6PbNMZukeIS8mM7tv4l18yQGBIrWJ0scRq3KKxIVAfWiwTWhu/8wepJogTow+7+Qssn0apPwCFXSQEAI/hLww8iRWvAjT62uon6eU+qaubLdIycmNBeeiaawiKvSFFKmgRXsCD2X0NIDzdbIwa7ueCCyGrpmJcay3JrV1N52kNZxPK+APV/vr6vP9bzCjQODcd87NNHSYQVcr8/7KOu8H8eeDt/rcZS0KWTQDmtBqxJ6j9e6f76//rGGzuvn5+edKJ55vr6+jnXe37+hiLDwrWRjDm9t4k8wtSevj9vMtsM13q1GWgINHeqwFlbZNt1wEtfiacn6ZoEz9ampUbVd3O5FQB0lFucnJRd1n2Vx33K93STdRlryEcTFSMZr6gc9M+Oc++yvOUWIYpt38/XtRr5lK97PxvR4TsaP+lqZ31XSEvV1vL+l+D2Y+3MwVboqSnMk6TPLS7FvTOebjxMmT1+2buc/F3kx5Wfzvuv9OmE+w7iTyxol6S2Tv/z+XJmc5DYHku96q4J8SQr3LklKiC9egzqen+faR0xppfLpC7Ot5mcADU5Tnop2c8ly6elNydrmXyTNu0GXVERkVtgcR6R5ncqKMG3gHVqWFPnMKZ0wm3vp/oU6toVcdisp1M9RcK6QYlFrqUqVgkXMQaouVfSnE+aYjYIMS+pu0UJxKVY0g7TNPKpKTVAzx325UjYRx2bp98I0apbPZlGlZDAfOKtFi/TC6ShdiVOM92zenTRRpnntBWyQmNdLoe9HU2RLdKHUMQJoOwuL3y8UznntDMoWXRoGoWlNTsLS3/ecndb65Fb5/GZsacyJRNH3Ixy49EHk3OyybOC3xYTZCNcvMQUZmg7LLLYo1SwWOyzu2KEEKoQO2/fzmMcZRha27bExvl33a+d7V+W7d1vo7n1dVj5Wt3/p35qG3EZ4ysoob/lmnjlD3DWCkog+CUrDydAw6riWrH0z8GqWQf+bedr/DOXL37KOlTldrasjls/+kpayMEWbtcDfLxMTy2pBVaJBTUVXvBe/fTV+R7BYb7E7vjTU8zCZ49e82n+vjDW1LkXKjlvu+icRFX1boPQpfZRF+P/oIysiAjm1g9aoFrMXaRh0brP2YVcCnPEBTOIsWBVTYogF9ZSPeJ4nojCal2rmPKfwFSpFn7bWxkLTRWGKPBSaECO0Zo1W0iKij2gqBLd1dJY8fEsfLXay83cYixQNLSP9t6BQVSKD+Vuc1blVtg7a4Q9RqPaEdutMqiLjB4g7HmiNJ7WlbmGDCvxnuS3tIKZi77eZIAWRBoMMsS4GWnEw8jOLIFi/1bI+dEJ2kvx6NBs6BQ+tE/7ItY5NvLRcwYPU3SaUFxHjlYzboksWm5EJuNBdltjKMTBbdhGFtyeFdCxFIupnifpe50aadjTHtF9c8Ka6vHHnTr2fB5tBUkE9pN0CJoAMqPEPTs4tjXkyazMg3/Tbc0CRxthiWeRZdkioX3gcEyjwufaybdu0xBERlBFb13QgRVPwgyohqEhR6aGhXK4eFVtCHj1/PvM2CO075cQLp61Yz4red6TY+rEtYvQ9VmnucCsW7DJXNnNDYa3IKDYBvc6gf61R+RCWbJbeKNBM6lFs0FIIj7PK1Wc8j/N7Rt0KnwaoAKism03m7LwvQUNtDUT8ua7VrzOqWdPlAdZwvep9u5nIUaiKkm/QkqI+1Tg5LZitXk6Rip9pJHpHKlrkPzZ/vNg0kprSYyYC7rw02ER6WVTaIeDkVZAmtS7x5MKRPy2A4aUb33xSVNK0ca1VEyopAkTPJkjjis+/d6nAG1KYLXjCv0lCdUon/D9xao6KKLoerx45FOgaKlHtFn7Y6uwKeQ8k6qlfFBLEv3BFOdaU81w8nGE3fvgzwMVTaM5GLh+PtvLB79iDDrKOYpWAr+5oE/rMk768SZPa5nafS8+KtyU5kqw0fw3pn+HVfuBNUc8TOFVe9ZdVr2LjQyk2flNwd3HtZ1JfxlT4NVCIhr/lPF/NR8K5WFSSjexvMhaiTzwjXFiKspLzzvIK6F8upO3+M+0vIq9YRMqmWQ0n4tRnnJQ7z3fTQ9ae5dj6qgU8Ez0DLEJplIDa/LPSpK+grdp6nWU5rsd17ZW6Q56icUOxafi03lv8OA5EBcbe/Zhb7EIFJOVvA9UtNdggzQRBQf3lnaUGmj4jDbDqFZlBbfx3thwTt3qk84fB/Fj0mEC05DofEiebk5Sk+qPPwe+OE+7gdrvDvoc2VvREyA/IA3T9+mt9xGeMY2VrCPtRUc16xLCDdNE+yC+mP/4tfem71cIr43k5kn+z5RQqN38A4J/fGb9XbNuzGjjeNqAXim0+d8tWbrpDZf/JvSaXcioiBcPWpRda7gQOittPHZRya74cW8b6W+iezrsJkb7O/CBhKJFcT3ibkrbZcaw2+pWUnf903xgco+u2LSjiOyV7T0eo6Q7nUf+QntJamc+dUaCMRFUSVAVCNqRHtT1k/0UyVDvBkFMB0tvE5Kd5YKyTf1tbUgb3TiYEWQ6xeDoOucTvHHkiToQAz3p/sxR1HImyFudWrXmQ5yOgcm0L/aUFZt6S7kv1Hfa/KFSWqrb9oIuTnOkvqnN18jcto6KIW8eW3vaRaE8Zq1isfnQzrJxssYPhTx+u6pyfwcYL0Qe6p4KsybD8UTymuORWkzz4G/V2PFvmOrGEXxvHPaCDEnUCJtfjWkMBTOfrIXNncOJ8Qkqt/WjbUvt2Pl9njeCMHWxqY23b+/vY3v/6/f3X1zqtBKRLzt0kCmkNPT6fZ339U/Xn3DJo5Pnz9blanrE+//U1zWNgNrtiKu8WG2i0CrtFoWe2BU8F+dyxnTSTpjzlfIhvnZUSNlnQe2LNCQyTPky15JKWVaQRzh/YjSg7SGynjpRnL5c/CsIgCnUpL9UzkTp1Mw02p4bYV1Ow0h7zw+LgG4spamKrJtSW4WL3l+cV8Zre8wWMvOEWq4oiY1xr0itTtdnvCWYfoVc9R9EaDNfjlBgopdA5w3xch3JqAVdkkN2d0MREhvkE9WlZX6+L1rtMC826kKTYVogT+TlSEkvw1WduuSrTYRkzqEeZkSilb49lW89jRDwPbR+jQ51IsrlLTKzEeybBoR36jb16zoHyxbnTR2SuuSgTNDCfR2m015FrW0wQaa71QJ1TZPJhsOcD8GSIWO2SP0wh9TQnC7YB8tzNz9vjsUh9NkZqBPEgoC+KCse/UInZPVJ4EGzWb5uFPiImr5bHIiUw1w1Di24msBG17mcz1hlbKj+oOesJTyAAilQfqGxDL46+rchEYBOeRPMd45aDohM0XK9jzRoMvqbpjAKbSOqqjqoPrFFkKlnkibzdMDeJSnHBWIvGOrma5N7kJADKWtVZIipC3BBW0jDGBC6FOQ1127rIkW/0lLjOqyxzA54oBrmOf1MigKevgLDOy/H19f1aB4BG5zHP/HbbxuP1el11W56v6/k6Wnu8zwUm0ajb473/8+/5+vney6qsDhl2JuQbXv69nf8A5r635+/3+7HWEAn9+Pqcz/c647j586+vqAnan3Nd9zGYrY/oxCpSCU69ObRdBr3eHZn2Veb/nYvRiKybStgc/XjALPllmtsZHzvs38+YBs6BoZxynROzpPipnnPge4Nuco6BHWZOBJsHwrG27PLER1D4q0ZiMVyLUkrYVCcXsVAVADikBSAoII7L4AI5oZhEkAs1BPZXiQZI7zzCXEZTXj4NCDpa9PpLaRVu0XuBP9TwCRPQd1aXv5aD7fzd+bJzHdeNMYOTcozn1wsPWp2AxF82JNeKErqoLAs+buoWIM8a2yNV+P7+eU3jxnvenyidzDIE7sFIqETiC02HpcfGMee4NZIaSI01E4ZTEZWtPb+/IgwiUBXQoeK8FakzOjhGX3J92ZA7NWiIoChxVAALOsMLRPdNWxeKKLoE0uxAzVVZREqM1xHQWtGnVkHVltcI82QMqolGLHpKVkIdyTBQl0mybukiSmDWhOhYHMOgATkwFddJB2w89GNgzloE56iVrjGwnGKafuDieiGnPEy8DrhptgAsKYMPFHOAiFOIUId6gHU6yns9Qj/EGsxAmWiFX6tRQQGAisUkn3AZYtAeCT3FzpLM2bJzy8LIporDortCMc8D14dtuE7N0MYJbSKgLRzalMV5Ul8RhoroV8XTDfMZi1qz6mASp0ZNG90mDkZXknfXcZLoPY8mI7BGgc2TcvY/4zR9eoZDQnozHJJdx/4B3DlpIwUnWD7/ei113l5f5/X16O3xfj4+z7mfEa3a63Y+z/35ObfjdS7T47H25+tY5nk99jW8Pn3bj215f2YoDjNkD/OaL+s+z8f7834GWGFZcr6uPH/PiF7akvnneuzbth3fv7CZ5mk/5hXjwkFTVCeKiiZqY/zLHVtK3tsoeCPraBzjxktuHHEl6iMBaJQk4dYd0gPH1dJQtopzEQZcJnRJxLlkm5/j7aFwwx5GsirGekYTFUckv7pisE0Vj/3it8bzmZdcB3m288HK6hgJkezOuor4RQph7VepwFY+hXfMNMaTbZQscZH02UH75VgnE7DiihArnDy+qCFMdOxjbJ/UoGKc+NZq8BLqg918OQpfKQmNljzpNZbYk/FGNOvfrwrOnk8EBvXpfOxb78v6eB51Huv5fIK1KqhBMPTrWkIZXN+PLTyfY8W7s+4zponiuQ42FZSl1DzrhPVSMALBtENi8XUfLdBvdkXQO9jsAhMsuu6frz1Ca8exxqMynY8Aoo71OMA/vp7HFGO1H3uMWN+vfQkzIkJrW5vGvk5JQRclnuRoXrIQqghyfAYPwXqsyALxNzEe8hHJ9p9qKl1YdCnxQ+9N2N7EYMSv7ULj13ziSYoKUiSUsZaE4JyiVVqVvPmeXMyBoTHWBut6WohBO7wehQN4ap5fMRhsBScMcjswoTSDQRvEZZkgtm/MMnb8oZ6K/bIohgCMdEPyC1sBhFFQz00TWfkVmx2DIdbQ0ShpoYSS1UYUKJAM1ZnfYyviixlaFev049NKR1eYhoqXiNeYqH+JQ5SxG8GvvAxpFEFKFTROxeL4z5Hs2xQzuX/EesWu0QgAlXjE6YpSIaDI9gg5ExtzDm2+3VJoZuPGsr8/R5m3z7tur9c8PV+P6/Ns0/V4vM6lLcdZg5F7u65QFI+9Hufa13WsbT+Pvdft8VxB4b3mCaWGGFk/t+Xx8zkG+BFAYHfsif6+vt5HOJnSJbVt4/G+9u+f75+fn6s/fr62dcZ94z2mQk9lf59DukFDK4JzkR7kfsrmIS5n8WuglRzGFO3QAw5XZpnVsmytSMU3ntQ48wxABgMGLJjMZssQK26BzE5DL0U5nww+EU4l+F/ED9YWozXzbCvKmYwZyriOwxnXCC2mJcchSoPtRVRQs+RDNKp1cRUJT5sZLgsbi+RbKHUffFx0je3VOyw7ymnS6+hwN/ckuXyV2kSuJ7p2DCnASckUspb19er7urZURMv8fF8h7o9PZP+p6/PzjkewPb5ecY+X8/ME4c/5c218nKJj677iVV+ROK6kYqr1n3IHl1yslwJ1GIIj79rURgkGU3kDU7o5E29spyJapiW45qiIplBE1/Ooa6jKE5ZbRKwGsftx7tGlZX8cW6vT2Pc5lMx87D1k8H4dGBvccT5I8pnmMOFhi+voVkTQRAjUPGblFk9mbULEEoRON8fiGKIJU3p2yyjwB34iqliiFkoz4OD+y/+4tSvsgWlaHdFzw9ZuulVuIUaLaLQ6KQJXqDoH4wj2lhfEkp6k2IGyi3Xbl/KHmdITc3BhlRwow6AVlURmPvpoUY2Ivqbs8NUAUTpWdfLondAU2FJLoi9FLUstPt2xpMyhrsgiwOtkd2eLggrRt+YIX/41ihB/yaHamoNZiAIijr4iuoxfHqgpD08Ft5lQPQprUohjto2TYY+miLD9Jgqvdo+H+ltazMRtn8+6PZ/rsq51fZ4lXr5jb0gjUdbHuR3Paz8fZ9CRrLG+9Ibv3+35mrfnz3NblTZoponK/fs/5KaPLbgB6IFq6+Prc63rce2ILBxbeKg+37//evVj3/d4CT//+n1ugaLjZVaDtTkHLli/SUuxxWjnqHXPV5LMNumvTJ/tuVMHvsjpgR+mhr7zlsLhJO6TFlu7XR35lSi3ip507Mx2NB2nOxJ7u/O08hIZky2YvjxKDBKdPIMoOIRBhLlNEU7qSFbGkEhzYRxRVySm1TiOCVLC8CnKIhyR2+2LVReZjNDodvwPAV1RV1OoOJZIKMfaaY7fsVZ6rcVvacAsn2+57Mayvl/bCizMCi6n/UAw9nyeaxnhQgKPb5QIkVuvA9L5+gl9hQ9vzjDcE37KI1Cm3A4JyHl9ztfL2dCRA7Pg7cXRnPnld60EeiJ/3u+6xSRZjAx0H6ZX0ic6woZpyqwCC3Wdu6dVa0MKWGwm3qXax0ikH6mfYasHZRFSrTiOKPo9I76okFcUv8RlaXiCZDjuASQ+2qdAvJ3sC2ynLlpt0vwo2EWir5vYFLXp99I2aD3KX9ZBydwPoeimybzaNYByJITPXOA601SxglrJSK74HGArsE7MAF37DLziq0V8kjERQv3xpRJNOEowdVNVVZFM4xixLCC7psgUKVGwnVIm/ZBKFE6BpkfcEKJE5uMcnVIlNvWUbE2CTw4vmeGxz4FxtQlVS2AGVbgg7UxxyBtbhS1Z8P/NhN5IHdGmVmNr+n16SRZuUgxMPDfqFfwUf7BTaZISQiwL4L8aY90e31/vr8+xHXsdkRxl2WptwDLsYPCq5/PxOGuP6ab5Opfag0SxzNvzfSzH92cTFpymVthzy1LGdnz9vPfeSORw7Od1XD+/z7KPiHMIeu/H3uoV3D9HhCodMf1wvf+pIv+q3mvhHWmpyiOoS8xoT6euxf/x9vAAx+8LyZy1/ZdHMk1+UZBCAlmS8ZkByg21gAkSMbgIWAdACiL97ZUfBu324KKXU+3ZRFwU/pnPeyo8unfyxUC8yTkjkg62B7YU47mnaq4SBeEMWk4GTZqTlWvOhF4m0fUSjZQPZS8LVQao35soIqraGUXQMmOWHR2KIeAoE1go8pGu71mwjcR+I4vi7Cambcabi7AfdcYmRdS3BdYiM+FlYAEcnjMwMVuHiUYybiqiuFCMy7TkMCwLp6uWAsdXfO/j2jPkE3Kz8pKYFLVIXimcwnNIBPT2BUbY+91CEUUH4XzpzQDTm4F71IXN9JISaCm1wDeU01zbksaxQs06w4R7neDSSgywpuakiETxM58zv8dak+TBBwOcPhD/wn2l3AZpde+pqByWKmhZjwHLYN469dzt4B3mZWWEU1d2BWcsQOU+CYvCTxxWjg3sgxEuopYSpDH9ssJyKq250Iomw2AqUnqtGiYib3SxcpDcIJT8kBcUka9dWvJkJb+Tbwi3SLSDPkbKzY5Dc1WfsDhTh3eYQs3cKGUkKsAWVUosyhghz7mbXiV2TLh/5Z0GhZhor9FXegcI5SrwXcnl1ZSjjz4izqgkD9AQWhenEOlLDqYgVkzgc7MgZ5lcSWq/DbvuyHmKIwZmuuclQAmf9769HpFtcp7Px/N59rUdr8fxfO69lHVfgdgcYxtrKzOUBhTRWt/vLZfhJOB93tfRluvn59jmgWzKj++fn9/fn+v5+47YViD09s/P3sOPdD7W/fv3n/2/n7ot5/fPvnUwkjibn/ORi31Hc+PYGn+44oBBgeecIBR8XK6C50xwerxY3MK5bJyYGXex3RlxmUpTzaAzuD+S+ArvIu0vJsvivCRfrZinGtl9xQLgODJJqftD9xd5dTGYUShbfg26tEbybTVFYKEIi/JqNEvNlvUo45RqLEm7ZX4xqoDczGInylNFyfnfkZerMcA5hWqcdJpBkAlZjgvHTIHe9OmVOnh/BefjxeifmuOb2VsqojkIq86OuILgaOs9ntxIJXy+HmDjPoNEZLTpeF1hlWyRjyj0A3J7AfYQ3ZNPqK2xDtN+JBH7qB08QoOiGwsJOCi7GcAj9whEJGMkaRGNLSbp1gFFFLiCMZhSFkWLJSb/SCCZNsw+xyWjiLnBfeW9Np+0PtSiI9GjqB6KSJpIiqjXNp9rkfcxp5ZKKt6QysukwBbapA2tjhbtwuuPSy3UNbQaoWrI3glVOAZVSGtKBgKXCt83KgTKQqLuK/bBwhyZdBY7crsya0+lyYeD10KyQJLVmTSwbkpHvsci6YVMwf45/dD5nvHDDudJXE+WyHA5i3479pJGMCEndKiiN8qHT0M2O4gT6FkqsGkxWpIX5Jl3FuLcJ9ctfyU3JDbxlZlHum01iy/OZzxE9nXjUDJIocclwQJKtInuR9lQVvjW5KFoLB1tPUOzyRNUtUe0ylHO7AYd9lEq0TW6LC/1uqJGvuFhtzy3cexL+Im24xjt9b6e78BrPx7Hjlu1hAm09O045+MIv+p5HPvYHs8ttm3X1+f9eibXJFTR8zvSFo3P72uZEcI6r89/Bdb7e7/+2VMTKN5e//raxuvn6+vn9zF/vj7/LK9IZfn4fW6taLpvzckKgxUEBZlDGSk7qGlWnUqC+IxYUMhjVO8h43FTE3+2PUsGoUw5koM3sDFJbEINRAcPSr+Us3ok5Yqqld0q8hbylpc75SoOyceOAAGBP9ASQTt0iOWddY55DMQsnV0LfaRZoptsbDR2BmMgSJNY53EK04I3XkIDX660IlUO2bixeZBj0FmJ5ybC8ZJ30anHhcswZb6awDqOF1E5r1XtNlxoa36aR+1tG69n+BTX1/ezr2vd31+PpZXM0Dqm/vh6H20d7fn9jo4t19cLYZ7nzxmYhjgk3vv93GFhHAfIRMdx5HpAB0Ly7vs8jdbHvoZmxvxYao0xlaG5UCPyoQ1Sc5P6p4YimrYA7D3PrdayPF5HgL335zMcPeG8CvTEEuzbtRR4Z4P89HodHZyo19KmsuzPC2dOd/OE50dWYvCYclBhESVqbrm55kKpnHuoR1IsAAuS1Nkd9LyOGzKVTuLUF2IQOMUHC6mN0sMVLArPhqutiImn9p6En9OEZlZM4Umyo5zZy4xDcA7FL+iuruyeE9YzF2FCYNAb0VsXnKrndxqGHh8OCXSI89G/E02JYDe2UAtOaSxQAqNHSlzcXKMBvyoQgCjMsTXXo8AJURqoKgYEsvsmKmjiy8uPAn0P0/Lxu4FKfElAwQ0DoxCAJcNEGhkFkg3ISoKrCSrQnleHAFRGz+LVnPJsCWfEtB3UO62pmslG2THlvlG+LKaIMTpRn7UYHzJkofmi/U2Sg/TFy/z1/fXcAo/wfj/fj9HOc94fz2OOxESjz6idz/R8ntfJfNytbs/3Pl+Pup1fP9+/v89tp030+off9Gvfzp/P1vrxer+/vo5gOH3/fu3n7+8Z0/htnv9xIT239f39+bxf+xKatm9LG3Nff7+23hQkO5xqo/LjQp/W5jsVM4o0AMSZwQqEzkXXh0QpgDwoAavh2HC3Qx8JRUFzemKITeHzTFmOxyi7KjJw9KLQGMHMlBjfR5a1qSQaNS8OikzM0/r0kx4gFgRn5PPH9rBrUk79myUbY2Az0Y8Bk3bBt4CNSFGaJZR4opY46ct3Z9LzDuEnRvk/sB2pODAfo11ShI/COQTNnTNnY7Sqr3sGcfplzzLVcfn7lJdet/3zjp3jyBSs63nt8QgEBqC3UoJXKg45HifGYT33UEQjfJsdjIfTVAGbxNiuKyCZLLEdRk58Cef3INZwJQV7J6fSERQLcyHMMDuIm+sRtLBvdQJ/dqCjr8e6jFH3xxmZkvr+vCJVONByFezbx9ZaQ7DfiH4fPeTDP2Wt+c0r7nL4ymBR9j5wGUhjkQaRUHNMaDqfO/mimV0bEpvEnWW5yUuVPNxsctAzWCdrCbB1HX6i4sDRJOMWIyZmLJXpU7AERiYQB+CIVjumcDBPDtYIQxLELaupOK5hElnzVqjdF3mzOmoSacEJfEUYoq5ye8MMM28NYYPFgIZKZlzFPHjyTanteGlKdGRXqt3d8ii05mnHXBgNKL4GB3W0O2oIQk9sxWYxU28ccM1VYtFbEdk5/joBxmRGwPif6EflHlf8wkR66dsb38wsd59IbnzunxRwpaS02XGyczsENvvUp9BEj/cVFs8WvqAjMW6IAtqva01Z2skoHxgeIbpGf7yf1/Naet/P6/1NRbTP+9fv57GW5Yxv0u38+vp8vfr5+6/P9z/w7PXxWF8//2z6eu3PJ/JlNgQubZkIDPL+671UwfppJZvruTaFSnkUyv2E0G8npn5sphYgJbn4GRSkxpsqV/MkMgEl8tVMCLbgID9MGcNHVnucSE4o9CROKzciHyh650W3UQvfINw0Zq67edlRn5epPO9iXJNHS2kRbzSB/P0mJzSrGb3sWLfHn28TWaQI60l4B5yW6CB99eaMbXyF6V3iCDLC6M6RbLTMTarnTt7MU4ZVqEQ17rSd4ehldqJv5+d9wJTYKpyUHeWo29bjjNu2QVv2bUkzdNtCRj2/ft4beH174o86P70XzLzk9TMbAu7zEq6YgYDA1vhORvYnBYuLaoXDTbGcEg5uthlxRNGlJeeCOgKEMG/f4s+SaYD6tjAxHro0ypLf1dwchkgT+ZUie2lql06cdAnQd+0LUXPORxQTfQqsE7RNdNkim1tyfcFvcaHif9SlF6iDhjXq0bUkngXsmMxRZzoDM8Ylqkbc2awkcm+cBDXVeK4l+g1/cg1HsUXVKGopemaNKn2kSMB80XG0FqySF9yBhnR0EmCAEhXltWJD6JKzNwPMxGA6MzA4xC5+eZ+Wjr0iUbBzmzIfz6HzfOtMLjWfbj3E1uOh4Ra7WllZb6v5vlBOBiMRPuFM6Bwd8XgphM4qVZj0OrHz9tXLLvOL7EzooIzLZ3aqScaz7+AqxT/MlGB38nHXYaB2VBxTi7d9PvY5DtxTfy3AAy21Lu041nXZ1tf7+X4/1rEs8/X5fOL3vLS5xdkRcO5sQXWfe5Rc5BUof2kGvB4Ly8nucsWJNkasGt+lsqgNghQVk+hfAjZidzWfooQnnnEp/GSTFM3bxEo4lfgL1DV/TCg0w7yEAuaiBruZ7UOimULXaA2aEZND4TsVpQbCS+EOQmj8LoiF2Mxy+TovC94MiggTSvAS9fzyhFQzHCqWWncScgkRCwEOLb9TpRxZSv1z1b650td9n8P9MW4qBdHINfDJZEQMdnNppS/H4zrhI0pwggxGx6b7/ugynLegUOJZGvqdpbu6Mi9RXi7SKxzXtS9xLi52OJsqIU8tFIH8cVx4N9XFKqAJltESU5Cysc/7qMzQGoqIZHOM3+l6YvgUUfGUXiHzAbCgTpJCkWVE6V5SvYp1lDukiGAj8aeT5DvpAt9Y44rNdlNsh6lNbZE6ELWc9JuEtvfir7oKDfzf2OUqVWgWBvUhq9pYcqQy60rYirZEQqKbNZ5nYnWRF97mGkscqRNg4Ku63tkXc2uiTHIEb47KbO3/YK/wy/SQHPVmwVOaWSnE2P2fdCeUXGyjpVjTQ8MrlQ1oI87TVhJz1SFl/iYuWKMRxdR/oyUqaIybpRRqiGge3FQs4UsUPFu+ozJgPM19xDE4FpSmcSBhSvAOL1NYPS2Tue7rXECAzEDT2iETRMMVyKCbh6tIiztvOkfAst2UN1b3TbZPFAYx25yUMnOODLOTaoRR0PawFXKvkBBAeGUJKnPyZEc45oWYNXRDu/Qg+bxjkE3NSpfSu4sv1KmsU03yedH707vp5oiaEz+m2c/EJvqXQ0oEqKgYMslcyl3qSk8hxCyuggPmV0DvtEdRIziZp4sSzi+JpYA/Ef7eURFFOGUVUGg9g+GtbHJfAgV67m7cDa+IPr6iAwpq0ktiAkCKGkOSzb7JqSPnb0NtiAlRTjqMBt0AcyPOZQ4fO5T+6iSarfyn/2wbYhi0UjXPlk8q7FiQf1gR4Wrx9CyUYyKgphrqeP2QbUKZWAVN7c7tQACgInCkiKIixtLU3CROk3lNIqQpF3594Z9JjAsblWXFTmEL/2YVKS+LcM/vmd/6jj1Ax4qfK91K0QHZLhHPh3f5A6T63IIhWxbjgvy0dx1P5anFZJb+9tMjYrXH9ftQR5DEYuuHe6iGLAYJd/RfleZ4tmzQ/zRwigmlDZ5KhjNC4ikaJIhMwu2zmO2UDUT7Ymdl2VTFtJkVuaNrn1pgrtMQwqI3ugIvxAXfJ0ikPw8ReQWFwtKgYNZ5mqHFROY9YC5NgXSIBfGrc+4LADeaL11CgZOr8NEDCZDOFcWpi1A0N5iZT5w2xmpbB+SlOt29WUdvo9P/3V9aBk9avGYFQcmK5lF7TnEC1mlyH1Pa2TuY6sfcgLGuphRqILndjKXDJs7O82FBBfHLmQBRSo3qQvQ4BghGc9Y4jPOgQMhAAttU5MWOFYmBe5y7e5ynp3425aLeLqev4Lk96nI05DPu5C5YTLCqe2+KQEI+GfROHs0iRWRNlLE/FJFTNa0uXLJ90xOdb4btEa+gU3cUoZ40JWOSXMBviyNPlRjCbRrQpsVnoFbjbaRW5HK/tyYplLShbUtuX0R6CM+HMJVK8u2FU3PIeDfWhDs3RslY0UBT8D5XTpjJohNdNraTabugYOZwxOpYY6Bx7HZAJcavcbxkwBfPUmgywunhlDhCfx0YK4xz4slRagsWJ+JLxL2mlqyIePt4jAi99P2j3HaKwPQEW/7wfIxEdzr1mycFPPtMu0ehkLyDnPWzXaSr0xefTRWHOabDIQ5zG+oz65j/0oaztYQEBR/yYjVkTcaKdkzpAH1ESByKclfhTpar0jXqg05oCCw/rfSDgnEsSxj35bjOMZjpQTMco/Xq78dR8rsnqKzSnEnNdZz7WMf19f31PsbIvHfrvGyBij2f17Qs27he78fS5ufnmjGFt5/XtQ9EkR8XHMfEyIx7IYrFytumDB0ugu9ro/w9BPZbqJgtFOvcrVbFculYpb/RZfLVpLCwQ4kqQdQiEs/MAOWRlqGr9WqpZyUnu6sVo1B9tSPm5LkusY72Y19Wlfnmrym9/rSvnLEJ+3LdH4Q6VAGlpBzVR67UtUbFlqGEilmNKSyUGsVwbP8/ZGDKYYeDrZbE7U3By8cdY2cg5KgbLKJOMKop3AG3DemaQZFVe7G79WlwvnlykDflunOfygF2B9JWlppfscDBYDapTtP99WT5qS2AOMadDBS8k/T8465rF/TswBF+fxkMKLY+Ps7OsRslNgdQyoqIU3OhCMe5mwdUTwkhCiQxFV4gb3lhPKMmaKiesD/lfY6FrBgsdHTQkpYwh3cL5oKzvSlqlnWxb+ldfnuEu0rddLZkAyJ70vnZFesV7RS1J1YFTio4ywfkui5VGkqvPJWiTWEb5an7ZdbjGLELdmUT1xevPtWMBeBZRHmtiQIPRmIPRZHMWQwqrTZwBF8WB3/7lftr9ikze/1bje8X9mujv0BRg4s/E1iSfLCmOmRPJFZ5ZnmFzdyv4HmJPBwZpVNNiwCmn2dr83K8no/HPoLTdN/FXhwjvLXzgJE/zqNsYexez6PPbT5iCSKvYEftgcT+/nlv8/Pz+VzbPF+PaZmD1HRpS/ln47/eWzm+vq9pXuFJOs99BnL1+7U1zKEIAYbljh0SGkZcGv7GViZt+1tsDloV5SIDCYusW4kZEa+jCSdSQS3FCRFi6XCb2oGjIIjf7KkM0LeP3Y4rDv//ZN/u5t5VagoU8j0EhLz0wdOkcgaOiTC4qE2OFEcd8jNelx9DKiOPQW6eRauNyCV/nyu/kfi2IRBi3eqb7UVlzcNIvahxjbZhCVbw0r1y7nvKlfsErlAM7D0BLTanWiLX6tZLGOmkJZxjCSO95IxYX8Cws/xnPrzH+/Oet3jkCL3q0o9UQGKhRDdBKEATTl5D3mbOjztHESOo0nBaOqf7Ww+yobPPjsnojFztU82OLji7WEraxO8L3mWxv3bFnxYqJeDIiF28PRf/RfFjRXTscSAVBZUrVEilPRSqRy5AckJD1vMae8cvxZo6aUp6gzjnT0mYwPY2Er3dE2WNXQNNmKwhEDcwuOibpPgjHzhuEdQtY5RalghbiAFscteM1unzBx1E47y3gpWiJOw6OnLjfwbFK+UNGnKoYD512K9vIQkYTIQQOiqOSKBCBb9VHJ8gNuIKxb0lqro1okQDbMlgm1IBgEykKkjCsI6X3VNbaCP7jUtTrIRKHCyKOOZjFe+dImJQjXzQTdG4eS9bdom2zgQ0ckvUO+eu0I2bWtPg3eoapbAmLuXmmyyEDEev83LmZf9+z23dnq99j/C/+TjO9zOIgOEDqst4PPYlvivHebZtmZZ+XmuZy/F8XNe19/1xHY9HsGaN/fXazp/fn9/vazm+fj5XP75/X1vfzq/H4/tYIh1rsG3NEcSas/Z9/fo6OGc1KuOHMITznXXlBqKlbBDjdhUbjk19a9yUK1ZnVeixMqHVghKN62+uF8PyxZWKhyOhyNlehsqkSV7JE9oM+md8kAIBcp6Rd0SPAIN0SCsOMideZsoiKk5B0erIRM9093S+JtTbks58a/Mqx4wKIn4llF1ccvTRp0UJXSrSqhhZmBAU+6UxIBHTJWiJF6xHWIBx8UFq6g3rrIOCuMVCPWt3mZ3YsgBnXC2/3zLGqogX9p6Ha/36+orAm2AFjW2MDx3zcabvY14T73kcTHUSVzo/Pj9vOT7jfPOqhHF3kHhpzShVXHiiyDndrcdjUPcUYKiL7orBLMAJj74/v7+vRRxYdQRjajy1RAQs49h7ajYyN67znX3IJNUZTlJuwzqaZ2qm7AG5BvZjjUatiIhWCMbVydlFaW2GAhKDPCJJeMkptXPqMyqmyiqZoYKRQzQ+yOk9nMtWARcMXa2eY3ToP4NhppsYe4lfGftDQwx0oCk9FXzDpnnUSGrqlOaz4kHRBhRetCXKTQlKnMMvLt4Mmdp5ngZmRG0oJgpuWb/mbSJ5OgVWXiCJQUUhKe7u+F8R+iBSDtfETU09FWgLDSG2593PUES+PuxjtkwvRsNAmNe4lUYSZ/FFJytzVMLezIba4K8XCWq0qtg9h2ySxDRKqjuOSkboimWb9MqDB/K4gpK98nY2nJTTg92LsJN5e/y82rxu7+e0Pd/ndn0e6/u1ljYH+VsE/72uAQKQpe1rW5YpohrKaMfjPM7HsZzXto1zXcdWtvXczs/zev9+tuc/4USf7fF1He9nBCkhQq9sfX08xtzOCx1dx/767JOyug7misXqyqtYMXprDkqMXSH3LPmgHeDH56X6Tqwzw1rztrBCtIId4JstZt1mvGmup1XodRysRyreaoK9mgxsaC1+7+CM+QiUgfNGKXLTeY2L4p2L0rGnFRcDQop8cKri9ITlyOrmtr+DsMVYLSJ+c6fGkCkbNffqWKwxzBQhgZqVylcSHTJpfq4N07gP/RoKyGqN5x5FdK6K6MrtdeJq3itPx5abub6atjbO4MivwQW7QWP6ePWl9eXxvpZYf3zOvs59/7yDZGk7Pu8RiYGvrzdo4q/3Mx6g7fF9wlSigbcfc2ko19C6kcQeQmXdUYLQoIrnIIOCwd8aXtGkM0BU1w2o7ZhUv2U9qn6+jgUUi1As/XruW9hx59n7FHGuVy94MsGMO52vIEFFRBBUzb7C7pivY6mkc6ZMYNRK5Wc1TPzQcoRvG6wQovdYe0lVZBh3L/2GJJtVrqeHCFh2qEhx59XbNppYio0KdQlvd2qa6LZI0SZTPTKajeAW7W3MBqFQyjpG9pfEPU6vJtDSzbNRyCapuT+ctNzZLHCaPEsTsqll2WJBK2hVjkp7lCstC/ZuiINak6e0fkS5Hu8rSjYMDYP/7283foTGgQ6+uDM0l1ZCNNOwuNPJNpS0xXBYHQ4auBFr/MJs+q5m56jIEi8j8XRbWQqVGRZ75GLg9zjDbTEqaf6xcxM/8Sk5tKbI/j9BntktkZKDsR+niVbm7f0Vae/6+Xqez9exRdqh/ZiX/fE4H2fQoTyOx2PfSCcTU70R5w0pH5Ta5Xqdx/M5RqR6OB9jPbYO1u7P+/Xo57Vdv9/reP8GFctWHq/redZ5xOwflM759c8OxotCR6TWEB80P6nFvo01W5W2RS0RJfZwqc6PMLxgN0qJPWdMCZkizFqWUC5Ysm2Fn2LQ+fTnow0xjRGfJjNEo34GIPO7KXsqVRAticwdewtKXXrhC5CP+DCTBh5ltW1momly/lZ23MQ7lRy7WUJQGrNM+vy0Kp0qlTPq9lCwvQJdOXKA+CJWzRsL8uinnaKEDFYi93eGx+HgYTOciDLegHY98PoK3aiIrvfVc9LtXOYx7a9XW+qyHe/XGorofD9h116f11ojn9bPudXwZK447bxHJ0GZOqCI9tweU1wVgj3VB+yUiBEedLfNMzGKNUVAL4rjc17/eBbmsny+Imw7dESPGbbzmoPboZ3nEpYbIlVHyzOPOh3PWxGVZN+GdoiAXLJ61VT8cpsjxk4ybewz3DaGb4NYIS0iZZwjri0dVF3RrNhP2LbCeyDT+XuSiupRj6oXdUorQWFEe6k7rgErCksVqEyJ8OXXwNMIJiFCglg/jS/UFSO3Swy8/igVmKOKGq7OfiVcgwFzPbcI3azkFlMn5bbJ8RRieB+qyXbXMoICJD/KNCfnHg4j+6fjGQQGUaCAdeBNHcl6ctVQ26lmvlCd65NoWHmsnbxsgdh1+84NcsvmFLOQq9Ri9l7kNkmHRYEYiV53rAPTZMlZrvwWxHFBuphxkPerjg2JUkbbIhHRsY59H2tbWg/aE4TFnXu7XtcSJvq2IaJvv878xMYH3vl6Pp6PEQz22/4Y43y8Pu8jpMO2hWny/Hmt+/Ozl9GXfj0zyUPvMFn3f/a80wQiqEzDgFK+B2GW74Aqbu9Fd8fCUkJWGAC3Z4/jjWEtfioVSoS9RpYZpGe/D0YzU6YoHUOOv5EE+E2eXXawGofX6M/X/CJqkqqVF+RapfGZb3SnEChFPwYW4/1RlV1yCtabjDcbxH6s0QOXggxHoWMmb08EE4FQhO7Je1/YnrhZDSb1I9g4m2ricT+wbAXtc4/eoTuamOtG2ddco925PN9TTy6gEM/7CosD7DvhdmxLbWEYxHos63GMeIVCEbVeYK/hwboj5nO6VNgBeBEYSq56FZk4FSkcSidX2E/eR+NaoDfq8vmsywhWnprp95ZY6NMnkXNarwyin41tyUw7SWvGbA+xRzKHKgXOG2K495n5J7ZlkSKaoIjIlwuGuUJZPdUm1eOUq+gVttJI6snbTIhBQQWaf/EbTVKHKME8eXUy9RsuUR56hIwNvYVEi+BgbqHAj24j3TgtpqjAF4aUElNRwiI9k3Kky3MEZxX9tdzrtPYYd1TUG55I2OaomuSvNoop+XpIuiYKo0r25aiXk2zFN5Av3ES5IJku0ElGeKX+wy2USBEeCySMKAVmwj6ZiiVL0o8qIfVNz8lBg8DG+gC6SiSWNH0Ke4n/cAi/dQ34U06DgS24qzkY1cfphKRxQamF4AQafVgjD+VURlm+vq4rYANAcK8tEoS3UZBlv9eytL1t03FMNaBua5vipepwcGTMUVuPgyGw67Jevb2D3zQYVGK+fn9+vn/OZd/3UfZj6fu19nnge4V6aj05KSeIHGc19DGgDkNCFM6MK/sodgguSIFbDa/MB5X3zpMYMYaKTbKPPCmsZNTkWMqWtZcvyjyZWb4Yt4bHlVB9QUR0h/hk6A6ZBhsnsMTN0xlFrFzIhPbyBeZBENbDNKekHHAUtcsSBXmR9KqYzIhWkcmxSDiZwq2Lfz78RNKzwj7x6wZvO/oiDUjJw2nCiVwMuCARz5bY5pQvPKex8/yVd91zFJyZgEHbn2+I5dJxmnVsCbHaNpD2t8R5xrOWBlbZYipqgyKqrfeOe0Kdy0OgXHAWyEF86SuWPbenQ4wUhCn/BLybGlnbxPGZ1n0oojno4jbAfRQSgW87QIz50ATCj3w7SV3TK4Zp6Yn9XfptXnKeQzmyJRLiloxjDjUsrrnQRLBZwiIig1JGC9H/lcozFn5ZyPpxPg4lyefZHF2HfVFHgJwbDWjm4OQTJRV1VqMDlSjpOIaIgqzl70FY7eQ9M8lUS6yOHuhU1HhBqHr6zeyBHBo930hpcfuCCynhcFQCTQgGAANSajqUBjPLIo/iTiJiQCOxAYI5VZOy4eDBjAruBanAB1ejlTjQhMet3RRZ9Bgx8hm7ORtTcBbnba1VlJk5H66klHIGqTShtDzYcI1n1cauOKBNFF+mwaNLXFhQcqO2OdfpuWrRG2Zuvcvm+Z3R1+/fn88RKiWyPKzb9X6EAbTV6zye17a1fe2Y7z/O8/FYy9xiCn3UMl+PfzbMPXAH5xWzbdt2vYI/5f1+HX2dg2Zlff9+vV/nurb5+jwwaTdGw9dau17PEbyRmO+X032YP45I3tuP4DgoymWxb3M3/iPvKJUKkwALqgQ/Y6m54hyn3J+eEkxtuT5GmLvpgqrSFAlKS4SJmKV5x/AIKCWiSpKgNrYrfIHYvk0bLFZ18oremizVRwqcpqRZ8hahly7vjK3mF1V2mwn+DMPbNWfI6UpuRjcmzawzDRC1Ff2q2VWnom0k2i0CmaATRdkhC2sqolNZuI1zlJsMg33PyzdejCA+dzNz68/3AtDC+wyXyxqTy3Va5sdz7qPEfPO6tGk5Xo+6lGk5P49lgSK6tnlEADYskHWfIWD3Y8XwZt7WmKNb0c95hrER9aZWYvPIi4UXV/TlAhA2xxFBQSGVbE9FtMzHCtUT33sJACrLFJv3XhvIeUJmRjwe8NFrpLILH9EMxbgee8pBaiJSySpymS7tEr6gv4oIEVO9hSJi5QRiVzKUNkywiSOukjOByf3SfwHAiOP/OR2AyMJsRnsYICncyoSdGh6WUCxw44t6Deos5xaV5seBEcRfKRJupGYZCrjM/LI12kzwt1nOiN5hLxs1Bro5RPEtgAWQQImv4wd/tIiBNcMjzdH/yjUpvC4BH4mJYgpzzzETi4KTmTQRnSCgiVPcQhKRF9z5tnNAhO4zv2F01HTjSuEsUuHYK6APPeyA3FG/YhxGLpWghil/4owUI5YS6KPspZb1kP3Tx+M0VEw4T5aDJVFUJvUebX5/fT3GOl/vABS07fyn+FzbtlzP5/OMzEPH9TgqpjXOYJ+r6+P1PLYyX9d+nUEY/Lie14iX/vl+LnND5FEQH7+uub/+9Xn8fAdm6fV1TgGbA0PhMi3r6/NMBMd8g1bzfiiBe6miGNegYa+4mlkyeQDxKTOU+UqkCgamabczoq7znQuc7jQB1gimG4SSz0KL1IJCigf5ifGDviAyrjYpNsPvBCeJbpKvmznlCSzCcRWXgUZvD72zpQ/5gvTujUTGFVar7qbSfd8j11DKcOQUmNkLDHHHZUgVUFcXzqpoUk8Qor8cwanCqeLJI0wznQSs90PYdBj703tUpAK39mSppLU8AcrZE5JzHe9QRKM/PqGIgkrq2Erf9s/n6ADVvfcC1u33FJbQGR9DHYpoWce8n+caV3qcOwRWpIQMClgopFZD7gN4ehxzyNbgWozbhjQnLWPB4WcQlh1RwBBzSrhDouTwEX3G0uq2P6KDfTsfK3KaP5/z0tp2vB5bjMH5CNLTshyPcwnJHOutRWZWZPQ+HseUdjokXElR2ugbuuHe6zGXPv2Bb3fAm4+5FMb9FE3CEbABvw+voQtOl9uVewfTijjGifKwoWBV5EdM3YX8LwpK06S2J1ahHPLTytPLRFSLTztZgtH1dGwVpsljmBPptrAdtaab69R8P6SIIIFqF7NDHic/jWl+oKCdGKsLd5HFlJ0WbzaNI0+2gT+Y1nN2vtQ7YTcVDCfn2k1A0nVs8cRd3FJd3G393jOTleH1njQSajHPodh/xzby5azVMSRkk0quZoMWJJYoNSvW5L+VVVSYJsZT84ZtQBNT/JnrkzfXZCJAfUmf47Ve61bm5fh8fR5rDcbia48vqekAYmcEbGHv81ivc4caK9fntW8NFD8T00LMo0WoxLNPa+Jk+/X98/OaI8z19fV1tHk+zxKZyuiTaPFaB5hW6MHZoofTPRhnp+/GvbAIl1krWZyOghxLSfKZA2Hmaa9N1WRvTci39Kg3UkYrVCnXmEGH5joaqzd8PhZ/KkRJNcHu3dnk7rA0fvWgYePFGTOTHiecl2AJHEXTJXmtHaUrTvxWBLmdFHmXHYPu4kkhQFAR3b+B02xOCVKyq2JoYVgVWgLSV/mDFTBoOlVn/+cZWtVQ8MvZgXk0CCcBRUz1Jj3mFrmDWjXjHOZ+fD4xrRxc4TH71OYJHB3jONcxA0yDid/93EOoICIhRMvz99lBSbVi7Nd9lLTfBiRDfBFi4NYZXVn3mQOJ0yoeD5KZngPBv/pYa79jBPk0zGvZv77CR9Tnfe4FFtEcHUZildZ6pAqPM+2ZrLzvJyykvh7zVEMjrrB7oiM4PQ0HRuRUjnFB/wCySGYuk572jrQPJRM2ZoQoc2or27GYElI8YVenjSPTSWRyUSwkJsWBDE1NvZRVCqpzDo9UHbSlFAsax9bGvMuiVLKOo+QnATjRCaT/KYBVcOtEIF+5sRVdXeKxooVMmZ976IkWX1AnAJA7zeNZjSsgGq84tl10Vz3VMDwp3ZqZkWdoTpSp7IrZo8Syiq2KbOQ/nYzYAeZgJslqL3TfslnWVt2ozLlPQhcpWlBB2012pikofZRoMjw6FmVjw2aSNFMgRYoYnt1pUbI5GENoxyoUL5l06oJkD8t6jG2Ba0h5LLeeX+mg4277eR57qJmyXwfuGBRDAY1WDWtsn7ea0ORax9KP85jXsR7hWooYw74Sup6w7LItzC8kzhZB1DBcUhKFruA7S6N5JnOpJn+U21KePogsruUwOB2ipDBuoYA7mT1eDPHCTcaBTv8Kswk1bxJOogBMM5Cw2DwyC+ZU5Sa2hhKaiLhIB9Si5GWpHjXOGHyY1Uz1Lz8EE0U5faLmuNSnojOiW9rwWFJJKGt3l0BReLheIxExVMVT8+HV0SjM5SBISK4xGFCENep5aX8ZAG258YduMezLHf7N0foG7hkomg4iXqSyGr3C5G7bAhLUJXaXfnx+33gWGycTl3xw6BcBzwfODHutTXwr8ebLjcwbEzE4SQrD6a4xp3bWI5Kfe/Xx/X0iB/6S8z/L1hHHvC0EM3QYen1JeZEBruFI7ZApW09zeOkJ5AzsXUnPv2V3/ETf9mOOU2BRGgjojVDDQoZRkqRpQQVD9u0iqp4uUg2m/2M9caKqXHoqAVO/xToaodCiIhFVjxkQ0O/cxpzA2L5MfxgSJjEdqp9LQckz0MGHPSbBy6LzaM09FkXr+k3JBqg8k3hCzx926vm9eYXNU4WxcRfMnB0FT5yXEvskzyzDTTJmBSSUOrexH87Nj74i4a3ggdaTfkvETeQ3rpsLOU9iTmUhsGix2MY03A5dtt6kbYrtBnlJ+uqfuICM9tK3uHOKMk8xw5WmHmwpFWy1JRm6GOmk/5CILAlUCjysQHICL6xZv14CD7u0dV7BQLc/n32e4t0fYyTH3D0R1ys2yDnEQVDSJSpvgkYNPjBfLAWByonTQViM9FAtp2XyYtO8UBLquepkOTTywYIe3z1MoS8N+BcONomk1NxNBpqZXusvi4ZIPhyd60vmWbiCufD8fLLMr74ak0xgccwu2jEpKjUMfwlMZWVNRTtxf9Sk1DL+lLslAz3zgo28YC4dbXSOGgURaijG0jSBxo8ISucBoNNQcUwdahzuaRGmIa8SHlSzJq7zyF344t+fz4vEvnJZiRnORJiVi+lIBSnJknhVRHhSXkJjLXw0Jj3PeMuu13Pvo9GpSdGjeBo/tFnKGDflURui0Ujg1Dr37ABvUpSG98x7E1UxUHPmcox7j7/scCoaCnccwY1L2gc36XoXn3ZDQnXUyWLhX21Bc1ooK/VXx1AhsaEyCeUqPo9O24Vcp2hd+lEwQ1HQCd7tPkn15EVW1sEkM9a7SXZTEKM904hGQ+YmpRxwEhgqJOpHUaNkdb3JqJEamjaX6UxdskmTg0u8sT7fC6sszThms3mDqF+kxyH7ixdNdnAbBYIIakSDYdwWP8lqX4RJRz1xFHHdMHldGvdzfgbt5zqTMxt7d9NGapJH82KNXPmt4EnMx/Yvn7Ep9k0bGc8I2LqmsmVQaFZ4vD+fr885Xl9fv19bfHFOW+I+YFlRMJxIZGY5MDET6P0NQJoZSympEaeD+POvGpEm06hRMGu21VDHOELSuKU4wRhQNXQRHvKL0ylIaLOmWSFEmx5T3FEnKtIR2elcvf8Z6ktpn+dPoJq2q488l+o1WmnzoLyn31+PLs1yIc5iXSdpzHsplpfudwL77UC6U5hxV85B0WCTxYjjARqDRK5N2SR4VRTrOF4N6S2WiZibrU/9glhhu1+ADNl7hNAeQrrwpxO/oQdWS9QlPzbotxfuHooI9ivfHc1YheI2T6P87anxkmpA0yVMxYC7IEEjJo1lIUzSTFPUbtZDJpWTJ4PDwepaSl/y5tjSrRptzt6L4seKaAoQwy7eG2ohSvo/OqVIrcjg0CwXjgGyD6IQR8GIolLI1ZvSzbTdThABE1OGUemk9DF7b3VeFnPOUqMU2UMcec6oFbOlqQPQBWgOT+Wk8C7GHCuiAPKYw2ZzBC1jYNmwpC9/O8Qu93SSD2LhNrMHsxVPzflzUbJdE+p2yFXXuSnBTVJc3S750avIHUW5JQTtRF+NAj38X57Si58wRamQ8Eu5g9wpjIKjtSw+uB8NqRGmH7AbmF2hOx0hCzlTJn5IT8lBx5KaIfZ7MbNx5wFLTOaNPUIKP9eyzmu/fv5JC/6v3+fx+/v+vHuvkXIv038FIOKIJtdxfr0qddqdIEmlk2L42nyXUcrwU+mwTI+BGjNbLgGUTlrM9mWKT/IMqnETCNpOgQsp6tojLyDf36cRhe+cGrQFK8JP/LBFy8WIGl3on+lXYCtmXRzQFWw48dGe7KUToVKIo/8tHdZjzkGwvrPdocAF7BPdsjQQnnG/npMYGoP7i/eS1qtj/rodyGxCV+Q76YfALKlEQWtAhAkdieUYqAoxJR5wfWV58RdPNpJMQKs3UwpoYp/90EvrRXn5GPPbDMdqDfIog50954+BvF2gNnrsuBTxlDKMSgBPVCjsmgaLPjf2lNtNFC9R1JoofqSI4gt3nIfTueF+8v+FSgkV8V12GxcMV1V2hZgpmbotm46G0ihohdzbTPDNUE0FINXUcDWw1ZlVLz/iu7NQeabD+ZJixQZVqrQkhJhkT8vmQQXrgHzIOasoCtLeibYTob5+iyiFBMiNlcjZK6Cg4knkzL89vk2+XSd5sLYVKL5amitxXlMIWCwmzdcxVGNNqTqjKzhK/jQYBaWa5RItEqku80PGV2LwKLb0uQ6MoK1uyymMrRHKFQW6gZgxUTHKzybYZGmeoCMpGw7Hdj7wThQ+ECeURlHA+f/N1rUg2KrbsIQk/DnfmXb/O20tS6jTlnffcIAQQgg2jmV5C9LTfdty8Io1/68eGliidObI2+Y1sgyt1/Pq2+Mf36AzXZ7/+P3593/P1z/fWwtGhm3+/rYOaNjzH/94lNB/7fp5EtommdOn2zdhAW0Z75wXtj1pfmQpryVPUzBQhBFOokk/E/gzhSHNiNpyZ8m6MArneTg9G7nXolrpdco3q0QFxoyRYclRUF9TUk5Sr6Ip+wtjw1YTtZ5xpxyb8iwC0JauXpt9f2J2HQluftQxDNBmPaLob3dyIcKnxTUvr3X2vUJgS25Pfg/mGcUH4yFkWTnuXQLB34Bk4W2skZBZUbJI+d6Urc3kCm3Zn6+LeZGoOoRWIQmQlhXbJDLE2OdBQYlgxSqhk4aVwYaxeArvpg4eAzIazWJOVvZoxuAIkjJaSHgqeMcjCDc/GU8NVXQnIbMVlpJHvTQp6NhmBB3LKT/Xm33bGVqXCMHYu6hgas/vEzGgT11YgKgH+sO0y8vtoEVmWdo+WGqr9L+EZECL5EatzsKSgpuZVppImXshwEtjiorWCtUpHjJLOdalVSg8qSI7X5N8VUh0+jKk3DmaRX7H1IqQEUYekDmn3GPMYKIYVVGUe1OCVyJG7tfoZlVmAlMxtzsesJm6GLxgbaqMS4KwETgcwwJvbBwXUBp+FCoc9nV+/1SnrBL0CZKr4nb5/AjDdYYCBX6J9bU2VEZZSuV1z0iL2u7GkBNVnJcnKFjoOq/RlYKWmX2bSOn1PBNShNrbdn5/fl89GLiOc64JgV/quq4mrivk0oXPN2hTrmNbtjOogVpZ3v94bOu6Pf/xuj6/v4/n73Obn89t2V6/z2Xbok/X18+jr2GKvd5b6CECyalNklwJi8BJAuLbX2+jgTNSEg/Ngcc2IBxmrC7huVomhQKhr1ygKgzANGeUcfhBx4SFicJFM+glYuFF80ZOOUM4OVlq6o5K1m/ll1Egq4OlBBzHNmmvze9adSKlZCGm4U6jZhAa3wBWmvnJcZMJFEyYYTVllZITBNnALLhYzOnzmkqZVXD1KV6kMnlQjlayfGOUvfCpvD08XYXRFcUssHW8dKp/5h/iPwLDl/31fS0LnP8JDVc8BLChXJNz0bpp7Nd13HBNPTeI2XwYPdbsanOXO2ZtndtUMgyA5Jx0alt75mmaGAmiknPuWV/W5JAqiGRllkN1U2AZqA6yl3o+wwnajGqSAOEGTH16WShCkn27C6ygubkpqFVznGEc9lpEKaAP7dA/xlOKmANKhrQGPeFpwN2ZaI7xYAT+oAsR10NARcrzVqMeXLBSsXLcRfAltIYn29ENZEXglykEIbUXSiNMmlHkGRgULcjaY0007KgyQtOWzuiuFISlp+2QUKk/mOx6c6A6kDDaIXJ0zbfFPlm3RPjGOn4I3X1z+1Ik1EZMVyMKNv31CJ5AQ1FOUUdZLLqT+HbmhxBQKi+EY+LNJaXb3HrlF2F43ZJZMw4THzZLiKEmBI9Qwxb0luKFaLzRz44WI2i4jcJQ7tHEyZmrQiBajW1xwJrCc9zfiv358/2+z9Yy6iiUy/Pz6Evdru/PM4rv5/U41zl+nPtISuNj6tM2H8cOQsnXPrYaXtjnqwf++5mK6Ll+/vkt/Xoe5/ezbdf32sZxtTHWen4fyxpQuvf732sHkfZpUC1h5h7MojxMIPCN4q4114UaCKsxNREfY8lHgXiaFCEm4KMwo/3qLN48WlLzcBDgsCLmb65pSnVxf6qDqW5KPG+gCDva22RHVpWsShwxMKjycKxnjXcMKZZmZPLIgSlSPnUNusrRSpJ8pSR/M9spCCXFq9X5lDsaS4zayeGMfpUejMNdtqcUSLQ5hQpAK/SuBaQP57LeuUH0DChkk4a0WQ8HC24y37d8rLwp7ck+cpiRJMO2PJ9bKA9Q+ebrymXF+9HpLiL3x6gY/K9/W+1nDwrS7CPAsxt49NNcNllkTanQnFkVSSEhxEeU7534zv7HIs2yikpb9vfP9wHIG+kyj3Ov9FCFVK+aG9vAQkHYdjMJLGlU5gY/Pm0kjED2EuwLtL0EQx0sFoEVlBkvLKKGbI60KfqkIB3aZPSPcLpTAA5SCfKGKl009P0ldkBgbSCvZSv1hXNLafWxN2DTSRnRvTHWUSaxrkOKkbxizgzHekOk2+7IlJuUW6aKwve8HvqO18eo+X85Q5BvF/pUR3EkAcusCMrVicRQj8QR6TEppGxB5XiM8ckHSTkkFQNzEmXvVMa1SKxBDzDSi++oIFD5KCbYZPl0DN/JtVJQUHJO0mbViGlyeA8zc4oCmt2iXkLtaXt2AYKxi0YTw3kxYDD++HQVG+a4esUMzTDX1mhGf34/n/cptoBpbPP72npdltf785xHO57vf/9YxzrOx/NsY67z+Tgj2ep6Xte69bFuW0OSiNf30SO8fQSL9+sfj+sf/4iI2Pfv9x/vDaym8/v3LOs6Hj/Xssb9Xm8QVCeRl0agGLNnk3EDbEcZDqHM8FbbaehCUzzjZuMsrFCT/xfr81/Cco5zziYp/BV2u0ymVo2ZUExXsEJwZMHIiMbSkMbQMHUhKfIwWFEWzZCtxVtu/GTQGo2U8M1kIzWuGNfB8TVuijcb26kIpZD0omTD5LkSyamRhrmEdMKN3p/DNFF4ONYsXwY/6sCGX8THMDiPw1eXVpUsrZplJnL63rG8tlGl8kSqKuvn76IBIJW+lOdziyrO1zUFm+/1CgVT18fzDLbD4/E4+hj9fL/26Kbjecbwf/18f85l1AhYBev2ucNy3M8Vt7Efa8n4oX3EkhzYI0CjDEfGuwYB0buQk+ucsaVUyoLpQmGe78/Paystou7meLaP51HmgJ+fNQBr++MMooVynHvYmdv5PIKZrp3XGpJ/vY4esNT9OhZ+PGiqqQ2lG7FBv+4AimOxIuqlHPuiUBiC2YCTJrhMWbrT2OjpSbr9LfjFGAKUvX3wZExVrvxQYqhGqb3ws1RSejujhGJ7wEKAwv/JCiJPaDVsDW0hYksAZghF1MLmQASaVBvqlLCRW4hWY3MFGpGns/pLgrQQGJdUtZrlkqAgCXrDfmWWp4/fKX3TduXeNpE6yaDnYoCEJlnhrWIOeJABprJqZvDoDuGJHjA1SyU+Kbc0a4i3m7aU+cYl/JQdR1M//qQX1K1mD5ciKiuHVJK8axKB+ERlVJoT8zUBhAXk1SxkWcZcw0nEWNAgw9qXVrbI6lDXuZ2Pc4+8d8kil8laA5MdTIptHROZC8ayba/3WkbLeY/t8fP4hHuoLc+f7/va3r/78bw+v4/QQNdrH6GIyvmZyzB/CPqFs0IyoTWRPjv6mqpfZBNYiVQAX7SSYbxJFHPqBP5r3M8uT/YlXJlPhiCWJjJEohMGBrx8NS3nloWuuvFx9DTwTiCyeIC0juIqZcVkuVIiVcxvGaZCZ2iH7YG5Dnv57uaC0VveKTTbE5M0VJRbTbRf8q45WCdpAOACht8HN4uCcuBzMJltRCQJMBlwVkpIu/nI/yocxNInIj8khiDp8oXFgxRDq8SE8jqi5c7HllM68dl0XVsbIxQRpjceAZkZHVQ/LVKYPBF6fbyfgHA/vs95XcEU32F3rHByzWvq53Vfoa0zrDQU0Qq1t+8zujktp4FvowkqKWRcCqs+1qHJEpE913KjLVOHtGV/XPBSHdde5lHWx1WCcW5/XVuE+VyPtUdH7dfe4407rrU3sm6X2vdrX2pRT+S1Ge2s2Ojo3DnuS/ht5SMCWGHveKB02CU6TpkUjaCDXFTC7I49RCcY+Wxa694rDhKigTx0YiCgpTTlTI38tokfF2i6M99yEQDQkDGhpNEI/CXWMq4aR4DBcFyLcruiGuGU5ZnUmDNGLuGyxTidnPe+1ZZBQ4QqoGbRp5rTZzAOIhcTosNHJIhglHG4B9ZVIL6J+EfCbkWOWbkTIhGeZFrlBCdyIV43SlOTCiaTY49OMgUcOXpcuE0WIi17F4eqngKpuOjoamqYpHAUjh51Wg+nezARauGVZOo1ritqco6d7fwNg2jeHu8L+mdFoKq+zuGIJLIbLI22WXZ83MX2Gk7g4/3zj/dWJqLw2uOxPX7er9cBjN4yAJpbnt9REmEVGm2wicSaC0/oGAnlFk23PNdKVxBbRA1ji+KKZ6GEcSJ3Rm/5k3nUXNUNG3pa6uAJNoLYooo8emaSo0GN949n80kpcZKsrlAbtJcwfBHrzu3qhUGTSiVO812JT4yJcdSn0a+F75Rzo4rAz34zcT8OVEUX9q14kq8VS1pLPVFIghQpLQTNvfRKCbkh1iKBT1Bny2epKUJJ6KmK1FiobDMrxm92Jwa13iHP6ixdU5+OMcgU4jlON/woy1Jw6Hhc6wz7sYfOZYb6DmmG3NR662LFOGXr1vzooCmM+SR4xBS4VymrmNdHnyWxFqUDeOwafVdt5DwmEjOsY+t4uRZccNk6RiUgDi1id9DJ6ZECiIRiQd5MkuuHZVqgiOrkqbklSX76fKyAqenftBQ4pwzdFuY6XUyl06ChsQQuBFEDSUkBkE3DRC4Tovw5dJHQSI6omz8VtZASgFxF4p3pZSEbQq9okINaOyU3tGYDkh0WBTl+aLO0VIwW05OjpnJ809KzrKhTMcc/LZNJme5Rf0kfVPoJGFPPAVJ6nGYLmFE7DHUnli/PpfCJypgRHPOJqBMvEZ0GcVh03ik3pIZwCdpUFf3C5BIUbjiJ0CJhNeIv1oTkiCxbE5003XCaZkr8LUxjuQ545HgPUIti4mPezzTA9AZjPZh4DNugbLZTfYgz1SRv83Z9ruDK78f7833tQLjmS805HwWjxavxn/jY5fm9NpQbdX881/P3H5+tt2ksKQW2rR9BRTevuWDG/vH9bDkalIl0crQQrQcRSkjNY9v4R/WhKZUUTYo/KE1rUyGxEwecp04wOmh1swWsVKnsRbDf2VDRIBQlG/qbHCmpf+RWp02PZIZFKqtM8SODRPS5xrXBF7f2LHwRHEc1/O2TLWb3lfTWwGrk0OYEvQDW5JAstr7Rfg4l8o/z05AuUKX1n3IEJ9TWEb5u5iiaP6fdqs8G6nuCo1EiBY9effQDSjgBnlN3xY4y1Zy9rM0QHTzgZZt3j8U/oUGVtJ/8diJ27o50nRvCX0qHDBVS1bZirDWW0jJ2XgtIHrJa4iZMBBOnynWmsGLga5fjbB1yzrTErAgXV1zoIu+UYhm0kLJNglPyBrs4a0BEGBWOFVH2Qxe1aIHqoaEyUf0IJ8Hv95YSTgD1KQHl2CseHb44OKto+KIUxgrO50uU7NAM+sQY1OtLpaTMrKRzJaAFB7AqBjX2qIyKqDQCsNnouAqfh6NIOQkF6a7PUkV4aQSXFI3MIGGiG0EMKdLFIC6q2fo3VhSE/PDumIGM5hhfV8UlZQ5Jdgxulh2Ae+Cmvq+F6IE6ysNynWuWBXLGASCOQf3LIqSUEixDfWPjS1x0N9WlPD2UrbgtZ8ahrFBjU//ejRxYi3ozS2kFRm/7jQzLDn781+f92vtaR6SxHPNxXI/nWTrFZ2vVQdHLlPAj+H+vR8tK6vZv6Pb1+H1vfd7W12vbzkct4RFagieSy7zO9fx8H1tY+yIckHPYID/clvhBscXOsQMMpczXmbn81cGihf/PJJYqDZ1hnL1DzjDizUpRnCLiL9MFpGZCDorBeJoIdOSWBsjN/mdvKnQDSYYlAUlo68T0uEnHPTo+KsqbidxtjXWereGBOV3hAyeORccKJyKmUOlUd6dmDCsT6E+90FjH/Xkajg9KhHipP5x3pKr7/D5NolUWWUQjtE+60amR5YAmqkl9I4VU5uP12hviqM2kEEVSqC99VCCX5+tsUeZ4nFBp+4nZpwGOCqVuKKHuoGiAJeGoIf8wJk+iQ/P9i/LZDJomFCc3YJmCArUgB+v7PZbBDI96p1CcfsikRxPeMweWjeOWH1qIHOvYLylIJ7HjxKZAzc2wFRRHRM6EsIAyMGi5k0vlJClYiKeaEj4fSFpOTLtWqXFuep+FThlsIOSVVEGxTilB2oQsWNvQV9doUYbyfnLuOeUX48gD9I68uHdSkaoAI6eITY5S3A7TQJAJJF0xNB9QK+DXpSvXOeO3qBja0OeHaGCp0sxWTmrxijK2BO5ccSl5FUuPYSXWVBrO4mWgdJcyR7VYIypHhCK8lbS3DTVSBcyt1LGC+MuzstUicKLIko1U0xfE9BpG5hIt1wD9QAExYMIrG7UpcE6UsKKj5fOIw7hSS4ON5kCS9OYLziS1VHiQUZTHpDmJcvMzsAmR6W7rayx7KCJNfUC2kXIKc+tl6M0vCwF5vZ/Pax37trS+jc/vFZzHdW5j3Y99XaGKeLV17gvehorWock0JZKNpRoDOI+8t4bNFEhci1CcgI8a58K7kQ+GGcYG7nSuiSYgSmCmISAbBK+Ew0UHBoi54czWhoHfb19RyaHY8nR2ErF4ksLy2mm8wDXbNW46bZhJrKmU5NiNFtnxg1E4yA0ut7hstNt3CExr9oEoHq1BjVuXG6Njt9nm8NqKIUxSNaM4cGxEJytNcZ3EgOegYvSmOY3InZn+gSFrs4jaJ2+JmjU2nERTISiee8yu1HBYjtf3fcRsVxjdYWpfZ7gr+3pdJcTw/nyEOz4QMz2GyPl51DVoe7/HEtN6+aZ2SKg+BXou+hY+oWSxDrptoOqmAsNDqW6ZD1usk+BsoGyjzUfvOjAvS1m272dsyRBPmODQZ2l0bMz29dYmxS3Z+K0kv4ZIn9c2wRBiuDH1neaJatqsU4ArCqkVBN/G/NhwhBkUC+0fURk0/NJctdAHehrK4JoSqBIzl0XwR9g5fbDi32IXf4rCrAljJPqesrmywnzIHtwJwsgG4W/0V2fwqUZx5bZZt0zSFO8FbjprzbUikzhzp4FozjZOU2se2mRzXXsnfuobeUPvfU6p82PPrDpKPXwjb3l8UgAVXV2SOkCm6/tNaUbYlobGF0e+lTFs0pjmjXZcesIcn64sZEkEfqcUV06DO+91YjpowKNSVnvHB6IeZ/Asub/lFl8C+sTjAvL02ztNuwgSXJjh+HoKzbSfVBkIeQU1wjKl5ynjLJDnuOPUxDKokrJhmUIORlbwz2ffEtK2zmkSAWtcWtTak02q6foGE3JSUTNc/AIWTbz2DqklbDkDwv0pC8lG80dYcGkuZ+pQpJBOv/Ga+UEjHOKNZcbUKEPi+BTEEip7FbtDWeUbxf1pZN9lilNDarYvm5PHzQSBbdPfmNo6V5BcRqtqtEDdSdNwrN9/zTxEo1umnqBBkio3x8vUzawLBQlFxG6J36VJlYjmoJvhu3cqPIVtTa3Kh8ry7cb0VCnOavY7qlXnXxEhxxJZ6wF+eT8ChLZeV6BUtvn1qltftvX5iHcwJoczgOgBZilkaK0I3iGQC2aFWE8K8ZChiKDi532GtkE32+NGgU6isyjYbzU8SUaiE9uyRT4igWUIX+8dRgiBkwryi6WOfS+oax6QhRlmI9BmvDWifm9OMFTlO0ofUYYREawAg2g9Z6AE0Dx6hsi81tOugB4T3qujQA4BkxsQXAntk58sgccTgRw1kClRlwU7/+Ye7wZ+Y6yI9Ik6xdxTJOFSFm6zhJtAQZHpOkGsAB79GvH6NNJ51LV4mqhbtpSSvKcTipKa/jN+VGX6En3pp0UtzhXUYxpvXIDvuE19oiiY6Isdep9xO6sGfUmii6TMp/aPooQZ2X9ehKtTOghMZpn2mCYd8XR8I62NzaGft4IYiEYh5gQQRU6zm9FIR0tp1Il8cGZBM3qXT+GG9w2HvyY+bl+eP49BhnzMbm/Bqd/y7ZjRb33fe1f4uuPT8Wx6ktX1WrZtrwtU1f54vh6wvq4TESnLElIg6WU5SUHwu8I2aaHy1onYol3hbNv6wknVLbJKJ0klzJ7zrtnFjozXrJU+CVJLKnWHE0khjGQofKYw9AkeaZoPIvFVa5VCGhIXxx3kfTN9we0EKW+WMD57Anqq/FZOUsy/d/JigqoFiBOjDz06GMl0InI+gbPtjaXlNv5DDVlvNmQe0ttZm+bqiUtn1poGw4gAEpxEpJ2YunEU0kNmlwklK/Y2NoAe74n6TC9sT8+D+FgUIbXMr+cGTycTOpAkq697AWsaya1H4UAt+BRZHj/nJu7oBT7unn0upKlAKlNYDQW5wQkmo1HZmjS16CcnsiFzKabFAbzvG4oI3ww01AsUISeOq6KeONbGvvbomTaPqIoOcSKvm+YSi14JTUaRHbG3MRVT/BA0V6YA35Xb848G4CzTF9Se/Z9bhfVil9RHMXFvZgIn8ouxrh1niSKVROaCG0gdMTV2l4PHebgxHsQoboPMiRkUbkPvrh+bDBpzAcO5aqhabJtF9M724s9caYsYJApelMvoxqvjZu+rtXzheVDCV9xWUhuJt0pdW7uzM4mJtZhszERNFH90xWi/od+esSFIQZZjszcGLIjJreCvI5/aRBljQrU7mQhVNj+V3QQlWc8KKI7s8ZMDl1+mLG5CEtpE6YWGNlEiNie8nVMRPX5fnGzHY+z1+X49I/K1Bxh2Gi2pTjP2VtQ/NocCawOCxzB95ufnmsbj5+cfn2Vfx/7+zL2F67gvzFQ8ZPkIIm9ycmcnMIcs/7+RWNyiNYziwr2hJAGDGI5SWa5DsABcCu5VXoXQFDZI+fJSL6F6NYmKEO+kXUPzmFHSyVE5ZP+oFfpIOEGCN8uEh9jDJrMXHPrgMcPQIFPECezgHXiZoKfUKwzWvUlSJ14yG6agwUKkgaav6a2VQYfyECht5t1X5dDM+Tty3mUnOadf46i+HcXieWBX8xxK2mqHMbEOWIjs76GIBmBlRLwmL3PrC+5Zdn8uieGPUIXn77mIsm1qokszZ3ZtiugtmayfzBcL6fnpJ0pR3WjcQSRjqRLXTAYxjWV8v1BEzfwQE0kdFQxpRrucfNCbgEvyM4Cf52JhszwLXSpeAjal20ekqblj7dQWqbYykTp+i0VaAGQlsZnMXErUVb/B9iV2JeM5c79X0XDbflL0rAOY0HJaUAkwmJQpa2p08RQxdKf4X6DXqYwSNK+O17ecrSV+4fhTXTkU9JGfdzyGP8qJNDVOqGoqNqs2X11CMPiFQXwKPzokiCQe0GIO+uJszhUVKYkIermryYJx65u0ca9uoeTwzl7K8VdupJwy35KsF/vSIAP4hA2vQg6lq9OToWan4fdNGi5NkScMRDaRYprAguiJQb3lzVI+IL+wgDTKIE3Ki8y5pnh++4BFLxchd2twabcYANv12rfruba2P9+vY5mn+TqXUhIgeRMK9XY+rsfjXNbX+/V+zmUECHx5/fO5rcf1eJ0lfD/Pz7q0ZXt81g1IYCLjGYkrpQ8hZ8+F/HlEoovD5v7yLtWDiWixWgaB4NiGWoGs0Pykh0slutEUuYqUR5ejOcyMNzecwvKyToidy2VWXtkERqdP3tR//GZNzi1MBzE8MdaQM+acc2Ks/LoWmt0QbQX5eYU+8xQxAxjE5Qihj/8Ek6Oql3kObWVCWIizdI6j2fpWpT3aw4XUlmluwZ9a/QYXoXz8AZUfoFaPGnfNtG1zhmTKDTTwvoqVXgG2DKZgisS5t+djC8j8fqyYr8l8c8s4DmhkkbwfR3h/sB2zwtvzu/Y6NVHj0fWdiSrSmVqKqDluXscCa4EOmjRH5kEXS/xLq47N1fcysMZlLOX7GegkIsPDUgBau+fYhwu9cRjI3EoGRrnXkllJURv9NlzwG/aFghkiEVOC5sw1F0blHBZR4ienKpOZPuic4R1heSagDy2vJW+LZIfijiB53O0DAfCIBGmwgqCObEfHAjeGEVQZLp60OcVp8WnVQlblEyB3inCc4lXJL+mSwrNRB+fXimQJkLdEc0HUmCkFNBSJv9DrlPh9FJQ2bk6BnGNwVPiGJLJE1yJ47Bg3x4LJDxWFPe75f9TsENeoNdGU40+65FHoVnBKclwwJRoaxw8rJWucRKsk9N/EN1GwGsLhmMI5XUvNBEYA6ThFac4IZQC9YEhyieGZ1Vjjrgl3iv95/A7aGKK2njE+SJKC/sCQYe/8Acpm7GrpGUgEgv1le0bI4L6O/nwFJ8MKroQyLWNFAHpC7vq2fn6/35/3cvz8fv/xe/T1PMe6XT+PZR119BJsDvv7PZe27T+/69YmoJrZDiZHIqhIZlo+xr+dxf4gnZLpI+pgCmUx7zgUH/Wr/GDoaA4G7OWbT7o4TXWJ0uYGZKOwUmGWJqkZoPfqiHBcF+59ZufT1D9vQm6CYlxj7OdI1LDCU2aT8UcPEY1NrEUM0b8s73zXTapxO6h4dmPplq+3zfKRMS1RwsYXrk1ItQam4DR406aB28J3b3QCoYPOtEqpkmGt+uYRla3AiAJ01zu5FtuaDWpuRfzmApzcurTnc5vLEpZ3BISOF9bL+v6sfR79/LyRHOvxec2tRarw19KnYLNaQQq57yOZFHYo2Bjy0UcAK4BYYQXuZ93nUEUjQAu1xgpaLCYE0/axYEn/+m13K+C3tM971LkBWR1SPjRm6I7jKC2zdaHz92PuoBHaVzhggiMhNtc5akveJvNtC7BMUxDAlyrKImiizWCFCHQ9oX/x+Ps9pdwnmMeU8wyEgSyTXMf9yDXAhPZQjYzmbdCpPXE8pBbKcNOaBEa1sKmTVFCrnlvPvPNRm1OIDxwZdJsaxTNytGaMNrUV4tEn0YVBeuvkoZHDMc6GUPmDsRWNgsYaLX5Sdo8y4fQAkZh/RYJ0hIDGOvsLeMNq/hdcCOvqoRvyABsBfxTmtpKDL+FW+WrHFrljKL5QMU9uN3+Ub0nOcgJlYs3nGG3kSKHAQv84bb+YZHgX5Iaj854w7Lh/taKiicmax7sFARXWqG+NW4ni6m9el7BofBigfkgTtGySZGi3HjrOY32/AxMLxrytP6/YuW7H69ri5QepXF+2+TjPfemBlG37unVA49bl/Lwev9+9ret6Ph+P917n/fk+MX1yfY7w2z5/372LGxN+2pYA3JG3I81U0UoQqIm3JsugNLZUlqWNURd5IU/DA4sV+hin8ShvvRWqen5aKThxqqwTSGfqLz6gGeN/SDaUPuXjRk3KthAnljQHglCPb15LjAKMNcKlNayq5MC4gb4MHZ4qSefi318SwVZyjfcQ9WF7UAXJCVZqnBkNsMc0AZd1YHANoV8UH8BHgfFnwi8ZVejNTFya5l9FWwoeqIjuKJJv5t7GwT38JgVaUiHH1FNRmVz5SoVe0SC9kcnQ8V5b6+167lvty3i89q3WPj9foOQ430/gQs/XY6o1KH/OMBPWz89jmSH+YZAHxU8PrXCudbQw5kOQh55aRyRdPRCXA4VEXrtW+X2i3H8Q7oy8qSGTamooTe1eP5/Itx/oCog/UD+0ZX4+etzS+Tx79Mz52JfRaqArthDi5yMYSMp67tEv4GomdCo2Y0ABzyinMRk259CUcBJZEcXcZVhE4hrvNnqVwPq/UgwQj0cviIhppD7SIBdSnfePnT2WBFUrvbjzyRXNKXWnPqVPsk9K8NXtyCGJtTSiQK2wWJPEAe8jqm+mfsVN4T0gDXJJJZcDnRzFfbpFrYBtkDZmoZtHmmKaTmarJO4btjO4Lu7OoLhGpElTVgRyfjPonT5/XJTdjONMEODAkvurhp6mqJDXJgVCTlLKpeXPdamtfGCORhMdBBXQ31hMMS1gx43ZbS4jg5hz11kPvm0mfamnp58aqhEgmJGtOELjoaBIPA+iwHwWMNvT8+f7+Xmtc2ikYw6C48cxHs+Ynkt6njlCM4CGWde5lAhfPz+PrSN6u/b9+TjfzxK47uP9vuYxl/F8rUurwaf6WNrSr+e61Iy0F3mYPiIVQahQSfYGBae/tPVVQyej5FN+u3O73eU4PUlyW1Ep83HikUDJuB08jX2VhL45NI21k4dzAuEodTkVhTjtcOEMwrmh+dO0ZLgA02vebNyGUIwxslmGetJuwvskT3pT3imB6LCiB1a1mayVQjEPYoxMky5IlKtTFGDwkNJQgUwzY+hCJpmLl4CQ8NY79kjvArcbR72p4mecjT7jBUWBi7X4l1LO4aocps1elXnaX9/PtbQ6AeCZSbLQhuAEiWXpAHfWbYOUTZm8XT8/r2UmNeGA1xMukjGTGSZWuHE6oMudSrzcsE1RSSSVS69Yh9k0IhLHbsmE47x+v+cyj7ofO85fgRBvBFnU49qnaMy+4w0FrAA832u0MKxuvA3znHP2UO9xsRlOgK5ws9gdZ+1BXfRf8O2wOs+1F7qGxFigSUmiB24GM6xv307s7wp3pcdMs5ZjFgYYbRRzkKKOnEioCPAWP4lYU75HzhEnSsnRQCEiYpOQF9hSZEaAfZX+lkawDZFvRBE5t2liozXpy9l3GnolpbsDJ5QDRpGsN6KCIAxsxm96DNhdaKvYTKAfPQudW+qy20ej8IT0KQpOlkiAxhsVnB/yvZh6L5+FUh4BWGJumP8N/xCWVs4piQo5mO5qSTLmaKYon65SF2Xf3oU64wEL/k/ItqBhjkbEq51j12nxlN5ki6VXouaA3n6+31eopffn8z5KX1+Ptj1e67bvRmoX2P3nM9JA7I/j+Tm3th7Hfl6tP7+v84i6EAAUpUNHxXfO9vh5bmOKTbhDiKLQoMinQmR7PkB1AsaSyZFQwOliCkox4EB6vbB652EHgl4TybGWv4d9zYooPiesnTuE81acieYIKSg2QBw+xHeONTWWZhJHpgdpUYvZTugvQtPyQeZ2q04xlEZDFMl4PNRbinqH/rJqkAe1LiGgpksgMiKeftqEOOfmN5/g3WIKJ1pmRv6Lmy7FATEcNZ5ifo7XbLQfB8HXlCvQVJMkl0L5lCXZAeHEOBD9I+9lEW0fclHkzlRtEOf8rlN2nKJYgL/5iNAL6ZwBz1QzzqYxpK+gArK1kO+ykuIDG858NCozVRFQJQ92tLBleErvifJITsbjPFfMzS8dPbQsHRX1iib0bcK4hs+o5FoZOrBKYPN6zOg+dErA9WJCKDMW9nIjCivg5n2RRQQga1gnayiimpRGhVFCAsrcUtbB3QJNw1gxnN9kMiYiu5kMDOIuXQsqNR2bczGqIkVh+stb/l8V4O9J6K7Q9eLc0z6fwTT3vg0xhaKkRh6RCfgrDyb/cVQKVYpfTnXnLK3mjtNifFttzjnmC1d+JhoA6BO50Mvj7cZJgMZSON+3p86hdvRtNK5oBKvdd93/Lxsn33WcqiMYfH7ad7SH4vxFSeB6xHiWv2i3cu+QSMRCRv5lP/Z9x9ug+NSIJ2oBtX68Xtc6xvx6n/vrtdfZy8CLuxxX5L073p/3tWzz6+fz+XmX+biO9djFljoPyPCpTxkYWHKKjCKGpiyb6GVIe9DoZ+974dPB2iRA9G2YisC/lJHH5avGvs7BHrMBsupCUmNvG5LnFYOWYWPJVjGR9OAUK2eJYeNoGBvzJhaHyYDNIuJ4DWpycCiAlKV4prZp1wvSYIWOY041qmFitoqUue4tmM4CFGRrCllJWQY7Ha6m/iC8xC8+UUUQbNiHUgR5Z33sfnQL9R3Z82VByUSl1easDybhkfUlnBwnMpXoiMji0gz4pMtMzSGEJbH196BsaiV28YqJfw0e/445b3Y6WdPMtsDvbLmyVTMeRu6iI0z9zqHTDKhjX491kMsTl+ffrp4VgjgUkVKFb4oj6mWa95Ha0Vm1O7SMgNUE05H6Kg/4SLp/4gd6QgSlqMBE3CppfiVsqJasir+U7TrPxb4imtP4I6CceEPJzOkwIhtu3vq75hbXDr/FazYR8iOoD78/eF1jmEQNG6vYQg1iTRWXkCHS/gd54UYypTzLYzdWjq6l9nMaZMWXA9w53UxyvilfXVc0sM2NiWawtbo4KvZhXryROhYXZ1ooMxPpKfx3/CEq5HcQk84a5p8yXmnsBQxJfUTo9vb+x8/P77Xl1zt1x56McIHSbvO8nO/X83W1OfEEWDTbg2G6zHvQWdXjjHwRcOyt64gqoqpwK3KpnIa1zz7bab5OhwoI6cvtplLOiG54WT4nbAuJLIZQJ9NzPneHEggzhl1OD674F46sTorge0jzY8njFz9wiuW+GkwqAxbp4rTL15/NYcVsk7b93aVGTzjGNug2qtopNDY/TLGtF5xnRQWmqDPSkIYltpz218qaNxCILzfBV9VI7djmCWonC3PthrEGljefkiIZcyHMyVn+7lR/0k8MiDbPrMjWjYiuPDjoyxXdL05OJaRG1JQzlIe1J0U/2yt3WsbfEljZlylccx0ZqBQ7DI+SdONQqCrbQpQjv5HMbESWTc4E6gD+6c45pFLJY66MIUQMqcXFoa+EmdtuRTRl4uwqCSIzJx9Kp3S+pcv9DEWRIEU0tdjgC0J15GEiLSOmu77wN2f+rOr4j9BrbPCgNJv0j8eazACKwY5TFcXjQCIKeG7ilq3jsE9zIhp3ViLV15M4t7HYPfZdiI3h/6ooFtUt1VatPESOyUUR0VJdkoL+XsNMujb1nBRe5ZpizTNYsf664aa7ZxGLP8KCm/XILZWrb1ISgTWojA1ApSEfmre5uZmZbkAMx3SEt+X9/X5/rq0KqyBaUm7h774fO0AeIqGEKvJH5rJtiB2MBXkl1kDLggBshzMVGV17IkL0oSp0lanS8EvSRwaFhDGOmqLPtJSTZiWlqJwa3ISpNnJlPFti2hqx/ZorfsHwl56BE1iinOYQDJr+oymbR5KHqvDovJDfM264Tn2z2Hz2pTTBTJPCEqG6IgeOAkthS0S2jGeb+DpalXss0rudRCxsHFtLvcSYavz+gz731yzPkp7RUU9m6HLqSClyG76Wx7Et2mMOJtr6BndIP+kiAv6Rr0iFRvN4UoeKp9IfgvrjdMFxt2gCJKdpdJWgNI1B2dYhlZ1qkHds+17LJLuSx6yN9N9NpaqJEQ4RtFtRWQiD7WZWkCaqCybIuqgvuMgSin/6JaMFS7HFtPQo0/k/XTvQbyhnIu9pgfphZCux6rGgzgV9FsdsEnBOj70vzdfV+7Zz2HQ3m2t6mjzxa03Kc9Bouqo88ycziP+8cgIJLPRw+cJabBJQxrNNHMFoLDMpUKJwaOloniM1ah0B+aF23mGsNvLUJJlEqkj/sHjd/XpbW4p2O6+jdskBxJ36IzkpqVNyWzekcxWviXXubrhVSgioPs1rJDg3g1ObbJ3UQjeYW9qJAL56A6KpU6SLYsitR1hEte+v7/vz6nFy5BVDtOA8gucQc/q58Pr0eiIaPJ0JdNfZrLsj/wnckdi8jQ259Oyso7iVi1JGkKWNnJo8auZkPkVG82s84Zk53Nt9bmJCKAGm77EQ5Y2gmAb91CXuFHGumittJk+RmAlDjdcbwytq5NHLKXu+WpuQEFLzMYhM0fSTVnprPSxlNRFDdzsS8JBcDutbGXcJA9SvMnx5sUPvsKdS/lh8skv4XM2HfdvMTfNa1I/hmFzTwtdXjoNX/2bhJlE6purOx/N5KO1V0kUoYE1CSN1Abz0ZFGgFaBQgSv6Wg73fagv7+Ddj/PbjmJekMKAeta4xpKmmzalDdtNR/4pKnrSTIlbpScPkHPiNVHO0iMJHFMYc8y39na1R8pmJbGe4T75usiA5JYarw+oRlwN5cFQr4vW6WQioaPA/xs9C0ENPZUOzCvpPpo1njerkpmRpHIkfPS3VSsNNxzx2Y8WvBH/BcZsjipBASQ9LfIv1lP5J60M+V4tuNlKDVP4XqYCbNr8x6EkAdEX65LPj5TQCJ31f5INWeJQc1EnTyxel/48tKEVjhcM5G0XyEmdilUHjnJoHY6mxes1DCWI/2USI2xeXkPvN/iYzmmKtPJdsEAYzDt9eImK8rHaoX1q+2qL9gacn/a84A2W1ZB6sbTw/Ecm67J9/fM/P7z6v7Xo/jz5qhG88twieuH7ek6wu4KX4SgkyQHyW6Nj4RqLz+NzueYzBbAWcsaCXwrM3dC/JOtIa5fh++QvckaImzaF5YAU++RurGikg5YBVxW/PIhJVZ2Z5FpGVS/nOiTdek+8udaPq1IC064f/8DJgoQa4bbJ0zmtezkoXJwsxYyfVbSpyk4paOF3PooV48bujeQkBcZOiRUM34949DV38IuOYvbRetGeytVr0PPV4s1lboOYCjObB2LASXQignMB41kRoAs63Pr//+B5TJhsbCV6Re05CRUwyaLQwThwPmnIV2IQ3Ss3JL2Br6hq+2NfP99o6mTuM0hzSMl0eHzNO2UtkapR7HOPS7D8xuKAQnv4apAdWRNuSAnS9jsavH7UXuLQM5WA+o85wng4+wVhLSNE71UQ21QhjQA9CVwFBTdvBnYIj6FHurZzZxKoWUUHjwsmFM7Dmu4t2IeCB8FIO/qaHJeu82HuBahFMJa/FZM7h2LL/MqWtXg3TFEQ7necCp9DuJFJdZPr8hiL1jwKWBMJG6KyQuvB6oheVsYiJpOJY7EYp1CGsrBArpRECm2dWiQiT0nofHzGT6XLiic1UOgyzIosz1rQSQsXeSZCUrINyEFgLom3FMPeXJsjk9dU+Zok5HcYTEWP+rAXahRqKETz7rux3mfBxzLW3SDv0mAdwcVjQSdv+emzL/mjvfzy3+f2Jubnz/bm2uZXt+n1vEfv1/udruRWRw1IaHgQ3ialFvSSAgBBxbA09wM2vpUOZ8Yu3be6lijWHtRNWeejJIzfZjJGhbcNVwl+pShUAX22ldzEMO3ernxBVFMZKUob446LR6ICaS9IZTgQJ1mNTUO2QIdTGiKJ6DfiD2k/2lKflUJapYVHc+Qpsit75ZUjGmo6VtE+V2hh6OBtsMYB3z2mTRVRHB6gUk7gznBxTBo9MOrlTpSDUODvMUOv5fo0+Rjlf5wh8zHHuI8hPH88IQV3m86xLX2JwLq0NsHPPc1se/3guGbyHOxozk5KtI5kJZnQOw5Knuq6NrmS+kNJJnYtcZdbHKCDzso1l/373LZjAU7og9apxI4LVp7UaQRf7WnHQGT0gH5ZOH182gWZKoo97JRIi0HEk+LEiCtKAcewTeQMkr/gVkSKFYcVTQ0VQUpTc9jpgS4EBVAhmW4/+LFQ3FF88lhcmU2xTJMKtXBUbGi2hwBWARok5UhoohBsrCoWEB+GoNHhF7ckgwP13egOnbcH2nSwGu4lFcRh9YcWVisfMBA5SxPVjPxMHqGFYi6IXDaJYTimfjUFljKZPbM1dh+LxFfrOGPFotNnweCG1FydnndxUr2VHsNlAzqJXDQhiENXMoMvZaCAcVwZQJrSOEq3pthXA2pjEkkQQPE0ZbgpvIlsFc+e8rmsXWM5Giubbl/39+XyvZV1HhPk1TLBdj2MZ044z44Q8FzixbX+d23i8Hp/XMs6rtagx4vDmMbbj89iCcPL9e7b0O5krNW6HOT0V86OIEW45cgi3qCBpPjHVgdOSu1u8Q6nrFPybRzNuMyHoUUCjApUKpabc5UNPyCGVCgkm6QGH2eRERkPBO/riLck9x0eJYpTsKJX1O3MUt6Fs2XoMfKab45NXSKnyInEcaX277e1SyxmopuB43hpNZtHPxYIBGIWwtlBA7zEI/s9+rChTuRMHiYqVDRprvW+O2KAjp/GWsGEawNxmmnSs7R2LWjZQ/LTan99Hjw+r1/fs61j2z3fdagS4vedtWoIMZIkLP35e8f1U/q2ItkxRiI/69Vihq4MqJELr9n3gee/7CmW6HzPCBsnOPtZ4ETO8uHTi/BlLiVYatVho+AT79rRNKIwueryOZbSoKsota+QANzXHsj/isJ7pYGj/BE1C+oZ2I5KoE6D88cm17jPDiDw1FyTD41gDb5/ulVjDZ5S2CTmDWsH0K7R8auM04wz31gcBgqUSeqG8Pq1pPpuKpwsJh6US3jER3g79JGS80jcyUoNBqfHGOeCOn5DMwFZI/dqE92wcejI4h8k/o17iUii8qZFQzBwDCC3HmsOPVXJIopFMoSex0VjcDCkioyQzA4VUUax2lpeE4C3GQayJzh2xf0g5KkpfCF1GlFDOmNMy1kpoQNYdih196os3otJLilbyJiFHcHs0AZSOSxKZ+pYhFQpXSeELCAAbw94kKpeaOomYeNzlx3Gdh7JVpnWzr3H3eN3qKPPr8/0c0zpvz/extQhLP2OOOaK8N5yz7jtWz9fa1m1/v/br/X69lmU+r5o6asdc33K8I4lrH59/HGVtbAkD9GlLNnGci9beGcj65K9ppneHiEV3EF0s2lQMMdpFGmKkT5JiwmYOxlhJNyugmqRHWJTjdobJwYBSMl7xNnCWezurIkZKSi0vP1VFcebuTmS2CMhJ8YNtJM5rfmNuDTM4YGioDNjY90eSlSC0ncL1ct4TQpMjfSQ5FkQpWq+PTzROA7DmhPS4c2GPinh1kZ/ldClHv/DUUHWsBEKiTWoUTiSJBHYwnomPpNSa2yoOrUdSPHLZCA7Ha23r67HFUNmvI8btio+rUcZxzkuY8Pvawhqo6wr5sJ9HvDbL4/exjcxI2hfkI4KQRfqHKVqV11zXGZ6IMTAMxxovLl6QkNTI+g3jRPNp6VRx6EUVHw3SQPRtWYroXvZjrbR8QlrP+9zrdLPCBMUPJFGAfRhDG9Gb63W2nnl4YbqgExOil884uZ3ntdUuReR8RMGskIzwRRy2NdUPDSwSIsv1VzkvfsNoqPVolWu3bPIYuHJr5prpH1rLUKdGBlVBzW2s57axy1lHtaXdsdZMtLA+/g8lNWnM9HncCzMzVbcmM1Ck5dSYuad7UuGgHqMKDTNynI4BZTzVv1N4Qe04+ISkA7KKsHWjqtAQ1yVUingFcTZosh3BJmZ6n6XF8+QGFcdaACqdom013tTSkwIuWjZQxNKSwbpkNnHSFv+q8egAK6J4a9eQrBP0l0m64m9oHy/zjgDWpaQtAyNg30PPnNd1HHOPbPthz/XjcTTivEHqM15hOPX1/bmOI4yo1vYTMeHrscP26Y+fcwl6k5/vIro3NLVqbqsRaCDqEEZekuBY7srYKfUVZdO+qMbnOvolnzC7174Ig7o1/5YeIeZ8xC5VGed5rl/DRLEhTZTfWQVDcASNIDqGN+bnhZZwm++gcXtiVxfogWFlRVdy0FI22kTB1eFTBgw2umfFLd+cyls1k6zFM4gMh2Lkj6KqTCKZdpXfPDddPV1vpgiRDogvw84Xni+snv14hpjIwd04MoKCtzrciQp/bCvZt6nuGVlQpgW+IUb4F7hgHBg4FlhE6bOiE6vDIujJkp6NR6CuyIQn55YamRwIWgx9MnXB9jnkaAkphyoVUQkfkcHltwkolrbq1LPVDiQ0QE8hzpEw9UDV8JrayH3rPsp/KiKB1cA1l3Yo8eOZc5uzrPJqVU0RZ+KbKItFc3ACEDuiYQygcNIjaUBX4uaWNpaeSA6aSH9wP1Q62GSyPEEbSNY4pbWgfAxUMl3NdcJH4+qYVPYmyCal6Z8gD3mUDXmmsyhOdlL28uef2fapJviXJYUoaB7MbLsLJ4jByEte2BjeRvXkF2NQqfydJlXGJatDck78iS6kzYnvOruQhffJw82o5ZpT8CyVO/L6kwQXBiEvwJeFl5Tc1UiG+zBSoLa+f76f7/fYJsYuagkVwwUqqZ+/AHIHICXn6wb0THn9PI7359wwgkI/rde10qnEOtIwOta+HYFKWLbrtS7zmB6fR4tC0/MbLFnL87t0crrdKVezUcWsQ+RyI4Opv18aelz2qXJlY8iwozXLK7eucVj6JTeKRqKPE7lKVGd1LLUjx+xF9ycAjvBtkPpIRn4y3qgkyuIoXEATHrW/ZpSdno0SgkM3YDyXnTGsl0NV6WE1xvgCUNd09oHcyngPUn66ZgcCQyoZ/KK+dIKOiRck4ibKU19LU0+NX+kULIR1G/0sOaoQTkXRuMN5l/SywBp0u3IZsIhGbTFWMeF8PY8e4L7zGiF+98cFNbWfJ+y94/WIi26Pfzy2nDOFS0MMAEozp/nfOXfISU+g9FhnCLkkaeoUBSln5SvG7In21ikU0XvZpp54C+BHYXyFEQFZva75fQMTCAS4uDDWRV8csClxHKxCEy0FXIyZ2fDVsR6jm1lBBlFp67lPCqXuUQFlPiqPipwrhThpVNr4UEGNavEYDzNRgEab9lKZtZZ+0LgCda2ch/FDX1H6qJTz9na3MIp7DBGQVXYBGjj8mckPUXuBlYG9iXqSBIU5LSV8CK6jIhUXxoLdQqnhbMWAecrJrhKyBGCP1jWK8wDqEVOVSJyb4jn/xuG32MPm6Txdf/AVsX9ICBYnUnJ+0JzIjtsV7Tm5x3FYdWtaQcg1rumeUudozaA9nuf1jB8+Hz9wogg99+Pfy7qs39+f7/fcEEiJslQiXvZQKG3//Lzx1o48Xq5vzKe38/WB46dv6/P1upBwG4oIVMJH6jEoomO9XtcyyrKf61Tm2h+fa6zrOh2f97aO6flzbXPNiTK6c9iem12M3UCH2LAjhiMThThO/1DoyVfELvGT0fOSVyefIk7meyuCNwrb26DGhujxlcwhp249cWuIbUnV2jSllBxE+SRNfI1tUh0KWUE8DZsr7yKuoNYoKLLJV+SbqqbazourS3RVOLhyoTYnupCSAE2hF45N8oWzPqkL5c0V93wz+0EiFzF3xvNI0qdventsfat0j/FRaXaPvK9c4zUy1Y16EssMi2gddX19n9sYfX59r62Vbf787FsJ39B7rfEJ9PsOZ+UCssNaoIjmILVeMdu4HjtCV49zB/X1cYx4iSMeLmTIfOwDH3JIGV7irGlKpY6ZMX0Jd8egCQdFk30s7fPuwVm/X0cfbV6u17m1upTna96mvh2vx1SC9PR5LAOZZ8+l1citsvdkZe2tgoIO0oX/C2KCXhfPWkOG1kY9ZIuo1xGkp7TguojgBJiC5YgYK0Z/MBMORX0UG43Jz+VpRKkE/d0en8lAlynzLd1sAqm7CDhDHAOvlMoiqxxDk9HkV3VSrlarXq4WlXhEJN+EI5iZ+jpfCisQ5GdP/XBLFILZsBc/lFKMbzQ2OKjt/0Rfea1Gmww73N5yg1Pstqo8AHT7EfhABAWprHMt6GfWgNPVOLRIxYdn7ZMZGlpOddIjnppZ4I2qc1CrE4CiuBQV9R01XjM4w9Sw2UZcDa4Ebaf+gCRHK67nv5ejL2GR1CWs4RTUQZqNLA/ndSLslKokMAlTa31/Pvc61rJ/Yz6t7uv2OCMVRN/aeV17HQpKLdfr/X0sxCyM+fXzhTTY1ue1IVUaY5Cun5+B9Mzvba63Bp7kRmHvkImPEshZzkdlqieDd9Wt8kzyAeqBODMvnwzdciaGF2hBPiL0OrUKCUDJfBtbjeQwpJT00J0FjcC/yh/ivxX4Rvz098hAjWPqqMVPWMgZvFhc6/2S84o3pTWT8+DmiLMx633eJPUDbgelC4e/RKRYCYwQAk7EL1pcjp2o9y1PIfwzh6eeZNWoBrwR3QTpRYJzQXA0SoffJCJxZogo9ADBlFX2Hz1j9LJB2T2+7zWew/k4puiu45x7pCi5HmOZel+PHd+tZ1B+IO9DCwE8nv9WRPkMYXPt1w5BCcdN2Fc7wLNjD59oCYhA7UBF7wArhCJKCze+xnrtnEMkC8cN224ONl+OgE2Uuu2PM6anNyiistTHs4ZFtF8nMHzHtZdURHG4B7gu9NN+QREFhqHDq1hBHJ19P5FivcNeQDqhY62lSxEtWCLDwZr5iJTinAtBcxMVDhSRgJRKzzilh8iUVzFu+WhyzTkhYlEINkDGPDIxiEitwyzMRG3qLkGqdYloB7x1ptAiREMTynDWMumO7CkqBjTQgJebaYuGjAwHfcFZnGeNt0HEdBjFgfCxKs5y4tNRwLggvXh8QzkZK01JkmoUh/yILSH50EhbaMmenMepOwyTqzc6otJ+o0EPYcdCRhMp6idtJcE4lEyP0KCS5dgEorfI7cv+pIurlsGcnbxdYbsIlpBxp9xC/Bzq96coMAZzsGufic5mIKswOjFpEFmHfj9z287v5/F6vj7nNi0Ii2Ovhma5glzby/l4HJAjMUnHpAxow/N7lrWV6330WUl4ZJSYCk/Il9taLWKhm1Aat6qOG0JjifeMvLp8DapyjuR0DjYZwSFl5zRcA8EnUmNyI9wg/iaiWj5fml28EdtcfAoy06QscXLaunximngw6rLgqM5rks6iomZWk0q1Vf6MB1kRHJWyUwT5y/cm9RK6JvXDPLIGGM92NGFB3/Hu2VoBbFEMf/m2KRyh6tYrc0lMd3qHwDtw0PIJYi2zzp9nomMS5PeOjqeEbFXFxb5Zl+P1eZ89FSR6eFlw5gLEcsw+ZiQAcspEsY7wmufP72vy+xmfQZM+4U14EEdyASqS1GT2yeaMETSYrGLeZi1CkbHssr5/fh5bx9cMqU3SLUlHVnCgMiaBEikZpJduX0QmioPxvUbBCaZEVXMm00+soYgmc82lJor9c693uLaji0urgrctJGHCHzKgOS7KePvYIdoPrElaUBrz/IjIYCkgVYCkY01xzn1xkW0ocbgJs7Kc6QTMnEbGLTIwmKhbViHn86lA7ZekE88so2aq4D6RgTmNME4XsTDDI/74dfWYi86g44BRQoamSjXyN0Sdo0mzNs/+i9sK5dgEtoyhW1mafqLJiAMSH2AtgAf/TpxE172J5MjhKTaEY+0YYRRkrArXYj5DpXGGer2Z/CADqTrzuybZEwaBAuqsP6BZcnINW41+0/gMbNvz9/fz/X5fYwviDgrcXKp5VJVehm/7MlHIKNXeWAETm4RP5JeO+fUTXES5pgfMccQhk1FvA9PW+d0ljhlRJ+nrSoAl+wHxnsjFYpZfPptRe0tJpCzZsDTZw0nGdXPn9KSmdfhNJl9naJKjYuUj6iW7c7phJ3J7E/KN0vcTxDa+TzHAxRdhyh/csEO/TaVnOh4ztvMuqYHB1ViozSAOFMs5aVqFw5F3LlWgkCVxMWZf12ZiDxEj6rXv4nXMLjP5ijysJvdVu3UlKSETzejGhQCgTAItKRGQBMDnySihpPy5OFogxOIWGVvLDd3EeeYDUyipHCGCcJXqRgrsgcwQhAcLYpOqA9JgX/mEynw+ANCmNIK0FokoPPnkUxCWFi/Lf5My2/UXuakmso/Gfg2r7JQy7wPw7U2pwgHTBijYzA9UL6IjJBuPYuF0rEzce/O6+SwpXFOswTzpHUONyknV6o+oALjLtFLKr6ClSt2ZpNqleRtYJB6lqfyO3zXxlTUKSYF+Bi94MOK33iRK9KzPysCrVu2RbkQxeU0zRUfTqC+meZLHXw2AcGSFBKZJWDlqnUcFd/JB86XlkDYRnDvDbBCEcKGIQwFMPFdMK64m3HvcGaZR44lN41gOFCfDzHFHBBEVhPVQbppnTh+dkcFkSS/Q3Bd+mBJLX7oAQDentd92NsK7UC/jdPXkzNVMAAfZQLnt/i8mISdeq1fRmUBcWeV4UPm7h8PYQ7Qay8i3shVaq+xh6DrRMXnppYtYQ+wXnZMYokFWBeKy87eKyeL1K26Z27x0E2EmffsIptT3EGUxb877KMZl9+jGhBBs+lFI2sWB5qZIX5kJRTKXCFHjMkT5YxoIvidmGPkjLnTGn4YWc8aZF91vW1NVlDF6TUhWwqPdifala6SJUDkO8OjNxs0yPWesemnyVVsoWFNU/e+m6bh+pZzGFCtUbgLbTTyBMGUBlGI6wQTyaT5xmIGpzVx4hlwVI3jpl8FaXsvJWBUOwYmTWUiMt5hrbsmHXzm4zX8tgrelpz6UmWJ+Uv4y9w6Rb4XVoP3YfRerN9+c2OVo9eXxgktIo4nijnzANsDwuKlsObDMoK1fDlKyUuK2dKMwdTZ6FHBL8cETdWbJRS8EZbd1lLWCOZSbrRHbSVVDPMdK1ZnSgvyrlrEuVs3jKqfjvBktvNW7lfcHqLnvSLFrK9jZNwxO/0uu5UUsgMaxcK/K8o3lb/cUrX4hLuzULrVrgV0xj7SAUJA0kWY8zZiNHlbVhmUpzqGAxFdYpgEvQQeDFJ15XmCDEi9OKSCiCDnL0d35F4f4XEw148FBMQgKWqbSV+g6O9eMuUZGi+pDsk1Wtqn6lPaKaspMbr1rwHMj+878l0TGqRnYin2oy8Qv4ghirWii6+9USVGdmqnbwoZlud42jR7jy/7MLtzWhceGSRh1Ovbw07Bz2JpwiifSYudv5k7jNU0cGQPdjRXTvDNxmsNN5FaeSq2mMI1C1oQSgJ6iE9cfyLHF9ajwUCxNnA5O+u/10IL4GtFxxlAyO26z9FFOW6wtLiQ8Yg1xViFP8/l2jtUM11puxnOoGtyr5ZdyQyVPrCC2OV+skhJdbkKUooQTD42tf9TZJ97APMqSPqJlKwJvV1nmQA5YWjshRL8lPeS1TR2c8McYaWSba028h1GLKexwGX3/6uRu7mtXqJ8i2Ww5hooDdGw2W794bZqpKG3GeMO2NXfqj1CWm5zVS9LfFTT6UaRAVJQ7W6PX2kh7P51bWvIYz9NXlwryAI6x8kRPc4yYJVe3polAvniGH7L1eSJL2swz55ZGMS9sIi3NONPaV+WCsbuh4i4SAZNQytlWrOW1SGChbaPB8zDU6DzXEj4IxrV6mUHTldQgC3Psqs6Y1+bSK97pbRlTX8QrqaXIfddKT86G+4kZe8U3T1au0vdIV5GNVqlmBCVgf1H/Mqym/HkEXmO/icvNf2xuTafG4TnUUr17tMt1wQDr9FhpqCIZTSfgXq4WkeFx2xYvjFfOxzUOLWw3ubycl4HeUkXe+T3yF5ptodL83qhlf0xqGlQ62aB2M3C71/z/VD2JzIHJGae7oskKkGs+l8qYMWcetCF/Wy7VUBQR8elj1lMojR+WJnouOUY1FeBXn0kKtfA44Rh94ddVwtdtQDa97nJc2sPL/YapNQ0nOUZwLhLjJU8bYQs6jw39k+TINWKHoZCi9HVDiqXh3+xddE052ovg70DcWRGlLVIQR0TMnLxEBC4UUWzn744vp4X6AsaR2fP4HuEE01YTjZcGHtNNdCpcEs2LRVFBrabji0NZkjIj9jnQ1eJ3shKyVcNSGlzS2FkuDZbhPHUOQ/D7UCXDOTLFqiCONOkNc6ZL/vKs/3koNvbF4qTixe5v1K2DTbY88EJ5TCNDNNb2OaV/VSazZKcnFR1XSPjBPZ3MrvTEAZstySLRyxMdzpili7Uhj+vyhWuGyA8t2iN/8DRVfAQOWUCamKtboyLaoYbqFpFxy/l6X0HUFUpmXYE5mkvQu3OAz9exrfu0rdfz85q3vhS6uInfiuG2bVNfjtf3vZcAQ7CJcuRn8+9YQAvY1nLQ6b4I9In4YgKQFXXt+E59AOCP9b7D1TikNaBuhjnTWKfay2J8AzXHJpESJT0yhliuyljvNLhFAwoi54+NQl+lnxzfAw8JqrnCtbCofoG0XZq2POWsVBdO38dyk6nzsM/uVpnbarUNUmdlULTmJGHBSCbhFBQiVdN310haNum82MvB3+5PNq31qmHJA6jbGV9EjImi+W3e5WCZz+s8uhM8hK0vqkKNcwaCKMRhWrZ+vd7PNT0nEzPOOvGhJQ32eP7dEyWaIMwQTZYwBzuYbjplLeTJsj9er3PJc9ExUr5/XQ1Y22fmVPlyimUTMUTo/lcQax7MgOSIJG/4RBRqLpMSzNfR6G3u0VKx4mFA5BZjjEbFbpqYYhjHXTIcTJY4f9PBj1sXfyzatyxp3OYIksDPQW6vIc4OD1tZUEGDIk6Ig+hPTVTu/G+ceM/MvJa+xCLJo+OgBLLbsRA67lZBQC41QsloTlsRGLVkcnTBv++Khd0R8jnKao5KAk883JLdOCXWhgjaPgpRJx1L0DlEnW6VCK8syW4tVn/qEM+aSe1ILPkmR34k40+G3DZcWD07IDDVoOYvY7IwaDQPvYNpFmmnorfAFlWL0wbdE3Hb/jwqtlMXlevznEfk9f/5HFvty3pe7/cZyVyRHDxZfft2vM/t+d63630d19h67MxpvzIlnDQiW9u2Pf7x+9lLigb2HjHWMMNT6fAx01/sGFGJp1EBLmNC6zZmdOxALzPR0tSAPGj29ij+UzN+DEywHcD/EPN5ewsmfvaz6gnYhZv7PWUBbpSfA9Es0nJOSl6aZaCWnBZYXr2J3AsO2MHzdnLadpscHpqExaY6pYktRnVhWtE46uWU5GgIVQG94ZzOochLehhKxZINyCxc1Tm6RGg6yQ1KnmAcLxm5iW21BuyNaAafIMo2dYC2YfAJoCYJrA6DZjO1mRig0BQ2ddvf3/e54LyBZVoSvbBM6bBcOiyjvnXcbiTGWoIo/uc94mefoBCWOzF30hkW8pFmNOYfSheqW3Ipsc+bvHQMzC82rMktdr5+vufW9OEZHpyal0jQRO9+WxuCjfMZ9aVmT3CuNBpKWYdmYXqRhEzRoJSNEQ81LQpoFbFCKfO5R4OjyZ66WSbSVKOmLpLT2KxJbAJNRIcVjtPpCLrYRk1AZQxi1gwdMhgDv3TFpC1A7BFIZytuPbbTxQVBdXuk5EUHBhPli77PSH7KQLlET1UbAjjOWGgxTToGjZjZolAM5d11WOasgkaxOj5CgbKO9WkNawZ2gE8a2+s6O3Z0bXUeYnVGY3yOSDQbidjwkNHobDO2HXHrBI2Cyoogyr57nESNXIjFym0xh0GG0EXTyGUqCmmHIRF03ITlMulsdb8oAFZBLOJrVSY75/ZuU40Ius8nqPNHWYA5WrfH7z9fS5tFkjDev7+/j618f679mPtY1vf7fH6u7Xo9np/3sRUYRD2CBZ/fz76FFiq9LfU8ARIf8R5UMIGNz3dbtvVx7WDGy5bgKbU24Tc5XzMkLzsNgy3WRWD2qZDCFJ2AtzzuLq07Sll1fRv6UKCBRp+7Jm4JHZdAgadnCA5N7UQMapszQGLMyWxJXISIvxnRwjon6qg2oLPwhtWhVtz2gcjuY41z+X0rLo1GCuIq1uvY0qcL1cp9GH8rO6wMhA8J/1+wfceIF3rtREc3N4dLcPhzeFUBUuxkuV9/toPbOSzBsRjr1Nf31AY6HlcgmoOEkWPoVs0UKIbgYnWQMr4wzJY0fYKw013fOwJa/8XWtSDIittAG38wf7p7ZnP/m6ZVqkKZJOzbcQPGgDESskol++Q5Xvts4+m4jHMu9/s1mRW/XqeNr2rU8LlWcImaoXD87IsBSR33DNJTvv3kE2q2boxvJSUjQcXFJxt0VgxQoNg4ztU/jTJoniKJk7K76IVO7f3us2Kxa1r2cwXp6Tpsf+3HjvGAAZsNJNQ9gnUr9cFD1Nq3tRZaHwwpJfaSMYhuPFgARf0TR2Raw7b39EBYXCk4gXKCJ0dEPwXvnPr6T5JEZnt+cNWGQi84SIiSoheuVnoMKy4dW/1XeYBCGJQxOc/AjMTgmsTtrkJkgGP2k5MCVkJlyESRq1qhgZLlLagQ9UuUkr6TyBXWDqxlQUmzGk4LSlS61ZvWRZ7mAm54hcAl4+0cA5zCXI8pY7QN1dN0wBgd6orX4HivsPSxOS42NC3bsvWuUmykXuSHFTnKLrad8lxKwUncwsF6UUkxrtMUo71vrI/uwM1pf2Oah26McKv9sPU85/fn9bbUKOvhga3L9flcrTQqovn1zz1+XvP4fc+LndUsnnm7j3l/ve9zbT7CQbRwbedlsUHo/jpd11xx3bspnlLKcnwOM6kM7BAYWn04oGQflnjaWCfDAm8+dI3drpsMVMmPR6BDxnJIsjFFlGH97xNS422aJv/ZIAVC7pGl3lacMQD/qfHg+Oazh4TnNdVEimpaNLYbSoO5LazUPYN6tSPIx0dA1q1TRTdRpnZ1FUoxuaKVxjLq/x2W/pbTNw8JS/rV533IkYADP0Cl6m+PkC+qi3U6JPWiaxa4TMGQ5moLROL8LoIGdLWJruCT+RuFS4r9eHL6KLWKmpninFVZ5uteDJF9vI6lgal3r72X9f2x+87751VGb/P+uUzxLFaaJjp+jbNqFlhh3T3pgn9BGWFQz85MuiFEflt9ymMMGJoYKy0rUB1tPOztyh6mxbsmze93r+gaVFuMQgERtgODdOxbQPWMjXsftZQ872efRWBV0zzOffZkKRHrVeAG6d4pk6t4KaKYmjM9Y+khyO0pZB/iy2C78H9yzTHUgipVuAMUCkXxjQQz0NnEtGKI4IIlBLyeVbNtxY4RjAMtytDNxOjziw4fQfgtt0xoQc/vWAWDKVY7PItOIEMLu6RwwQUqWla5QI4kKCJkRrFfpIiX2QFlLEoFW/6ybudWNOvHCmRk4UNl7G0fkayHfUswsIyXJMiwpjDEz6MJwE6jVzwuWdVKACGKWLd5dhowCkDERbNtnqk88L4gE2gQssmppHk0yfN0nHPxykItFJ74rikhiFxtcwqOKrbO8zpKMwKQ+zv19tnzo7V7mQuI9K+RP/cyzj1DayzHNebz3ufzffZSAVqS1b98W8tjrBB5tQ+n2KLc73m+3ktlt1NyiXZDGFRFsmjWcQqspIAZTGqVkmh1Hn8ael/T+gBViYBdR2OdFyBmoAgB9Y4mfUAJ7wCYtlN8BQq5r0Hq96EbkPUivwadJoW4MV43Jjk8xZQLUVp/KnF5MaHq6rCI3cjMLDJriFQRO/Ry0bAJpC9fRTdUgisVzQd/xR+Eqm1E8xXRlO7tyApww/kI0kA7jMJFG0QxFjMgrX8j/x9TnzFIvWZvBLasPzk+w5iOt/04818wv1uAmvkTd+Q8XzckbR4dZvRKRvnNy3W3sllQHAyEtnvpFhHJoTVlXgps9Qe9Rp9BJdGhG3XVkYMU/7koSyJuMlXh4fwzxrsDj3l5v1ptOAsEfh9NAX2kKoH1QXEgrWbR5ZWnNh9vG4phz8pWTPFBz7X7nvrWoIfoI6q2WJeOY/U+FRIAuGlBtpVRm8k4ne+QkWp/IZKEWFYKcoxzPDIxEQYYrzC4SylIpLrQXNbMUvISviS7TzSAtURIPwmoS3Goqlhohf+wNShOBiYEng1jRY50jtmASgexbwnPfqSHlmDWO6XI6tbkMQjQnIBl0nmTPMGNdIxGJsM3ighdJl8NhH4wctNnx1SLTOSFqf9I+SWIK4M9xKIuZSe3uB4QWmFTQRlAZ3IJY15RJYr+C2ivX7ocq4KL2++HKxgHTK1bTXZGlrXUaRhOGJGOGMqmiH7foELIczEjbOzrnExrzefPWUdzm2rMx/u+Xq9jnOdw0e+BAUvf2rIdsFfXtThjC/SL1UKWofV1Ld1WMBxEoNMEN3aGUEURKgLadbfmNxQnJCiKMktFnhsrBV5FPZFXR+SLAD98esJJoxSgRDKPR5QH1/k8NV5eUWShBpzoIESKDIASAbGRd5VPUOtkrazPiz+pxM0TDKhBZvVyOC1R/gkJ5d/Hz6P4IelsSddkpf+1mo7Dhh3DxMqJbjEGSrHpOLHChmskLo0QKme5ed7zSezbJfmvVCNcCgKcTyC+U/VaRP5Nyi+XImRFoTsAFG73vTAyCApjXjJwOPPsEyeL+4y++/XxZKN3OX/3JXtoS054M5LrfTf4qHdFKByurZr8Yy85GlJZYp6vgRQflqJ6d9M3z++3KyJYBxVWA3BPiWpIrMxy4LAJV5MMkEil1ofllq5HhisTaOUisW99CovIoerWoWMf7GIPfdIQSLUqmImZPQVkN2XiI+X5nKuRlZhB4Vj8qoQAt3617sUNKzKIeJfJjQQpAdnp1o6cq4WZgEUfUJ57o48B2A3ZPUVQB9STPOCYpy8H/7QI1K+1SAGDj72oKCovAd/CycTh2FuObEZqtutoOop4EkszUjSdILof6bjne0yMPp14C80m9kB+YiuHHk2ZmLj26prnDApfPFXiLR4nEfpPV+JgvfaXxFRrvDT84SQF1v14lOj/ub9+Pp+fd5tNWbmk9ok6GkO2YFZ9PY7z6LVu53nuxjlnDFRGZHz8ft6XkZd+f6wZjAhmI83HfW7bfZZ1oLFcx4CPaL3O4z4W4wo6dvd8zbPfeN9Mw9XrPSacOZAZAjAJdcy/7G7hqsSvk7w3bQT/BdWHcUwCQ2jdkv90WeGwFtosEi5zTdBuNC1ZLqCQ8sdPf7CQwTYp+hyF3zwAMVM4gjdUQv8iLPGZUBE+lCo6MgBgK3646yFQdmE3hAmvTlHoSwxtN0jC8nQPB21Kwesp7ikNYHeCx4g6OMK7A+YcjlMWfjkyJgN7EaCQMN4UruE5BXidIkqe0CYFke66g9BMKaP0rtPer+W6FrPzt3MzfnifFe59JUP8dp6rNbkdezaxvF37t7IUUSInwtRGS+pkngKn7u6Pa+sK+8B8R9m/z2xMoq9KI5tfLU3D4ImpfORnTxk+IuTiQxCT8+3am+Kv6brasTgnaftNQ5hFZAK5rd0MFyWUtv2Kh8WFkQVxIkN31wy6FNHskUxjH5xW6e6Ro9XWGGXUmJGb3mqdraCYCqGTQleKxUk5dDO/GzSzkRjmSgAHagZOWcyfFGV48EKhYoOPqgAO6MGIZjfQHb2TBZqVApxA180ICCVkQ8ANpD10vGQvjmM9OH98k/uE5PToIyadmlcbqO8HRABlJx8oqjU1+TiB6DSQfykcLOF/Ui5RtWmFtCRc5gIpoOxcDUBE0To6N6bB2X0qOx0Ho5GHlSCMP74A1mO7f30BZUI6offdauZz4CWP/btsw3uvZ+P5ve+jV2MDQZ/m/ffXCBZTv39/rl6P98/Pha7N63n07/5zgKJRD3y+rtJtkJ+v15lSL+vhJHNl7Lt9AB3Xee95zLvN8PXGJQYGbwwXLi+BXI7sRfqKtDVFKkKUpJdFe4HQQNs8Sn3Ptm2Rm06Nx6l9Z8AzCwE3emkj7xtOy+eGtxnbmdAipg5xJrSj10pscJ2JYTUSOhumoxISUD7EEPi8mKBj1+ur8cES259O4O3RRyQMkT7aEufFEufqYOC5PMPFcyDSfxqs9yg1nuNJaXqCn1lKaxvkwrwZT4TnN4tjde3hK8osud4JiQsHWC58IY3h/VxampfL3J51LhdAC9P2fsP3sr/urbZcj/c1wTf0PjPKn82yR2BWOZe6HiseP3IRO3VqAsfptnVkah05l0cR9QcGMjrABei81Dy/uGIPFM/hojIvr5cN+Xk1/uCpLudrWxoohu2LsW73aTC6eTt3K5ft2haLjN0to/g0k/S0jn0vVcC9ILJJyhNAjsOxlv8GK8Dd0o+VM2gC5cBiAd48M69kqpEnD52CHE2KS8W0ojt7yIcnqzyhpnlooNzwD0cxFBnh7475rhMPNLU7FWo626aIefGwyR2DOWwoOWUlI2jdw+a7WA6xP4fA7WJ4R11oTuKMyMBCCi07gMiZKUJr0CEOV6JE5ouhdJdoUNrA1xXHXyrqPZYK7r53TiCICVtU2AQpKMcES9TDrbsqZosU+j57458O+PBFb6G0jVD68MdOfr1ihwyyjlYeNJ1cYAK882jKRPQr6SprzrKwnME5M72VfOaj0zhgr/mtmb2ybSsxAsVGkSVixWeKAz/m3aCsuSz7z8+Rxxds/UY+u/1+//yeddTtvq7X8eANcv7qn/e12OflkRY7ExIStXbc114tzfH9Olqbt8+nF0LK4UaloKV8Q3tUMfiQorcODxf9pLmwiZ1FIYn2qE+eCVaOAI41VHEWB5TQG1baZmG3cirQCzgq1YexQzBKpIL2VHw0GXipQDkiD6YPQ6XtsG1Fge7MOczbYJRJAGFhbtD/RywYr9Kfq71t3paOCoIoDNHkQv1JOC5eaqgTgLvQVZHRGBvF1skDNR9Sc8MZ6PNx5mtN6GaOeihIJi7yxA6EELvKSZDViSIj5Se/v63LrHKkopfWJp7ElNjL9KwAAih+WOq1AFdLqfqren5evbaprntH1p2x4nUd2+ZU8+uwIwwuhlm1tjaTz/n6Afu2iMO765u8oszf0r20w1AKcmw907il0kDvo5vlQu7o1oR4p7AlfAydYKpxq60bbm8xeW6eVyRsWHGrlh3CxsrYho00y6Qym8N/3SBK+ijJnT9rSrQ7nJaD0GlIHn9SxdjDM/WQFJFDNc1HlAtdfpr7hscryfMieoKHFVT8LlXsOgrxitDnSOpFXx6l7WRwhT/RONiuqTfRPSkXlUJnFKAukchu97Hpx6LEfwowf0Km3WqmTJDlzoQ82IzFG/Q94iSVXGmK2+SOiDnl8ojymMGguYZD5euhWLAaku34mwOLMD2hr1JYDx7Ia6htWxVjNG4vYs+DBdHKoKVl4IgmJeJeEtfT9Hd+P+IQuLSmEygPfiGnJ736EY4Y1G3ExgQnqWYpu8w7PtMKwgS84kSx2aitZTl/r6WOtN1HHWNt+31fx2gjr/ajz48R1s5zu+9izl6bmM+Ppbntay/Fvt+2PJd5u/d5aGbWbfnyNxZciUixpoevCXkNdVKTFH1nC6SsUYCOg6AUaAXCWB4iFCQ95TxdcM3xzIQ0NDouOYhwvYTekM0axwvGzAC6sF5SVf5cdyRWsVkFH27hQMlWhjs+WHr1XuoGFVgeHIRZATeCSQQbmogV0W1/5iSloTkmE6E8Vq8KCJAEtmG0UlEvkQbRV8lgj7JIeMjz6i5rjnVbD+AvW5vCmQz3VNJUK2tHakuOEd4T2okY2IdGbr8sT0LCoAa32VLxsVJn/3asszt/lxm3XJcZ4Lmv0b9g/x8KFvW/EqHnNhr6f4xBr53raUWQP16lFE8xO90cv6OS10jT/fM5ADD3DHY+POB7Z7hKZAFhBBPjiNAMzBCI6UrXMPDketRZcC7CgcbW/xs1N3FqTvyHQcPmPmk6cqwENXaMUugd/Ue+7EpYgSiCyOZE2gT6xHEJhA2lYH3GzoILiNjzWp7dWsRYJachATFERUDxMtyyBQ2gNSk1E4GrkfIu3KVi/kdDek2alIJmVdEqR7gakMbh+PEgUw3Iv4GkOfScYqgwKPTxGjAFKUg5sBqPlxcmuHLaoyjBFBbdRMLtIJ+Q7BOhH5GNtrA3n2A9MTJTTRVx1gVtZnB9OSBfJc7I/mKP6yKjN7Ap0OaR0yxPqK6gP7Djjy1Vt00VUlRqg6Jae634xvMjDK820owI1u+Sn4Zor+R5cbJff8f4dHELlCe8ce8c9kQWgTvv3wE7olILYCGRckEGJmEmCeglDg2OXiVfRacF51xm6Sn1g5KdK1Pyf1T8fHkUJYvqClAF5Kd6cJ8o0Wack6cljIhDQtvFAoXm8C84oUxosX6NVlDlL/uZfueSJTSiohRIoPgmkX2Tp9KqkA5N271DhLGTSuFwkztYwxTSjAtvSnZBEPg/vI6oIrGkdLjB8KV/erki1Tl2xNQBFcFcDaymBd/Jz4hXQpkU/gOyb+8WphNOAjGx6kbVcUqNbUjwzIGKTA568rkI5RCklU4iOjouh88FeSoHvgaqtzLPAC9Lekm3aj0TEOOagtoNYoadgifMbAtPiCIhmlNb/0sRVaN4hWJNbFWJqmUH8d4q2SH00eZlYN2qaLOtoHCtUmXi54aayQHGS94g2pvig0KB1cHHRS0VNpEy09JWKn+I3yT9wnbBJqyFu49/I4aIO/i82Y76Hvs9UD64F7IURI42G6uj1Fm8UFNSMHKRC+IbNOtRmY3GepyIi/wYHn0amkQGTSxi86LM0DrrUQxL/2iD9mNRJ+vJ6Hcqkn5BfcbEkLEohlu4Ct8Zagg6BX+p1ZWHCFsmg9PN7nIU5Bt/uvP6kNlGHVHnFO++6zotaNjNCHahLo93SFkp0SQj5Vn/PwBEP1DPEutFkuAPS1Ms3ggW8X2KFCv2qKOhIfw9CXoZPQCuJifEClGpcc9WxM8tnYdSZPtaRLEvoi2dnh0jUaxOskVljBh2SFDBqb+8B7jfqkfH/WGawBq/a6CJcDXP9mDQDqKr0AKyVnXt5Kfg8+MoV20N1lhw66gZ0D81HUM/ZhvU23+JvB7kC03pKjo1N5v/ynMOd7mpHDk653gzOD5j8iLW3ZcPWRlCEO1wgVDOIQmIg1Yin4fe0CYEeTJePv89sktSDX/Ry5oRoBUgq1NM6FASVacQKRBJT//bIkoT6BxEyeya7Pku1MPLzp7tGyI9kBZ9RcVjDN5NjroQZsGHrdGjNiOnAksZ/fHV7jeFIsd3Ag8K8Iy0qfeiDHeW8aUR0W9e2j5hNrU8lSKpXowGWS2xBPiOJ2DJbf+76NJEEM9ARLYQ+vFPW48SevzGtbqxJG1AUkfJKz6hWDA+ORLjdYzhqqeqhvAAtBaSLsWSRXFeRZAc4zhoUHVPksrUyH81xf9mDG9ZIW35CW01iyiLPN9VrzJGeF7IXBmhkKjXtKRlTinkQVAHoi8IpuHsUZBic5/UefCMqivUIforaCf+Cydb9DTaD7nAbg+L1dHIzOpFEjMeEfIU627d1CQVAsetTiMDbkIzWHBGrUWZNDTIsf+/ZO5kNtJVzNShXoQq4mlDXvjR/KsiTD/8kFrl0NPlKhFNLEn/NNvHntB5a6QhUp9Gp1cB49V5YZcm3YrUc44BHz0ZlqrMxP/isNWtejJZDE4Ry4uT7HG0alNkgoDyfOAnoRuCLCkCRorw1FOQVLqFFXqyVly+uk75dxi1yRlZLpoe0j+yPoc2ir+Zw4w2UaXcsTUZJtbVRGZLQYlMsCXqoQhoNaXZBzU8Cb0lva0gqrqoVBpCAnozSiIHhPstVsZcpegRHxd+ZHn0YirhbFfQf4DDrHaEsUewdmZtlTqKACa/wC4wlBDQWYfra5snUZpTyizBxgLcxkXXrqtjBaHTBMPTr+eqDXuirfquwE6aZHTSEjcXS1hQ8aESkpr2w1LHKoHv0zDJy8jFopKMjVj41SGOzWdCI9UwqFBmNheNkjxG0BttV1CSKE+zPPe6BzmzsAG6SkZ/5HmIxayedUzLUgpDne3uaQulsR9bj+9FqaFemDV+VsYr4HhCtXXL11x0MTpcsGPZ3oTuhA4OdmaZ6H8MRBypfL0RXxr8g2ES4bjgrKNoICNlim+38OpF6gdaQx6PhZq6SFy+BIDpLXit4kstTKfqRSg8znXpa5R/SA0cKYg1DhTSC2PlT84QlGEL6Zf6NAy2v3ZbmDYxa4n+oOWGCnRg4QDFbsW3oVbY/zwpEeacggoLRr0aGnOK6WqSiuuK/vxf/iqdeE3+hLIGbN1Mm6wUHUyZpZl03qyYeOM7bIJ8ji/OP0PoGVM4O2WrPvu4NAlyptimXcFvCfK1oQNktVc4Zr1pRTHwjrFEpl/JK/jTNE9GWtngcFcUV82uhyjf6Dlsa09/UXOzqdJ+XpsBuT1IlyMBiLhU55SYPIhlyh4PO1WUc65orU6EQDAgscxecHVafG/yss0KW1RlW0r2rY3ElwWFNTKjm8x8tNLJxGzm/PsLpV2eRxVDX9eK1CRy5ss3wKD5SEUlipapeqAX5tBhSE9hhhICrRmxPBG15HoVlYodqDaV20bRQnAotcBks2qpRdo2g92MmsYuvD0y2YtCmHYuHettrLaMPlasz+fn9/ezLbStlBPrmQMn94T+OX8FX3QfPjHB/3yqB4NT+Nky4/Llvdc+KSRNqeLY0DyamItFbl9KAiIU+9DSwxgq034djelEJoDBoE2O+/P7r59t6SKvKFLN6761CVjUmtOTN6tEbr3X773QZA23dgmHY660OAqOj4kAaV3oC/0L8z0gDqjGdtVREmv4G4mEH9MkTeGheJwOiCWnF4o2C/5l0muGWHcPIy06fqJSQMlVQoeO34rVYTod2kCRZjlLUz0TKk3jSQg7QM1KpKKU5Al27KgvXQUH8l+K6Ie/VVNB7GvrtCcVJ33WSlDL+5W9Gbzgj4D8EzjL3ox5xCKLlZceRiYjUhgYGE7NgCCITlk5dSMzJ0/6R1nU6Xhd3fjhaZJkRQpw7MlHxK9XwXaO+/0alZgNLTlukRlXNcKoEvWkUS+J/6B6nypHMnOdB2QDUq3202gaDWEnlvxZQN7CW5HnW0gvCAON4kjNWZS3ITGoM2tQlEJuf2DvQhEt0EPW+n5t22rUr+ajKsjf7jTAVsPCqUCR34dbjiAHW3tfVziMjfBoW420wspscSHHsS3reZ3ngbDE69rm/UScYrOt11736/wuW9n241u5b8d32fv4/vn+S8P+bmPajv27rNUgviZyXfr2bj96HsNGzJzK9N2AWapvkdtIS2nTkvqCpfdlNhU2usctDyrMjkzlbYx5NoRm6U58O7V5bhYv0/ucW5mn8S2N8qvzwPnbLtidvwcYS0z/rk+mT7CXp7Xdleev3zbzt8y+XqaFNcvCpaeFTU+zB3Ek7mBjeeYhLNl2Gt5m/fKv/fPPVyYX0QERvvioourCy+XcfwsKyUeZZQ2Uk5WEKUJDBfS3FColpdfLNbm8rmgQ26uzWggW+J/gKDGsQPyhFbyh1g/SFXjIrWb7tX/++dc/+/K4dnvNr6uP+fN7W/qGCtB3KgRLj9Ht5d9qW7bXNU9K1lHZd2WMtH1+z1mmFIwxwUroucD4ZzYfYquLGiqBLJXMFTomJaHq4R0QHrOViGThWb1LpeHtFAjwVtcqyWFxUtNg+69V1BlK3E2IouGdCccsmouggqb8JLejm8GoSx6MJDCRtSqZP2Vm7rdzcWAIhefsEjhp97ZlILL9mKCaqDWUnVSAQBERBZNQONSYSAtd9iRFciQDRo+QqiR6YO9L1qUiWQxhiK8mK4nARc0UqVP+kI6LCdz92BGwVbxrY1IlIfo21clJx+MrLIYJuanz+XmV2ZkVMAW2LNBFVlrj3+0T+nOpYRS1fr5/X42XjvEy+yDghzbJpK2EzQpeH+uY4EZpaH54jJP8s3CxBiVUitny1M8PqOyTYqLGOvDaihZhHVXaEOVc8Wqkx+4nHBcV+KHDUDCSqdhCj8i6dRo4VEQOrpjW6zj3XFdTDnvpriym8S2vcyzbZcu2GF72vka97pelyxhWvI/5eL1e79duq/f7mreXbT6X/f2+3/eyffe938dyv63Wutrq51quz3fr5+iv97c45/tjlMvr+vl5f/8t58/nu9zL/fv58rx8a//a+tHfFpz/advn57v9NZ0/tuzT+/db69OPX1te7fqu/fyc4/1jP/b1ZeVrPX9Qjutj5blc352/v8f8svLnWO4fbrdW/nmv28fKz7Z9/vmWv2d7/VqFa3pZhZ9rRgOf/bBr/OdeTmv3c9TbLv7nWizw8vPzWo7vWb5XWw7b/ZWct92M3e/rfp92jXfdXp+P/ej3L9rs23Xbsq73t3Pvq6yX9e7ZvDzabvuvYz2sOPe2nce+9Sw5HxGKHZxkjt1llGX2eU3GBymuKgX7OH5ZdX2BeRY5fh2mJq7UglOx/pTocZkwv+jw3ics0urxOL+2h/lPKX/zvL9/3lsB82k2hTT1rS99tM+/vkp2n9s022uc2tRf/3qPPn3epWy9gDR27bgb/x6Zt33f2wxFhLNMxmo6r5f15ZZHWc89B9bQJwURhAiFAQySLpQloyJ9jbfBuC4sfpOJoZ3sim/JzH7Qj4WtZMV2Wj0cNgldndg3RSFMVptCm3+EcmpopYnKG4pI9p2dOGWhsKLHzZx3OeuhYxUFdC4Czjjxgm8hRtxBX4m9n5BOcitGViwGAgn15X2FsB4F9/aO1hAC6F1u+3n5mlBHfZ4EA6Y5kVqwMzKEyU6QENtDLr7ux+D5efBfb2S1SMIEtfC0Jw1yMackH73E4pfmd/FkwsC1kt7RT4GzODdqC+p9DQeeDe2068YHruUnsc7bz9U89fm8e22pbtdpLNbzuK+Z8eoDmug74ot4vsCyjbmKsXWoBhvwWHrHd0Rbh6f1GA1KmlNz69p1axlQ7ye/dUqBnoemmabXXRejEnKQ6Xy+9lnj3ONc5/+MP+hrn0XZlJQoPM3rMSppBZOjaxAB5pGLYFjAXa2rnESzJ8ZzWp88TrNl6mZWy14smdN+bJOVx97ndd+3fR/LCntlpA2x8K2YFXNuE44612a1z72O49i+R8/rsW/HPnUcvE7bvn3L1vbd2k6bneJY+3F+j6W9dPZx3ed1X/P+us7zNh13Xde3PN/3fb/2fL2+xZ3Hy8prPt6m1bb6gpLr+9tU4pWvj2m3o9xv127vj2m39bDVn7tcH1s3Xfhd/+zzy0pTRJ83aJ9P1H+N7W07THdCS+7p/h74VXDz66tJWP587ZD989Uvv/diCuirp+oL2vNeLuit93xY8c9PP36tws9GRfT5hSL67vpWgWb9uYc1/f3dr39+TUtu2+8/ppja8V21cv+17a9qbX/vYbz+9a9//fOvu2F69MkxlyQaNNELVcC4dMqRiB13RRRSxUpyseBfSF4vNX1AZ1YwU/gO28+WsWoYN5R4ycKj5pOy1Rejhzzu+3XAg3OcWx/p+Hy/KoZ9FoGFu0/tW2dvy7CvlcMi7MbazDLvZdsHUAvrNvxzs2zNKH6OaqcmGfd6Xtfrcy3DpGI4/R6SaTkiQ97qcxBdwl2FnekyPAfMsQcU5Uk9wi4Q/Mlb01Go4woH2+VfFb118wcV+fkUGJo5NePNeu2AfyR97TP0w4MCrIywMRkG2WX141NAiy7ZodispKtPUJ6WbMJErGVqn2lEmLKri7SgB/kE91G/ACWsmbSH+ESqnhpK4OSS5WlUtA8MRaIhYxy7IlL2Eis7juBNQVJGbqHmph07FTcYxKq440k6FrXiVwtoq+w6lOG9jcR3dbnuxUTuce+zsW9ft9Eezvm6Wy3VZoZGbRZjfc4eeo3Y66/Q2IyAoXU8h6z4mnV3RbRtAw7BsW8wPca2ZlvGQBISs2ZAuLCClEoT1zBNGNijbK96BsvyvhfwrPqohcakswEBrfumutkZFtaFz6MEKWyFIsK5hVjSE4OzCs/XFVGuTEg0J4HmShlHMlqHyrArTi5xKsqLRZtT5u4kB46v5tlLVUM5J3qQChtj0VDGQfIgwc2j9Gg642wStNZWMhqbDeTuMqyXWizVVLaWk1rBCOs5I3pszh2+lBV0O8PdC8Vw970n5H4aHbOMeXWenYkebRyD6g899DosZMXE3bCe/JbmjbCD1221JDfr9//vbpRp/a6v21b6+q29761vNpWJ9WF7jrWPblU3w/DbFrQzvvXyfh2mmcc4TWHvVWU/rNzqeqIcx3Xdr9cOeikXRz7JAm80ce+CJwocJCyYXIoKcXkM9hLO5oj8C5S5dW8LjIridCfY3+JmU3Jp5koLD6u+1uY5w6tIVJQJwzr3zW5kO00RLa9/eb66eSlTWdd8/XzO170u979e7XOntZWxHJ9zHr1DAdkT6pNH8ez7XOd2HYs9x/O+7Tib1ujHMXueDqiGJ/YZ81UkK1S6ScEJbCv7MNuCWHXuCzwQJzEDayT+BUpZ206HTXjH/WiU8uWJYlV+JoFFpwgB44/AjUJE26r4ZhngTUKwJLJHYtPg3yAbqDCWRDllhZ8/ICdXWo5LKYldJZQWCYJFiBuJ+dk1uFuOp4iFt5Ip3cJhJKxDpkXim6tQbZHEjU+IjK2RyU2DzyuxB8nmCsM7J0vFyWytDKgRjmtKejLNPtUF5nXtaeMaxtODhngCLthMIIgVDC4srrFvQ7QOj9Lp2zYw8TvWZCCMvg5o3b46d3OHzOnp/NmrY7qA3cP3AMqGk/aBt85kGzqx9ca5XKD4xgpzDsl4OLOrZDiMRwgXG0m5l+VFReRaFCJPnvTgphJ4uI6tz8pclcNh3EYRrr8S5KMcxyQUtcpgqINJFKg5dPZ6jGEdAXlWK9y6DRIiEQJvbdXqY7HOmHAuE71inhDz4RjA7mwxwn5I610E7TXZVj5gEBA54CF9i9lcOQu+HnpylZVnaLLavmW1ss6WrbC0xd06dQGdc7IOzJZ1z1ADsxwuw7xaxh3D1ZHwTW6+omp8zkBc5NZcIbZR6pR77mNC/WkMEOK2dRBf8TiX5NlhvQ4FW0a14rs+LXD4jbJA3w9oqrK09Ph5vCEWcvmYVTCqK3KdohW7cShqafnJmAeyLqms276XAjXkuAhBuGvSS04RBt+qlcQoM6ExRAhHkwSGeLxRW2nZmbGYBJ++7QFtk6l54jqUkC8lF1A3YTSq5e/6crxtOewGM/AbfV4SFJH5HHuv+3Vsqz1D/0rM1+/nu6Evl030XutYx3a8P3vCZJ5P68ypg40nbXud67wda+t53K/rOgc/nEYWpiHASFAvEFcgbC/iCI1OoIfebxYywEWcAh9JUv2HT4MJxN0OpaAUWymOQunkwkBTE2BAxHFAwh0yoawrkJ0UeAFZE01ASPWpUIPligtE6wUYPWZE1q2h6UIYi3UANrlOrsyh4LVzR99wwVZeirDqjB8rvHRdECk7dM2+InSCfGU04Fpx6U4XuKJ6rIB0lw+o5kRFonwSwXGPdpkrIJGhXuoex0RUEfw82IWVVCvFJVrEzKSygshTlnS9/MH3KuKMZMamVmdj304m2WbMHtjkcp70DZYX+oy+6zC7Z/M3myL6PZJZQy3DBp2Xiqbr4n08V7LtMmNRnV3fWgnzldQsoyVm9Qie7gChy99jgAZZRHaKzq/1hiubfTSjKsQ6hoTRlGJGHXlUcEWeYhYXOtGRGdxJmPMlukk+ovpfXHMgjzz3DGDBt+wHyjps3uwYdcP6WncrnnKk47rsDV9PK7dmq/fZV/cwLZutHst0mKNpnXfsLay8fFe/v9Zie331uu+tXbfNudUNc2/nfLxs2Rcvt3xacTd4Tt53OjD3tpUbMq2vb5vxutP1sfmte9zwKG3721bh8/nOg8lHdC2Xu5AWW//97LP7iK75fNsU23tsdtzve11fOH6bsONzDJ+qswNQ7/hYec/wFcF19C1jaq7uP+ZTei872v8MK+EjuuEv+3xe47CWza1lbqhv02XHHd0NXrHPteAePndbP7Z+zKfPGo7313v1szdhnpXJtzUBUAUQEjcc1smUJ/Iyn5ApRS+SfOPPTJAAPg+3pZiPIqMTJzUK/gW7ZGua2yIx5EPXuZw/NgN6LtVBo206r+N19r6mb0dePTdX263YMG1mne57Lde+7Ne63K/vuo20DZ9uq2dcndZjt/ej2ffaktuyv44ZH6F4p/bzvO5tIZ4xQsnoUfO14LyAr6FF5CBuxYl6ZBA+3LgkzxQsoTWmR/VZKlE1tcAQik3KgXmUBpP7iOhOw/E4e8x8gRSQupNeNs3z056QbhUZDXxEjo7we4afQEJJmbmLw0fYnv1txVtovD5YIfjwlgxWMh8FrcixJZME1yf+ObIXJ3dUgUoOHeqUkH5oOBFLEVMyYZVCGreWFMLueoJKyfcrj9Rj1ReNX8bmavKNqZeYz60Jl04r97F18tMr6Rm3kc4Y7cvpxIun6RDfOjXd92L3tp+bUQP241oNaJyPsy+WfOs8e+4NvFX2Eb+/DsynfxVR7Z1xJNnIrWHEja3hwsYgabbPweU+nD1QrMNjeM6T3shuQg53FonrT+aAOi3L+4Uv3XFsySfIV0w3bxvehrFtsGrGNmCdmI/I1PZYu+U8xYXgAlFq6hf9S6cohiQSOk7Gmfeg5ubgmkvbaVOA0wqMWu4b/Di1W7H3tB22rCxH3U8oqHKYMjkgD2wyBXrpaFA19+6q5pgzNM+67Lcpory6xlm26/6Wa//+gaa5bdk6IA3XvL8N8XAux9s0z7GcKLd2v10RvVCt+Ef13l9WvPr6go9oOj+2XOPC5m0HIOIe28s3n2+4kGbuXk5XZ7Prr3M5PwAZtA3QiHt4+d7ThXaP9WXrQje8+vFxZXHaYTj+o3XTMstXEVm9ZcP6e+z215bzfkMBvTc75LsXisjKfEJVvVp5e1t2jB27wm91Jr/m9etCssMhjEcnNUHLlb7zVMgGGeyrECv0NTeUfIcguzBMsJ2p1MPDJI/EQ5oc2AZqKJEfF5RcNwXXO+1fki3jfGkc27oby7Y31QvACm0M08JHac08P7Zz247zq5yBIHz9cyympH/vPAbeDUS73p/TkJHjPLqFF/T9PFot/Vv1XGgRt24A1fscST4bxXnRW273Hd5zTarJk+PIAFVmN3jvEZ8ACmnfCnp+8kLTueItBi+1pz71+tOE1vNE2mv4dpUJBlekiHqCQbA7Z5L3Rm4Q4tCUMYR+DT+po0mCBqqJRamRjQy2iKTq88SahhGMO9/pHJTJNzzk7kESrqtuPggdtcHwBwIz/ifJaSQr0cjSAdA59NxYIQwFPQ/yuyWGSBS6xJh3lo4whn0SeYGXAO4vPnPVAtiMgGPRK6prMg5kV6NLdPHWGYoHlD4i9KLP5iMC/+H7nHvP47pNES399R6LYRheV0+91f19GY5zMkXUe7fEeHV46mfTE9ux1gwXTIcJtG+e+XJsAyD6dUcqcVgaBdEepuWtePRvBryCUM5gABQzIabm5pqX9T6rTctdL/NS5X6eqRYjZjwXm8jYL0NR5AU+olTrfho6ASnOTWN+y8m9nAzpJc8fhnnKAuCPNVBzswJaTQ8bIgIaqi5UU5hn8kQRAo5WkPZhwxMhSAdindMTbAqYda99dHNq1SHvjHWq1TJPWs2IVGwFbpRRxrfEKiDgZQCt3ea+2mIfuLa75BVlQ+0oOxxA3cYOOrmNgS0srMqz4PQoO70qGT/hDIKrZvg1DMOje+u7/xgblhV00cafyYrrjsJ9QyvvBa4kNIc8B9s2UsOqnYaeqtxxrn2zAm2MzbEcPOfICbvG0jdvtKPw2eYxynocm9/OYBYI8PiDXg3fdiEsYbPAYah8jnDQfkslFXVO/MTtstt5OO0pDOnG/ThOistawOLiM7ht3LJiAk1Sq3vaIIxC4dD66Me1e+aMddiU6/r55/WttP58oen/eq/L/blf/3zWadyGPUxIz+6BRt+a11ynpa8FUxjdoDY2rN+vdekZEMS9IBtmFZ6qNV1HgsqVpMqFnlWSm+LGXUkzXMOlskvkSgiAaIy9MvFbiid0XSHfsNVirlMxzk6VzFpM5hb+BvdRkGmLs62SyEIJUC+RKkLufUhQtE4bRlRFkQfoiRlLBPvRx1LxhD0sJJ6gj5vJxTy6zYmqpYHk4KFQLs9VuqIkJTxO3QDvxd3JlhaPHW5HAWjkxcMJIocQ2mk0ieL0hJNkfnAlYRoYqyOScPB4s7OegteCtklsWUK5EoBBW7fhEjgKMPXEkDx/TgqMVorf4/NejXh+OzbTBJai0TII2+SxWUR9HRiORqPdn6Vtr98rdeFTMwS3PcG+urU7Bl0y3d+57vuT8a3LupcHaYIywEOWgefPsgafYirL9vMyCsbakKpr9N0tor6tU0J+h81cbHXdRzV43AD7tllEJdFQAryPFlHvTF7qRO0T8nMSsonqfZoioNXw7TalOO+nbYcism0o7exQVAm154QyIAQ5/8E0pMLN1WsJyiBUAldZ6liWhauKxQkniq+z1GaWjavp2RtLNNpZFp0kGmXUbGyPZuIsRWXn9v8qB++BxaL2mta5Q4tOpCOiatxoj6pc/l5Lj76ujNOU14Mudng0Yla8SMBlwhOE4KSnHLuoOKagVhLygDJKESmRC9R+BW0a6ukgRYwEN3HywIsimlN+CjSyXIw854HFUAe9jPt9lVzH5/fzutY2nW+gr3tr21amCHgdbRznVsFsPCfJjmIYu9dhIWX7beEFZZR5hkChyAmcmZKSeo8F8xS987g1eApQmU7u6CV6c4K9k//82D+e+onzVgEhgaMFvAYMRGarnm0fjmT7VRXYA8gBtBElZnBpVTaoIKTHV+8T9c5PGkSELjrr5ENFBDAsMYywRMgUR4jmJkX1nghb+EMHGsxzzOgZmb19p6JiCefDkqRnOY9EqjnmPZZPw6IkNeyEDIhEwkoJLU4K3LNgIfCxyav3n5xoj7cvSGddejNglHaUL09KgAhm5fjxvsfFMjlNP+5rA3h/9pmBeXHWZ0iY2UrPbjknV0GuRvf355rsh+h0ZicGr7NHAs22niItIcS1ldWNOoWlOgl2CSgIn7uDkx7/rsn+83OXJdWSeSVp9gmDeca9VEe4mtse3p+6ePreeZkyfUOeTLuSozNI+spU2D9yQ1eyb8PWEekpLLtjHTQe4tN/rPg+t1VDYG9tM1j3vrbtsHKs5jo69tVn7DYLQrUZuxWr+9hPrG4nANrtQGDrul3wP7kb6jrHbuWxWXHdh/uXrm2/sHc9UB79vGw5xomjtxXr5ziweV/tGGvbNp77OE6U646Q2tVDak+bCLLFCpZobHh5bCiuZzm83t53zDVePKsF71zwgq1+S5tfxbntOP7warh4LNuG4j6GKh73hTCg1QDL3+XcUNz3sd62vK71wvrtcUL31Y8by3Zi87VhjvJzSwnRICoFvtZg8PeXLJikHxkRoK2gN+EojW9n7medkKk6nBH5fAtDYKk9piMRO2KJd15ZzPrDeiS9ErZqz24vWaqTZSlg2e4o07JMOEIHAf4IEJJa9hCUMqGFbpauqjbfJ7lHp7ZE+19iV2wvdiOsTuWiCuJGEmV7BAkqdfifoEkeqNh/qbB4VBStU5C7Od9w0BbwGEo9/OVeHqIquiGU+EIWbwJ461zlsf6Een+YcLP+SspWPTvU5CD6M06os6mBpCWCxZuinvpW1+5AkaCHKMT40Vzz+1dOVdc5aE4M3aiPtUCVYK///DMwkdrZ1YUvkWWAN6qeF9ecb3ho5dSOLKegzqe6zg/3KHY7Zrp1UoFwqDtZlYlsKVnmu9Ti6YoGcx0zaoAIGr5Lkuhi9QoaJ12GM8Uwr0VkMwiagyCLQhjyPLbVYCxK4aiiNIUCO0NdUkQsTanI2SNTUMDIIEoWgyBKHNnBvs1AIsG3obj7WLFsVET7tmGi6NiHu4yONW/HaQK80Uc0TpfLO5TG5oL37BvFtO/th0nSe18vl6Tb/UK4yPUyiXsOwA+uDUGx73Pc8Nvsh/vq1wvlNW6U547idexW+X13331sb/fyHPb3fe8vlNd+w6+ym8/HHC/nG+sHNn9eBzAIn+/RP7a8zrfhBMyfgz8/9+sDsMFq8bFGoLN/PGB2e6G8t7cHvN4AJXyO6+eDwFnDRHzL/Y3A2N/j+PXjvtdh5c9x/4M9P98aP1bjdXwLNLn7jzdP9YNTWcyun/Jb4tD3+v7n++Nf76m2kOJQRJUIbQ5LlkwPzFUG1E8sRTpJayaYjLFL7k1f2BbX6xTcJgG346inKI0k0j78hTfm5Fhj/lm/iT+vI19R00eoTbuUTm0e0JEOojNuKrhNgfKZF0dmVZhCWoIY3S9N39RBtSyKaJoDlUZkEGaJOkYGI1bYgoAIKPRG2jGhiIokg2SzOhornjjyEbUVhAjOVyYUmlRSwIfxfINQXYphQinpT1VXRakvBRx8dHFnXHAMpJ/kP+Fr9jcswhhmXFFrOgEkH7axkMZzc1xlLlm/HraEWmXoZWnC4PGlRn0ksFxgfIT6SBCeb2KJgyPNg56BI3vB8cwzBn0r2uaDxjp7mWV0JHvysY4xrjVjQaSgPUwRxSoMVgQ/GKAV7pVGPAzpJKjaM0qt82XkU5tCWQquEZx58XBdQeFWJRAQmRP0dnIxcpoPFZ1tiaMBzbF3RdPNEkpOe3Hpz8eIq34gEaWIHDMNJZjN4lN4nTXbPSIfijqn5t7l6vKikIelkfcMxTqae2x67WZUrb2YfWWFK7fuWq67Y8VgxyjT2MQPZMYWqX7G2MHxk1aUa9u8HDuWYeV3d9l8tfvmZrWtmu2liWYov+3EsqE0G+1AuR5udY3TbIxr38xsOk6zpaBRd7eEzrbBTpLivQ4ZYt8DseogQlPIhxt7FxqBYr7NkvoW1p6dn/aeL9thKhunRtTQsa1+afs4/Ec/1DYqnqtOfZi5eR/5AX0hoLVkfsWJNEvKSCYNF07/aCvffUlULMEuHLNy2BS8V6oXvyNOSE341WFbpFcLelix8mnpWmASUbuOMcwx1c0avLaqs4QKbktfp1ktCD4olkOhMbhw5x/+Gy36ngtYtBeS+0H/TwBBLARvSVVz5i8+QcOgochiQbJRqiEZN8oAJvmPTXW23aoQxlsYmgTri/kvJk5rrbiCmFYiOXcktfAlhHeKMSPKoSrj2eBzkNJy6qQYADlCAP5YEkVdx4B7aWBfjzxAhaahvsP95DyT8kQFxl1GoSoo4lfWihZR1U7SlTyNQqsiwRm1WpWZFkTzweAT8WAo/hDsqZOT40hktWtUimmwiuIO02gxePE+YNJe/JYo/pu2PVSNdEzypXoFZaMKRllVD5Q/7SEfIaYM9F7GUrTYseRYjzyEk55RpK72hcMMW3TolPDDGehmg5rTDbQgWMeaNpd44U3k6kdifGESsIBMHyQMrr8S1mvJaKbmyYvmzufsQbFTRuXS0hP9iltN4ZgJF1JtGavZOdRUK9w4ESsbXqrgRmW1wt2ZtbRZjbFEW1GWFuv/d0ksmyp2HcntXE0sn1vT8TlOoIpRM9xr4TqLc2q96tQFXd9X0+NtqQzfLn3ermtvlbEXiQrj71dQDBENJb7V4aONxKBxhDcSjVkhF0rW0c8bEcMWZWT6+0/kMr/9sFMk5Pq/E07yLTgll+p8vF+rgRZ+39tciBuPhEXb633eJ9a0wEWKGWgbNrw0ohTi1aYEDXXUpJDoPaBQQaHZDdYVEz1SVOldD+ZsgsBDKDOFXqQSVniNVJ1CjfHbraJE1i5Ia3DxuqnEVzSiWJRMIUI4wlrhwy66AKT/hXGlxzuRKI+N6PiwoWlk2zE0i0qn8okbjVyr8XnCKlqdSGf+MJtKfvIkKSx5QirE28w6sD9FYBqziNUPiylUwtAlCmUiSnaH3hNjdAx6/R+KHv8D7keRq68QqSk+Im6QSiNIcpq7cmd10Z0y3hmYCEZV99FDFeW2G9Xak01aR8VpoQuxJvK3iOoiMtvKyS2fJ0Y6DDZCT/xaEcrczWzQt2HXF1uEL1h1W3D3xK/47cslGs8fVamefAwyS6bCs/NonJqjIqpOrL/uG6lged9YiigaBZBkskCiPRXtwLebRXrCMqINa4bKPtuKwL+4U28lvoK1ahWDNQZl8/LJJ/Q/u4Fi5oP/rtPz3X0YcGEUiQy63vyQSLbGqs/J0Qwq8AeLprr/tTmqrc9x+l8bdCQuLVpu3JF1p+gO1kB7K5axXe8fo8Mh/LYvX2bQO82QYlQPwUBMqRROdX3X0tLPkSsPQzWMgQAt4NBo6L9SHkn+PmTAktdiEOJbFhnq9Ew00nBodzCgaXfbWdt5DWND2O9//nWN677Ozaa9PfxXOVzGcv2+tve7F/YpLallA8j/bktkMKWa4fkk9xIEvn8ti8lfZJn6RBbsAGu+pJij575JWgBtsm1GaoVg0wxl5CuDalFdZrQscL9l5J0V1tHzFjk6DhfYCgUhSqUgqJL0lFt2gD9XZY+PeFml249nLQtGA0TICsqhzJBedp8S79G8otKNyWB1gxSEVyNUEOtoRNrloekGmk5aPGMt+pW6oShduBPkOQrGqtBlomdB1R8xSRzBgRCJjJvhGBU1OeedA6no65MsWk2q6hIF4XHyu368boRXtDljsNfZNfWyZDRjdoinCG/P7EFq5/vnKimmsRWti6cPi1axX1YCjo4SzxjQxjIFQk4xXx7xV6bC/tONWtXtehuBsLy2BlYoZI7CMs1uvM+zHW7r1bZCU6IpfsHNVYko/LnihMnV2GMWE6zAqTlZRGbQ7nsLrln/J7VEhjJrBgM+gC2mTogElHJ2QqGYg8GfJmZklwOaU+Qat6OSL/xNQRM6WXoSKwy7w+9gf4Ji81XW+5+sckoqiCtr5W/6oPKwXCYdw8ZZhxvihJpiYgP9/y3Sq3GDUM/awoP5y59nSPHghx+xrNvr1+JYkbq0mHF6WmxotmeCAcfAEoJMG99rjcD2UEUnrZtYs9YEO81WKK1UKwQ45SmYy3xo2OLr4rBTmqqHjhPMCK2pKyZADsfAZt5yrtUoymdbX41K1yL01tfvP9fU3/8Ya+zhhBfmN5+3c59nCKtieKN9X5b7Rv+IwinNeVldEQ1LjhERnYHIBU6d+OKOW7eFKGNxOjMuE+FP9BijROciC7hoopu61Mc2+5Ao5NZdnhe8M8BkWYEBSNx8i6ikKZdIZaqscnqZUcd3F12/yoJSikq0eUnPoyl6E7+bt8kck3jCCCrkbWRKXfof4HGiTSQX25NB+jE5n65BoUaajxHGEmAPmm08gO9bTgQlENhtJeOIXe/q+0aM3dZxEec2te4iOwKa1B1aK8pf4p0GhSc157eMUSC+7+8ifkZeJKO2CSTJk7OnofR4oiznPg7pvZw/7xUfyNtwPuLuAmms3n2tW2n2iNN1L9kuc5yffRFWtQTrq5OaptwZgQ5SuZK5PbfRndGtI22KCQisYyxhJ4Up6Trkx7MIpOPzHtVDQPBn3VcSMeJRtHXMQJd4aMZkOO2SfTdHecN99FoSCG3Rtgf48LMPfYxhPLYyTU8ckQMIgYPYVlQuLhcUOh/mamRtRSm/Mx6Bpiq8FGHZA2NEhC/lu/RmzOIE9CNLy/DXo1b00YNVGmk5aQbFfpFwWrFwUh6SCDRfY+lN53ZZD/klS65hnYiVoCuQSpS1KJs6XN/eANcj4XfkxP5DmiiGZ9mPunihUGqq3rgUlcxFmFoWVbMC7I+o0Dkv+3tdpjrxvM5HauVQIvHCrEdMIJgj2pIspG2Mb6GQTSsdAIHzthQkyYrolMXI+k31abU+aQOJVtOE3Ab/WA/b00Of0jIfHQk1vmznZ+/b/S3/9TO2rxb63FvrqF5rNlrz17emZwE3tnc02MISLcbgxTglSxlO6dv63/SKbpE+vk4lSIT8eMI6sx7QGNgbRzv2vPAoPnjxwsrcZ18R04gNLU+Me0wsEbTyrPciK8GEWxWsnjKc8nUKZgVFDPOB5sgqKZpv24vfjRQPf+lS89/L0ToCcpRzi7NlZPF+Zjl9WOGoGBlsha1LFdvWQrWEF5ijg2wUPD5P3nldl+C1FPSqfg5d47/9tS6TrXnLfN4lYSCyW9QjHL7UgWhJXQCodfZqEKR8SVyP8qLZNc+rhZcF7elkNCtGMlptG7eHBbS22q97A8np67XmXsr+utfa6nf3Ndk31n4fzXhz1ndfUq3+JQnCAgg8oxAxO2TbOtTyuq0QYyvWcxugeivdn1h3blH34rkiSrhS07QBOMCAsIDWKXXKMLvg+5jxC43N49jmPFXDu9nYm9fveniRUh9QMfW7ubqad9WhpOWkwLI+SgW+IBpE8qHMmJsb+6CJQGssa/azTPlB3tcivAS/qBGG5sNT80Aede0zll5LV9tLIbM9LWnOxvD91XjqvYGprUsvMTB9+As9ECzc9HXVrXf9606izyWoIhZdK3g3yVHNWuRf0YubIUt9CKJGg+yzo6mnNC/o8svn7DR11wvlmZ1dcl/0BnieLumtPQbiNhduw4UazBtvqySlUICSXIfSlyIa2IN0y5uKaF+Pvc15OT/bAvLQCDGkbnx4+mlGy9QpCltv2CvOeVwvX9UWktjtBkpTHEADTwwKk2QEpTH9WtK8D+3JfFgGkL1IsxqeFX7Lfn3eZ5vavF/7WOvryyv+BSWO9bTMVJNrrGWZ0nLc77ssHvbWlh3Q9708aqiNy9gnarZGzYXo6CS6skueyDRhf8MqDRs3u4GoAEnlj8c4RSf59nBvMd2A6mKfv4pinHsSkjtZDmsRCCKob3j4JyxMGlSz16wOPOYh+YltTYQrMaJT/Y2tE+lms/z0HkcUsAtmhyouXSNLQg6Ly3VinDlptowGKcdqCY6f5usphyiJcGbO0SQx5pSoxBwUuAuxD7EHIZhQjx0ntwhWaSl1aGhrIQzGwmegqTttDaRnEldvWFqFWUoSa9vOmKQR24bvoSTmVbMmx5Yronsxqp/d5HqploN0+pbrda12wft9rRNYuA8M1+N1VMsxuuF1piIqaawdl4ESzARm8gR7eh9lKt6BynyReK8mD3grTnbYBwxVPUmiKlJ9vaYqR0sztp2t8uWwx963tdp0anHDz9habQJM70wbeDes2kS/pCe3cuokKQ75uEyxztJEyam2J1dEpUVWb74mDFWrKEVB6MZ2IaV3UNpzorj60NCAyhXagNMieBOxapwPMKLDuePvdvFPR2ygUW19OrBeQFtaKnVJrZj1yZQR/gnfc0HZvGw4BpSuaRiaL1lXmiU75dBqOfH2MZKLPJh+6aUbQDhL02AzJsWAD2y5WbujZHcJ5WKlXRWqjzTR8WM/rH7JzWuWbAxq1kIiGUMu2X4Bu2nryWNgRi4FNVorw0kfxvJVRDbNNRth61xNEa1LhdCV/1rhIPRWOs2147FsJSid5S8CTnaKrVwIGnVSbzo+6VpWBKGdF6lG6fEA+5SHl6WinAoz4BilbhZytfYhz13z76HlsoQXK9EjLX9R8ff750hAwND9sxz3Nk/bcawYxZa9zLCfw0gVhpa23ob1n2kMQIiDkbUicS+WCeVMaFTFqGZECUuuZwXR+Lo8YvyZBUxUXxPt3MDE6et0uOAtRr+bRkFnKX40cZre66saL9Sq44c/B9QPemlB5QSuE+1s5hpeWzmwa672KwaFX4TIaicS10ZYDeOL+L/qPxAWjZFK0J+O1W0HdRuGGo+0OnTlEH+t0B4loE24adPA9isagBhlU/40dLNFM8Hg65bHHmUkdo+hLlycrXFIxxMha/SkrsFlS99HnJEPIdwu2rEyyGgfD2btxjWXgUdCuIPFwNkyV8cgL57N0uNbaSJUU0TrAmyKExHm6nDweZnx5BXAOi8VM8jf0tRSrlUJ+p9pZOmcmOBSCHQgkUB9/7rrjLYzqQ8r6lVfL+Ktnl29TPNEp1RrnrnPfVeL+ZIiAo7OQ6H4OVTy2CwhEe83+b1XT3fRxM3IXsT49mnpmn0Wn+gVuTWD+gm1sltCEy+spqbZCJt44dbMrknTMHnLlJU0xGD+2oXAbrfC2Hrgn2B+MYZHloSAx1qYRs2nWsOpRWYrNGvXB2vKU0wXU5CmLx6rA8qNpDTZ04thhFT/IKT5XdzsdsWIq1KGHlpIsqRoYPVanRHa50vdGCxdIBgS+vqcIG6zexwQmkjZVW8qGaWzdVhzqNlbhyIqvQzQCk1zXi58QuUSIDelMhOsVl/i8tvyMy4pzqA0ZU6zn/yRg5a/WQX5GiiCmzgU/C8ppu3vsv9+DZp/XpNiAqwFI/6Y15dlZQCjErIJtftz99mgcT/3UQzqtp+va037NdZrA3MELcdl+nzWZX9fDaTs2VCglrvKEhg5qqPNndooaeJH71okm52QWTIc0BzvnONlxIaYQb1ahGUk4dPlKAnsg6wnYBMyM0GRgRttoGsUOlQClEg/snchM7Zy92McBbaLg9yhCUyQoMeLcwo1Zmut+GWJ5YJpkmgWQLgHHfbzbAtbgqe5QoIAK6fwSBLtUz4T1iyoOCc7BNlmBoCIsqHn0k2LomwL7GCmYWUAzlSl9oKUNJu+9Mbpy+GNcRUXJd+QuPCyXO4applHUSqrPR/00I8kxoEecLhHZ9ZI9D3Pn2l+RdgC/esERM2miIqp2NEx++Qzj2DkxwT9itfb3m/wDEylAuu5QxGZUPEhNjAVB1+QnXaMLN8QtkOg+dNNfi3s6IjeoGFLJMcDuWfm8V7T606z1eQ466PZBQv91sbwJ8RHBVKhzMkseKecgWQdNVWQJUJnMy+Rc2Fg1cpkU4r/xTWnqTm60EbPEEhKFt7wweNpjUhCKP+lyzVPaFQBpeAv4Xd7YziASHf9NXIXLGbB2ELRkopbPni+YLaC7qCfqdDYVMrGBNFoe+D+kHGGv/IcZTtamfsLtjRWxnjvGPA+d2fivzspp5tKWAoLivXmE2jK7yWKGteDAAR6lCbT6DYyddntimSz2yLyxFQgETJ1tGlm6GurnTizTaHHSWnMGc7vz8itbpZ98GhLwdScmSJi5mzyBlGTNrRIt4amx8OxgXWfF4+p/iAP7HCQ6mi6glBfaUhjtoLm6ubByA9csp7v9+usdbGEg5dyRNnO9+97LLbjlZd5bucXo/Cv75bjtfd1kCsBeuu4X1tdjntfbHiXGXky7p9rfD7bjOTi67ExeFDce/oyETcipAengq2abtQcNeHsKHmSzEE9DBus25qznP7pY8k85Qwk0yi7lsf6/pyTCDntKD2vyJKbp8AZynHv35UQ/pxvTr6DH0RcR4MFRWB9+CXkLwtHMgEl1jHCxOC0evIqfTYL3ZZygH7iRcMfXrzCD/1m0Az3i8+OXah8qljQK5A+uA0UraHXhSPJKEW4nUky6i+zFIGmnL0/fL5qeOuRpjGpJdLTZmDU6KWDzPMnNGWU6CF0FNFFaIWNNvGrQz91uZl9OAjPO7f7MkVkRPBGEjouI5vqZXu91tRLPl7XyC3Nx/tcTAUd99FdEW3f6gmY6pzTemzQI9uxppLNR9Qm9xkNZC3Z9o40ONtapgwxjmc1Btnac8LMDOSyuymJJZHTe6T+ftl0+7Kfq5HIzce12fT3MJrr0uYNGVpztRk7k8y7s5yW7RjZphptFays28yPfliJrRczxAX+JgYn2LdnpYHA1Fxp8IG5hqWeBGITx7uFlpSKUegr5qfxIDTwyohHSsD9wrBb2kIiTczsGJRC3+DxYj0IdiGlIQqIYfQubnSXtsllvqbqkkt4OiuLgApTNeHpPWBSHBP4TN+M6j4hCL6WNhrgL1j+WjwuVSjYKa7w6Z2bO8hz56f4wGKjAAem4jusc9GQbaAIZAckTe07mXTHdxPaznQa5e7Tl3y5Wl9en1HbbKy861ZqWQ6D2VhzcuPoBhSQLNEpUIbgXljlkITW9w3Bou1lkgR27UsqyyBZpoWZJr+9pvRLT+6f6fq8rn2aprZuHdYp4fpl3YYNsmoQ17Zc//zr9/Pa6/HzWWtKfqF28/vr8xpLb32yNyC1ut5nq/N1Lsvnd1+6Gb6v32sevhCXKPppgOSibLxR3ICGjd+4rZPwH6JIHM8UScH8zK/O5xyhiNgQSxiT8NhI/kMsk1nTsxE8mCyCtiRYU3VEW8WUESarOPrkpmIQiiKr8AElEBNZuUlujcug8eesp3bLKcu9wsujlHf2WhBTwFeluTCcXreHnlHZsAQbODpDZueUhfAh5DW17uveGIR/pIjCQTXhQsgYnwl8xKyPDkKjOEXic4aq7uQlzaI8R0EftRUQEuQCF8QvIIgK4pa/q0EXE8qEPYL18R0gEgTFn2Dtpd/Xks358z4Wc+ZbomlTRG/L+Zin42UZTzJoES0gc7+OFoqIX0wljX2FtADLtqdenTzBXJ/MSl03W0+WPzLBQHLPsO2u6GzQ6pggoeNIikhIzTG39213uRzXuljI6HmbIlr6CYZ8U0QLFdHUTCWeqykkJEduoP+GfgIdOKay2vTQ3E7MHI7MSLDZxtamaZYiWvBrMv11bASSkbnSw44nh7nmIG/0+WxUJAcJtiM0ywGmQe2g0AE2zJaJmkOpf6lmfVKie+mDTJTSGSWUYh+dnmMDG0mE0CDy1fwoIluH2kItGefQi5oPRIklOxhRlnySHO8swo33KA1ub8OrURGRehlvM37oBFiDxFOYmmwuiCWXHgQ+KLStiLtHZpnjAErZPr9nzfO2F2P6LPl4/1wwAzlPI8w7XzI+ALvLmI4ovTGPJhaGh3AaJULItZ6JZFVcNra5PKOvSElIFXzWeyxO1rOY9+j7F5tE6WPEj9aOzYmX5f3Pa7N58vu9V/SToBrbdW/W1wTo9+X8fdVaNqPaf29Lw5bfYx7PCYV45EWTBpac1srIVMjfySEZnaYozeQclvw4e0LWNaVp26mYApypWUpkwiHtgjtOqvg1yXQGMozI9upzcXARWYHZePmLlGlVE0FhgwogCujv9KBPGEX68Dpoa37C7xW/409arGn6LRo3MK6Skc5ulEOMZ0i+PWgZlBlJwc6RU1bRJHak+MzRSSRgxb0Rql0SCXxYsFGPIdDZsF5kLbkGeVg+rW+h9RRikpKkGLb4ZWMsyD+IX1YJ7jJ9kiv7KFYZ38TEfdin7/KY5VZIisHh7uE0253fcr17DgCfsl4Wq25vMTpgcWfRev+eS86BPp8VuzX52Wa3B6bZrgGeG6spYjzhZprpWvn1GuGY8mgpuNd9Duv1eW95uFo1/2npQAOZhtCEPkoic+tSi1/4BATQd9UvaEarZFJQmHQllYUkuX2LTvWPIqpwigAFWATDccS+KHd9bfIIMFD1+csIfx1fLJxFgV6J/0C6x+hxEQ2ViJUkl3NQEwcoGzJNIXC+VhI2m6Vn7zRIHOmB0vwWUHQYVVgrnkClYj0zCEG8tBTUOomC4eXA04O05h88jOQvbi1yNGODKC4jxl61cfFSB60IEsRXvwWwHMeHsitCyXoZfB8IKzvfn8sSc1Asla+1cHTs181SDEi2iDxBjxlDXA+GIoc5FWNeWZlWeZQVIWup0JRqPOahWSsYdzgTWUtrtSQaF1RF4jj1a5/KclzzUoalcpkV9dia+38WxRZjSfsxGnLYGveGfR7N570nBys2zaPy2Un8RDjuo3kiul8Z9q1Muj2pZ1uSPNF+dFAtqEHq7vBDMHJd+gfUMeQ50b8QtfyB3AfUQzgxwRIiShcJNeVrXJIvop/+E46K8EbFlJDKDW2K2u3RI0FaQ95V8n/aP0WSeulXwP7UFi/FHCVV54LaLyto7JpPpfi7zQ5IIUGySPWqOOGIkUH/KZE7ktz5+HbXZwrW1vAvlSyZhoPqFH2PFvmTQVusRZ513RCftyKAgyQJhdCJFBwOk5/LcR1jASAu0Uzq+tgUtJkqHU8CSmaux+t91iKYevCJYonI3ofjKbYGvR6ul+gLfo6QXw6K1vVCoUchbff73hMVkeGSAJqotpBAVe++5JOMDHpPYwBS8gT1hObKQJkIs9/QXHV6puYWKKIkLDSVXrhQcbweJnMG+2daIqIEJ5GSlRbKwZRR2TH0OuIIFJPirIN4MmgAdCHyKcpCSs+DEA1fownAYznpFxIAKDIghCQmQ/zEzaLQOaWKZPgQ+6x6DLASMCY+TLUmJ7YkdnwhY388xBR+ZSIVuaf9WfTstZqRsGP4pAhI122/JSynAOY4kNDFncdnqnpQ0kC7RUoZrCasg1IruFCp6aiAZiUjBb9kl4Qq6oV5raYUO8bQfs56gNjUYimqU0NOPjn4PwwWfWQw6ycfzVazgVQ/grgCtaHgAipadQrr6L3WYGN/hT9XhGfBpFl8MwPZ/EsaG+mql4agPqtT9UMdxBbAMmrHSImdhWWDJtLFVuwQlxz6PgR30MvQHKZ4EmHORCgREoXjNRZWgondiXuLx2zVQsgKkFddPT1tCk8uWndK+RCMeqNjFMouYu1SgqAXDaJFSRJ9SMU+AjOtswRdqDphyGH9H0MTbagGb+ohEK+8A7L4SXfzH3qZkkuLLL0s8nNxLGmwiUUqASoK3gCN+KBZ6RQFE1K385OWyqPAU6GFu2h7Sf3oRrWl6OOxSFHJtShBDRlNCl8ulGJ/uR+BIgSfvdPtZr3Oqk1UmCRoiJD8Xxcl+g55biCKbR2JWpkr3OnfarWB8S3RWM3uA5pQCK/jr4VPVCNjkRE9VEfsJv/D/107ee1MZWUf7nhcsPjYCTVHtmToYKkz9qYEIasXsfRaN1JG8PNHDMeVUJ4g78xCV6DEamgIcTUlHYV19m5olscgeZzBETeP5oLLiJ/ikbEy1IhU1LNFYtLLALI8fDjyrISSe5zjjI+ZIXthXXnGrYFDiEt5pkP4I/Mfela8Zvim4FZKLvGq4LAQRfoRAFBS3f9JKVEn2ZlNkRfslC7sXKaM5aS9g7hlM8lrxHCdSRBmRdkxqPVRR+XfbF2Jtqw2DMseAsx+b/v/f9qxLOG+ns5bwhIChBBjW5bNdmeDuQ6kS5kr5VZl/g3NtSaKfd4dv8+EFcNbEt/CwTCWCOfmr7IX/mAxFgJZogw1KpvmqM6OqhedaZENIV3pf9Td/tFKhUg5oxonPF7m9cBIEa2Hql8mulyLaF0ZDdwOSO5KAqixXVkB1Dn4S2siL6Vd0PXcOGt7HSmLIVmpGmkbltBAQ/uaBIDjlvzFEvWvQKPTUMm7wJL4SJP6Tu1hUUrP9eOkgoXIBKfrV9uFm1uSAlgo+pQhg7qWvu9cTUNAAIZQ+4NuvgvtXUdvE4YLfXrFiIf6gbNxmCkGPmgPRVJU0gXUF1WenrpKcQLWSHLeJF0bUPCc1ClBsYdhoBU4qcj64L3uimwwDqDkBcqODTlVxGdLrUHqePBzR/YzZJiyA5SQyE1zDarKgM+LNkhxe3jUmVvGXNvvCBhRTqbmQ0udGFa2plGUyebExymDg0usiwWefTptV8Z+tIDDIPc8xMUeZplQFmEancxoT/Oj1ce+XE22Wlma1TLpmvN05C0uHq0mtD4N9T69TLg5m66wv1blo53TU641ZhJMLDOk77doWPWLzNxdakGZKzMN5oQFtAOdN3HPTNzjW+zr14zLQCtWzx2Vs6eOGr1gvcwCnEmatFwZoAEYAUfJSzEt1/eRNOhg4WRoCKft0IFQVyRgotUU+CTqpaivCmI3C9XuP7ocvhLoAAE6KpLjcmnzm2BkYpoNv5pXs22tQP7sBIRYgv8ysiGS3rc1y2ym5DdoDvHWhC1Rb3oEV0YyFxrB1TtBWx6fCWJGUZtSAtRDegdSVcy/LYeJR13kS6G1FtF/yupDsWGdFBTakPN/ZqOReTE+/OP7VNtEXse5lAqAEi3QGUNsK2WI1VV9zfeiZasy10rTkQokOj9RgIrVznfSWMjlJH0sGZAImg38NZImSmIkWkRGJCusCe6AP9nF5c2pcePBAxhcqnIQ6ItWiYdiYpaWVHSxeo/UbFjEpFjEa3Z5v3MMuDLXch41fl/G70qLVbBfJhbUsfdeOWOzZDkNnBoDKRTu8M6xs4EWpsKs4CiJMzytSIDJT+k0Z/LwBTfjhhWwYGMO2RMpkvATgp8tUqUW8zYnF9kduK/vnfPvEtecSaK030/DpxOrVdIfiF0SAFRGu5Tmn6Qz+bQHzKY4Xfzo4CAt0+lMc+uYb9JEORLSEX+3F2vcyuxu+YymGOFKdzZzetgF+WSFcttgawRODQnHkXkC8HM0VYPywMteUWRHdeXrdvwuS3E8cc9XfWeBTnRMIIDVzopgU1ZA1KkHtCYeb5MlykoUHdZRD78B9Jzv2bFUbcF+uB+r3cdO8gW0uaVi5b4xoDW3en88n/uyp9e9m85zoyum6uWT+Yc8TLIcEIogSwcGmGZGSSJNlvrSVXpRbudr+p/sAe3iB62qqtGLn3xSjCU1oeuMtLujCAucQLahTxNCZXKAtnFupfd0dyKfdNi9fovP38+ZiiGSfp+rfcvn63ksUEtLyvD8Ym6WHZ+rQjGIwlKZ3Hzyrtynb3bqQqrJhK3mUy0M4mMOo2ALDK0JZyACoCWFsXJeVkhnqBn4cYbO2izjKbdRMQuF1YPTlJyXBjSqEX4RSthbwxxHCQL0RpPqlV11lacIhg2yY0tt0N8stSU3SUzfJV+17UrNaoSWVOAI8ymY2hi+QkNTkW5WFCisH5Zdace+xlKeIKmImqMVbyQFF7eiH8KMqacVGQZlF8U/uR/ocdeL4r1MrnvS1Gqs6R9OZuRrEzS0PWQQcJlyxyh82Y5RHUv9NvybqQi+gidGJUWCCTxxgpakCFGjU9gBGTL1ZnYq+xFmIPoERrIMNPvEi8/ksg1Wuch3orvDUngpki8Vf6hZ4k3mbR3hHxVyHGznVi6wQpCe2vTWa9YUnBI6Q4IIoO5vAaFuM/cVd4ErsakEmH8yCBSUZItOzXkGSA2w1+YhmD15QqIxmZAojR1l3g5yTG+177vvrBuzF1nmoe+GvJ22sOVhOWO3vDNNEXIa1b77XpZ9HJZs9RjbfhojDmrfzi0dt9u3rNOPru3wxK3fdSvPvFlxP4tSzmZLCPht6LsB5YYdR9uwuuv4dXi1ufv24vmKzrLdyDVwcqGedyxs2bectbJu3lHeer0/rKwFWWFvo1p52+a4W8q+BaiCp0L4fA6QxSlSMVcRM10uZfHry4hRmkIA9aryrzKrYGBX527X9hzTtwRUOKjpYNEnkNVU1gao/67EUxE3rRzIw/08HJ/9eJ4OiZ+j2zjdzc/b2ljHz31tdf/5vZVtH4YYXGNbr/fr0Wc2mp+f50rGj/KtsbpdNN2QAtso4NPvgjfLCw8iicY0bMVj7DnZkZvb/uctRkS5eEUK3F528wQ64DiXBaLC1vEl7KO+RE2IgB9/bJWipcs5J6v/5c+UAupRFBG8rtzbRUzQ1IxQ8mAFSQACd3n3m2AOgH7LUH65gnjB8Q8SgLN9yfD8xa1eAa3GyjsMYeOwTcoKDS2Rhss66hO+kHOpSJgTroZweaXwxi2V5mKA6V5ZOamTNF1y3iwt2fsR9lRF/jNdRFgYW6OFiqALGtDCBQ83tUyqQeMt76AjL9s8bYziajszcHvgmbNYmw8JFqK5mg+lCQP17fP73vDCOBMrZFlJVqL3cTN+RiEXRe8BDCufr33howbJeeyG0LkKmk5CQrXj8THEuCwk0DA0XOzXZovEJiSqijJTYAMMcOEGE8NxgtJKSKrtGOlP1JwjROuxNXxPECRKWQcXGoGaxVUpeYmYYhb2kF6JBuIs2K+fA+0R4+PWl1SGa0QJn/h7Ld2t/ckxurkQWDJI1mmLpou4jDONwY6GwgDdxIWYk7iZ6oG4HeTig8Zi6kN1cfZdtWLLtvU4RrFjjz3PDWUqO34Ujd8N44DMRKY/Oz5ZRSTzw/rWUXFr47u8oz2ruOH4b9n206Untu+btYcN5Tj9DHX3LSPv3OAL5543bugn6uZkudrPoyYcW1tfz89c7sQe6Lj3e68b3URkLUa0BEbKUJCDfGUEx0vJ1pgBVaGeHDnjsCM4NWsWFWbkOtV+aJqKwb1IQ4mKQysYVMxwdRo1djHFGIm8+/n++es5oEs+nvtMFahsC3ZZr78ec2vn+3XYMPj89fM++zw+j2M3QFJft9/nSkYGdL5NEIFArZGRsNmVRuStX2kn67PYmm13QylnIFi5nPYjyDIHuis4XxHgoAgCaxVdTZskT2SVFZ3AMzvHokKgweaBomC/k6LiCmyrnJGd7dbk6ww0RUEKZBn7RV2Kk1sZkTHOvx03IYiIs5KJJQ7xfgxvQ7AN2uV+xp4xJAXSwBphN1bF8aXCkB2cjIer1zs+ZO2A6NCUce+Ukz75JDK8WpuIfvG6PuYY3KuYoHQ50TXOh0JX7VDUV6xVQt9Df8d+xpOnZtVcGKMaOhfVM8nP0YwblisMk8CDKvqZkWFW31td++sJZPPtecN4Ou9nHb0Y19zMbW73e2k1teNxK/bsj/uJ9+jxe1uDkV+ltb4PSMW+9WaqJdQFE3f7lp2ipUM1HUAVl4r1kkeFBKpI72untTVBuvBYZWzuc72e06wJxYda2m97qaRMqLVt596qvwbm62hg3645iBa6S8F9u5g3+EwheiLiB2fcdrmIIqDV/Fj9trve3Eqzx04tv+TAF2FfMGDB2EzHIu3IvhP1CG2Y35KUXgA42BK9IWUW+oym1SjfsuDkpcmUUBNOhaNd+qU2UbosNY3fyuKysfnelGwj1idMO7HuHn6jQwJKwwEtJWENJVrNbWEhfUvbU9qatpS8v1arzbazgTm9/pp2vJV54jBm84PfAguZx2MDanjNNWvGJdknh461xrBhMfkBy7a80bpen7FceoAKdb2epq5ShRVVpALibKsMnopQxU4lCAryZJUZ2zmhWSnO1yCaJvURG8g6nqwGokYSybVoHZq9JXW29fjr9+dYipna+u3x/WNWzK9i87Sgi3V/9lXrWPe/XvalcZxm/azn72O93vu6fT7wDM2+zq8gspdj3b6bRuaprBCDQhjoe9Z6t7NGNHzCkui52SERjqTbZB2UHqDXvbLjxRX1dVET6Jgoe0YNzgDk+9UVYI8i1bBXqJvwcNUrvgp5+SKwFXIsEtJSPlDnqVhTGwxSluyihOwyY84MgDFkryiqTS7y1Iq1syLixoIDVHBTdIaIJ4LefmjVSqFJsU51TsidKusjWmbeJtnANLBR1BxPBo9Tl4TuUKi8Inqjh7FEVtZLyFOq4jpIjRGDHAowdguIxOoUszzArtEmgft92RO9g2Sk9sf73nq1r7Bz5bnO92vkXo19uw0wLdw7mIF/z2UCkVyJm2kKuVgJFd6pfXIazsqdLC7H1sEIU2CkkofuQmK4fyYSXzmthAzoJojWsnnShxOIvuH8GNi9PzwvRfUPq2KCKYOIs+LExvgD+bRDcwpPpTh3LyMrqh8Zpjn8EktTdO3+BJoCHoRZ9kjC2GuSyZTGU/1PbAU88KnRxamM6IROO5o9SBMTGq7sKNEekq9MbnU7Ul5klDI5YlFbUBJSHNRevXKryMC4XQ5M70o2wZ4K7mHUp0KpsdkVfqoXnTv4AmBw0xmSAs7NkvOfINq4KdWAuVioMHI5cBL0bSgFEWe2lAaNaEy8WKizr/dry4NwwHIlLHaaMPqICLIishFPkBYUIm7oulQwiMzjWFU8oMaWDwyviLMWWowZT8unhZoNfQr1gB1gmIv93M8xs4CtBkBfRovw/Pm9rz7qto63URS38/cN/x5IAvd5fx3T0rWs588dnxguiKoLovsajM5yC0tEWxJK4JOasOgJXl0FJ7g5joZ4ImrQDgfJhS8m6ytNQPQX4Tj5mHzoo1SObTpR6C4mVE3fdgoPp8tekC25xdlyQv1s/8FEMxv9V5pcKjF1vDncBtFWFVgjgXrxvrvuY41iKFyQbGhjuEbemsywjUg9FBgBer3dkoZ6wmiJKVbjK2i8MdZwctrp2HfCEqA5OW8KbtcuXcgHMrbSmRUAA/nu5cpgHKSAXelibvXrrRVL2OYw/NpkiURfYC+xHgLvoqT7qvHV4K0RmYpXio8qz/x8gl2kMDFeJx3cWsU+m23g4yVveMFJJdnb/fdc9nQhhoAws5JE0gBvkUW0MYwZT9JBSM1VGkbKyMEma7HCCgUAZ5SoCyKYvPid1MjNQXU8M5rCiWkFNmHEr62AmBVBytdDCWgO+pTuxpzaODrUhxlcc44sPDeiGuwCZHymNwwyUty0Kfx4fITNfdS8QFHq8qlg1V3UESAdsWYkl+dtpIx6+b9eRhp46QlGLadjJb2sC1A07a6Ry2dZZcS07Q3bsf5vaExE0siexSCRFCcWksrXc8zc/ITzviMvRYP/kI5x2bJGEEXmCHXRNzhqBWpT0pLLkILObyku5m4a0bTDGRO63q8BHj/XRW04XVTMAU+N9Kr0lOP9+TPUKOi25Q6XsEdJk5sLI6WrDAiPxpv+QIBZWSPz33Rdc78Za1wr+rI9HuftcWzb632HbudECXWUz2cTubbd6fO5QfNZd+Ooy22Odf6+Vq9lLEsPOK5IigbKbQV5RwIFDqIQGRhB/DEEp/iz9BikSH9F9wsHL3xHuEXvGqyz1xVHShrTAHmL34GvQmS+zvTPKx6H4iwAiuhbxhoJECscFRoKqRrpFyLGke9PFZSZqfDI0O2uLUhX0tIVJYl1eVEJfCXSn3isXAQKDBSsRhNqSlJSInJq1E8TFSN6GeIO09zF2+yZaTldEJQnQR9hyv/9g2FFoYsnw4lQ/+MYDlVR3PLJk7016+s5+LnRRtxmEW+s5gwHYgT1fQfpqY1mvdieFtusKYDJlpndYkBLd5pQspdpRM2UBIgXpvPJBhcmJEHfNA2smqVBGqAeib5EC1BgPSuk9MJREY4vIFvLbppr0FD8q5gUNGSxBqrC7VuEarue4Voq9QXBKoUEyrRUUpMsjElKZZiPqPwbNeew4H6a5keoEPUaD6lNmNUqbWAFZjD+JuqIjGQGibvt8HerMfKMZO7WtssXE/LJSrCHZD8f7vWS3gGfURQ0TsZPkeLnrLXjgmvBrqbE6BUDKqI7rQcUn+0tN9DiZzuti6qUiZl1LT3EvZCOkGZoQloc/8LcXajSKje8m2CdF5E270quPqZBC5uKbfecUR6GBF8nGRjExse5k09kmEZUEFmzA464Xq8+cxIHSQ0q4HDyUA5EhjuSWpJ5skb4E7kwaYqzelYrMotdxEWDhila8EQ6WXtkmA/iWNKk0jK5nr+fz7lgC4DcPT+fn/fRR5qOpByP1+t1jnx8PkbWLbjR/Pzs4Brv67gbHVbZoBFZ+9/t5+rJrdy6sbA5RpLduGHH23TeYO2RdS1ysmGN5jWU+oQQkxF0W9E4cd/AWpyQ3h7ZTFFCqivmKtg3MGaUz4hwRz88xgTz/vgA8xzZ3b13RWH9aAkHt5wJxevdBzP3BbCQN0lC/VpAu6uRoMu5WDm6cu1VznFohsapuDkS7SkS01oX/LskhT9efJJJ6SGsUxhqVuU2SlgiCxd2RFbKoPOGZk4PG0giS6LLM8h3sq35M3GfT3ehd8VrhqWxJX8dvc91sXB3ieCa++kDFRG5zI5jGtecObZvj8OcDfW87TaX7rfbtkrJ5/22A2x0PzC6vrvNC7RuPweM82OUlIG9g4Sz0kTitkPZNddMcXY9NyGBwRAUrAYPca8QkhUVd5npQ1Q0Na7smTlruUbU1nbbmw0n41ftlpjhAFbhW05zlIxjh8dlv+0QCPsxHAa3Y8o215GtcyzgUTr5qatK/tySuZQu2BxNc83I2IzclZhEcmVA06F9DmuFmT7g64EmhaZaKGzMcSMRZk1RcLgOQ/NQReSNg1tao0KN4xkC2CDUyYYiWBPjjyIKDxoZLTAQ6oJ11cjBf8GSPck1lvmP8A7HVAmvj1OIgEQE8dVpXqRfKfpEMlXO1UT8iPQpsdZRu+S6GLevzOycDpSvgFTLER7S6fQJX6m1tBnpad2UJw+CaBgVAbGMfJ3y2MJZ4/mV8GpRkvCFtVWdql4gBK7bT/VwmwrXEPaqh2l++79MrTk4vyFMLBfY43U3sPWxkN4OqSP7mK/f1xa8CeWLUBhb3/rz5+exdQqFPub953m+n3Pdb2s/7WvBVCf77Kxre79m6gJnEN2ZxVXrZQ/BBFv6deHanqtXUz+Ju1xi7N8etNQHGvE2KkIFXGpFflG8jtGW/OgjjLtJ+UtVT0lLBYTA7ozaLqYk1UJiyoEhrt5wlWAr7Qx0aLBhq+tt+bOlrE4CW9ABkjpJUHm+5HMaUQG6LN4cbcXyk6GluPm4vsxhGezYWARIBm88xQ0xCvIfBXzDmmZ7ZtCKdnF1zGGvmtnT3cpxlXkrwfNKIvKUxcLNE2UMIeXEVkEdHqdASTHEMhVZPIYlPSn/sHU1is2bMJBf24mTNEnX7f3fdNXpjlu2ed9KbDAGjCWEpFPM5+f3Y591P57v22VcfkX693npoz2+X2c/tvkryo/ozNf7DkZEiagfB7h1KGyCKF2hzC8lQU4RuRX0SucJhhqaSrT9NwFfZ0DfKZcFfcHL+SjiI79e+yVgwp8BILzFDvhlznH9eoxK0NPS6n59hK6o7efj3IO0n7et9mjYCRfOYEhcgtSynImN65IKtnqcWy2E35ZEtLcwVjjFhhr+yrwdsp6sFJAiqVFFWhoQGY++pygRp/JgiMP4jpJxYCMhuaukaDxQlCyHhoC+W0iDrBD8YuAn5JpCoAzL+nqYb6mEbeRzWmEpOT7wIY2/DdLWaD4rNqNwTFgLRhVClRQzyn8S8Bt9ULwb+S+tA3lRA9uULzXVe8IdwnXm44P9/uMGlUk63vQzjC/TPKQ6aGEUFFQkna5zPZzin9xcKlcAHW2zH+ckT51TTjkCCsU3K3wKmVIt5HTygTgH8yQuRTqu7u+//vzzr+9eYHWBuYMgXHN/fG0Mbxsl9+/3UaNvf/ycF+KG1zqw//bHM1Zw79vjDsOOx3eYd8/tjnAQ6zNAg2jVpcCZ0tAZF7JwWUDtLQViI7qWIikhXjh/oKyX0AJwSlFBGD/0Sm8OTRmpx75k6LHcqpvTXuyrXJW6PomlHMyJel+IOaf93IIhUlNspG2IKpEfjtByz23SoKkstmYaOqnnYONMwWsV/bUDMsYrMrpoaZXFc/wy+K5AWc1WYWS3GrXNpU2njxJMvwDsIg/tulB81RuMPVKqiFADX3xaNKO6uNbUBaLhaYkno+Y24ly4GSBjsoVf0LcTtVFkQnVpOUxgtJ5McNy/Xznvjw0tPzZQ3RqCRQ8PlcgKiQgBWyO49wjM6/fPI/buKrbYFKCW8YfwfqjewDSCRAQqtB2RKjArWC4antrOSi8Evk8hX8Hxf/9ljddLG/txxVoCuKRzThorhCw2anZpJFrOnt/QXqrijoOdC7rGnrjyLYIWC3q/AOt2GAiaiQV9ArICyayQEu1dnKJKpOQdUhWOPFr+bcmCkvBi70uAJIPRxvkHZRNyglcHiTl0xcgXW0AZOuuqWbSl8NZdnBtKChQSFSZmMN29BJ6nGJUqTz8vQ0BoI1jE36jiRqjDyNo6RH41vr6YTq3W8LOhBJIxUqXRsOyNvFQ0RhqlTQbEgnuICTnB4894vJ63XB0M6Shwo3wWyXHI/tgvtcWxqqkXs3uejmUw8qHqqizDpqrzLp2ybXaTdnfj/Wst9/M+AM8zYDOZCL/TbAgq3PM6sX0eUfTST3cUaJkv9/t+2fbbM3Y75hz7++drRvjWn5/bfkRJksWl6JsCAROht+HIegvML47yB25Lau83kd3hnRW5KKtf3TUVTTxNQs8F+XVppgjTBMsbP0xPQKPFzD7wz/0XvXQn0HjyUlbt0iBJPGNu4z1optx3Ju9xJNg4SMGhX5J6RhAy2VGyYiM/iKtzqSgrjMGvmUg91FF+QKpJ/ywgBC6UWKqvM743dEUxZvSO3FjqvaWp40F9lhCQU8M6ShHULZ7vwLdVS1dDi0hxhZyFfBqc5RT2Vm72XULQgY6oFEfQP/pAugVNRcyudzAi6C3y+2OFRNOQpymVEQFcr3GMyZasUaZefCd0KhXIPhFzyV8v9fGMQEThnpPyZxncJyZO874zYHepCULzgbbAYwUVrPJ8J8kQLQ02DgnuEPr2rgit1P4NwKum6OLQwGAvVFEutoOb4if8isjZJAphR492Li0tPiJP8Y6bYbRYvRVNVj7xH/hX5NXKXLIJHkO3QHATqzOoMepElALCV/ESXKJ5sFXkpEj0HLLfDwwtucKhCM4N/sjG/Vu5RW4n+a6I/6G+3uQd2oUZZZGExTCTLIURjPq8EnQN0zwc48qAqEk8Fy4sRLMwPgLbkoe4YLmlRcvmSa3s9a3BxFvxvdVrF9kU4Zx/nOJYG1T3xz38jKEkXzZjA93iwa0oQp1O7rQVsK0dZvMhbrUdOEuz1dsZ+28RIqVEUeONGuOyCiehktQZGfiD4ZuwlB6FVBa3qntc1KjvSBdOkm5b2/HSz7AphpFx8AT9ESigiAZfHX+prPqmDL8uIwvkz2KTAf6OTCHWNWYR7kFrlkQBRf4CLaNmn0tHASsobWQu7FGkrItkXm0WwvXqunHPoFAmgeA0y8rWGriRhAxxQ42IO6pmGk29uIrIGGi8HkTIRTEZmoUSi0yYBEVEAr/UWFvpuXrFmEdX5bI0Bl3MNuFeYvMIYraRFAz+CwPlBZWaEmD34XnailcwQlHjMBI/oWvfbWivSNy8oxUYKlFWaG65RKMDgpR0FGe1COILSZKxxH9ZLRkmSkNChBDFdV+ww5KIyIjQSLTK/sPC1gaFKLCzk0kCXXvijA5B3J8DF6KtAXlQvvI40HYJOjjLyoRqGKOJahfeIf/iyvjAIxZyHgow7yN4vB+Fq+ag5HvKF/bWR4sw0/gcQzlGD4oxQNAlN9JwlXEIsAU5lSgrJBHNnEbfD19eLl9wiZIRj6ZUgQYnoBSg8hEadWKdEivT6FvGgcYZu5NV9u4ystLOtruBOmxTJ9EU52tF5IJ6JI/JJFKHDIUgHmttDI30clLRgA2hLBmS/GE57olkvCFHQMCXHR/6uHRCS4h1C7Xdi0D01B3T6FjKk6xjdiajM9Vi4ThLZsJLxpsW4V0jY66AbAr4yiFlofhPlsWiOFeHzDONaOG1fea7oVmBA0KYVrhBAgZlMT6YR1fzFtlfhwvxKUrEOE2cWK3SfMLKJPswtJFglwz+reXdB5J8DJZ5rpGSm1MCxRl+2m+By1NBOkyNGfmpl5MkPjzyfiukhdbKkY26jM2vaeqAf5bg+ioxPwHoWgnCSrW8ZHdBknLNYybMF0dig65myqFJmvBhEFq57E6RQ/ReniXV7TWqHA+NZNVHywYa8JwPL00yv5TucUFSanSxfTIicKIIUeUlQJPrahPtpphCvG3k5DWIRPib/2ufDhQaKf+RHzRlN5Y1Gq5kIrMiXeYFSkRmJyigGllK2N/sgMqieeqQ/rfUhPSj9vVUAz9SeF/8jxuFVoVVNl43VkpBZCY8Te0Q6uJu82cMC0f8qshkpCDZaxKzGgcSooTW7OEopjbmFpi1WhKiNyYQee61o1DivAZ3kAid8yu0SiArFO5xl16AJk1mSVRl0/wOo8FHJuuR5xXNPGdpsHxIMQfyE3Y1BmKLQo08Rob3JfQrDcaqdwZMxx2qradviZiEhZpOS2xhs2PQHOCLlXhYeUm53bu+JlbNy/+6VuaRSKBQLplPNt3w0yhLQmx+IzofV6UxsRArP4O8R9BsDpCC3uvb07mpOTLQAlIQXXV/SMAcJEmbAmIZak7WyqZ8aG+Vhz+8xs9SZ7jBewt5PdVjWPeJulXLReZvy9N+7epL3l/17QsPloIHOm4UbhGSIZvdUdVb7aYWy0esndvb8vvdR/WBS4rwqtAxtirFFxD1hoMDyJGWez68OiRbrJ5xklpljQU7Mwt4eqkUD9ZSe7QCcaPjcCgvc898koYfvRR7YfgT7ar6XVHDV/FE3OfdhUCIoD+rseZaqdf72ci7OGv9eVRCFqYsjhX+4NCTpi/cPp7KGoASx0AtySI86eiPYCyrYVEIhzEOx8deHOtH/5CgGUaxz5Rb8vjcRXbkmKE02uRoZJHkE+QEpplNFbAXntJDa4kABRyu2anD6zNR6dbo9mhpQyCkRhX870GfEwkaKSPMr9fr69wO2ZiV69dXWuAXh3HyGX0FtVKUYR+fZ9bi79ieKEYKLdJUWGmFI/N0F/OnP7HuFIfOvGgnIBCt1Wp+G2Hk+jg3caIMgBgDHEiBwXwAii6U9AYGp3rZMfJJpo6F6P+N5WiV17S0YyGkkf3kX+EQ05kKVwSkphhHPszw7HApuuhIOpYhOC1B6aRSIRWwFGH3FV2jW6UlIgtbS2DQq3YjHTwP1XUV4mYeRh0pqZ/KiuCxlN3mlzy0olZ5AaBVjYMV6ZwRACWB9ka7GMewGCBoVgRLDYopqffl+EOCrJUdDr+EScw67gkSV7BpOwLeIOKpZFKEvcYVep0hT53J0dJJd5BWADhD79PkFsJZCmFf5N7Rz7gfADPu2xLN+woN7zBASf94UJZRGwrO0fieK191SO/x2IbaT8C6sd2/Hte2Pk8BzvmbEU3r0mQXTz2mrciPKN1XpI0tipo3MEMQUXxjqHBvzY1RERI9txVb+tsQIdi7wWAT6ZEsQcOBHdIHKA6ELwBnovCA/OqgGwPrzMFVniXevCvOJetYc6SrKULhfG3MlsoMMXul1VvRtJfTLfwtgCJK5xa7zOoIjq8JQWLRMA3WzKPSDxWjJuqCBXlOcoPpLryKXjvkTkVdWx68VmsQrz/9BR14a840T4CxwoxfCODTjrB5sRaDdnFRO5cs7DqR/0lU7cAqoM1BdQg/cqYpkc9Il7eukayNh695VxVNltyH6WbHGgoceK5Vu2JEA5ZD98fr+17+CZk/at9+XSy+X697CEDn7f589A5w2sdRkw0tKmsm2rtFiLZWyUMABHLEs1mZABrlxsyBhRdAJ9ivYD9oE4hze5MigUaAUouUB8l+5pRL6yLpjvKaNlkOjUTHaTSYL4eGPin9SYAeBR11GMlC3XAZDTZedotdLxcXEYpNlkWyseD+fpcrsBSJFGbScXzF4Va0o/YRM5QaJks+QH0DabfUzQYlkam9SE+B7mjvHg8URq9AO5B6X5K2jyuvrDBKhSGfkUfhQNYSc4ZudGb3e6Qor1I4o/BMOwTQNMpOyRBYumqv0Htp7f5+bhmhddQEM9QGdM7WwBIDPNlIS0y4I7bj9fPiFBPskhkOqYjBV5lf1pq1pD8yMjB6xLIZyZZHDztVh4uqrY/+9fN97v5ChZFQaAIxko95JcqhLjZKyO43lIny8RRtHXTSNIpKx7ULa84SEazmjoY+ms9ymYSpIAd9mZU5MJNMl+vswGjAo6UvjGFF+zEE3WL4UrWhGrIVTl88UE6hnOI8R5WTktvyGU25OokqXr3RtfxVd40hl4PTFIe7rOgOoB2JV4vhhuNMpPQ/Xd49mhpwvBEyUFbP4qVPUm6ec3oudMcoKQcEPGfmKptcAkXoo4Q6kEnF5vXy9QbY60E54PL8GvsUZBhSe7LmGUE8W7GL5gQyAr1r6fuC1tmslrVVQtOx9z3zCUD9mwKjMurjdbpEwX9o5n/gmD56QpK2QGuXOkgePjHxwgjudVsBxcnW5hEYc98/z3q5v+PHaz/ef/ym7+ue1csBKtIPEDw0DJuiRNdEPnxKMp98sKvjXLZOu+PIKQu1E4hPUtjUWMVFHMSJpR1nbeRWRI3SYHHbHxibvFzYoMI3sZxa+CbQFr8RqpYFS1uEYGGkuKy9sGUMIoycItGWWKK0yUfj0r+JfkORxplmNrrXDVqIWZ2jTvw8DDy+n+zr9FA66LT8c+myigw9YsnNNGTvhZhuOKULFRK9bTtsy32yFwKCEIsUpUHLObSVTZpsqHZeNUdwh9xiC+FoW6sYmGXSho8rhYTpHbcJULlnixAlCRo65/UG5MXt/sBgzPPEjnO5XS+tjQhOEE/ef/2K9i2rQH3HBmKGGRjpMVteiFxAk6bsOjVIvefyBfMN1BsoCXLY6NwxatKRXtrrOcfskon2837sIBo9I6ZeD7AKrjDbdh47vbSI1gs2NK/XRZ6jNQTSEkUVSkk45H4wIjr0zPNonWAPRcEDaDvIbQLG1aQGCHsn3sEaYERhjoFlG8XYkowo/Tbi5txyQ9UyO6tNav+RoxX3YGSE7E7jbuo5aJAoVvKBI51pCie4DxNUOpkFHVIdaDXLC/Ckq6GoLSehvS4q2WBNFttzZZvfb4MhZRTjkgTlyK7Yqi53Fq5hMkWu5y2ICXgt0jpqXtVHmgbN4WXzfF/rBjdKuMJcns+2V1EuGr3QrZ0PJIcR+KQdCzXbSYhJlzUlM8Pn8rasRgE1Kuh//UPtEytfxLWygyhHv1MQT4cMb21ezuejjrwm4D2Q1DIDA72PewTGeJx7v56BTb51N/j/O4J243AHALHAeUBPVTCTtfrom5jCZkIrKPNaSNnF/NhJ9NZbk8Wo21i3NLpBFwGi9yy76KvtDOnBz39saDIaNpGshil+ETBDX4VIf62k8bXRvQlccs1C4WHkAGE3Mj8neYoZK4RKgUmUQfprqVgOAsbXekI0lvwpV5N2bLVjdc5Ogo01yoTQq1d+W0kLlrfVirrI5vENiRAS57At8KAqvieXqKr1Kso0Gg9yATjUnLSNTxmzC6Xbi04ggPe80f7owBK9/03WtahLa8JAEFDXPZfd/2+/vv+btpmL09NuLxwVURATQyaTL5AifxYv/BrjCwGsY3+94UC6Xt8wl673Z+G6K5y0xNbx+cfnIeupbnC/TnyIV1mG3j9l2V+1H906sW2hMdcObA8JY/Y1sbxFM0V296K8NcRhG8fxfh3HauaRnee1Zr2H50Bm0gXFs3U9xKJQmJq5ih+CYb1/PA88NdnhXm4ae4ddKhbz81oFctPSHPgRYBOu50VKQ8ItUGcba5NL/l7IQpYSr6HZeVXFpNUVvSIUlpnnUHBJSHdGvF1VrwcRMMIIX2TrBiUQ1mYubl6Bg2sKKWV05dISPs/jnKXuMMFY+RkmsXDuWMotXqbwk6mjcXgnvvRemxo4M2hZN6fbSbyBCdmm7bxlLk0vZLiOAwDU7s1Rt5Nx7VdNBFi/lWzj8X6Nw5SxUzAjYSjCkyWCsmB+khiH3dY+VuAJ6lggXur1vY+xJ2MLVAYiUtxAqx3mr+qilcAUsLvMeXXWzTvkmNDjmPdaun4yUPqs5sRqPjpxMhLG6mybgU0Gt57k0HxKGnhxjw11dijrWenD+MKrw8kzubhIW9t2yWBAkgZsaO2RQk7pzMxa5rfImfH/w0gZR7nRziY85YTidiLexM7ZlPxOHigcI+o5PHCTQZLpOr8MNpgObEITZQrEUw8MAPsAHgB05TTrWmDH6nNCbQKH00CHE+teXDF3qF1OmWyGbcgt7PV0BTLpKbgTviTeFLP4oQbRUFrrz2TTVNXVNnDKTbUtqC7aEyQ3bzTaTBjKlJMBZoXsXi9qS2Wu4/j+BiZsXWdjXNFJK/9aiNHdTwrkNsHhj2heKqK56+NNwBmHHTfGBGGywUJS6PjAtBwbVLzqMzeRGWq8zgg7J/INC8xURPxsZntwI2FMIuXEQRXHlqPnmJ2vjlfPHbo8hvwn4GHF5Xmj+7WXlrkVkQKAkI8ImmPCtYIHfcxFKJ28QHgPtOUpwz9FhEpC4CqCemNle4i6YyrUlrFs80gYUbxF+hdVNB+DjDhQR6LPJdQT1dGKvjd4yu+3MrgLa8G9vqkf6RsDVdWJoqj+4a9VLZl4M6vLKptcVi3NGammfIa0koPDnH7bu/w2UWFdltN+1tKcMJ7HscEiWgcmRmDHHAC/3HFVyqObECI5KoKMyq2iAzJHoUQcBLUZsZ4IHckFXtwKaT5f//y+r6bPanIF+nyOoxBG5JS3M3YsZlYI3i4uXaaVIE7DMDwYjsnabb6ldIgDOqe/cTxtUEnJ0jRNoby1sNO0wu3lWlxGAaTy25nMJJzPLVzQG7d+0maKC1pNBVj2nxg0VZhN92zpbPgRH3d8VFTzZWwnhsApRDHYdPXF605aB5pExq5zmO6PMixloLN2kOP5U3YPBg3ewMsk6LsnmB4BjnsvA0aCiHL8j/cMg7UtDliL38VzLONqohtJs8AbcvdbkF51FlfdpTTwH+tQulGhOMbL0iTQwODOuFVncQlpTsGQ/DTDxDLH4/h+PRj8NrW0oOlaT64goMKO1U9JYGbvtIjGDRsQxaWwxQ4MNCs0o06FVYerf2Ag4BbqS8INuZH5BGdbbaoFqgsooseBQRbyhsyb4CjwBwOdP1RCDmCFCMUwYI+8cqOL5//AnDPlxMZXexbXXNvY73DNdVhE9LIrMnbVl+xYohTh6liga/4akf8HPcMMFj5Vhq5BlpydFo9WUuKW4EyAxK0CVB51hO+dfLhSuLXBbQqrcafiu+NFur8CqqXqjhcmEyWK1XqnsjQR4+3MFiWl0VHctZZ9P9jT1s7HriRjzKS5BVS1bCxx2/xUXhzv4aVaaAI3waNdScwkXsY2eI6oNukwgSI6j6NhrXrMvj/e7xPRnHZVZBne3KreRitcYgtZHLbJGqnaOn7zazVDCVCvV316EHRR+4zqjupfLIlgtfuf3++P6QUyyv3QF1TzqDk//nH6vPpBVYT9ATww4RtbcBSR8Ude2MzP6YicIAk7zPWn0WQH0TGx0qJUB/FT03TEkFhOO0HLxv1GSHD5PiOvlqBB0QwNc0wJ10iAFeecfUS6sklrzRxax0SHrBv36NhDhW7aWQMNj0abgZkccRFSC2bT2K5ngL2ArcqqpZABOhnx5MVY10xo5KVneaqqvtb74sG6fUQgoDI5Lnb7xbJrdTg/n15DcJRqaY41a0sdxhF1EyebKH7B8eX3uimfkSrXlrvaIUFuUE+zPTvs80nsQVWh0Je5V9fUEA5PbWEiKKEe8/V61MrWx+dzrB3kpzWM59fXfhRz/OdnL1No/7weR5Uf11EekO8/v+a5F4veoo+I0wclGPCI01vnEj2DhMeOJ+y3CxTagvnMRtFKOWlCToMX17H/eh9z9OJXhYw6QTY0+3VBPJ7PC9+c+/MC86YT4xX+jQxAjTe04+KzZP802IMWKm2kxcZ3JFp92Ef0oCLqz2tCm40kV55iBTXPNTizE9Rl1Aj9UqzqVPc9qfEdLwCW0yrNZbdxg0i4qkR83dpvIMhGBxthNM4QTDc/X92GdK64KuYtOV6rqbX3SZWS5H5CnWyivpBBIh9r52tJbWxGyk6uRiRBrwcP70dvTICIyYZcs4rXvC3YbfB1a/J2bOvkQq+ypckZQckueAKd37pmNYXV39kRtbpKalQaW8zIE5nZH9/v9WjHtu8npGElxus7HjPhMlJ98uxWifsKBbSFHRWNnczxmLuaXOMNBQ4POtRXHHM0Z3ZUNEmoHSTEmI94n5f5x6we6FveH7/++vXxpIa3FkhMA4dPbUj9aAATsSQfu53kYqZMhj8eJiilOZ+xaaKl/eL3wa5mjzmuy9Y0LMn0UbPoFD2p6gAIgPuFc9FIy+Gs3mIBRlOh4oRTrW06f+MjQDUnUK2SuzcIGZRJhCVHPllsVfKeKNlNbwSRazog0+9yLNqG6wlftHVsw9tSYnFschWhOXvyUdFpBsZOvwoxMaru2zc+RzgPjwG2880xgGVj6xg2Mc9twzgTP5Rhx6ifEKEdIj/la26gUhMcv1nVCA5E2TCbuYeYyoXigLa6PoJa481tE2ohYdHEPGStocs8GViaG2Ou799fRymg1+9y/hzX+9eJxHi/3+Mxq/yGj+jzn2rFMQoS1H2dF6jekC617u76fNbX9Xo+99nF2TbGqG2M0fUkbTleZMATxqC7g4ZMI/rY7CrwHEH67sf49TrGGkdR2le6iu/39ejzcX5/zVakp6+vxxijSE+PpbJG6PlRCqnIuGvt9jirhCznQlcpPyo+KBWhhMd5rTanDEGnJK3bKBJvPJY6IY6XAfsHW8eWHEKCWtxTum/7zqNbYsr19Qd9ZJ51qIiWACzH8jSWJl3vBpzJhNYsNAtk9cRxE7Zy5IUSGqCSOEP5ot655JNMzuSAPuHiW+7Owl+a5jjQNaNxPPT2Kq0lIdnMGwwDit1AL10dn5vGBeHsYdxNzCYWJdjOrk+M+NeXffrjfP/+KH8ZOZz38fz168NwN4686cXMjdnE/W/wYj6R8xVvzUMt5tKuV4EvvM2TlE4h3+Gkdo4buZOYyslHrWCoxlHqOo/v1/V4lHjEXuHoUDibQw4sl9plbCG9AJhE7H+KIXcfhVE6EjumC3TUDPHgyOFPijefw9pmQwmew6jFES51sQ5razSTNSkve3L7U9hqMV6eJY6MjoZ0DidpG93lWYv+BBv0ngabphgtDF3E/oFOEJlqEEExYCgI/ntDgAxuDsmiuE5vWkSvNSwT+vGewxJjelD5iaoSDF3U9NvH3oOcVLH7U/DClkmIAYCS0ZeNScIZ4jDwpDcztiqBGCdW+KY4KSA46YDpXmTbwo+WyY9miNu1SzfcjFL2VepEwKKP69evZw38eRGMg9cZyb2xIrfOASk8ntejVoiuJ5ZIzzcsIvDYM2HejmcGcwWfpV2WEWfbeXEQ9rMDJX6y/n4uyf6IYzNI4c5l5tWQff0G/GnsJ9hNj+fHKmT5OM8G4fVPaRtULy237zUefF75RscgzdsgXFOZdx2RV/cb1FyTHppbP5+n4AWmVAAFEVMUEt/CbIkddgwTglcdirhZFojjvezkQ4om/osTodfWtR/6XgBIQcSpjiPiEr8Dqu1dCpSgT3NkdYdIOxesvTNDqR97HCEXOidGyeQ7QoO0xvwX0CbxmqCetlCKT8S7GC7MDgqzPrcQjOqOkpzMgXWOgIsHZqODk3uHvQFRFhF6VEXz+/fv75pznvtFekpAMJ8Lrz/bIExGvaWhjKPy86Rn8klYhNvvoUOq5WABbahMSAx33iaPrBWvdIVO544ujTsA0eR47DyeIHSDav0/iF/LZbUDGA2Fh6NUxCvrmHoInJB2oCOOu3fD6kAYR+HiUIfXyGChGQSoeR2REUX5GPZ1MnQEgjlwKn+H9iJh4J30HWkl/+oRarJj25wIvFdci47mwXYNvxlLoRK5t2mxBMnJF9woAjp9uSrhe5mB+OAG477C6CYMzjCY0PaEs838BpqDYLNlHYbuOrzMycwSYuoP3SB2HfW6Ydr5naUE4TB4dcVUqKhXtTXuZf34QR3ul4G8BjoEgKVkBM6gq3vQfOPEralGsXYUNS+XpZNrH4qhrABlKD3I/Au1sB3IH/X89RtgBX+0KTpI9N/waQjblG+XkC2Y97zQcwEeznu8GNNLo5z0Zfu2f/9+P3t9R4naGt6qCTCbbCnKI8vA2fIaa0QBr6u+M0Eb/lFWPktJfFYANTdjEYGFf9JYcVog3K5J3vRaEAndpx2pYcrBvLnpBYyiuxl3hE4JMWIZcbf9E7LTUPvYC4kypBSCdLExjMVPImOFR2vt2xFJPjp+uOANHmMttMl6IUV2q/w75JMJ285/AQRpBHwk3AqW62ggNG+5WCB62L+oqMLmbHsl+eW0HG9XCkMbQk+oK+s6SYVtwonA4VF4wGOBhsDDt69SO+JfTzuolk6GOPqW1drP0laK1AREHlGmmE6qxzOM0vO5ulSOa7ej5xK1D5xyqIo23yy7ZzCROxw2DF6IseI2yV3DkyM0aGHisqEgHe1jpkHY4l4X6CDTnbUtat18SktiU4rmWM9USmr3zOhw1nuKqh02nMlCZFI3guWOuM45nunWLO6CZnN4pbydnPTx9WMkMv3McR+ELTYToTnDgICrpxu6nF+70FvpaeVv1jfnkUZYyDpHuxtfF6CRgYisEZEUzmbuuwM8LTonwV2U5xuMd/30khKcZVFPjHle7tFl7+vndyk8c0nrkf2egmOY81ji27xt2PLnOzoGPbNxaWcN357JUfGLKK1Cr5rtcb10y0MduWZo2GQ60TtKWuFs5+jt33FEYijjrMO/+s3DGkLQNcJDVCsYRn20EP124CxT1rGSSlOL6pNITeEsMirzbwNurbw4N7wdCItyBstekd4MLfBNL2VcaCj/8vtBfdrV8i0BQkof+JDkX0yikDT03KbIh1225okeyUC1zCpW1k54T9CH6WRaqIBsEomJGo8WeBL9eJjzUVf265fM+wlpj0mDg36XfTQUauaXwKjrrMAi07R39jSu996q6f5lSm95JAGwW/JymKMrwyidn3obhfhfnSq7Lni0+0xum5XqniC+8R6UNBuQKp/KORwiEAvvfH4YkORxFXnCmFsuGqHmsWetCHnfb/7QRnqT98MmS1Cim2Bjk+2HKCU/k0vem9m2NwFLIKIpxPliPTHS1AoJ582bLPFHH+pUp9cUe18oE3oQqCZzrOK2PSJw/v/LFAzlMMQCSw1T8OOhJUNJVDCWjtWpFkKXiKhczKQvItZkIwf7xy4b2m37T3BoqSK7yVBx+leiPlUUk8cC0A8viKP0CkWyrw2W/NeWqMtELKBjLfJYHSHsbVANObqKWmM6qYzlUJjuvE2mQ8uwaSRw/akO6unoRmBYNdoOsYgAVYBIk10s29qPweFBk9EoxlEz3NUrMQwejYmjA35+LWnnQhrjtQENh+ZGjHgrg3D6eqdKM4kGp+w6zsIe22aspdFLQ/e4tJ/Mn0EyRxobHhgGUJWhGrTU9xul7XHbEjrf58QkMWGd294ckxKimb6yVOU16FkPcPYYG0gtJ1iZ8+f4Z74sm35WoyEBk9wMry8nfB0Pd401gZ5gCDVj+JnoPZw6Tl3PlnFz3CerXgNn6zbWvsBHyTPIhkxCnfsc9nPF8ZUnhOnmXf4CH/Iueg1LR51EIR0y4vmHzRR7hCNkLrOkRAyhYCxQeT6h35jcN6o0Jsn9kpqfU4vM2NelTlDke8Y0l1bcUei0CHWn5BqK2WZhJeV9k5dKETQuAo1t8BfWUBaJtqPGNuO/emJLl083nyZTsK1c0oartpM+khowcsGC1TdiG4VPBOfbXM36Q8IlMtHazRdHFkyHQVFHtnBtm97MciP/k1RXO8m8ol7mdZCGyc/Ql2rf+lWVYjLBUT7/Q3WahGRiArT1GBJcLwBxISwQers37n/CzTx1/qqoUkoYXcGzLXTwPBRngWf6kPJXpIxFs8dPtKd8daoU+vCnIoIJU86vCZA6l0VJpV1NRFq3WEQ0SQUfH7QBpz6kpwxfKyJD9XuWcXOH/Cufdsmk0G8rPIzU2u/trNLlOjGRUFGiDECkfMdjopjLIamEuKHjrud/w6cfN0H22/mSoTfYZzktVDWHtbR0Sm1iF1HlAjKNn96hHz+pqeP5+fmxDkYcwxtwnbSKMm/l9rVou1dF/ELb4mph0ZWl4m6rJRTmmLMDbLIpofRrl4JuUK9becQfFJMtvBItnK7NAn2Nn0tuQVKosWUtivZYz1lANcCU3ijpr05Hh7sgVcd/5TY3vELvNZaeZdravA5ZZCMm2DIhtG/Qr8Rf4n9eGiUKrHor0CfqO/cntvTdHnM0X7i2s60MPNWsHB1blHMoESx99crwJAeME4dh0gBzHgPqxOgqx2naWMtKokw5Z0rGqajOIQhtuz8SE52qSW+qOOuhpIoaczo5/qTFEh8n+pQkYV6TV3c2TpwsqNNLT2wro4wQ6zKMh7Ls6XKjRXJNRfPnW6tloUYJTOwk3+DngsPJmf6kO46jL/+M2Ocr6SWZ6CH9ADW9TnIj2Msfq8jyS4PgCBqUKDDxtF8vA1F+t/ap7XkwUZusqu36LASeLoKSjy9EjE5Tw41bMIfNXt9fvO3uqzVygNPNpI+jAiXMw4qIbjJgET4++k3yZ7wCfVlNKHDn7uYFpryhwbF4SQjlGvEfQP/x2074/3wy8MeWyBzHl0MT1Z+D6DT280dIzO1WMbG0t+8TgQhyxvysFaFWlvCTXMopxWzLh0shXibskPEQGye8jskunpyd9hKEDdrBTTft0MA0ZuSgzrNzZbd6if+/9e/ff3yvw6F4owjYPoBjpfAgiZi/L83jYeiYA3KdZQei5+7Wwqvr9Q3NyJAc30JucNK7IWmTEBC40xpjtuqCg2JMLmpIMPLGnRPXoDrHy/i8tG+J46yg9sOZnznPyLi6wR2bKWmh0DAIsibdMXbLoWv8TNCHuGGa/ia1oaf2KY64+DRDlogeFFkpJaanoRWV0SBaNbTaiaPL/0HgZVECAyb1QKtaz4DAMPrdzGVh+KTLuPC30XzBxY+pA0rTkRqQztEj3CMXdJFgyEQLRz1kLRGKgR/ZSJfOVrbrGHOD8F0h90MDTl9NPESQGIZkJAEk2yRMjERCfN+kxcC6iiVtgnnCZoLrDxJ8MuAaF+DA2lrOcusWh12pbQL+7g6aubWdX7/eH5MUgJiXtjkUQytwJULjwqu4vhFRB3vQ1KKh9bazk5P4h5qymCEfQ2CgXbXthoMNYfleNed4/f79+aAMSPTHSAJIsas5/kWfLB5x9pvp0gWtwk0KTdfaRNOzkyDu+tjn/C/79jYqoLWq/xs9QKmwRLcrDU6BSVYmPgpNZivczp/6QXD0QAOL0mVioUl1tokKBSnHvkVSRxI3bUPw1ToiOlIyg7aNr5jFuPFr3a8jb+kGIYOfciNhG3pj3W5ZLUhHdCqekLlJWTZzzeF4ZLfyj+SznmYYyjzHiadvDw72497Jpoj5TIO8KEBX74BLIoKgyuVk1MZoFZPCewFscpDvfLzfSL6dVFaUiwp+cFQKNSpCMbib2snEWZrx6q98lNKdAQ+rHsnm+aIIvK7uGkwdMliKldg2FqCjWQ+0lphddJjeW5odwZOrT6yvGx2Ok6J7100Eht+xN2hqyCg98I5CTxaKhlQljIxh1aE82uqeRBMxzbZhSc+GG6XmUBCKjG3pQypBEER6T/0p8P4USLmhJFSK85kPXirJBExmA9Kk4ll9Dr9hAswTPetvGpILDDu0JcH1Hug315olpkRXQHpEzlEDSVDijTZrxw6Jz2FNusHa5j1Lif7AE9J2tg+OIk6C0PndqVo9UqOrprEn2CFlIeA033wHQZp1k3fgsC4hnNq8qfSDE91kePI4htx0lryIFni6vUCNVAVeSplMNaUX4ePXr6vtpCUlcdUYBF7j+wQRmsylRTVUkOt9PF+/vx6tXPjE55mufizHkfCTwqY/se3iv7AQAa8hJzTGeB9MvuMvSGa2lq05z9f7WQjycOGPMfCSQduHpZodrghWf/XJ1YGpeu4actCUAygqtuwaJSduO59DeuigRTQnZtz+xCjR2rGdKgOM251mcGiqb02ZNAZUt3hXpLPpTmdoB2OuN/w/4CcGCDD6k5EOVG7iC91ZFvkLpgEkDMM8gRqzxDFz+cmjJlPeQ8M5EJqDVsbOem0UheBQra0arXptVdlVDlz8BLfgSaVQ21Wgvd47629tr22cd51lkXB7DJzWGsqSVihHH9W6OTVxcfCzIYStAlqhiKqtnc5O2US41f54vycUEVLuzgrCWRPhkKZnMy8dZpWZBEzhbS5TbpukMvt3FWvhcCi99fkWalFsoztaVujhGhWrtsOBRHjg6+a8qjdQLtTHwCxso8N4Xmpf5+3oBhvgH2hYLadDoYfONsdjoJTOS8Ma450DZToH7TXlNR5UuMlNjsomM1Sd9Kmk70hSZfRTVi6fqlqx+dvM3u3Hjk0qOzTE5hMgSsNbt+/4XY84e6/+9lvFO11H8ujmdvYFab7YNp+xuTXwLvuDD1OX3eX/PSGW51d3q3YGaY8GFfob7dhe6PFUOC5MpL+Ed7EroQVJXmtPTM9j7GUnfFHoVQyeJJdSu3t9rFs8LfMc2zYwL7puFUaHsO0dNbwKYqOILOmtKH7W6o/P98ej7IXP1/UY4zhf79KH8/n9JVaR76Okwsfrq17h4/P38zFKK+wQwCA1RfzN2epBQMD0VmSnfQxu4zhZuQcGAiHGgayMc92ZZDuJngL2Gcfj9T4fY/aSWdWpz69rksu8Tjiuz+dB2Uryn714sodJJIryAalfz4/n5J7BUAxHopAS0f6j87k2aSIqIuUKX7U8OGHnzOkIIJEIGbUC35EgNcm6Nqok75LsegQImQ0QuvZebRiwuWjCGazQaVxNQyzlHQS+MVSkzrI0lvTernmJbb4RtRd6g3YSs2oj/MwRIbupYnn2BkXUKSRNQHCrN0Ro43wrMtSU5llUVDgPiqhBEeEpUcBCEeH1PanYuuTBgryl1NHnPf4p4cuvfzHv9y4tUPu9uyTCsbXH673V8+sDnxalmPZZldm2IQvosML5SPslt1TgXY74a/wGlb4yoxHkTiwQjmM3vnyJin7XjETFO9mFBSTKZC4yn4D9XcpchHJ0yNscZ3ir+mQGAWdhZbvoQPCrd1ALIjm9SiKEwkKTzgnQ+KElMVe1cVxPWQHJuJgDQb12ZGCE+aA4qQNMrh4Zuei9s9u7QYeWWjO+xQAo2gQEqOGGN69sC2bLIZtOxoZbdCgaPQdLlAQW/8O0e7wZUcCj0XaTPaBpp8ubk8YyjnsAb/785uUQPkASQGxNT0zm8+1bEpe1UMSQzyZJgfbsU5HI4vT0bQVuKBvQYCopNMh88bVCa4jjIrR5UOrKQTB5YsBVsq6m1gzZotF2MhXjJ4OJZWy+V0cYWuMlkfvF4JIfZ36br/djjO34+H4+5jz653cporl/fe/1vj2/oXj+KT9bvenPr2e9TvPrjyfCSdfCIh7lfCmeHZ3HF3DzNkRK6xuEhnUqb7KHS7bROCFwrg+0axbK2Q+ssTQoIszpj8+rZS0QGqbmcBltQNoxsNeYiLXzRnfeYDzyRLxh/JGhiGkd9msontXs24KRf1ytHhZTlNr2l2IxgmCKZ9YOz2DxhQNyGtl5cI05GY/VEqEpPmmMzc66m6GXf6mc5FDlMV5Q2TzVhs/TK2PcWlJ5bcIGqbZuWtfi2piscZSodXsgOGrJV0dnkfM43tSWgXmjd2rcnhmi3hDUJQQiuyYU26b4XSNLGkrnUOlL8nYFqUISllqa66WImAV9G1JEUFpeeXcwm8TVTAhEngt1USqGc4KdcK+Ds5psyKGN9zQgY6Q9cPcz6t7G30lU7SND6JZwdgcixEHQUaMPqrR7Vnn5sSfL1bVtPs2QtuZGg6Oi5nJ4BX0QdrRiKiCmW7FGE8fURiK+dBtyjTkg2RrGsl2rS7zeDPJaNM78G7cNgadCg5mhQ2eCM79vPU+i5y+Nu6imQysu+YBFNrq5DCA0ELCINwULsDIaqptQKLVpLGHilzIg2OdXwgCdpVhePnCrVneLj87MIIktUCeUC5nvkMY53dfo+9ccY6tzeRwf04HqttkOaHUlwGkbOZWnKWotEu53JZg99fwHmaWlAz+Eeymi2jGP+1cybSAp0XL+4VWbIxHr29cfH3N1fY4PTkxOST0Jl3a9aoW4apOnygNhVLCftf0J0x5zYs7m4/XeHwO7wloSd65S4AR+yBOxlmdwrp+AIaPyeSYmZl8dZVlE9BEFrACa94XkEo3rd3wxBm0hipzR/Oiqew7PxsXh89qEAZ30z9K8Cazb+B4l45YwGspWhEVXiK6JtU9CwXCu5uI03E6wJCM57Ac1HBd7rUhMYgXzztt13OBH8CiwG5FM8l5IywuGdCfngpkaPGOXg/MmHMB4dPsafgaRbuiJb5etah7hGHsVlBjKtbjdPduZE/joVETQQuUOX4/XaxwU42z85nQ1YMxfP56K+jKeZh/TNgWqTo8j1NAAYQHHthk3TnUh2kfUJvQtpKHiY4NiCfKTXWRrDIm7V6syBNUY99hC6xbnPWht+yNDH10l/NT/9uskJsMsD+gwP51bc4fylWtCs2EEXxAUFKNBZWzplMZfbt1Nu4eVCnH9luZZuKDykd0Psw9i1gv6RmqI4hfiIgnRZ1v0CYXaB6ctGywdrlH63Awv4zeyeBXQptXFgXmaqDIcNs+NQKX2HcvHipbY13gTa7f5uXHRIO7lhB8LzZsMO8Bq70k+aPJKYx6rZsCrdUifbLwNWcAcy+ABGbxn7nvJ4ykph3pmiw1wLJFo4gdz5K3lMq1VQV8E099Ydc32epUiGtfzhEtkv3byqhGfcD4vrjCbp2DDK3CURTTgzOOzEp45Uwj/Jujb3lm/DbvYxagYi9TT61B0TQMinVwDsx/k7+92nFvsYLjptidw8sC+Oa69QLvFo03BwqCyAZnJC4u6QD8ODf1u7bygiALfnoyz22ERYXbLoBL8zmF7mKVgCIfVM1YYaucGbsEkQPeSaQCkfsWwn33EvyIxXN1AgtmpMj3A1X0c9Wp06ND2LKLJLW7nw8Im68A5g79W63GDQ6EMMzGFbboqtDsHJ31Eg0txZBwl1ROvw7W3TtI03ERVj28IDshSL7tdSShHuSM38UG1rjYU1tzhI+pLJyOBCWik2kLbbRACOB6vX+uxTewuKqr6nmmLulYi2z4HoRYMcBbAw2zOZt9GGQ2wjDAwGWVcEiobFgK1Q4nwvG2fQRxDaTEemRVXD+qbWY7DLii1jut56nbUjv4KQTKny93tvridKzoDGylGl6KPQg8tzZkUp7l3k5GHdVvjQqbddNqIdzuX+Txqy566O63V/TxEGKrrost5JI1L9eMGLVQ7WggCFAOTlgo7WfY2VOQtu5v8rmUb4Kld1MOkVRXMYDirq3MZm+qQDhLnaGymS2Rqu5CZCvDWBdgnVTSsMcIFWOWGRJq1SffFwQrqVO5xnEW1MrVMOEStH/ZaPCZ1uy+tfe9Y107uZNTjzWr0+xTYSEgG9dF3MLrmRhjcUYsHsEsa23aePAMlWA9YRGv271+fjzkfA+XxOL9fBaYbn+/Xc53wDUHIfr4/C21Ci2jQG821G4jm63lBq56XfETPE/P8uhaG8Z8SI3Ne+3bzjEgpcd3OScdgQeCeuSoPi+hYq+hLkdjs+VHMaMf5+SxStuP6+ty2Kj+vx2hd+9t2feyliM+PswiveLaxZQ6iAMo65B8QpKvTJEpAK96Ij2u2TmPEkbA3ivsA3RBXaNHoNOyqc51WFFaCRlhJswF9QMBcVeoLsR9uSOcqJFfjkqNZ5zatcgumL3u+3V7nJtpt5kVskRHO+Ljr8dXhqoWS8oiKxnlWN+gCbkMwVmmNsViOXeWAP7prGxoGTxqCs6rXdiPOAIdRtqrW0AzYgAc2Gx1NZvimQqK68jaV3XUOqeQu5u4x23h8v+dR3snnBQO/XI2HFYhtC4wTX1SyNydy09IS0i8oNynksHKjGtF1EG9C2dNe4g5hB6ihfrB3OzJ8+d2vtuCsD6s3oSS1A2rL+kmUEWGTkA+KL76vx8Fb+NlbD4GiFR+CBnUlcTTS9FF5x7HUaboeqmMmibFZn6WSXEKihQCXasGjhpE2aJ8q42YnXfiGqAdo2mDHadQrRVz0krOTwphDTyiDDS3ef0GG/amOAR4G0Bo+QZ1tT4htexqBAvbSt8dksU5iQH5X1KNEsdZFIfJc6fkwfcpVn6ylVaBWDZzA8ryHZJbklhGIpuGu3kvPai1A8Mb6y+5BvvgbXbg8H1ONkldgSirvO28DO8DLKNco3j+vscmTp6Szw1wqwzoX0o5PhJvO5DSSg00+McdFrMf16w2k8LPyO8xjlY9oHo+/2ToXRVtxG4YmJIH9OM9p+/+/2om8hHrbMncOGwgBQrDjWJbff/2+ShF9v/br+vrH57Hv5/PnY6vF5+ffFtEqSv5i2X7JDnp9PNRsr9fQWj6iPoa3JVq6HM5leKt7ANx/nEkhKk8+UV5StFf//VntXPsSV9938PN+tnlt35A4UL8+9nrzfQszuIBLlCt77t37/ShbhFIaSfwTXzMdinDUuGsr0Nbmn6i5tsXZx6tVhz2u4s2W+pkQNQiXJTADZAiYtnvLAHXPPTXJNKmoKU2yiEuZR0LC+oANhNCD5EHFA9FXP7Q+8r16KMUX5XA/o27zXbelbhtPQ30fyR5V9l0yqFEpUxqs+a74etlq4TxOBD/DRh1g7W2LuYTlcxbsb0y0w7qtx0LiGK3TGbih90kY8/w7y8/HbIJ9yoL4+te/PudagTnDkojbfe+otxaeDliJwyPgaFBPcgMGCNezvRGDs4wUOEusNxLzON0MzVd1YFLk0ZxCpwe6BuhJD7nXMjMRa9SXrDuMwAlERTDSeEAP9D3qa2FdNeFS5JsIT6dHyU7sDZiY5oc+yT64VpSclfyFx1ELDjSebBVSZdITDhJgQX7LjKfcubUMbizuNMaQnu+jResJkxE0Qe9HslGh9lUGQ8y3zotG7QZsTX3LwwAzkDvMyt32hrABcADvgV1qkApvDlS7Pjgu6VKgX4BjYrO3g9xPxA0wez4dAEPog1BI59lvGH8IsIffyCLfkD97oPHOEuAGcepDJUSEotNwiTYcO8gbDxNKc7M1sFjMziF5JPoe3//Y+VnWgOPoYhmv1yHU9ssJW08sbyXI/vzHv75n9/DNFlCvmcwY1Pm2wkKHGQ4OSKLG79eqVa6dgp777c3z+59/bd0nNJTQCe+lKFMsG6dNUFXk8HHMly51k8d0vKfyq6r7gfQFkSjU3MejtzAriP519+fH+1S0qLiHREc7r0MHSw1dyiwB91A4tuZV06vymTftuOpo95MWNsGAuxYWJm0fzCw6eA+tt/9qDWMcPiY0D7Ptnlo2QwkL7uPQuyHF81VTQNekbvZTowEf5nkJIaZrCdNNPPvp1uzJ5UKnib7mIvE9cwZ5tQKMZ6EWdT65z6/P7++PXrzyDymi76+3NAW3yEOGVtNz7UwMz8k8szFbNBqC7X8ILW4CuPDZ6qsMlCOhpR4kgIrAZ+8J+CriRuJa8enVioegdiyBNDNUNMyo8E7CirHLkVOWpxr2OP5J0sFI3ZTWJVkb3gGOOsctCbFww8ZvG0Yo8iIIb2p4QjcHX3AFvfwenMs7oY+nTh4onIG8GRV0ktO9xePA0xUan/RpXoBcuFD6hCxRxZnDDyRl9gK60eaRMXwzoAB8wHORbKe3uiXB4wqCQQ9BPZGfTx+jAQZb1lSGL0J7Iak0M1/Y88equCVjE6mi2p43oio6DQXNuXkyVTNJsXlLen83GZsc1OljxxEJQH16D4T2g71CP0ldvt6PsuvBqZhX83lhs42KuWjLMxN7zurj5+fzssZWnCiXnEaHWSg5kDUByzS5PCmGMvOw08G4EurgNZSDdZ6fX5+vtoa/fd2piYw0EJhIlyQPQETG26k1pkkR7pjEwMYlwL3+WG2G9LTCiDzKbl2bGAshxdY9O0F76BbNLad15ZgVnbnrUAEogeBKoQWhc2rsuSWhexqXbpNDOKASdvaHizofyp8LVXOKz4sjLTTKHK22iupiv9Zci/AtjrNtk0mbGOzeZclsHmDOihzORucINXqh1iSR0KXFwDRKDdX/Koy/OTI8AfWHP2j+hcXZKhchHVHO3toXlUEHQbr50bMCQ0sc9kiy+zLqUgq+oYgsnjvokFimlIlOt0YBJccfn2C7M9Sv6R4+YNuI43d4ZtCJPVSGBI9Tcw8+KyRvrtxZjGM+ooAG92J6RfbzFrSENjULXcjQwPp+6q4uNBfjobrB4SZRudysb2b/pn11K9UINMSkDKByHcsjs989IPvQFZNHrP32iIdP0sxZuNFpp0TCJ/nIgUMpTNAIhnQ/SynddMjVUhFdyLAnPTTn08lxBvS8gjtnQjWLBtg+4GfLZUzTo4r1XYXzFRulKNzo01yEoW0i4LT27yF1tfHMTFBjsfpsPyA1ZrKAKyB5QEf6fRnjwfAGXWu+36bEC1TBk6oAW5Zm6ZG8JJ7lSKtbJJdVJI8eme266cgO4F3MzbWrKOXuLEAiY62h8iUTZitvbKLSKLD8GAe8i5B2Y3bMGQo2tqRKDz1kXQWtCU4lmq2KU0NLVhBYJ3nqwvvArg3eB9ahgS3NaJC6YyKBUA14zAyPLtLza0RTIdkzhky+nhZmz/tMfiLnIlxu1sxUZ+OeTWQt2TKZ4+P+rUFVPRjDUSnysixiukoZpd9pTb+zItIGKUp0GKYvQnDCxY+pGg4fGrbsyQF9hO2gWluX+qtgTgopb3tIfxBKxrFYj2BwcFjnWD9WXZE8iFr0GWvec0bxxrZh0ZjpHMmIkqYBjH63SjBCawJ6rHplmnKOJRs8Mow0s0+tr2I0N19VyOVbRGSGB+kjHi6EYE2dAGJ/kMV6aINmgw/HOjTDYEB6t0bBujUUqx5VP0IiTBkUJ7wDwXCxt+sfi0eckG4Wk7MmuO6gh/wLao5l4kCevB1mSlRjgg8wS/xo/JuN1scrPYGiEyyh7bYdc4ynfV1Q6YyE+WoaKdFi7eWNmPzU1ZCVwFQ/+6XjltRbZQn4EigMKe8B7XSN6G1ABm3aLZy0DisGZMDsZ8BG4gLDMS0KitTVJlEb3ezmhtz5wwKmGD/I3hX2OTcX383Eh+KPdh4oq+sIlfBxTYj6esWpYhIljogUqpo47HppTJ7JiKoNp4FKx0u36SUaFSPFl6NlXnB/DfUS8jkOhDAKRT9d0e5snYEkTxzTxH8TSxgdfRyZdG8+lDd/G5NhrfWXSP02e5LV3sN8b6OhqD35Ml2sTkqf4eSG3D1iL0Vy6r8Qm3K1O+oewTo4RRqK68ikPU1P9Tiv59V1lnpcBq60FSIvo7WCyeoXNGes4dtOa6N7w6iSAZC88mC59A8hPtheeG/0G1QXv7NuLb6F5eNgoxO7SGgh2FoaoUrjkUkbmnvVoCdqw3tDW2JIe4QTWH6SKcntBdi4B5KPIWi6tDAA9DhtCPog09SwINMD1WGV6Kx1skH9diTeNoFlDyZ7THC+LgSTZ315Yyiy4ZZIsvI/DMTY44N/A6Qt+/EjpkvZMnMhbbe0M0+og+v2tBR8FTAGpRtJWOlo1oRk/Lsldu3DKRDO7gz/LQwQAFUJtdLh8Q+pViSEkeyZWuVizGJJHnIn+WQ9mAz3nPoVXGV64yXRzbA7J7y5FiXJPU/uB48oo4g0YyUvB740nRkBY6GBkGIfN0bBgyR66nVhmMrYfxZsDjDbta8YFvaWOQYzEmYmgHBx3gw6Ph1quS9PQfqPCrQ+1x6QkN52z+AcN2qO8KrtzFWGVo+WlaNjH4E9nqGVNLQJaLVIZ9WUroASZLegPxH3LO/friJWd+cvXgwQmjKxdtPV6IK512QyQmpMvlprGIek1oJT30I13PFJ7ciAWP0yLP+h+Y+RYg2jf0gFiwKmpFnYZRVoxYGVEXAKS1zRnOsL6aZqe6+hlkBzp9eN6+P76/O10n+/f3/ed3hmJpzAeGCnJytHzBqeItTMjKtoIQgSE02ZlvdXkdx9mZJ0Y6AkYFcJ3iBWE2CwZFxtFpqjWU1an//vXGg0DQpKPzIY4GJ4nbTE2PkjF8lB5yyGgviHXPrAtOMjA7dhGj6DV8qcmPphZmibN/h7HNF7903+6RRGa9QVY7DDfkCubhwSmSZ2lteQ/6JbW/ibhUlsXeRXw+oqb7nOwXFiPVl/KZt5MT2CT0OiTz6jCGun1J2kjqvnCYczLrHZ7baJaQUBfw3ek46TNa2lTsKsRQBTIcwmTNlmBG9ZYlEeNtdsO7WzdiraXYRIOx5X53PvWImyWtyZt7+Bm/M8/jVOucc6ecYzGSdFJMhoYY5YxjYQPr9/PksEZzwcZcRy/9bepBWFQ4Oomz7w5jERPJHzJNpuuum+uYe+X1ebTFklOnVxTbdbMVzYM+/e7Kfm05vK8CTdDGHcbOe4rin0QZvO0Ho9rYj2zVQcEaJTlpvddcCKiF0142BRkOTlgH209e151sR9kinWYQER8sLXnUKbFMkjDHvTkwMqVpck9hMMEIktBppb05D40UbQdggxsHamNg1kxmT5ta1eGZ0CiWCFXziw0Z9UzKUKQuPHwbMeZKgh1BpJnnwtRlmwBtcz6nKGNhlBRKCx3hTg7GOnCn8s0bQpOvvzH5Uaf/CmkFaOh4DDT/grk/7MzGSZXcFfkKeRyChTQgSCHFXobORcppLfVVsDPbKmJcrLdkxrTWtqK3Rbr/0IvdHNKATPq73aIZhQBQuTGFIho7VIDq1CFjuyE0M0zqSlZKtzc84W7ldDkA7QzUdzuCskAx73oWF19ROEnJFdkrLGaymmMI2qO9K3yykeSVVEt8DLUFcxghYkj1gyUEvw1vYIqBsrxV61X1XSC2249JfIgL1rtzZxuDfraz0gtQYHdwQ/SZgoRobKTjDrJHLAF+VEB8TFd7/E3PCI76tX+w4ujglMkLhpjJyPqMJGzavQi2YcsQDNgLlP0RNAKRmjO1lkeH1BlVZDxNEZI4RRV0CUuBlLOUID7Wl4QiXH11/fc/Y5n8+rcO5XqaLns8AJz0v20Hh27T+es1/X9f75mwp7ivRU8kNCglsnL6ZuxfEyc8J4YR+gtgaMXNXl1zkkn1Ekf1DDjPnaqcKfgqthwyF9Z3WB4zrKSA/7afhFy3QQdu4y1fleithaQl/WkMzaKY685cR4toikD8f70brTmoJAION4tbTsdVn15GvQo0CSEZwcGVrtlbAgLqUbz+H+iuyAJiM+dQ7nlgM+s07RiYr0VF2+toknqpCeiiYkJqfIlCH7E6tbMVoPGOk6pUcTJ5y4d4ojror37tie1qv2ptW5b1Z3QwCMA10VR/TSWvVor+qrekevwyI93cjkvVtYWNUtlm2B/UV2Ovpjx6bpVVH69RgNCKRuiVnl303qe9v0j+v355xreJpLwFVTpLZl7teV0JiNEUtM1m4P1btaIzznQHDt9jndCo5HXUfXaisL1d6HWuckNIP4Qr0XrTlRcUUmQQ05J4PDigjNGnI+yumEwQ+TtzruZ3Bhs6BW5FM9YR+6IZqBQKeuLrd3T/T1wXsljJrAKPhBC4zNVauVToF8qLTE/DJztDB4A2Q0BPONkCx4QmGRq7odJ0nkbYJ9dX3TPVS3Nh28jGbCYB3isvdxS6ZBV1ASgszBVOZucQgzLCODuQT4/0yBDU87nHIl1HWcHkJ8nWvz++qQoB4ZyGO6xqqrQZA65u5oWg8TmReBRVGHDZjwA89GBCym+9Qs6ph1I/pcraWJ7Ubc8BjSeCp5JBRRx7a881tn+AyPfevwUs69DW+iZJ2d97hMWtd1xvX+/XnOdj3f3x9b9Zzvz9cOEVyfIjvt58e7nevsr++PY3faHRC6Z+Y+/7HDja6pcZCeDCB0pbryyPqUcNh0zBK5sHKrISW827whH8d4jEuzTL0VEg5oMykUHr8/47nPOssafL3XMcQavl/FXB8vCIAavpDcyRa1q029gi29Znu8xpQ+ISerFNA4rzLEtpQbxyH9Y0Wk+9js23045Kzw1fpf418bybtmRofdLt6L9dY5Uwu+o70mL0rtST6xA4IYRkLk0XNuDc2wmqQqoTj6UBqRIBBGqwEfj+KSxYhgBF4aRQKq0nOQM4K1OI9KPsFpap2gD8ZhoPuA6ilJjECDKmEM1tKO5kKF7JTt06JrdLFwS7Cp2JIi2teoOoqLexfXbkV9lhA8V775DrXy+djcck0/ZRU9nlsRDWanDP+C4kfnM4w9ZtKzIpbGsu0Qiu9ivNS2L43+YDIBcZnj8AHs/dWuEVOt2Y5B5K+byEcFcbUSEG+GaEei+DzoMyxIax3eBkeS6CDP0SzREFq0IVIeU+1oIomQvUzrFQtKmIpGcm4hhGkclXWwDPS9zncsMVp4HCF58DOpqwbf5wVtAxs9IjKhNZ67TaCBLmYPFeA+am6JTeUW8T6pwmMwX8v0Z+WDmri5GX/j2Z1FNMSt06WSw7djdiQK6Va2UeQlrC340cJErZGD405ywPiOsCUzBgEOYd4NSKUf4gbE8Gp2rfFSuClqIqDVTQZdOhz/A2Ubj7nFkTlqsE15EVwD/5jQWAMia4s3vHwwfzyf3z/P3q7r4/vj2s6gr5/X/uQfP7/7075ef+upc635/v26zjWuj78+nlZErTjPusa4NXZ4vU8UT0doaP94vcpMI1R8Czx1a2gPkbvEcAr3L3EOjmSIWeH3p11jHrycQ1Wv9ni/lFRovV9Xr/QPGwh3nR+va6PsS/62dWqaar6+HtfY/M/tCIMmYO91knV+Mz+s/1ZE1zG7uOYKoqATp9w10P8Y7VcfVBOkxhzcN7YkcO39y2E62EN16LafzPeUhCaDCWIbfka+Nt1Tw7NBanl7e/AbjUHgq+bEmaTn+dGBCcVoZegxF6Pd5SPSxD4eNsOymH7T2jgLKNv2XoAX5jWj/m5gqdf4eB1xFDBFx6+B2khy8NA3hpjNGU6aaRGfv389xEUAu46Youq2ed7cQ+elGQZrNnVwxrXrKldcPXLyTxkOxVcGlEDmd9WZC+E1o6XjkQvY1d4FHxn6jW84Hij75GebHWFZtxPwrOHBoBCMF/gzMCszrNjZYeF0YA/QsjhHgKQ4BQv7k30+UBAS6NkbYOL7aZ+TUYTk34bg1Owh8h+xPvym4LZPdi/VTGS/7x1ns4o6G1FA3PB7uf/HGW3J3tqEZz3+IMobyILurA6w8AsFxTod01c/6yZ0LHO8OhfJ1xpUHvAhaNyWkCkiYo21bndi3VIQ0x42e6pr3n7qYQHiElpmoaElLMkH3qrpKSPSBvG5k208UIjyhoPe5SueZk1jj69yTXIWBD6p0E8moo/2fH59Pzd87nycGqq938oC83h/yF58fHxIl59vqZJ5fjyubRJ9/UMOGwc4QGxarGQHA2/eo/avfFE1tTsKrGBwOv5PtYWcQxYBs4Dm57x+f+al5LXY87cPywalIGGriF82N8KsiPkWkTba+Rpy7h9XoPnzGNX715h1D2KAuGqxIhJ2Yge6DvpOxya6cRLO3IqGK8TC0KgBOMi82kD96NKWweGr1tkkdug9oFQoSeis/i98vUMXxu84EVpIADXXTeEYKV5ydxDu2A9C4AsHoB6n+v1I1E2I5ogM53xyl8k7UqK5k7XixicfdkDdkWQRJVjsBfrwxC55I3WTZGXW3tGrXUcjIDKUyrr5gQtlPbYi0jhfwJ5+Pn9/1iSSNJlhLcESd6rLNSaKJKETpArOA7pI9VljqeAjM26jmMjyCCgPj7Gn3lwIqVuACo1ZoaDWS6RPgEpFVEoSCaHyavtAd3uuyNxPh/HiqpYYLppgsZvhgo86/nkCWp8I/OnM4SvxYrCIBpk1YDfmoQ7zyPkGxpxOiIkNx8RbyVMdczY4ZjpA9+AS56NAxQQOyJvZBRms14Pn0fGzgGJcZuA0K87t32FU77SWeDf3EfSp1LAejqs6tteoCnwg5WhsgDigQb1DkDENMc2xAMXIEK9LwBgOX0ouxnisARDUrfNJ4qiipjUG4JP9iaqHGuUMnTBGtj52IgsCrQy0p7IFN4D+NOoAdk/OXTUy/HcOWHDiU+kITEORlD3nz89z9+bnc2oOfT4Vgr6eT4EU+vNZ6KPnU27gbSAc/bj+VkRTkZ1HMZ9e+HquVmtESbsOCYQ+S44dl7pTsfgeYP4c5nLwOMBOJqNIEieN35+KlX9eEs/XrIxO11EzEbO6B4wKa1z1qq/rKN/QrD76nBXogFFSXPPYDcMJCkW3Of9TEU2dsFFzBrKCJ1ENOhdFtKuHyLWWGgr0Y8pmtRIqw4fxdGKwmtpEGBQPecyF25ak6VqFWLL5NffaJFcwTcK4iYGMt8eskjXDvquGadNnmWrsqNRrKiYqwY1VWa0lIV5N0YVqTMeP5qm3IU9VSwY5/Dfr8YIkdW8ff69eOz9RV067fmw3j07/u1jr5WmyP8MOD6fbWcWcCuNJg8VESETwZSp/K6Jz6ZJt7Kk5QrHBNUN6OvrdijhFdOjQjDyeFMqK5ZNwJf3TaQaK0iz79tfSmql4u1xkqZn6i8klyXRej6lJl6k4OW4lhTsG4tVKL1mUn1pn6i8T/OFAY/KQyTtIB3EGcJy5QrBLcmKRv6U3k6WZmxs9pqv1VEMGvLp6ZqLozn24q5Lr+oDNTxt98s2jMNSv/bhhW6/Hs4OkdBwWne1w+r8O+rKqGkI2JledRJcW1g1BzLdbp37TXYyBXAAOYB889zFIUjtTn+DwzhEE5d3v7r8r2bASNC4ZyXjVcTjcOQFb+5mB8cjnW9oInezJz3F7cn0zjRCaeiOVENzUc9Aq5950QEav2exKMoUqUGt7BAeuhMwt0wam0lkqA5BQZZhw1KDkOX6+n1u0fXy/j62IPr83yen5+vx67163E+NtIfr6+rjm3K6ktyT799+KqNIvVj7X16nv0gJIU1sSXWcfKlaTq3gDdYttVmIaWhAbmck4rQm10gXm+P25Nrn2+X5cW/RvXtKxbZS3Gux8SUXsS6iebRH1Nsvbsy25l3af75egEKM0S3HqXOCmJ/kYdh694VThKCLd4VZE4HQBa7OGpOzATJbu77MwKiD4HCtmG1/g+052KKwi5meLkYNQQwcwqrfgZlMlXSBwzLADd3Mh7HHmlopRx9hrWBgFSpBcMeujNEgvp40cSuVmli9oc5ebhfR8kehOKxRTb7XjUDW7ntGL1HZ4+zhfe6q2cAZLcw7mQt23A7mnuVGHFFHrosrtfUhtaUsuo/P1fu1H27b70It/na3WJkEdTavzFMnpX4+tHx8fbymD58/3dflrIr0eGvNYWkG5hpDdP1TGLrWGkx8ONv0tfUxB3FNGbBgSoB+ktly1rvOS0fVE8eC8DnTV1WuzNA2OH1RWyssKWqkPZzg/VGFShNd68ADZNsTFQgkH9DCPKUIoLKrnikvATHR1c24VtLVd4k6OqeZoAAtHYolG4UFEZH1nGFfTFYe3WbdZO7epczJzKR5b4o5rN/Z7fgt1pudVTWFFp1xcOTU6Kv8Xl9jlVAn04WrWsAIO/eCK7Pf6HgcYYGMdAnusSjil5oCzrkPsu6D/cbP0EZ5a0tbhANQPvG56fMCCjJHiKtbtMIpADzN0lUBxTo34D1WO4Rpkh42vJc+2qMhzVg7NZroWruetiL4/n3so+fX7MTcDyvfvuz/O9v79fbTVr4/f7z2b+/z863OnBn++fz62pfW3RfQY55YRUgciPUX8q0Ff7zXJ2DrG2PvPvR/SU6Si7gy4x5T+ZdL1KvcIk6NMzXWpxP78+Ho9x77h7/PaV/58b72+SU+vbbltNMUQC/fj2hW/P7aInI+Pl3DUWxG1Y46zF/+b+BOOQbjDkukistYoIvIRHa2pGgClxAr3Pvca/RDCkoQizwPoazwOwPeliGQDFZ5gGAE+aYADOKwaS29stsRYDUeFSxzeeovLD/NzAiAWUJ2cdEqixH9d9lzNg+0GAA1eHqI+mAKGCZT5X7PCmDXKKSkT4b4W800geNTf24CMnORqU0vt8LS5mt9Ijy39pFRH4QDLO0ha8r/XwvEIy8DgHTWgzw7JPP/6xwfRrEMpev/662MCLUemashkbG6B/FaVOGh9FdYsRN6eRhBCbcIJehxS8/abJ+2rvcZgePWIagQJaKC6IH6A75uVeDhhiLrcAhsxcBFom4IE1Umim1nREDPugBOPAJy6McKWKms5PzLuaGXOwiIXyZXJeJOFZNi5MezcGi1UXg07yWlq2WSaB/cQGcRoFnt99g+TFDE4bYbYIi4NL6vKm5A5fdCUcHeZx1PSdCWIwxg3aGFJyaPSCGFdGGMND53BT7Q1HZzwbuHh9d1oQ+ywQ02xCtWhs5G+hHZqAgXQDIqnRrUFyKMBa/zYePEiLufzpmJ6xaEyzJiPLVVDJaMZusnXqOObUBvwPOBt/iJ1et3yKDG9yt2pLkTndECvEF6jhMEoFN3hkF3aHC5gLeVuLaFaXBBt/o06+LmkKl6Ktni83sqEVym1twXxEHNNUYzOeTDw/vnnm2hXPQJCoq+9lorvHTz9XssvpQPiqpPVcggtOWs+StpgjCIHEdw5Ar3Q78/vv/7Whb0fr/dQWrn3uwBLBZWdsoD6ptc+Z6UUqLnYdTrA+9BbWKUR1ijHj/xownXQiDVj9nj1eRHQerW93som5K5t37CXSeBjmEklxYkWSoZJg7ddkueDpP0oFAkaioBKHEV8TeaeK+XQp5mp1MPaxMNrN5OZEGeXug1/oa/fcKl4gg82FS1oTNDpqtPkn8kjCSeorTzCuqHYrdLugp5gx3/uS4cMxHQYcZIndkd7VS+tQf5IhipO7V2hA4XiMkXV8fnXX193soK2U+L/fvUJNZGuZgzBf8LS2sGMATILcckLBnYvudjQyiERCaOrQ8N5m3FUJ0+o2UFJ4li+ghwPQ+JsEySBqcCgYGNNrdTX4o5XjeG3DAET84o88R98fmFSvpERoT2K2zCEegRlW338yTNkHy23DuMCPYSQDoMnjMqot0t4OE0QCiEVTO8BtI0sRj9JhqqMYWP2dIb3YOm5EwKDFI6ba/J9dINOGjdH+1bnjU8ISIke3J3cN5svAk6EOaEDzVl1ZU2KoAPhw9Tzh2MP4jfTNCaSGnS0GZOs31UIAYA8ES4L/oCkV44nSJLaAoNikhP6ZUonAEm4wAi0DUxGq5AUwbMwpyI0eIV6uLnRcrKq5nPUsLFV2OrzGqL7fj4lia7npS9hPq/e2vXxt1bopxNHSg5KD5pwAgA8Ix21JtAu8nAevCNc+h2ZSgQunVFtQD7l6+vn+30NpYfQ411PnD+FcpnPWTO0syL/QHm0eTU8NeRjAOgRXtXZEO3HTT+oCT0sooAVJvF25cDae1wTFWQxf2HJZp4MmqWLMtrLLcD7ijiXPnB12jzArBjMdZWaNFk6GDxOb2whfirIkxSOgdQA5denXvcHWQTgJa4FIZ6VUPoUN3vEPlSRfGrFOKYlfcHbDKx7S53curbg0jG5lzbAo4VhVXvZyUVDBkQasPZ6K7UjY9w+t1+qzTuiufQvUlumiqeHk1/XCtNqwWMIrkchbsWSO/IRa1ttLRYw1LTpa8Es+kUXCz4CTOcF59/0h/O8/2i5nxmyZJQHyJf/pTMHy2LZ75Q9ERshO3T+Tz4Tbh/0ALeCMtpHL44TKY4RbfkdgvgM0GpNfLD2UNrjID9UujlNbdHsTjYDRr3aGpNWCCqVSngANCFEAJRKVzI9GnzdU4/osWc4R1o8OrV9v1HWNGSAarMRT0hlMJnB+hzJLy7uiAv7lznRwFk/87xU1zWxNBrjJiqFe8Ewqqqm3+T7oYKgxoiAJA03y4IVm83VjqrkvDCXpq9xG4rUJK8XRpJu8no+8SEQ9CeDyM6DLsUtZ3iIS+eeonq/AMXeKYu7DW6PfoP1CDehKVSSXWQyDgwVaDHRsmHGfcWXqiqDebQKadlI4IQ2rBWlfrQ2KbxISm9RLsUAPtsJ2IX2roDWAits0V8FCrhEQf5Zwt+Epzc4dfLqkT9T9VCy5ZRL6MuD/Z0Kef76Q2+r8v24TPYtY23SH9AP1ctDNE9nnzdEY0LGKxUDUDuqxQKa0xizRc/dZYOQZeF8SjKnwzrsqjf6IuTFyMQcb3e/8W/vyHArJHrJypAczFC2zeeVlKpt9Ot5XWg/aWGEZ1RKKP0u5lp5/BbOH5aUjmFHSQ8Ebb3cnQTXJIWcYMMKnQGLSKO8H4GWu8hkFutGif/KkkCb5O7+FFxZrN7RRTxrZOn+QSfyBXxvgd/TXaKrWKxCPHXMzSGSQmFadi1IeX8/3oCKhNIIwKQbiangu5uaRutsMreQe6L1dBbdNrBuuhczENgf9xJ0cg92lP9p5nwHBlT7ukbDU8M1VQRhoAVOfgZDGMVT/yRE/IizPno6TU2dMqi11kIc5JljlKkSH8sEqHn93IZWO/N+tWhL15vOYgYB6odUyY2PAYtcGwNpdIc+zJKsJsdYWUx6yIj4jjzijv15ny6MIoqcYIiRsS78PbCEgRXGBGHM0cjZk3GQXkpVLD4h4b7JZgK8NEAR6yFTCmaA2q2Lqk6zZGNZtN60eZi+tpCjM4rIEv8414HGcLex/kRdhJ4ofE+2hWhOn+Ge4Bfc+QVicKywIrlHq1NuuvS+rSCU6BBaLNR2nOWvLyOVDC6nb8MKFFFmgenREOc0LVpbHPlK/LGKY5v9YUf+k3/Y31dI9GPspKytJXZRWKv4PXJOZppISwxxAuRsHBrtmnPoB7eTlJhIaDMCZ6oyVBweeyY/E48fs49PMSaSZY3lg9Z388TyoHEdYuP96WoIdOS4kf7W/Gl5a7C0OZWjZjiYNxhmWY67TpdCLRKFzROnXAQTX0GEMMdN4m6XZG17sI594clJZgDcCOmReBKp19M66WHcvW3+sW5GtWkLPE9VYpxQHB7Q9gzyniekgf6waVhwpeQA5dMI6Swekf4pHKRwUDLTNYezuacqd7dibElQ2jGRSR6/pouFTprui73jRsra/O4UnSab9tBXu+Jr0Ep15rmjp1ssb/edRmctq6ZcTdw0sU7d6sdSHNXiVzz9IfyRz2G2kRP9+fvLiijJTeSmHXmTbGt+cH7xG3Wjke8u+Xw+8b3ZA79XmmEJJ/T/1UNcXrXXkumxrWOKIhTXOyNC0VGY4gfzaW4QxqMNVUZmbyyNBulgbHj47f1YUrnchX1Ah2OiGP6MUNiD4ExIIslEkEXDgx9ZQ52+HKFfxmws7kzceF6am2G8qcMzSSf4NOgBaANtJhTyjzWKJxaD7SAdc/fgT3JTZcBSv0KEaolurrOkgknZlvQjOo7DNcmfBbQW6cVwks1CAhKqE7vx7oktd94kyubhvtwzesfKsL1HieReQa96LswG5vR8Mw8WVn4iwG4176R6jY6F9ZqoURrFfdyi2YEcVGwVmnG7b+YPFRY9j3lgAd4HHacOZOYoFf4xKuaqg1gTc6O2WwBCeZiJ1fstU9vk/izYmQmzZM5wxoNd+9+SCI8H9ydq+ZOTHYIkxp5hI5pZYHNEHhNFf0eeMFOBuuIhBl8wrjGOxlyo3XnrInJh3HfNFpOSNM4EFFIB7jl/dh7SQOlYuBbIygBNoeEIg+tpsJjQanlbU0TBD21DBCFEU7dSNR89NeOG5nzqRWpSh947Q707XLkic5YcW3w0hErBkjGfV6V52H+ih6BjckcATBillSW8/BYoidT1Ng3gj0JCN1PuM3nI8g2oq+gUfNwF0NOCEAI4rQVIPiuVo1Na4hG2z5CraUKun2IparQuM2MCFI+yiAo19ywvUR/r/daFgZlVXepcTL/JW9YxbGWhWo4zUOOZ1RZXIU7qICD/pJy6NLcg7I0uJoQO1HXXDVQoXWp5YjGFvV5ObpQMDL2WRGOqDACIDAHqNhn32G6cqtkGm5eoOI/b7RGlmj9zcuIx7/b8ActA7SCI/fRqE7JCIrVj+jDoiQECEk9LdQKnC//6/f1+XZU8f/V1vX9/P/pg3OUJWw9VID0tvKsIONZMWp/MPwK9b8QtJ1EqIXFJo1HqvdM9yHdt76eVE3aOSl8EAuq9VRdXRQgtX0/i1swM4J+lM68mHGoAltUlBv0Pt3ecd5moYxffHp1klIYewyNsrSPjUD28duQziGnqH4vYR45Hb2csQ6izZxW5sRtTm3QqNs6xoGcBycBwzZaJWsIna+TFG3LGfnQPUD7ZZ2vpdk3p5lDYoDSMJWXpwx16mHHNYd8oAjmps1g9zYrjh0cmWasS49T5gSVvGE+3KrA4d3iyCAAWyUnLnwfn8GjmrSwJheJ2IHFy0CWmR/eB2EVQdABjThdJ5x4ZQkT7Qu2dJAjKju+bMIqEFqy4J2T3uUmtiWdAr5SimZeQnvMiHzWBrav8Qp+/f33razaAkrcoLxyDuJB4evo1CByia9ULnCRLQamm4cbdxjez/3z8/ih0Cc4myfhr6phE9TUHD6XVvJjvRUTQPclg5/Td67p2OVKmgqOT1jvbjd9uz62JphgSShG1hv9n4nuG304bGokxqduJjRPkVEfMlAGiQzVlNA5zPg2kAbl6eS+ivnUA2579nrwdHZMMyc9XHipcwjI00BEUWtx6JRIF7vBI4RCccf8wDQwe5b2txzzPDdZAUtd6PwJErFqLrH6cpwZ9AAEPR28j/AkNEewZKGgrzs3Fcw/JwoKeKKZpiApV4qroIUXQqo/CkuUsvlUHkdCTN6xmXQ0O13M8fv96TzuNwo5G4Mcp3ks2jOrtCvOF0k2cmQWCNowWylLziKxlyrp9HkKLELBy0jLmFR/kBnaOO1F98qToLRaaXrUVJl5fzAl5G2DfZhryNgTChoeypLNFklq66Ft3vaYOJS6oTqivW5GQuxjcnlQMcbjjier9qTmKUyHG8ehF5lyhTQdDWt2uun0y7Ohx6ZpnTft3f9+OOgKArm3CKZHQkOTp1tTmyUbMmNR0dH4Q+DAO9TuqqLYhmhO286ImrYBIfbqL7FiJf3GcVWvqnQDlOxQybKk7EsIs5DvkcWGbM3Po/+Y8MmNqgm6P3ZpNuxPcOpbewS4Z+hJdS/cAdhPT4w756avIfBOAzPWWbS1aWA4QSa3dIEsqn2A4vT9TXU/8I769mn5QTLzrLrS3k/3W5fSbMKvPv34eMokep26MXjrOB0CMJnnc3q9Ln2DZTu/ff351h59Xt5LGoG5CP6RqEBLkPy6m1lUGkfYCSNfLPQ5SYgnKZiEtEO11/v48po01PUgxJJY5O9frMQnvFt33+RoTkvm85nmc77FNFUafBVows5rTGora+TwmCVqxiKa+w/drlprhBIAWjGmZh5NiLaIbUOyMftaqgSP2XG/kj9ROHjdjMQivGJx4XLpW4wkIYFJEFEQZINDhvoV9ux1aqcnOczAn3YuHuFWCx7UvUKkUim5bIvB8qLX2dJZu6++11Pr5eKj2Wot2WjpjEd8shlUCYzelhJgXdBps2yUxVW/t13erYsTP6jJ7EwJVBa5Kme1CYmt4ifHIZKiiTujwV4Z59Pnzcz07dARrB7iKfZvwIAfqN0mEW/MQZCR8T5/Fxk3n1yD8lpKSgmyjZxLSR3Bx13ar4Kpwq0JeLn2bcPtRIhJsLrEypahgdaU+rsd1O0wMHKn6TeVgG9ExPLdGJCoR0Qvr6XLsRzN5aOgymyLTVY01H0FTWqAhGAXOVhMsZ7gxhWeIrNcJO7T4rBFYx8A2UVeick2zWT85pBaNpP2oL7RHQjl5ToxGB/ZWaVq8dvMOvWlGHH0I+zFH95ge9IfknD62de4t2qqa7883BFcGsbH68h2lKvU55+4AMez7jUqXUPVZh7gwISyKE0andj0l2AukHsmq6iatyvc4g9uqN4TuGDoTVt+91O8RDoRhugZGk3qbNBE24UpwLoiDAIf2fvNkuRXrG2S4MR9fm810bWaFzWq6Pr62Qmrr6/s4xrxeXx/Pzajw+vl8ttnWIs/l51+PZgL6HScqIbHjb5Z0dzErHOzvY29rJNJ6sZmX6XB2Yi9xJTI1I2vDZiv5Z6/nz/fRikXd4yGzOe7Dj8/35e9t20evj1WBUA8GbEN4yR1pK70BgLs1owSaMQO9Wg1odEhPt0rYisi5Ku8TahaF2blxNBxEGuuU1uF54BNn4j9YMkUpBeE51zkv27izzzL8Gs4DkRgVyAFNeMHH50AAyPx0jkfX4S0TV6vnvMkJ7Em84JeGcLf6jOeUCRNC3+YRnzph2LoZ6kGVpZE2A3GlsWJ4dBwI9u4RfGMbMj2qO2pKGSIvBptlNsncqIHhQSqCA3OKW1zdbDzP3991taIrENPCjtSWagsKPdx/jqHBSJ3NfsNEO81pLwOv1vPETA+olLk95d40V10fsl2d6eO4U6BmomuqVvWJCli222WvNRPV4kzp3s80/eiB1nVnmvJsrLb4ZwDxaFy/Y2HZLcHzObG7GgLY23B0PBdwYplu6SJetQUiYdj+9xx6UPgtmXYckTT2l0M4LPch0YcXLfkHg1Wpum5XA1yGxFfTeipTKr0EpuR28cnpDWFgmIku5KiS6n7026PnMXKX272jKsPjSyDsse9n2hPI/CMkqV1QfkMXtDlr0TWIH2Y8ZAj6KOqzxALVKJyukcg48cgleZ39eYiHTG6r+9qRzH7DV7nhOheUiQBm9uvS3KXN1BS8z8ySmcwcHJA5AmuKYOJSMinjPL+/nmtz+XxthoJ+fkoR9fX51dqY8/X13nNzW84/hdASJerZv/56jLVqHCNKnCVev/Mk5dLqCpfSJIwMaj3wKikpdaFtCXEj16UhyjXUDUKozi6KuZ+f3k4PN51dtCx/KH4Gy67jfA1l7nw89MWprESn8LpCnOH9GKN43ww2gSvt+EMRwXq6imsuWEyQZ+yYJay1F4ZQel0pVrBTrDUZXd4gg+gKyLjWtNEDKtPopgIuwYtdi1QbXkcf4z/5RnGWap1YxH1VntdPHrCifgEu1GUAMJCWMLiwfRBPSQNgo2ewti1USHPc695OjAhxs7jmu/GDWuO9Daq12fPYjRZytJaRbfwfTLlmZLYiGldzKpv1eP6giDxL7OgMx16EupkPXXvl9AeChdvZ7W1sINMtaX1VEB9ya/b7XsbFsZ+RDH69avLZu+GtN17WbzaAUv0IHTL7492fAY7T4oHxgaHHScG9OyILTF9Q2mgC30h4sHnBdDypajX3xAkIygb3SM8bI8QjEdIO4W7sxbFObHcaVHcTtwugsDyeMe2+c4Qr3ZDKCU8E8QIy14pd5fH04GiiMrc+31uvh95bKpGjNcfv/ZMG4p7UwRKig4jQqNiulsSvhnHfwYAJkqCX0hWsdh22RvPM7ukWc/kSOmPwqv0XSQmOy9hr4OVOkOSlrss34BFT88AsKAGRiKjDOb3u8Nvz+GXNsRXRGGs+W7EdguWelzpLe15d8uz5FG7seM5NqD+3IpIFjg0z6ybmBUpZzpa9PWHsLZUO6hOtP0T5hqM4Wa61Y5TmxPV5NVlEJLrSXmXmUZgTTLoNDyTZBuy5nA3S0xtrH+C2MNmrG6p4FLVNlwU3MYlM8SOTSEkmGGx55lJuHPd9hCBvD/kzGDIBb2p0vfLYmGjcyqB1R+8gEeU3J8dQwUa6FEth5oyKUPTxLHvbUdeTQATtXA3uFjWemRFkb+lNNsA30DkY/k9SRbguNaGTVDDG85dtP8ppwLbx/krALg6NbnLlAeMJnouibCusANFww+GlRrB1FQrsuotmMRzBOg6QCeNM7K9lEZWV262IjuWMPZ6c0B1j8hmwzQOpOSjaOj4Y9fF7ooUZjTFk/FTQHVSZzhWJY6PBiN1ELh2qb+fQ1VhRXzW3bLxW+cZCHga7WHX4FQbQDFfl4lGL2nlgyv2jXpxUJ++R80eDmg2DWn8nH+LeUvvDrh/xzawNZOBqL3tiyFwD+TImu9eONtEjqVVlRdltgBsIuyo5ztF3BclIOCsM6jX3qbGDR+YAPkvXwtet8AjQTbfXXt+ZOVJVgRmO8R8Y3VySDykUp68ML/QCiGS16l7L2rfxNvD67jVmnxpYFfHIRQGk1xVuD3F7MUqYRRYAgvhGCqyTO+V/5hR1h3IXyOW1ZNEwNUfeVuaIDWlAxdyKzeTxCZEbbBF86zhuqRoojySvITHDwDMGk2++7NNrSRH1gUUhd+Uov/EUDaZsnJ3mRxbE+X5o7vJvRVTcPqfe4GbnYoKwnAgndC5rqX+ItBlYA84/NbOmqhx6PggwNL4frE9hHq5rW0SVatj4Ej+MPSodX5jvJDOkbewbFN3nFs/Cx1+lXmKR1PSUWFidKjyKSFkAy/kRDC5BPyR5rS5oWoRLzV3V0Y9hgyLlfuVkyAhm1stvwAUEJJjd4vuwJ1SbBmxOw0+GIRwcJuVog1j3lDdHR2UqUEo6UwJ1b8of08TVKh/RdtKcIlTd6918Ii/tbYiF26SmdvKMYV/Qgni01/YhysFj95K9rWr229FaxV4PdYj12odh3xarXK+z9Pm+XuIQlbWqV/RSqmMR7FbOqzCnDiXxW0zNTefmIx/RTLQChJakql3MNa4TGar5b9N2hv9x4dqPQ30kJU5fnH6eUF1SLR7tQzPa+52Zeegs1nPmNVxj06qZLPUGEyVfneoXRalemKfptaPQDxkRnEvhJwUPoXeELVVnoNB4UH1k2qRP9ThmyhnVDPHQDk9u7bWmZuvY4GFuIvgBNSuOLXVGICZk+hN2y0lpRyc7bvheK8ew7omPw3di38x52psmrQJeSH+5lVLFWku1q13JswuzrfZrQyMmHWOeSSf0kq+rSEdv+naVWoLxHPQu+4iODOAq0ZBua8rWCeh4QPfV9F5q3MEEEKzO5eXDJSxfyNDCNCddCTQAfkH310qqX/S9dMC74yjXLbV4X601rEhWyP2DOro2efRGMs2eL0raxL4Uh3Po1jEzAGlLEe2cAJ+/H8815vn1s8lCr/P755hjzPfP9wZ+iPR0FPnphtNd39tHNCpP885S9/FQU77ee93bTp8qhfQ+j1E8ymqZ1/bYCPDU5OMem+XgPEvjrmUHBYFRPRFX49r5iPpmN92spqMfnzvF3ZiPr8+riez04+oiO9Xh6y3S03a8Pzf3nEhPtyXx+ljXkFdeU28hzAmxQ4dTrhRR4NuylV4fj9nKroP/rUBr3Ck8HYJYr1EupNXBujHwN2Ugso63s2siyIvetpayLzlY5oAztLT5FD+pMXWEKSEYRe56njguSpQiPNs+qQd2Da0qY98mFsRDa/nHld31gKRWCkd6Z5QeKnRBjUMgYVdBSULZfrJS8OGqw0uw7+Kd00jguoupX2jcosv2Nirb+S6trdepSkBMnAVa6IWeG7uPqWlU+ejxEf30uVRc0W/z9/c19xFAsAEYRKwhf51vnzLaHAzG95k02zK5J9AgqP3huq4RtppXQm+btIBDyLohxaXKsFe0BhKlu8GBr+fR9jA8bxSmC/mRcgM0uo7jWp7MYx82kMBVaD2SIXTfAMino/YEdGYsh40bmFrkc3dum7I2u9oHHAPABmlXDCXIxMmhQR8lwzsaQJktwFuAIHBo2F7VJ0VTohh5cRVg4vz6Q5tobp4ssA+peGlmXboGH423oJ67f0t+36zRYO4KrDF4g0DKNNzFOboK/tVp9UO7UWwdhOQxsUDljRiRfgcIIyfZSGQ+NOKmce19GrUxNHp1mnOFIgxwSyS4Cjm4xp20Hs1zxvavCAgpWQklbacPtE79rfoUtbdirnfLhwOcikmD6rxobXhZ1+vne+6O8PH9unZv+vxeV2vX+v7RZ/b6/tpVzY+fj2v1dr2/3+JJ+frrda36kvDQ6A0JlNB3joaahj0Fsb3TOo+H9BRy65BgnuNxVmiRdHx9ZHPKhLjdoX1d6/fn7Gtd7w/RalsRnVJAQ6iKHkU035/nVSpxTCUiOI8hTtQxm5ImbEMoMcRSRUSL6XlGL9ScFZHcF31Jw2p224wTdXpNpcnA6rMC89fQzBkuozL9pKI0owg3JYRFGFYO1tD8m+10Ve6EiQ6ANGXQkfh7mTY3ufdIvsHKeqFz7TUoQiN7kkLmNShTHumjOTAzFJatB4TJOsygoV3BS2HaE7neCKU3y6i2bdSGWgE0pKqfKHuc283ObTtbufLBkCvZXuzCXe1v+PYH85YKH/v8G849TVftnF+kCUWj8LyOuElwtC6N8ibkUd7qegK0GRSXWDIMI3B0kxtVFfNInusQiGEILp8ycnbr/BAGVctxsxOXCp9KEsoDxPyD/FQapyVCV9tcYrAzE5R8kPX0/Fed7zAhofYwTQQDygHLswnt7fKJFj+I+ILAWgfUM3h1wXsc4F9U3jOOyG/XqtJ+TAKgVIqfDO6hlzaWJukiyKPhErWUGyqxiI23sXB1gQgxMWEncktvFD8T26UdQHjgoIN9M1y+1Qv9MeOqmurUZlxiXfGFfEv3l+fImIMJwkveCjm4AIXcvAbOwVm3fYdVGIxvRedQxD4AFNeL44/7AARA6jNJKFyCxwTO5ku3r6hJZdEydK76dD9/f977mDhE2/YFbZmL5SwumUJ1X3pjSpDX5vH5N7n+5XFbH3yORIxBr8Q2TdEZp5mCPuEydSbfL9hDTYUy5QaC5+uv3/dWmfM6mMOsk54XE/caw5cOE7ipzt3F6+1Uv7lmuXhCiAHl3Tw0htOKqbl5W0TVKvtJrqtks7WPddm+zuZi0GkzMacgE0Jj19BInFzH/6R8qDdcUsAnzpA+6/4DVbgRd4W5Uln2qhtJNriULrtbBTWEOtKig/GHMvOIPFYZtiHpgdAZ0E0YQsPEoJ5uitIwZQJNy+xzcoMnh5gZUX0obBnMT+uA58GRQJE2JMecn98/UkSydee8Pj4+Xk3D4CRxvl3d9pP30KIECrW3Ek+OWjVLAWGneP1RJWGUuKs37RrpGpyTGI5fJ3wngJAbg4wCJnb+4ZogYVfEb1JaAxLo/t/UfyZBNVI49Nz4A6yEIdDRTYBejYuZRtK2fnagG2EdDIuQ31QyvBkg4zjYahDK0I/onmyHUsNB6n4nITB1a3EDvu1JhB6cTRa+q+FTZqiAXhsKh7Db3y3ceiVyDjszCWNN2UJJSEpoVmARvLKw7ptnkgYFfaKPMgHG0kYRVW5XOLmcW4YKKZTE3ITghrZOlwjbjXeo+Wu8QwRneHORFKqE2jpHuAPUDTGqXLKHBBi5Pv3w0MkEHWHahfH6+Hh1s8XdInMLbLDgLPqNET7bx3dRYfcMNazgUETGtQcaCXI/aQbpTKaM8N3LOzov+ErqfY65Pr8+H31ZDIpWW5VjXRQsojFVgDeUy2chGprhAZShzpBRgy8dHedhRXQR0HpBlm02bHWf/H9d7bgJsWHfARMRjcd/MJneIPAoFV1TBxg4lruJs+TBsoOqLkDVoZGxJjGeBkk/7boqm0+ojQao5P6IKW1mbhYvQc5GEBlBGK1xkxRYEIdfJXSSnECN4ZkkWqXbEZrIXAMLfDQSpJMSO04a5xupky5iFWZhAfa7tC8k8DYUB1wl3BHNgshN0hwOBqx0hICQMhaerXOOtmlirhXpiXLiew6MLFRAdGMrff1Qe6NEQkvud0gdSPlQaSfhgDbMZhJldsyQdFBOZVix+z8bKOKH/4peP61GHzCOXGeiLBytT/OgkEDsUSo0ULbzO3o0RVCS0aIqVUdz4/x2e9XjazsPDPKU1scSOZLAX8sEycYKoutQltlUtPGHiZbSJh4OLDEElmGIoAHTcbSETHBSyQSN2ApOG7JC5JM5vVCO6cloEiqnGSgPWhQ8LRQhKD5V4qf0PcGaazB+yGgDEQ0bjcysMBqLjXgCiVZEptGc/02DeuIpLeTA/pxNqFL/Yn71TutbGYSiTpv8j6AKvTtdzEKa5uSJhlKEk3wQagBMSqdOp59yQW4sxFKyGvneGKOSy6HhJ0IqQ5sjnWBFRLIFRZPWeKZPaNxhpN3/X+Af8DVRi56DsvUfwLp6hVJv+9FK2exTQKs5P2t0lepF1MQgqn4KEpMxqYYg1VkwgUwTXsp9aR5FuMEQCvprChViPlwLP3/FxhWFJTTwTe3SWwsfcZUP/Rrvga+s9ke16A9rfBQoJNk/HCXuXNqHmwqYCzT1ZttWWZUnmmjheQ3tMjAZydPIa2xCVGIIalDEkywaUAmCcgULjlCLUgnk1ZqNFjfaNiSqmH3V0RtIaKBcWHyA2KLSI05lwRIlcssYSGJ4CH81nJVX0et5dCK76QlWlrZeiD2hrfhjnTl4p3ocgGe+LNN72j+shFmrAq7LHRwYz4xifQVGWWlRTHoMQUs4iJbDXdpMhweJkbucD3TyghA81aK/itey5X6t3pDm3hd5LVOAt0578dqtVJJehV6n83Dlz8OzxATgYEJLoY/wnU9Pf1v7TeveUDCzbav6YEbYb6aEj1SI2b8z/rgJofEduMvYNUFRD6zCJIi57dQVnq2HAQA9ZDVymgMyqWkmOe3qnxd8kLaq+xF7CNsjEuqod3uYTzBklB67qr10u3d6lttfYI5wwnoMP348dHkVK709iQb0yA/QduQU/FEImKSpqqi5XEQIZW3rAWbf2iKJ8eQj2opogzEAo7dOliW0gbR4qSFrf/kl3IczE+ectLOMb7KHFZaAM8GKYg4QIcsonFfMEgJGz1dKgalabGMC6YyR6+Ialz/eMUgki7VI0w9IIKn1FiMRhrzW0L7xD5+E/2WkrXI2YnPYpT1iYVW/7RpHIfED5BH7lxOWMtQB8FRghCnUhglQSY8MuOyg/VFF3LxzoPVO7ES4yUJ6AcqV52P6hwgeKwNLILcQHrpQhMac0OWp3kwGowGJt4ZWu0Fvwx/tTy+3+wVVbDNjjGQHa7GcehaexYMIV6f9xO965GxtHAZJnog10QHkla0Aq/vl5sUbM4p7LV1Wx1wHpgV9BLB35kC5KrsgAqgHZBUlgEmCm9EdGLFUp5rcmzupcUnS3TGl7uGCzTEiidKIk6vz1gqFlgXrNDY2lhMHuCQZ1LEqxn34gBosdUGjNqzRW4xzLYxyKAzawt25JykLJDVBLnOfY9y83d1+qOT9o1RygfE9JR0fZhKa1px2IdIzl9ahmQoynkMiCrCQtPhYRP4xhkyG57R6Gek+yPzYKthBvPbIkSrNwyWVWCy9GIJ3Qtzr2vLEyg7ruMcJZgbLSKPY84Sn0U3JwsXIn8m4BR12xWw8gG9HEe3/xuv9PnvFh6od9Lx2qlwFxKvEpXRbqSXcURgY+iI1mlC0lmSmiAvVNUAaaNXCeQj4vc2b4IPGTzdgNqp7TH6PxHuhFabj+3BWweQLYdtRdkWUSpSXlUyGu7xLqxUdzYCvx/HgIrHRHY2A+U7lqgbjNRaQFqsY+uxiPRprrRKYM5oNKtV+ffz8fK4mS0id+fP35zVWfUoEqVa7EWtRwSbVZXgBgtvvesnqRdSI79txsCEq1oaezKZDycIE0BDJRR1ABLBGthFgJgzanwbio9HD8ujsP2ovCkf/knZPEf74hzJyjQt8xMhDEHpQ4riRhdc83xpj66FuAipm8noxgCVCmAZ09GivKHzVQyncMdqj91fPSCNNvnHrfupLUj/zbUN/ZiCW8KHDelLnxTFWN6JGLjQa45KDYdsAlC56QNq6zlVK6fg2dpkyT0YD1kOA6rCCRKub1VUvwGbMTQBtv11L44+Ke8kctZQNsIYL4jKt5oYDA4fE9NU0TwkJLm+37eD7O5IxGWcG2ArB2Swo7dKfB9gY4EFOCFPqPW7Q3WJ00vhFAfp5SnhOZBkiBGNnvD4/H0KKPOv+L2EBBCYETSJu7nHA7Tg1zv/4/v6Y3bXBO8LHCDu9u05Fb6EZiErAJorWYOiLzrYUH2jGMcQ99PkQCKYklslGGVpW6KziSeJTQNONPvAmDpkEUjzIHgQ/d9/B4MzHa5RBFPj23C2yg1f2y8YC0glq5CJqUHSoTA5cQFP6RT0Tw6faYUI9J1XGrZAMvAi2+EqD7GYIfAT4Yxaqw0gNxhmK6TSGGA66scgnNOpSTVLB4GLwnIpIYXyyHEVRxq0bFawLI4oYPegJYWmrJA6u24JAc9IUKJoVah9d9jy5ylKh85SU1ZYiSNQMKrn3Cjsbtu1T8ZjNsgMN+fj966M1nb1ZQR6f//gHpKerj8aTqZODL+dSa2TN4jCfIiOFGU4RhzQIjLwVKKPTK1wD+i1VFwr7qp+4pAFLyJL4oO79LxYgQTtl2MFRrHq1reOcsc5B0JiaEly/O5FpQRF00nQEOjsmFkx7scX5ArwhYGj7hMVeyO68vjvPKWKVKsWDE83C2uFRTtMhwb/q1UMJSliVHkrQb73nsmubOE9zxzGp4JU1i58pqfgqQLJ1sNqmR4MVThVa/TiSC6D3udrAZVHtcvJW/BA6I3Rw9lUPM3/CLpttrdQvdDP7GJFsfuf7ryrm/cK7q8uxNWgwgHS0BHSpTGxxc7T4cCYDI9gAldPqFFIjwMuam9VH3v+M766/3vI3g/TXe+ViuPBDUoqds0mtRT64HgyabeOc1eObPuHbINI7nvPjd6Pm6nLIQMP+jj+pZD03r+u6Kw69VaDrCUQn2AS212OW3UPMzec/fh/Xom7NLWHhM+WDLPZyCDiIVO8MFRWnYF+axmuQ7zHRDPRuzvXoxirER3S0HZkp3WWCOo0H0TzYHBB7AyUg4bGdvquGHHPqcrpLpjrWMEOIbhkX80FXZs4tU2AMV2pVDA0gZvW6iUFo5ltGa0jy8AkqrILii9DKCnsdtXmIfVRstEhWcskfiyilocBVZc3QBO8usOvTduMLUzdUeZpvw/d3NXul8/tZYUnr8RIb6lYYaw2HyeqmdK3HvnOdPIZOXkOlT7FNvUR+SnBSd2TJ8+vnuvadPLS8NrPCXCOy2aoP9k9CSZAzNR+9H3sLg1NLTWf3xYJqUNOix8JtLXmyTO29TiQAjAbaJvxRO0ODP/ppd9ZZZ7Hh2QldRaVrLSVRVgizGNzuubdVL3dya9ihOqU6eaJbLEjTEeAOm6tVTf2VhjU5dCpjvdYWXKqRc1TpY63qXKX6eXzdAizOaE/ZYDoLGDRcza1urjfVB7mz6x9WQhnewjW6Tt4kZe1oaDotjKldbBl8iZ5mOzAVFumHpEa6A47RxbqCVksdhLY4ufKpTjr2uorxzIQ+6z1aZZelThiPBzZw2PotcHq192H9V+iGgWnQUO56SFWRDkhUcHDtZbh5VLa3NdiDBlQX4Z27dzMYEde437p0vUdRfVm9Aeh25Bf8Wi5XL+ac59fn8xz9+vx5X7snfHztZAubC1Xf6+vrU6HG759P0dW/vt7bM/P8/B1zqE016yeJ1WerIMNG3JD45PWBvh4aDNRQTnwNKP7HKvaOQ9+to5aJ4YDKSUE58/r9uRphXUVWIwbGpaB/IlZHMhI9dmhtjSNKVKrS9vfuaW86U2EW8puXH1T+XI/xXz4igQj6lqTd+W2NnZski5fmsG3kRD6Xtu/MpwDcK6EK/KWe9DBIwIqoNrCsy6IhGKdTvAe+qkMwTcqlPEANjeTV9nSk2SylRSHZqSc36+gAnogJQ4ICf0BopmOU4rIgC0+B9heTwjkOfUrsR+Novc4HIavQHdtQeJxI7owEx+Cz231JZpudm6WIxj6rVMs+CUUz+3h+/55XqbPHlgfX71ZEvZw1aqqWDFozqcjAammty2ON8BE5qsB4ErupDNHF8W+DsLgeG2MzE69N/W2jhyCpTMU7pB1SaziYdQXKj4qqZZKv3ho5IiXLMDsRZ2UNSWQRhNh7FIsvlRPqVg3ZkziCBl7bhxlwk1HoaDyYzG0DEI25ad20QJCLH93zlpriV71k6sY9rgaqn2T6wj3Twy2LBcAsJ2oGixqcLzMOJgAjyLKjgGB60mV1oSQUd5cgPqC+3FmM/7CRsb81xfLie5LCt4Zz+9YmgawYopUbww5uPLX4IxqulIwh9eKNvQqpldpubwOCMvLFjOfaozvSeuAGDISV6VZ8QLrCNLplGnEveYGpdTDbqAWAoF1tjPYlT2Ybng2B58/CxzOs1lpSSFf7WxHtMJuP7/csstNHRxG1HRf6/bmH8X+vP+Yabb6/XlsRXV9/nbNUeimRcwlyt+X9KK42XeGhkYiBBqv0vBK88L2t/W4D9FYzAEJqiSx6PNZsv9/Po/uZ7ymhYp3p83y/oI4qVf3+el/3Z2x+9jFPhedX5YUZ0NbUK56l/PeY/3+YFWTktPP94kOpDK768qVyWrDUFwESBbwjyOi4oBIyPrtXf7bZZ/jJxIlAIneDIPXtA7fS2dpnqDyGlWNUIQZvJEyyN56S2mXGSqA9JkKFVpOKOKvPRsXVDwkAmwngsOMjoJx20D8N55IAVAxYPEa7hSR89Ndg08pqBeqK1MN2X/nsCK46AuxF+zkTMsV/s3UuirqqNhAGAf0v67bbvv+zdjH5xulu69ln+auIipgQMplIEbU+MOzFvn0xA0suSvMZo0BqFZhbxWyVoADndoGK1d+r4jaSXiohTnh0/4ZuhM4LqHclrwpHsxnRYXrW6wQyUoOIEYQ7A1onm6TdxSwceDGAZN1u4M7a0n53EwOJ5RQw/tvIrWC+p2lq+wIfMRJ6ZbR34d1KBo39W3WPBpXdIX8C99Ybatw0x45JmSLslCKCsQ5XG6qluFOztxrGpBd4ZuqGmwO1b0Z/x7UeOpN0p25MQpQdRyQtWMwH13EHGBsM7Hx+9s3SyA0gUOGZHKnREMgMIHgVEOTzEd+M8w6fC/iEcKgkVHDm1ZlPlj6cwLVr+iq2f9CmKqSOSeohB3bxBQJe79LBpCcT0BjVohIe1JYPqwSJ3g0hOoiUS5Nbc+6D4HfvFwrX3Hb8PJ+XpPj17Esuo6d4zhTA2vfh5+h9b1/7UX4V0aPoQRtAZrWxroZTUtHVxyUDqc2pbb3oms5fjVlwNdkI5G+arjRZL4/3q1/zz89zipa09PGcNSat+KG9exCEPm6LqJtjt6KOyIqqljFRMBB3xwuPWp9wzUURTQnNTZo2LYXmUDLEPqVpTNKr6nc15H8YDoeW1AdnM4jFLmfsYFQU2LPDv6jPg0DmYI9g1+oHUlm9B6U1VKmHPg7xGA6wZhA5W1BvOg5v/17DxgJVqtlbVa+aCmEajrT6dMIB4DAFz3t7t/k/u7eHj3tsRqk17IRe8HEMDAD6EZMJ6jncmmUUmYlOLKKaYlurFFHvTv5lDW0/Z0nzumfAZwY+BS63F27V7n/SCtjMWDiczYlv58kiHQzUM6QVNmlFIVm4iB5G+9UM7Hd2yvU37w4OL0blxnRU5i/mqAP0BjjG65H20WZeXq2ayyH4Dy5o0dVsN59imEQqW276uXPbWjAUeErtx9eZNALwunIcoJUdO7SQCtbieHnG99W1YqYZn+4brz94S30XWlBFgZAUT4A46UipAifjYCS97EohreHSXdGI9Radd2Eksd6N8qqzHErDi1S/4oZMZstcl1PL8arLwys1vVaZ1nQD8Ga05IB/zhbwXsPkp0YM6Ce9QoxT/lYniTpLptvLcTSnrcLMHzStihLLE083artIgaUFiYlDEX19PdWN8KNuW6ZsmKGCj6Ux/Xg81Dl+5fuCfftqCvCcQkMlf0BsG+W2LPVznrxs5gUf5eCqPFxwCdrHVMndvI1zv8/r1yK6DggTyIeJ9akdhChCNdbnxO6RUCiKn1a0ZqPikOJOw8MHTUQTHec6zPCTgNZjT831o4H5Xu91dXN6T/K5V0CJlJL03kyyEY0DK8q53kVn1nRoZhBEeu1xRBj5O46jZLIJ6+6p8IUPlpjKSZ5BMleaMUueJ9jqxOqnr9SEXRBE1QyrvhzRjdb0V8fTDxcqie/kVm34RCA3LV2hezvJnlo+ktbYHqeOj1o3TdGpLXR6GycTeXuNB+qojHjbifmSE0gn6UvS9J98Q3rje1vvW2scPKcU0RQ3qma4N+npuNq0862vXrOhdePwQ67kNdNJS7gJuY6Qr1LzzKFCuyUfy8m8N7Uo3yucpmWTVaupXXZ14irVf7dc6XjsSnPu4oUVwMesw3xPnunXdltw0cFdh+Pd/uBWxyEhw7VhutbFFdGcnKhDlqPqh1C14VIrLwHOXSqVJ2I3BzCHylur92LPFgJJd2VhDl55QE+4fKfcRV1WQhZxuI/WI0JvvaiTB2hjmK22UdPhaU5RqLmTQKLWjbm6WQade1dvRMxs0ganJDDEqKqhPoy9xhmHj0ji9IyP6gbc8OQ6T7q8HLmoNbxSpXs4XVqrgBVoaT0WfhdcREep80UaXb49PHoSF76tU+9Cvk953pgxVh5mCMQh7T5AqB7FrDcPsdrD4Cy9ZRBSs5JZYAztl05yYClgNI2/tYLntPWcX5/P3Q0+99zb6q+v7834c7y/vx6zX9fHz+exnSWfv+v9RF//+FynFZHYzTSO/xXQW9T+rk+ZtJsZWev3qYys79foYUgectzIMFDWwVKeoxzbxmGa1Aww5k4DsXl2nptMbpf7+F1vfNvHe83e5+vjPbdR8Ht4t+Y831tTtvZ7B7Mfv4f3lOI8Xp/bR4RTpEPvaD14ONnWVkTYQ6b4kY9oo+aUKl+qZjza7MkwN52nBU6GpILoRbvRegsU0sSBrcjoiNyo2CK+6P0YmvnDj8OoHHeCMSd4Tydx32paaBV3jUxA6tGMg1ilww2kh0NS+gjBBHwtgCZR7uNTt3+mfEEGUx1SEmdZvKzlv0FBqSd7fXOlqsIF26JOK0lrL1APlE9ybNf1OseC+Xugp9bogBX6gmabqbitiPrSFK74p3daK/VcGoR4iq0R6izzc96jmzAEl2sMFNwxCf46nMv5XHBzglU4x9wqP/lck2Eblm6NR1ADyCWJAJ1hnFzYt7Udl46aHfi/3vReg7rDTh1VHmcDsJ/9gCZyJ88AzgvzlSK5HKOFMHF7eHDbR4IL2fLTrG41TgvrrdKMBqLxeHqxUCI4X0BX9EqhKTs1rzjYD9Ni01LAy7CCfWNckgbEJHB94TPXY0IWa3xVjcz0XuwPrCoBnnlKlHOoZ19oLDfBINewtrGFGYnouLaXz6dfdCa5DRdM0tP7FnC9A2M2B3q9ShOY1tn2d5KC9cBHP+rz7rX/SHweo7BRiqMY6hia8B2aM1Bni9WZ83gWtZk2SVRJ8kw/W/HoLlS4TDtch9dOjLc/i19Nc53nkCI6N+v212OOuRWR8sZ9/vk89nf49edzi4nr65+vqx9ToqNtcf+Qkf+7bkXZX0NHAZsEVqgX+lK6OtT+gehj5L+48ziBJMKxHC9ZRPN4vr9ez9GnSE9Fq/2xR7y/GuYt+NtrU4lp/+MqPvB1aMyuPv17+DwkJYTAUvNVxI4MM76ZsoiuvZj0FJPo8X71G3lQhNzNdBvNhtAly9BUp8zeyjnU13CsLlMFRdWkiky64nTAhMHKYUrKIXyHvlOM3Ir5gRUCQELYJg9NtR/8lPVqcg8tTEwTcapBKeYYLAWNJwAD6Hki964OTtsmu84qry99l1yjodxi3rXwKFygLuT5kxBXwu94xFfkISwZ430zhRfQQiqkMkX+/OM9KkmyvHWPf/zj/bwmATHMFnpFRFKDwTKBgOAT1nA8ZTKFhRxp73UHah4gJtqKoBJ7iFSKlOEa5B8kRZqYIjyZGSBG/XQ4KMeToKwXeUwC3PEBqAxIGvzEJjvcxeFS4+0lOkwNRN7peoXhIyJOyhFi2E3erLikdOLfNV67kOOmZarVHQBLUGrzbR5xrMMDjdav1xLGj0T46g9Vpp+qON54upBLt6pzTgb/BMIfzaV7eYpUI53Xt3WTFfita0svW0eAQdAEeiyXdWO4i5sUR3/W44Q6g38EWw+QtFo594stDz6q+mjpNPX5607zDmgsQrG1XaPUG5BrIls4Dg+Go20Qc6s1HoE6D7QjM5sV2QR2Js9BeB5NUVKyAxP6+Pnuc2wu0QLozWsIov98qnfO51Om+XxeNci8+k4V/vr55/sCYVZvDIcGAw8zKsyrjBqkvINQBmlmKxVOAqTxyHe+nq4UC9Vnr/c/fsazSYg7m3jv9hEp811Rs18KzQR2KdK+WlW1fZZQSIZgBSS5VdB904nxngEriP9nPZasHtzq5cSWrpj2M4YNFY3Vyho6KrHg5XwTxMKCdhMUHOiDc+txEeQ8xDE3g9IxJZxIJ70X/wVDEOwHblQ8l2SK7EZ1sc4Hghzy73hEjh6+BtYmoIxUyW9OvqvKUfZ5UjbkpR6QamHO2mVSMWtHFXFc/ZS1p2nO/su2/f0ohkSRC37+/HxclwAARPzuhVrVatYjUYUG91J5KfzkL5Ui9ckHpyPXmdfghqmKUj5Ojhw8v4KR1dyTo3uBrg0azNxG7KdBgkVKKttE3AJ+cBLWMD8nJCDvEwHJJAEQv3SYw3QFuMjT/vofz4KOQ9Vlb5An+/7qLEAGk4sHUR+KvN28iFwe11+O69B6mIMjcL74hW5kqTsUXcfmjjMRa2/S79oDm95/Jw53K6sWWJ3pesl1HgYpboRrxqwsdRdaCTRlSE7ywelyIE2s83gk/ELaZAtnj8eyYS6/iUriMQNvGU5AnU33KX84Iov3mkFnKSd3PiOZBjrc6i+CwUqJ9vEHtN6fsij6WmFQAMqprlDYVO0/HRR4vj7//PlUCo2iHJfWpWf7QbU2CUtw1REe8u+uNrGNGuIgzQ9BG/rmV2M+nhBB2R8YOlUvNO/wu3Nsu9kwfbgDvjzMQFCMfBf9+3yt/j/5iEjuKo2lJyd8qHVT5wjxnfRGNpG2Mqyy5k7FpWYrRqPTyo5eFzBoVVzhDt5FNYF30BqOaJbZSNHNFtOEJjIFJ8WOlpJ8VO6LJrT0tj8lHWKJMEMm8YmEmi1ghJZttrxmyyT+bHuClJdJf2UdHRi5HgBBD8SICfyP9+utqT4offc862wdah9AXn60fDLsCnVVtg6IyQw8Sypn81ik15k1KA8AEQUHQ+eJgB8Hdgq6TJXG8LDTFz2W27UIQ6JBWBeZEWIsHeJI2rqhY81t0rNLDxoKDxQ3EdeGe2ibbkNBVBefCO2Xh093ojEjbGlb/k2EQwkTHsp62/3KqL2QzFr4Vy3p8XRT9SyWurgGKj6r5wZMp40yo07aV7vMMZU6ETTay4eaIH8jpSOKdV2rTRb3HUS1Dx1wxORzceFCfrIu3n39Q5rwQYfbHs4/LTeX8rzpxfmlrfwW1onKQ0CO5gKT3ngUukr6l9zlf2kjWnfObfE8q0cZT8GaFrNHIoro3OEYr9//ifqxEKDs/66bDWaqDaxFyAkBztDIIGC5ZUQ1zIFKxYB9c+Qa6L0sw6j3DoVCRGwmhUx358BQvS4WE/I7Q2tIT/tBsE8hske/T9FeTtD2bPQA0GZXvczEFEEEb3oHiBoOnzZvWqCbEZbzkJxupm7MXPaGEbdRlcdv4DK1UClnRLYnbUG2TfbIdtjH2OKSGZ2yjDBaZX+o0LJNNWzzjXrOJoNLyiGgPQpJZWxrwVWwlU5FXBIbuZZRXdQLkjf3A2En2/xJA7lQkt7ThH7QDN2jIHpum8tSKQ+ZslgpPg8RntF0lgy2tIpsRyTWD58femUgMLn4f928kzNKqpQBIMGfN0XbkNyaHVw+ZpYfArPeHYLf+eOTgwO1PqSBWUZOCHt5SP9yB0Z153XaUA0xWu4Ie+luhyMaInRt9L4Q99DMecPpnLRMTJw0CW8wg48M89IeLNRpmjZ3ORdmBoxyKAHfZ0Pc3IoFKlPeQC6PCQC0P1ypzhHO0bqygk8mctmFbdSEyomHdhbJvLD05Hzvpj9KVs+RJQjJkAFFFUkHQavPPBdpWKzv86VlGbGUVLdfwABpl2mY4cGXhzDaL+CcLaTbyX7b2XnEfNgmOvfvQRnzLUZbdXwvqHnNBfQrFlFQc48Fi/Z1rAEeQS4e7ZqXlui0qSLj7FcZQWiGUjEYU7e9MdmtclZwyV2CpS3LCU79nmAbPjHtBztR5Up5hWwTrRnvRm07iFMLopVzrHxNaOiumdlecgXoeASfKbRDuByTiLrDBM84OrRGvOYIOVapw0SohAUGNgzIqxCacxJITxDbdenHcvHUCc0TQ/q8GX5WGRwNUeEJQbLtUxiItIbHg/Uv+tp+LcvU0DBn+iI82Z5K5h+LyYLjemtHZLbaxe8Cpv9YDHzjHAxJXYuZQtCiWdvqRiK1UXBJNWT9QWtWEcyH4GK77iMWLk2t6Re1LcLOY+3uCpErSdgRq4RKyonCYJ3LucmNtXcATRo3lzl6hgJUjNDl2eBcJN0/Sxh9dCS0vvF8cv/RQwlVwySxgM5x+5Q6KplWgpmOXmInrQOkyC3DVGNi68sahqeRjmMZoEDIJIxA7hjdR8obEgRRJxJpkq1vOtVL3hNZUeFMv3u/+dh5WgLv5WNRV8Tx1TxiSZS11ZD+mO5nzsJW0BhZtMNdzDPtSReDK89pPq61lEYO+1r/L4XJYRHdjTWv51MNoEeLMsuInfJIMy6lauiM+ljDsltXjByeFQhaR86FgfOXj2inq64QPhlNKJcYrQf5x7UUfgDmbxLVJca4PN74gOFJ3A8NQo7uT1bQw6GtMXdVGRYAffUObU/wqeUUkeD2a7A3kxW6Ysbj+XaqPPXFhMhWvJupY5QiCLtxjB9OmzNz0IPL5puO4YRZgQaNcOYjz+BGXSB0qbtdBdHfYJaXDHqITn63H1j9iD2uSZ0WjpETmRhLxv2k1GHSB1fJ7CYHGY6htzBUnUjCfZAbj73EqKMjtfPoupbP9RRPjMWYHhMVZi5hj7S4PuFBrDEyecD/YQVvJnexxsrk+5HGItzJgApd2iqKh6B+HjRuE873upv36BiEzxJRSl3BQKQT7tUgcNqAhmUqBfdE0DyMp0i/boMwMkLbJPNh3Kx2NiG+u2m1Iync7crmcewZjC2mo+gi1mMMP3oSKfIIBtpYGPe84WT2H5bfzQSltZWh3aDPlEjrCw+EFqd5h8rdGQMruHBa5TsRidWQFJskmgC6JHbopfd559xo1KliHvgksV7jUAgpPybQYyOrJRvMrdGZFR0sZmbiU97rnU7vUdprAd/DjvJkUXyDdD6Hu/Ft+nt5PObltJIAt1b17TtiEpn6eL/XdTT7miKBm91JYIUgiNV+0HcFS2GGP1PvSBf4flSOzrkVzkE+oqDmjmO9zo5VmlSoUyXnOIiBJT9quXhGz2xbaVSdZLcsSS3NzY1O0UjZWVaJkEL0CWPXDDq0F1if2GhWKQfs7bNCYuBUz+gdD6Rbap+brKTIE22VeLRj08YWuXYLNIFWndPnhRDd4sq+y1stxwBqIXUCslffim50LHVgYYeFy4F2nL7Dspati+HY07AFXB87l3AXgE6w8M9//uMlWwk0mVClbMobqoEAnwxSjCwBYQoAbKUVkhxSYQfw66sptFFhsi4jqCreauE3rqCZeOnHcF/krtQB6kuGJQRwQ+KZQxQzHD6P1a8Sxh6i2+Gf5UF0BU16lC6AA6eQETzQBHAnYTx4hOowCwUwOtIlsaf6ktWmQQfYiWzPiqQ2WMgKZNKJ9RUQBkeXMpRtCBcNIEFto3K6KE3FPRwmESRUq1S1EO+JdJGiGovK6z0an4zgatcsuEWpcs7Sa8Teh8bpSGg5rrPYveleN5DMQcSxTaWLKnjIHBF8Rwo1d6C799/UPMNvVhDtendk8Z+HqjuuBmSkDgEapyuYm04hSR53AnMA+7CFH8jfjlxSXcC+D13XAMw7We0qLqpQt+0aidiMlNas2/X++V6yAs6i+Xw+TSPdwYGcy1FaWoQr//gFxV7DS4CT0HtkoGgl/dcsCuOWo5XlITHGqVMN6JmZw/Dnfm3+/sdTPBSm1qYURPyC2JnmumNLhWp/mPmltiv9EIIHrtd9oSX6tx0P1aYjWpMYr52ba255EKW/QBc27faQRipAg7CRocnALwTJwmw3cMZQl8IwRrTw0RqOk6wapj2qL3gRY76ZSR3GtkhsqCaq8IKheLsKdGgg5Q/HURTlEhE8ksuqS6E7QrczBlmNR1G4zV6KHPXYaFM9yNIYqKt+ucL12Ve9Kl+xp+us2NPivCaCtVGMmNQBhlV7xc5aMUkVjDSIWSJPVR/EEcEIKSEod/bmmuvPPoaBNtefn7Ofd0hhxdlxB80nwzZd69YrDFB1QGJakRscvuMmYZpdKq2NCkqsXyEODVWqrn5ST23rTA38tNRlda7Wi/WuKLdj7syTsBWviYg1mzh3zpltcKDWdbxIQsXxCh/FoG7X7HbqhCPZr1zdRvcDWSdhYVBN17UUaRKGWFpDPUhLKYqFIm97LSnrmMzTbyg3EvbWkYDWm49cjaa25oeWkxfzoMHDkt4JzfMbk0TojLgrGFhrXmZilesZTVOqu9ea+tdoeXMqvYjjMteuG+Y8txg0m6yE5Og0cJs34jTxaX6n2rTnIQEx7RaVfJdrQWK8QgtuTvszc9yA7MdWMky4HNdF8lq+MPoSPOiMZiR8VE+CEhvvxrzC1RWP7rmKub6/Zxvt+fp6P+f1vN4fQ7RqH5/FHfr5oeZ7fX1II5Uymc/PTR2pGlT9+To1fDofSxMB56MSfyx1zda2YFcbSwKuEikOXOuhbHF0iLY1W2Vytev4/hK3m6PRHi9VPUpaXev1uJRJqOKp5uP9uFRvBTrtMSjECzWUw8Ic6JQ2GSAvtfhZikhLUHNH36fvGKM47fYCoqStXmGsHLxqWhXqRsqqBBOlkzTUxozN6XmfARXUqACOZBskRVf8k1qTUcVE92X1sC6K1TXIuhHmAKlnDFUdZrh5qJbWqqm3wtZA+Tz3aGXJypdeLHFQYSYSMfDpo5j27UhJhH1biqgoFFY7qvPGe6gPh+pgINATSlS3dmdg0cF5DOq0stM1Ce0uONcewLVfRTSeeqRSRM+fn7OvvjCfHHlQEkH90chwq5ieVItQAJDuQLKLeFDz9prChg8P/lWMeB6VEYLhxhga3Y7LWSSjCyDAaAduGlKiTzL7t/LvQiCgkITZNJcyGolSPPCXwFHHIknBsuhh9A+zAxFDpNtOTlgS9zinGZw8lcBR+8qCgSy7htaK6BUbqKfLFkj2gdWENOc3Q2QJflMs7W/HXFVQ4SjVz1TvTjpFhmhEsyqTjAyW1a5Jc2eiOEHyI9xSehqVLO5t9SFmFydBFiJLAiDAkBEDDVaJY4Siur4kMDJIZkKhpINIGNTTgnsvltE8LMhlNciyrNYHQSvs3K0P9Wm2tW7uvlHziQyZp+wQj78PLNfJvCyhg2Qi2O8Me5MYEc81FYnZhT9CImhMMqhCdKPbnxIr+lBoqQUnUf6ZqEAyxtbN5+dzI48fH6/NW3B8fj+2Qjq/vsSj/fr+EjfH+/vT48hjY+0+/qxrWdUz1D2OJiEtp37FSheFQiut4dDxWWIRKTKvym/d6W897u8bjKFMfN9fovgZNTzdVcpjeK4yiDb/hLDk9eWe78c27mmGtot1sSEstW7vxgwYDkKy9i5izs2Nus3Dv31Ebe8/ztcwqyg5WEmve5kNU/VeYFYSTaFjUkRyG+NFjfVomlPiUw2uIxkaVKQqbGpdDU6IRaNnTaoyZ+zUf9CbigzwcPquzoVRdVO/uVXMWmYUS3nJ7tfDVPSu+2jHZ6ksy3DWmeosqC3AvJh+5DVMRBHwFE/Izji2ijmCraArrsl2SWtdGypHXal40LsUkWLLth32q4h+DWvNGbnRdR5P4syWxk7qzwxAKOAgXAOOMWa0UfOTulGifxKq1OCKxEsUhOPsE+7LetU1N07KNdylfjj4KN1d6BETSg9dX49z6Z4M5oNgMincoXOMj9++IaqeyYWty3BEeydvyn/Nguu3xntmwo3GikBUPXj+VZKoWcqq9iPU5LPReIVaBofKfxmKxUUOJGOqgCHxwXsGe7c8qWasXPLrFlHWbJdatr7Y4/At8bZbr3eVmC2/G9VwHXyLaqLZq0dwfYhuk4fe2qEVt6YHjt0uO9A+fisIFVCLs8OP7jZdS58ts2liwPWEmSQcpJRO5m53cnmFVLdBCBId/AfiF9kGlITORDABIVhGvOZhaX69FxZTDNfw+Byba24r68ICzD01B2q5TNxJWpOr1XTFnH1rhY9/nHOYtGrVfPLsjagggTSUGPKC/Lm+TYjlHZcnBrB51TeJSK9hVr9hg6RLaKWI1MFJyzUNhdFlhXmQ0VEvW3OLiboi162KCWsw4XYrfKpxKPAW7Km5fmkBvq05N2aL2lGJ8PaJJB4CBLdfkXH4StZ6QKZ8v0XMJanMGx3X7A9yrCtM3H7vxrJU4tYgT1AYvdf/5FZn3VQUpjuoAEy4XIGQcLjLpxGuaF0ns6uW/2OZK3ZWrROJpFrsxNcXyzOBGAqYShLCoU5a42lADCPs5h06Oeoh7CNpSQg74bSQlgzif2/DJSHqNVtE1yWY41qnLKImA85RNYjllgFB+N+Nf2fuH7IJz8njQzHiFbvJLu3VxYFNVw/6EFFXuCsjGhZMy6tsOgjrVoeXR0UG7nAgwBhi+PExhkcNFyrhsAOxZoAc+FIcgmVSTWFjY6/haCMRAbO/EixE0asoXl1slp600HZhmRm92ocGqG2JrcUOCTEHKdXHOUDKBH+n9zQYGhjhY6h3MCbkFeuzD7Pxk3WTh6mq1uqmQHC0D3oRxNQ5nLzrmih0lAfGAzAIPWzee8BEsl/JnAj+ACMcxtkqsjrdihYksy0lcKEOD0cdFzgYXIxRH3EH1yXPheJKAoftDEHd9Q5DLHVkyB4qyMQ4ptwhIBarV+uSqkACNmEusEXXJ2eAdVOdYlZPjJN2gp5IwEiDGJrEeONzc81paeVFPwpyrM6GzaNPWDNepRm3RbStX+khM27A+SzoIGMsPlFansm3KXmKK+Qc85pgDQwLHIc5SO63GkVUFMU3hCmUouAAMDdUAHHSEVr6Girjhj5POrwR1Vrk6NFUo1RJFJEUT3EV9Y7W6RXnhBSS1av3pvauSg13LvmfMbc8oqZVkGqctTFAPI14XVE0U/bI3kYxBNTU23DP6MOSGN7fDoEUZ619VQiimWHpqmwMx6TDBFnFGuSOlkRq142HwZeERDxNolZaa+/3XDg+InwuEqEuztSc1ocTaSap3ePcD1Eeo6VKVu8iZO1ab5M4eVxFpIoD0o6Wvp4//ziv3Wkfj71P7NtwiOl7vMn1yAM7PJ0+oJUk2Fs/WS/SloWJTWsd4xn0Y6magvlA8DuoR3pS9XjqDlaiQfpRR5gTl6v1qNvS++mud/nmIfVWfepeNCRTX/XndJY6+y7sRikfkWlKq2MMnnH1eqEqSmZWsqxmqpKZS0+5HR2P1g1FwT9lSm78la2plNOiyohmxitvBNXm9Hl0zeTErYZBHqmFqn2hEY3fxvyJcr6MZICleWD/TPLZXhhevVFsKYYFjs6nR1R53kdfatBhelv7qVQaF53WsG7Sr3Qu/UUPSgdRQ3GXhZ4d4GD0NkBWELfgj5c0OwcDEKJg6dpVVl5Us/Pt5VT2DDuJoFGU+FwC1inu31GTd2hu8vIu+byrPmuFFmQrD8WL8w58dn1bRHtaTVyirZ3vj8e+9K9vSO2910MJ8T62eHu+v99bTz0//6HkUo+XsLB7LQW758t2Dy7ncy8o+cbmPYrE6Xdbfr9Tx3X3cyrlu8dCsHkHPQyt4HV9f11bfZxKbbcvec62cWxif1M+on36ax8WyO6hEcqmXRX79mO33/X6eEzTDLZJmlaPYJtna3flfVoRBb7dTyWXGPfQ4LpgmSt5v/pVE3UG75d6tBXhGYPKGQ76VMM7J625lBApGenLB9665+VVkNmqYxurYiiaIjKV1tdkqKxjkuuR9u88176wpHXlpHYKaXj85ZB1T8GrKYE9m332JRdam+XkO2DrtlI4dMIQHbWmZsn42oUzyLpUy/6egAiYhLiKN7Fxy1EtHu1WFOBtVYbW5rofr13JUdu7q2l/bbc17AR9fv9jXf24xufHOMZWRD/nOPlo1BCoRPIgo5/1wCbFRJMACtC6cufLTGmSIuDRzLYJpWZABuUZkxIqSAQF4Pg1Kkg7VJ+OQz1aMCDdg6g0eR+1lqs8+WVxcJFfhrzTeL25IXzryEvoVGF8NkJgQYOPD+QewJyuRzcmf7Op3u3ak8pEAdzQlfLUSxosClO1StUWWfyGBwf79UoTGLRQ/fsA14KbsdWqc2PL7K0qivpuQEj0sCoNgEXtVs9DLsU2dJoJ9FbHI0uWCMPyw4arM83CbaVX21rUA0gVmxcGrT1tIFejm2SrKd5zNYSeWYVnef4k8J0UVWfTmQ4Y73cb6esV7sE0QK2UIVN1C44oE++Jj1GPSIBZKRkcrlcxJxPeqMHkcWfZhzXUnhQZ5GBbQWQVeq9Z6aO97V7rq/0qomtzim4No4R438rQ+vr5Po8NqvvzPdv2Cf3j6znn9WsJvfdU2vWriHZNWxr0bSi8X5K/r49z9ra1wxLV3kPrOfa61fYxRIXMAP1xKmlTRbMdt0l0GQBnrOOa5/fXbtPr/fVSKtnPr9ezt+v8+Gj7Eo/Pt8Dur+JAna/Pt5xP70233eQyUrH3o5Fo/IDVrqx9Mo3ICpZC/ZtZ4Vlcc6dIXW39OAWeOkdhMK/rWHqOptPLrwdNugGRerSwmmG1SWHsh8dlDFMBvPjVj+6oIEY1mLJmksfSkmGga5adrm2ACzqYyXnjaMMkzK/Sk5iLGDpSjaF51CZhg7gaMENLgVanA5OS9JLG94dFDks5N8CDNQ96KVUrQuASceQc0Yshn08aJj19tbFkMO1dm/R01IB1YMLBrOY8y/hRzE7sGJKSPibl9nqZquPOE1UKoZ4z81kdvm0qgIJqqbxuVuct4Awli2uUADyf8tCJ6jwYjVVCC9t8+yYDqut2wBZ202P34R9f8Y03s8Kbn9l/8+CeE6wsJFSHq0bjGaC6NRvAwypuvDokJM5GheC6YT2weRopTnh2SVl75gi0hSEld9BZ216B/tbHaA+sKB3RL0fDGa0PBJi2G4mly5tDtrdqMBoQLumkVbUyG4PzVnidS4WEC4ju1uz9N0m75yFKW4XlDyZ1KdRaH9Ui8vxnNqwihDIZe9RaWpFsU1zOg3GmVxvgiqG9JMKDsQVfT3IQSaMc3fyC4xzE++LzzyQrhAUmoGU6eM33n5/RhlhBSUbPeNBo66mleAT0b9/u+88/P3to6UoAqWWPUB5Uc2A4sr+GRPC8CvO2H4/QT1Wu/cC5jzir1+c/fl7zXNu4UtnHa1wVBzoJeSa5OL670dVuYxAfSizvFQYPIZGmKYzp2VXX433+HdDqOKJTVlvN9oOAI+dgGTtQ/+y1llo3KLtBnJQLCYdElqnCqtBlKxUmUcyYWSQ0dp7yXjyF0GTjBNJB2oOSk12HuRdM5WetaMOM/Iponala8DHzuFqoDWWmbQfrer4eMciW9/KLYoQTeW/YUzhq/E7uCGco5fH02r0eMsghy6P9/Ouf37tLt3nsPe2XJfEDAn2VAjRVDkRcYJO6kuGdgA8EhkmqHAWCNHa6eE9+82z6OxLPfTOpJRq9d9YHMfnsY1XPbmchF9Ftu+Gg/TKEoUHpehPI6QTo+wBqJPyQZofgISAFP0rPGwqHhd9bvDhUi19Drclt2WHpE2pvD5FbNZxZuPTtaz4dCISJBYz6cMPqbK2p20FqocMJ/6aBMdrNkVAdhAKLYETqcwbm9Hh9XSEn6RI/pL1lCX1hVBw9IdQQtNJBCJalpHnjgoipc6AnMK3BjTvhFecGgTyyRyJD6Iq4nGGqGEutRYi/7nl2SPY51xmTG1dG+BwUwvdnVzHU0SqzOningsrQQGH1gHYpDHzH++tzzADnszDqAXNsFrWyz4+Pf/zjq50qp5lGHZjqffjGYLSbMBugy7WVDLzuhpdkesl6XRKR1x1mvtr6/Pl6jHMMqt1Qc0h0vEDDyWKaTyBDQLThntLWLq4LEoIMA1zlAVzzf+OIhAtVATW6cQe84II/NbPKmf700i/kPmdDlpH7kwVVycUFp+BVByQEHI3rtWpnV4Z1Q0mSInU9UwK7qqYEeLGPj5wPMZL1CN2pDqDCUF4+ozPQpcJE/jufaQSAv0O2dUbIA7JOtBvcB1pSNl+4x2K+SWrH1w4/4uv1fm2eXnr06Je9FRiCjBbJs11N7zodCte98GvwP8QXFjWhkpJCGdoKuR7nBCSoJXXy1JzCVXwq2itsgj1LeNLNwFB9AmGV0iHAygbSjIv4AlY/M7eoQmFMQNinzQEiseXKtErPMM1A5BFc9jxArkS9IUiEZS0sSX4yWwnZgXpKXgJuyFRUUfF5l2Z3ou8763xYUdLNDNijFt9KyJGwWvNa0+pGUBUE3OdSkKsAOnPxMIRm4IoiMm2Hjt0dII/JcCoYNZXFP3/cjwC3HAIbCA9YYE42Glg1zJZ74ZHpnT77HDInAI+47blhNnk+EPwbLadea29swr5ovamFME37Ts+HigDw4PFVoRufq1rGhUjevBoNWRqK2Mt/JWrDE4hLsKZYCYk3m1K4/SIi9p8Iu6Bq8sHSoSLfVJrabD3ciihccxvlZ2yDVEwNAUKXvWu9DpS3/up5aknJg4cERUcboIu9wUpKU8XZYbQcd9LLA+WQWZW1JsvQ/oLCQTu1l60pOzs9EC1LMHBgvBxWG2UEComcK6OtwwMW1m0MVhs3UVxgbhngulq8w3WCBhEumFE+b46H0b5I1YEzYO2oRYz3plxldFpUUUKywNvGJArbHNIznCsFzOF5/RyUaT4eiu2Yfs6HDxJPayQRdbu8bs5X5l78uec8lWMUof28S54BKcF9RICHqpvzVGHsIfLKN6yZFn44G1rclRkHJ4KOVyn0Ote3pUrr8dB13N1z9phIYVkKItECMZaIruvr6+LJeEHhnpuNJG9YNTQq7UHl1t9VKqNHRrn1B0h26uZNsubsvHkmxG3mm3s5fcrWaj5MU6mb4A82RqiUI4Ka0LoJ82h8noxXXXAflVKQcgFXVmgmRagxGk7NgGHHMIUdB1gY83IPKYP4EK+QQOh0LSDcoff3mzEViv4VFBDgA7YQixBmkYuAIIWhUyQ0XFKQZI3oAbmy65CFBAAyXlHA/gz8I7Ml4ec6PYjhqoqCJkUkOuh+IdWSIZYdyMfOPBT9nvkH5IC6OAbyPicsCVO0Q9f/cM21fr5fq5eLBZRfyNIJsKl0A1h5xbMwRn2WdCz9gwDZ+suCfBLLhiBRedQ43yTcCnwFAuvStsyI9BibxO2AnnVT3wxpUPLGkqpaImaSn6FMIc4NHbb9TMFn/zXXxAZHXWuG9PxPoXBXVxxoEsaEyAuBRtEwCrE3IY7/lbqkwJ/qATcYKdS+cN4dHky6tZMpy5UnVY+hmVFPeJL8EAzMkuQ/CX/s0m1W1tyyvcb+f1GYRw8XoNNNmNcMkhhqD+U/OdRoZG4dSReaa4tifurUQfuGVNROyUG9sVtIu3Zg5nBi9Zpu3RLcuR8GzSORZk2OWnM7xRChM9km4oFQO6h/05DcT3Xz2sb6A5xw27GekXTMDknlhqTT8AwD0nRAYzXDlkaDWytZByZDRUD33ASerdixLpjU26YgkjhJr0a1k/ss04QwyUAeqa6VZDDEaGAO4ksKG2l5+rY+c/wYHpwpLp3OZIsrax4VRFNrfzLM1Mlzq5XiWdFt08Tu3Waa0jbAPRsI2jJGlcWpmJC5+Gc9vlT/Y2lZY2x5C7JV30yYdmoc1fX0Q8l8KFRel8fJB+JbhcVBL46iTll0VFBKqA7hXINwVhByLQlw8BDQkMzGkKBXZOTjMW4fUSh+Ki+1uj4Ec1IdqEN29ZpnvJ1EU/iFkBnb3y8UA03brIlmBY2D917DE6yJLKLTMUiV4mEQpD2ZpPM8IOfxfLVWCRbGYRVpUywMqCGKIdlmiieVJG83QR10uGiYva7dnmvO5EWyT9xl2SKAJZMW9CzLWLbNlxehmwqqx6CFAEgJk3/YNAgTvIOoeCaGoJHNprdnI3OXbPOJZYJf5Q90InXQPpRvrkLbTOH4tkawypTENabzGdNSTxSfL62eFELg5PqJvMxL4Q3HbmEhw6uL5RlVgQuhsTkbrUfb4QAilt/RSUlbZNJ4K6qQTXOcSmw9Y7G5q8VwTVCr36eqhJyfy+VdFThbv6KDjzjM7B8qB7QGs7b4LDHCdM5LiXSJFwrt6AghTHD2Gmzh11cL2or2LyEeE9GhJkLExiyiURpr0E9oBg7zLcOp7C4e1X9g7M3D49mxyqonQiZVzVphC6GEMt9jOYbfihDEegybKay71qiL+bxIGGo1ZEKlwfsjJYHMTfuRepLxOH4rEkNrU1OS5tAONkJciK+umCENxSudXIWr6d9Yane8sgI8nUzLERBKuKENk+Sl8eLG01/sQ5yCBaLXr0YmZJkyXbd6na/zPxURKqVtMtRB8M4a2kkk+uwJby00nbxD8kXO3W659EFerLJDpY8MUfJkdPA7h+Tm3WCtQnKH2TPNxk4vw3tj9XTZ626jNrmt+DaKj/jOszHU8Uv62exj4pd4NiNIGAqbk5hhUsbknmyy+GhhD7WGs6YayKIBCmf4xo51yt1Cc2zg90iyzNwGID3j76wEpIiOnaH1pek5sYo93z9/Pq55EAOaRJrMuJhSysGAXlsJYUwQmqdPhKW79a3NIKpUtRE+5GQnYteAUbM0tA5HKH8xftfNaT7APnrw67B2dKX0hlETHZdiuNKxzQJzkKazOyVp8ggiUGBnJ4076dltpOm4R9kkqB+gNLSe8F3sM3G50K3huhyZrgfblXcKUSTiLnmJQoLg+DvPDyK70XHpiownBkCzwSs1BMAdEMII3C0VNIMUFaUwD8BaklDH47wy0oYzMfqgrdVtJ+QHB/zRYGczsyTdOMQERDGFVmgQ1AEPt3OyMwalZfh4GX1WI1RZURIc9QbobnqQEbAk0b1OEU9a4BK0agLk7Ww2M0zkb+As/gG9DVVesg5sJDD4212C0mnrdU4tnpxrpYqcj1q+kbmhAYorKAdRP7//fDw1hwU2yEHbvpgHqIxgZ/n9kGLG74kCzoGhEuLFVzDrnUlXwPY3H58/36+rOu8NtLODbWpfC+OeWpdnV8vQv4spLeTfDIvX6HMIIMqg5/E4jv9nET1ei89sbnKi6/dPrGCUYjWawmFvToT4/ovSqjjO620dmN3ujtjYpS7mLCJdbQlzzkBp8oA43qpEL/vS9GcK7RlDkwwF5asg7TJ9K908wzTTba3q6Xo5ZhQTyhR4ndpyEWdSlI+7cm8vYN+DPs2qym06JnHNVr2TGEMiTVqdJZWjpVVM5Glsc/FDHbVqxy4CXn0cvZhSS/voNs1Qef78eTNHt49cr5+fh0KoRyI+YeA8mjZaN995IlW1x1M6sDdW1FFP3KQ6P3XyKZScWVrMBavNYVJL4N4Lblj4IFVkb+4d1QZrny4yNyrw/ThkB9qvviQ6R6cViYty5JHAvYlAUuvWAe60d8oBgR+N6fgQ6NVfWqVxdBdjr0qagZReQadhyi9hJdoblPVA9mjtka+6/iqWUwqoYeDjpb8t2PfCgcq6de6aQCv9GgvGUg6jkgY5ypvGyIrPoT1VBffLzTYk9QB9vquWcOPVHI03QERYsXzzncBi6ubu0MJy26OI5dqq8QFntsH1ipNyFGs66qpWuwK+RRXjxpmH1hs4tGoOmS2iWg0Tlr1uYuhg+EGsFxzMEJtvVByxZobJM9Ixz4YJKUXCyZVWJyiRGKpYPuO5A4W2iHp8vNRsj/djn7A+PoRfW49H2/rm/Hhd7mprzcf3P7ciuqYsE7Fc9gRWEGZWtOzyRK69PSWB1IaKxGwKeL0d/3PGDYHlQMiNmvBXgpzPMdWKbYcsvc9ZulEidr0es98TkIpgFdDMAZ5jSFOcrzVFsI1hRayKkx1o/NDnfDyaNIkV0YwiYgBV+LbHCWsXTBDqVuI+bUVgPi+Dbxj84tTRNtMWWN3qK/QDplVDz9UQ62CNmUFOygabEx2Sx5GQEOaJVK6Y95BYxbhQjlvFNATVPxBPpUj0VZvK28QlfG6sdTYKpQSAOm2xnBKo2ZxlqUtLmpy4WOBG8WqvxQfppKo7uvUkiPOEk7uu9ah0JxJFe1NuyyiPVXHbz6+fURGEutrv9nd/lqMWNkrHd4d+tS8eTAdu6TvMcGw3qlkKWEdU1cXDxHCiOrS7Lc5ffIyZCy/Gh5snepT0XTU47qWkGEOisDhfHwV+JkacxdDApnabiSAqVbttELkIIsoUN5nG10FTlDr2hDAMYHBUoi6ScJqKllEjVFMHscitoCLQqnRRybMxSqCi6+i6lE/yHutmqkPpETSJ5hs3Ri4c3OjVu47lW6r4T3nhyK+gMiiwvLEKiYUAU6FrhDhXFTwqNwdlgglIbu8VtaUxBgNom6q39YYZW+UtEoiept/XtANmEwDOAuitanVuJ4Y0epV3mm3kTJJgu0wJyzUMkTd8pNxDADN8jgYdI8ICKaYbzmd0Pb6+FJbz+nyJ2P7j67UJQkV62rd+eq9tGry+PmZ40PtvYOshM4EoL3G4KJJeUmILD8nHX+mgJ1HY+yFCc/IHFIfSjhVuEzK2YNzFrDDMh1YB/c+vr/lsVvXtkCIi/OzoWxGVkxXr72SbdJqAtkUi52hkVb4Wqaacg44w/TH/E6ww5n5aZWgt81juIEHID6iumbSVsYMVebWGVTTJwgiY8pp2Ctnpsov3UfukY7CrHTpk0JpDUAiZArWni0jvyRnW8L3B6BrU+KTK8Mh1OSkBcRrZ4UmkZvsKIkeyKzFNH/eAfgKMmcxEaj9WMRsGBhoHGm8hIY/2u+NELVv2kooUA2FNJIXgca91FmpcBITO/lcJfcfz6895ldSGaeHP+TyCNAFEHLBwGD7vDtmDCG5JzG4kiWEiBACzA8+QPUC0FrFdAWH/TxLPan1L9xq/eOalT43VGULh6cdTSjNrRf25pqcOOMhj4whii9c3jF1zDtA4dx1VnVk+jtg1WDdlh4tdlSrm7IuOsoJSM1Sebnsdzpv5+/5UA0gfGj9InzkDpnTqyLTKPAjIpq0TnsYZVDrDOm78c1NpqPINvTdQ/69O1xlgimfV5XhEe1aZcE0A1S0V+k0FjDWi6ggfchMfdwBpm36DIAxrMfzQ6CIWv241nA7Ab5wYoxvA6tTiRqRC+c/blS9c/n3EivbhL0Fk6dxMb3tujl7nnz0J8MfcXHNoXI3dHqW1+3nKezOWiPakgq1357Epfo4b1HwwTjnAWeztVgP2ZXbYwftyhyTqcqlJSi6EMo7JReQak5/P7+99wYIo6CKgZ6CcU6VB9Wu7dgRLII+8oIBjdUCP89iMrtCdOivSeDT0UCyiOZXOwtbp73a3f162UPHSQgZEkNH+o/7O9GmdkUCeKYxs6NkNuwhg0uBVVFYAovb99H0lXav0l4EhnAN9bqLa6DMkSsqsNE5tlHaQdFyPhVIEVEeGYBbWdubhwyaKD10L9IGZxvUIOc4n/AUjiRHJUkbokvlp0fLDMeJWKvjptiL66Vvvr1JFj+f3z+MqRV8s0dSiW/CDoVwN8EwWZEDZzq+lhzYRa4lw4opLhXj4qlLErhmrpZN5WG3xn7nyqf/YY/GSq1LD6rPIbyIqLfSQ74lPuqWxwfS3nzE+/hJO0pQK/t6aBjLMe4TG+0geZ78dhhH1fobeE5I7TkY7vsqLi7rh0gmNUu3WErV3YGelkYxE8KOWW9XIO9v96dJHfGKgDSe8Afhhe7UoN9OpCL072hy0Ey7J3IzqAOgdlxVfy2iAbKhXE8V021CvufWTqTxo2GGrhRyHLToIyYb7kJtxp3SMkFsSOeCbtxNslk8bOWDGTD5oCS19HnEAw55evYIP45rEPKfpHIfnkUvcRhYUVsfNonqQzVjMOU+93asZbwrzLuH6RAhhPmo6TlQ/T2VJED59YNi5g6jVnRhVZ1cT2VOIg6IAWh76GyOudh7FyVnjQf2ZKCKyKGD6eYTWjBriZSbMG4qO87UMPW7mRya7+/U4L7oJXjzlUwL1ljii/fa2pSeTe2rH0Ay0BL2B6JhKoNFNoFAv2ghhZSKaOqG0ZSv4G+qnMqNPYPk2e/ShoU2jvVkXEY/WdTUDl5j3BXOCXWRdqGcl9tiTwzcoTCNAIrEZ0agtJ2b3rtKfA06RO7u+s5Ma9jXWgttC73icQ+Nnz1UXTvmoKYmb4YpImamBZ6WXkbhUmPXeLouhpn3Lh0CW9/os9CbaryI6ngoLUJrWrYjOS8qivLBII89VIrNwgZM5hk+/eFGY/thnwMESGFCy4yPRu9M9JVNSGzx01UHK6Y6vJWl6GnNYxY9b2TOratIYMc8y+ZTNHmXdoYoPaTEnl4UoBucfvNoqrU3tF3shfHAw5pb4hK0H8h3E1J2HW167gQWh9fZYkF7NVa1FJJL0Nc6EQR1q6da4JG2+11ZHJCSWZ6L2lupkypKRDBN2+OCX/Sfqz3MC9mC4qqeGMVXvBaXBLLa6CJm5W1yk41x+6poQNaLSoqvrSx0D3w6+qnEczjOY4TO0PbtMPcdABDsPL6AB0HkhzJkz+c9nt3puU7Kdl1YDFLXRta9DUtbyUtfha6rSXY2Oa90opx60qxjaYqYVoLVa1NYxDiOQ24ybsSZFET5tpzvvLPqoOylXKaJ92dfH49oHX+8lz8/7rad6fLzVOr9rYexeHy9J54+fks7bq6+5uCUxfz6Gri1BROYsCRG1oj7h2UrUzDn6XGPP1JikALla05qzzE+9pDm72Lc1P7YkPKGKFB827ov9akmI1/bUnCbKNstpb3q8Jm7UBzhq3Ugj8Y85KACGl49oSg0ljug4RO4KiEMc47hn6p2TnIfZJ+PKyT8O273u1ChdqcXrcIJ0RwBOqSXnKhFnkMrIHabCoK0mhN6qRxAIpm9N2YWELVdayYhRggenj762UV6bxlmmNp6SV1VKZ7N5VGLWIjoUgTI+YeeBbU1OH5LVORProe9O5nyx4UxYhp3ps2kCtxfNKfARzt5QjlOkpwfTvn1vb+u0k6FVtIetw8LNVPSc/VcRzefu0I+XQop+tx8QY6tWOOdOWJDNEopoiq8hCU5bnUQGUDwO1d6tfuABwjt+Ezk4D6CMM18Vb3ISwuJk2pvUH+/TOXCY+q7Ua+KjGz0E6JqeUDsora10ILeiE1jXhXlwBGHVB4pkqGLDSTotURBoZdodHY068FKQXE0Ffe84L+xHbtXGfLc6SXthnjaxO41WNwYyAyrUVGZCa3spIdUgQypn35WCyVIxNUceF27b4T7goKM4n4oIHGwGpK8nhdRJydhGcW4LxmnXUY/L5ANoOTh281oCbyY1oxP8ku+D0YNVwwIdEeAFc1hTenN2AXzUulJESyQ4xftscn26Q3qFpWqHQ3/gR5UOvf1No5R/6V9Ej5VsqyyXgh36vdsRV9vu3KcU0bnG9fWPz+fo1/z+x+t5zOfj52f2MURFt5v94x/fz3Mc1+efD9kJH39EsdMeD/W4X/2k8fOvvN/g+/F6P6TKf9e7nbaUKJTI6+X+clTajy2IS3j3IXCd5yY9HzwK0GFF9Hx/vq5tmn1s8tPVHp8fW2LP19fnlsNK8Nd/1++v97NvEMb71B2smslZr1PVE+hvbi6sxVWzaDtcaJA4/W+uuX2g/0V4IcdJ0POya6BHIL2do/8nbHjDo0zYiuYdL6ezu/lKDcS+hIIpBJxK86UYNQkB1JB9w4SAroLdk/ioS7J9l9YImvHjgaQFHurpg4MBW6dHyocFiH/hSRintD99DCkhSuxdQkNGe1ztnvCMo4wNRplNLmVup5Fr0sy0HcCQoES/S6BmElWlQocou3U2EH890XXNX5/Q2i/vfL9EstB/UXRdwAcNRou53hDjBVZr8YBxzksIhi2TxjoXXh49yTzMWAgnLUTUCJFuQxKuaDyVvXUVNFQEuXlTujVb+0Bt4dA0MkBchAwzgapV7NFWW/6YRl2IRPpAoYEcovN0AQ0F70gDtXLByJBuycdpfboIPNEMPml6trjCO0hJT5YdI5lanXxYFbtL9YVlqm2NddQJeDV6FhjiQPhY3O2V3hyRhMM9m0nKUpEV1lBRr6YcqrdcdUltOeaUpElq0RpSYPzVhA2wNXmPJLFJmqphbZXwlACm2t6CM7wAC2RUcH4YdCCJVGp0zEjioFVL6w1Txw93d8Q/36Lm/KHKHgVQhRujE+chB1UXbMqmT+kMU4QS3YvuYAKKBgBQBW+BrGh1s4wz9n4Q7uqGPAgKsjpzYRccwHp9/Pk+zs0l+t4os9lfb7GbrveHKn19aCC5Xp9v2WnnKT20U4U/hQiDxLSmrLqwCYfyeO91Ox/qttuSKNvwobUixeTaeqzLs0sO96xq7dGavSDM1+PnW+rg9T5la398PpoGZQ913V8FpOnzkqC6MjNluHP3ltamygF1Le4Yx8cM0DKv14LhB0WkZWuoh6NJ7GHcN5fIWmMAccpg6Fmk3JSECQE60CLKGFE79sECpKuyuJyZTx4DH2BYDbX0BC4aAB5FBbxc7W7PQn2qRMngi9b+4eSbRp5PedoQepCIh+At7DGDSf3Mzbf4iyHy07OVzqmihDHi82OP9plFSB6IjlfINnbYfVEO/LaDsCui6/zzj49toY6z0Hm/LIkf4KIbZydVp13dWtQA8Up0lMR9EhQ8Zphkgj4uEjdIooJ4N6MhPMAQDHsfaAY9rGs+8C81u8Dsn1BZtvHUlNVNBwNxi7Pdj5NaDQxoi9nJBNDc7eE3cbu5wsmnUuV2DOBg3h41NN6oybfQjFXHDI4jOXlxBaN1ecwQRSRBXhhDQ3hKiziUMWQ9aam/uPfMNObQNSpf/XYTWr3f7qzhRknfb7sTUhdfzDha4D7cOHhGAxM9xYhjJ9xK9DFD4xylGoQIVsogjkk+NJzFoZN1t0J68I6qe+k3JMHgN0pQ4AFEvVcdfltu1PotgWIHjBRpET4nqpdffrOAnRL4TVCUI6dqmNHH+/Mti7RfepDreXOJYveuUwYuqadIjfD6+TWg2oEJvoTnkbafITYEvgWHOa41aQOYBKcirKb9Q2qOcu/HC24H2zw+/3wvhS6JeyAzJ8zQmw6KT6mHVwDhguzGwaJibKoGPH9kUXw8VnxEiSMiSNj4r0IGkDS7mq2WXbg4tptCUnWRumw9bp0B1ytOIZxkKcWK30a64dnaJ+oUXUrbpiambXU3obRL0RaSL24FAA1N4uPzgF6c07lTsH4ox1qCiaGVb/ACt5yYWnWu1nqYXeYMB7dPMGoqWdQtXbgI3izI69A/gUk1u8TWfpU1RBkyiV7vR6GeDYow6YwbmMbQLahaUxqzB+rqROqXs89XNB8KZ4ZSDb1Mu7tZ3NQBIAKPvM9DgDaL3by3EHKD28KVwtWiU42SCiJmEkoPWJWABvpavRHkW9jlErtJBL42uIM4H8M+ZkGsDgu5ff0LERstnppCy+vxkndPHzZ6zefj1PM/N17IGfJK2UKPceOcAwWXqq/6AzHJXegwv3lZHJBc5oYZJFqmB6xNWn5VY9xpeglFWgv/MoIt2qqc0uAGERaQIvvC4TrgLzWxRR8CbatjaOYASP7untQcfJxRd9fkGq7F5wRPZeLlvGdUEua6AyknE65SGwgrgkPB2nuRtYuYfTzGZYw5ztOQRjB64k0a6Ulb857SNFrpduDNKcsxPYekOOci1ojhaFJlhtzqlkyzonDCFhnevghV9J+/RFm0tTUe3WooPqLJBEClRC+nUUP6q14qhEJbWmKcvSJT3d+Dw54RzbIQedSuI1SWSrWE9LKo7Mwsoe1ZTRz7iTP1C+vQRMbpGPeQNASeLJAEWZAlGXOofcPz8jd2zsLdxMvRrSBRoV0MZDp0oig31hFK2vLVQiKtJQR3lL2xU6KOMvGberOzDpuGinpCmReyuTBi+t5iLrDcLBjAJhFwN3jGm2Gqo61Z3JrcgOtESoViLfYl4WVpEloJFguuYGQVikk7eCJ1MNoboS49CkeIn5gE0CwZFasWDC1OQnxlXJ5sOA5snwHJ85S1SiVpkGz0jr6IzA5Pbo4nEUXQzXkMt5krcXlPzLvSu6bw+/EO/6KAqEahVuqmRD4Rp9VwRX5wLC6+uXQvF8qeos6L4jxsY3Ht7gvPvAkWHUPGwuSv316iUKx6M3LMDQV3l8+QSAH1GEL1UXNeN9dgaeIHYOFN5zI0g4l9jPgxqZxpdbIQMCU9JOdJ2TpalumXogySGN+Mf54/PzjKk4B9rL0yiHbpAP/5VichpWoHJtwNSrl1EYwlulCsnpn0CRHuE9tBn2BpN5OiArr4P2kgWl+ioGsokKvNnpG+LQdfoethnL/oYEJMr5LnqDU6WU9ehm72YWbxz3TZq2OQSbfYoByjhQLWwyIMQNdjbaCb6hPs+aC9YhZkoJDhFCIzXZk/obdBWCJ9w4Qa8y4JfmrOL7rw5rPM9yGrzhfPiJnvm87M+h51MTo0yuh2ywt4dqcQvwMSMzBnJMeNcrEbgf4/lwEzgraZNBnpo+Q4jKyetofMgjYiX6r/lKUdTng2uOAsQd6tkmlJ9mcbTUAjBYjsOAeYsS3XupvcejRATupI0GP4jXgHXNJZQWa6Rd0zA5JIfOq0BWOzzeli/tskir5IxbbutDMtasNUP6cp2XOxcMZjy6hzIY1Jx+lKIoNRZtp2g5jpvhs0P1uQTrzZTLXRdAyM3W/5yDmmogHS36q3vJyJksLMSxPFmMP6Spu5MaeBt/mQY1bqmLs51muPPg07JOENzikTMRpJl5Xq4O3638CYDO1/2sz2ifkhM43AzUNwOpLrAZ6myRIt5gjSEHRh/5sVEkVjEYSGmUVedu2VdnL/onHROXRwmUdRvxi3952Hz9Xv3VkTLEiT0O3CILWFWsJcc1DQJ/nO1mMc1//JR6Q85ZsUyYOpnhRBte6QswPAmyrKjJ+JiQnntE9omqAQ0yhSG53k3sbH05dctvQNy0BNf/rzS6iclFCCGeHY1g0TrDkbqR8jxKbF5/R1B6FH4S9lbYLmTD4kMQFU1tx+fg2/vm45oiVkmpmYpV0RZly6E/GnGthuocKcZaHAi3Bd11ixf67n1ZaJC3SjyWrEYCQ0nebJhonJc0CZDjdrbi1RPc7p5keUiIotFYVhz+9QnUZXTmwgqvprjYkQnjPa9S49hq5rL6J9WJgutyoyjFrSG6Z8+igKnhvqLCPZPfiiEyHrac5SSeRaJXsuGL7wtap8rnDU24uJkUkq0xZaSGqB6C0mlX14xqFiDTsal2eNV0jgH4dCiXiFY2p8RAkktlANMBtIJMoAf8+cPy4rOzX9X9xiLQGtMBc4x05IxRGUFOJdlPUhx23osyFFLYCsdoKAp00TMoZUZZCASGSqJjn0ZjpmG6A78AyGid2+IgkdSS7COSMkCDH0g9FF5yrYhXuVbzBE/fj25tEdl8eCbR+2kqTJC3fc82rVnIVt1I3OHlvI+cp5PL1oHJt8+Fc1XlIJAQgeczqcWP9KCMh5VU46FBDWkG4TWhpLt5sT1vZGR4h3U+cdfVpv9HpVlwKc6Getm337L7DCFDPfep+XlUXlHpKDB46DmqVDsXQnS6VxIRPslgy3LwJ3zxwdQ4eZ+1gDUTmKwNaorFRqTRmr4gw8b/u5t4plqq21cDroHB2G5NozCTAslYpTRtvpoLeudSaDdI0eeoWY2kMSPeZMU61X65XsV2AzHJ/dqkBKnb7Ns+b7yaQ/S+/A4hFcamnmLLUUVn3199fnhwhPCyB4Pb4+HwVo05+oPlgcGSEiVjEZqTrjOesMu57tMIky4lx92MXileYxsyoW7dFXw/OJwoOl3nnIbAtZcjkDGUSLOpjYJyImkAfVn3k/gxiHWXMHxLFP9R3Tq5q+1q/Cr0qbVobo29qabBsdus6KlCltT3apooQAmGLBLMuq1BdMvDxyaagk8Kn4BvRKBYe06ExY2BIR2tksaJ6ez0F8wuHSHMSrtcnTm9yUwS6dg+DXmriX5JkkXqFJePx9GHMG6W31UtIpTA/4M2ga69dWRZ0rF/xgCWJYsQslD6iSyaxwUehcnBON4XGN8nuJUme5qTUpZaYaj/BkMJF0XYYBll3g8koBtBJBknaqOjYeyeg1twMqAx8Jfl2ILDt79Mquf7N1LgqS6jYQtbENTPc8Nsn//2vGpVNUNknfvUM3DwPGSJZUKr03lyhg5m6qKCGPcaoTJCp/Aip510v9ms88c3TLvCf5KuEDV0Mztan6TbjfOX+XoxgKMlmRCOEG8XzpWf1KlPOiSEuRV4Ng0mKU2ERNu9T2ZHl0IAXrPonBS3yj18simtJySgkT3DyoOfTQtTNdBul88KYR4sdIllLi1KXlpn1WNnd1qcCdJk55ZigVsrPdlwIXdjkBCTWa8BC9d1sUuwJbhRYClcPzZma3w4FQNS6HUcixGB2Ycq80MENrRyu4NnKdoU4ep84CqS+ZBuiYGntTKFxguSUsmplWna4TbrceDq4FnMmJCGsc2lujpPZKisYJfvtcpcNGKWo1d7bPf/3ruwrjjQ0QvF7//MeG/4c3lDEvAUBiD6BYbU92TWtLjZBRQdpHlpUHCEfDAIJPGuxYrel40eH14jZTpyacag4ztb4kT9bhFDkn6CyQ08VQW/maMJo5x0VQYTXHpM1Uefgl+2EWuoeCv+K/TO8aT7qHpcDF/Qc5vNChHTUNbaZmYx5Yp6r8FFoxY1xqGqXeFPsAUF8QpTnbxBjlh1Y2JC/1t5bw5y4t45DV2qaE32pcK1cjQZlh3uzgX1D2/X356irI81QSja1Hr2/0tb4oDYp9TaE36rJ6vSe6TG7O5XTI7iKxiXSp56Ww+TR4Sqio+mbsfQ3KEPU6f6PbCCMVRtJiPz2JO4vP+sCCtSAZ5vYZfgXa7ITSW8c5bT4cRoZtg2ogZbXYwgVqoXt+uHA/fhXRktzjckC/tfOsUXCMU7sifqdaauf3P78nPbVvcgv4rgslTrrIUCYLi6d5AOmURO+HFNKcNbgMujVw1yW5e8WPzq9//LkvOmw3+Hqf3LZaPt8vU4BUyGP1isScHeDClow7m6TqdAOha3VJTGfGcdTweb0KNRdF5DyixQxcMPO/A3U4/VheWCx14mMfXWeZNnGCQbv27ngsrd4SdtJeV1Fj723McHyWNgNA2Nq5BLFEFdxz3Oeh8ld76SlZjc2RgqiU260uJHH2kOtuKoVDWk9vsjIGoQjWEO7FHywBLCrIouc20fZoh+u8OfFEPKXLOW5DK9ZxiPxUT1BbD73Ec69devmLR3uJ1xA+U5JnVcQRFlwyEc/25x+vpRqtS6Lzl/R0Xb2TP0NeDPTTeyENLUWMeCPBF6GoRA6SV+rmtB2B4N8Q3+1P9TLamPxQ6KmrLTk9SblYoWBQkGB/MX21C/oh6Bus4Nq/aw9df1FXDyWllJ2DZOB05Aijd3jkTqOC4gdBCbu6GAHEUtydd3rshdUGJOP4a5BsKPbSzmjzEnGiwHCFMf40NL2zw5qtKT0YtcYwCYGNRLgvyBy3Dy8tzTHnQSqX7Gt1m3bdSSKHJpwEqYecvA/TrDKE9/979LNF5w/nKk5fCJ9DLitKy+hNWCUepaGb1oM0yFuk2KFtqCuwrUvVtrISTeAgZescOKc66WfJbHKL2vPa4qLsaNjeTrhJeeYuseKR3ODM6EyvFWMxfphb0qMqhznoAQI1GInQXDwNe4IxrvW9ueaUeL6V/Pr62ld2FfPPmOf31zaN5v3z9VH57fJyzM9/vK8VbX3eS5H4EiGz38py1+99VNNxs5dMOTTwK/dzjTlBvQGdpGSRhfzY3iqFAX9+1rWaB3r7/Lr3kZJ5m/Lh63OMIbUp8N35vq9WCa17Oe4lqa0kr5R4Kt/aGB0CL8Dc44FvRxFdU5muJ+Hd0YIDP65NdFo6Itjr0XWM7kFqlYp1BgPGHCpTKqBZVsnKdIDLCTUETDhZ4eVawKHFiBPeKyC0JkwtHoXExUULqBsg2UTrMWg1ylMIm1BgLxc99NSLopcuF6D9HJMJcMzNqi3b7xgGdgiEFoA8zV5hyU47W/B4SsOy0xBm1EGco3pa686PP3+WFNF9Sn/+MkX1WTQAusVUHx34qB9wFOwnqYtnbJGBfBa7LcVPAVSZtS/EmkRDcMRj9dUFOwPJxTWrn+lmYvByI5Ric4lS7Q2tTFOTMrdD+Ml1hb3ZbGyAyOrSU2bW/xwqccY//J7U0aIxcvcbkL++AE6QMqWDbLuEvloJOczgkXBo5G6JyCVqMx3K+Uiz4cA8myQRofBMuVtb8oQaA6oZcknADkQoDD4lGCEM17Bw3i3k56sGKsOlYhaks1WIVI/hXDW4dBwwBkfYpB5rDUckOoLZx7+kQaBaQS+Gy60uz+CZDDbJCEiQcIq1ycj0YAtomyIacB5xohbovjugd9SLExsr3O7c+ZS6dBskwmUIcqe52er1q/2Snu6tUkRrnJ+fSsk9v76uLSPX5/vawvL8fE8lrv5+dj71+1cRDV/Wgg5WCkmDR5OeNn6XPFPMPMkrpZ4TLS8bVaaAfayhPaobU6E8cc0tueYICKkiw1jm5dizaW+S5/lcEt59NWkFcRC1gEf06/Hoz/ILNk8QtuXzVx4R1oeojGbfyLlmW8hRIQPYrDkckBLD1T4e7cFeptarhB1TN3qCoQONZQrwOXxEk18KS+GYluUEoVv4o42ek97TxeCU7MbtCgypjr90GWw5hms4MYyU+ktYaC2L2pJQJy8jyZWzRV5zRQRiwLbijkfvjAchGWg/7sskMIYaG2ACMYFZ/LVkO1xEzpRQvBXPn9XPhXNurd9hNKYDw9OqOiCzB2ClX/qkZqsTVLBrk7SrPwb1miXy0gEExRE13LAOweQ/8gGhA3nHE2niG/HfHrgtNczUDzqrO8ejJGjnHvS28wpNY2Z2NSLtKFyQGZmEM0LJtwkztIvkFp7Vh/EqJThqZEWSLgFrun4dIACkLN+eLk4XUMzkiO7UOe2HdtTfMShSbErEpLBgSWtn4Go/ZoqQJeTDXJJQ1xZejuyTw6vjPQSKLgRKOe2XnF1PB+mYqFIaAfuTB2RtIGJfaj/1JBmYrY3bJwjCDETygoA5NMFhZ9U2RbBLDG5zAbKLxoTZGUWIibHIiN7mm4FBTlb0jRmtCtbfd2NgbeCn6vfMFWa7rl9F5AKtTrHA0UHoXZ9O4Zh6obciel1tIidcG8AwTrvYmrki6ldtqfpElfAvb0Cb6EetMuwJDmNJPlkuvxLkuBBJcYU6i0lfMClwfrlM4GwXiToK0hZYe50lnWHakAbY60qUglX4u0KrNMrrlPjbSsdCs+qGS9jmBqjM4WxXLCJmKeo3ayODYYN19hZ1F+T20OoSLxq9A/9+ttVkdUoakILHwxidCrYNvN3eE+cwo1txg97JH2bemDkZwQQpfmI06v5yH0mumm3EXuGTl4G/m0TWFNsummNrxtaIqDespJCp4K9cuUMyDUdPI7RF6LrNAYZHjxwigkMW0R63Yd/+OdtagKFKLcJSCUizMyUNBQwvD04a8ycl1uVgx6A8Ka6V2UcqPEF9A5spvQ+8iYks8Bv0Qm9Lmxx+GcytaR7Gn64lzx5l5xhdh1pgDR67Tm4jxU6tRqgFB/nwhwkwcXOCLDI4mC77xBoWhNHPAQDNNRIMIHMcu9G7/GbqxzBbWERPCETfzGmG7FdauUwMrIP6u7QzlEU6CgSDMKAeJLDsruSsHBAFsfuoGJ56u6wWAh49xt56BvGQKhtTjRpkZ46+g/gcV+dntxxNoPLQoFtw8j5suLAYPmS427G4V2gddsc4tT2VoqDgxPsHTgIC3BHG+L9pqZvI8QgqxoSu7+rpaciC38fyelJi2HwYHnhlPWnE2KFNxSsdzt9QBWuAXPNXEQm4o1e13PZFs12SFeLp62Oc46Ri2SqLSP6T6oB1L94lDTqnLEpG6RXHMzHsJ1SxSu6mOGOqUyaQWKfOebbX57WnsgN/KnFkPXcG3n2iZnV2QRmkzorg+34toUXWOQq5NS4ZNINU0v0RfujQKf5LERm/fa33ve9P26gpa85WJeMGsg980pwRDcI3qxpS2p3UBEs3B1y4+EBAaIaG5HP2Q+rBtlJ1ePH6GJwN1dulaK/Z9aoVSkgRyT67Fniz5UTaqzQnNHu2VrZ1ophAUmoUqZwUtST3NxfE0/jdqyE81PO7X/du1tqvJGCXn7eZihOy367DytmtuZ9YTU12ejQtdfC9jbJa30ShMHZPjIoVNUIMvxaRwALrda91ShFVfc5YB62QEJ79F8VYeeZSSpVwR4MEtuP5f4LcEteASBmWcxLPL+F46P0ZiEtH3cN17YK4JWN416HjYwKgVQ2kwyzN1iqUg0bVoXDCJYJFRNusrbSgQE5JLML0GhB5jGpYfVzbXXcNCdl4AYEhoGtdf2hwkOt7OtBWXa071hUtx71OwvwryAG/7hCk64kiOTTyENIVXjulfUXDS9VSXcQxNa6RfsUb14j4nHLQCJ1DEP90wN/hfmVKIEtKcpfKgSG7uFuBOTijlyhfhfc8Poy41sMoOjy6RldvSkdBIIzM2DdpJleJaKJ6BLi0O3zmo54sPdo4hpzkQ0jV/riyTzBFlTQLzA0UEF3MWKCSHSmZyooEoQkxvFGrwJri5zPNeA3i6lvdP2R0AjbZ9SVF9Pkx5yU20x1fqeVx/vw5rk1++vOz9vb3n6+2h+f7H1/9LEX0UW+/6BTv970Fj5atzS33JTLP100Q9aTGe1XeLSJcKVCspdAeAAvEmO9lGIl9u7VdUnaTnY4+P7/WHH37DPcR1/313nWVivT0OGrZ5nx9nlevMhD7Q5BIablGz7akME44KO+7z+QR7T9X6bHXktOYwy/AClJKTmHev6lRRPEP+K9m0iGtMn3mQs0dAQziM9JbDWm7gAXsFbqo+JPKwCtSiTK2Czz22FY4cWw9FdrtML+765gfZROFMAwOdU2vQNfBRceYZ1K2lzXCTfKk30zp4jc1z2VhGojy+/BOVd0db1zYSEwBzzqXl2Zo1LJE0CEgWqXQQAS3XXFTVwDp6fXn5xzojJR94RIeCRROaKTawD9OkSFjwTBISpHL5Cq7lYq3IADHYhYofesaLEDqpZaYntUxw+8zwXVT0mqq2Np0zcBBu00YOypLMGEtUuSQT1ijGi0xmEOjNLghbaDs0BHUBpyaqXuLXgLjjPpbD3mYHi8ny4NiDFAjfIsBOoJw/VrgBNR/59AOkqCyThDOvATgwErBosTR/86BPJLmvw+yIaLeM9oTGduYO4OZOgrpTYs1DcDeAaOR+e9adh40wbvhVfD12KRzOnVRhLEOi03Gjl5C6oayHC7/JD3IyA+VBz5cf2TGlXEnEyAEudrRJOQ8PmrzGqUxUp3YdO/gST3YFKKUq8UWrTSXLt8V1Yj76LlVjwFOSN0eCQ2pAlLYQIuPj41KaFvTfL3bnlV8/rynKrT+9LkV0ffXDsNf759PTeh+l+s+yzU3+tyiY0+6Nx88sx1puPsu00/T0zJVMXWocCtIn2D55XEIEcw1TSsdtthjrGv+fO8uUl2H3cj7c23Bs96vwwpod9SpMhDHdb5OlTq9X7Kch7OpEdnA3CTIk+yGI2QMV2g1xQ92IcBYUXQpNtNLeWrfCtikaTM+JZpjWrmkRKN91RpkqfBL2Kvv5JbJMVcdANYBV2CnnQLzPSxGlS2sa9OlXfIp9rAmlNcQ/B630mYoSmGE09okdTvXJbWwSPdqJBolt8RCqk28Lapj4eTGoHHmwYvF1IAY3mX/fdJn6oO9bApyYPIdBEqY6/o8//XP91UvebEm/uMfL/lxVK4cfxD5jckqHNr2uyyiQ1Iw6SoD8ePnxkU+hvZ/SPSYX/AUtYFLnxWJgIy9aa1+mAbN+k7HWPEPTgD5i2nc1CM1cu1/51Sd5N5U98FHVg1xbiRZSreSusOxDxkbFbEMMz0Iv5D57MAMtWpQAxLveCBH4j3GQ+y96JKnDG0t6wGEhWA4FkM9S94erouh7PQq8BzTXvoebITWgg3NiGJvj+49oKizQODDbZQjD3edo1EhEYPKz69IfwjXimFuF92fmTxmbDudpx+ofe2fR3GQfewoC/EHBJrolT2hDtvfbDN51gcn+E+aYQhAhOEKG4XUSfKhSNMDISeNL31YqFoXQGOch1PW4Sh1a4IUDsSFTLKQwP3j/Y+fD8VgLinCrWxAVerEFBztozbd970XY5OeToWuKXVZvcQ5KAVnGVZFITORn6oAIOFKaSldnM62NlqNYca1El35+uef1xRwlUADMBMLBu9vTr+rhiDLMl5CddFAWkPaYGpn5zEqv8nw7VD8KO9Vb7uUh2S3E1llMbFUp0ULVZE2XZL3seo6tJxwGNXeqCZTNTqfyNqrmr8gtLsoSz3Nlve4+1BIfNOvWZyyFl7hF7KqDB1n41ws6WJgDaShH1jpKbPpYwPDSkakvkMawE40wO8jmEEJfYpohJrr4QNGfSHH6rv95qQTMqW8Xj9/3lPDpeh776+vW1k0xI99/ZxZX2xDutxYylKni3RwyE9Dt9nhFYR+1jdplkfXRJMqQnNiJ+c/MAscp3WoSSIVT8Z+WF5HT4lT8Bbew/A4/gUJUAZVcAhWSpRKi4Z66sV73VSZ464eCzDToyX07BZnJtQj9N1piWOyb8sFen1YnC3XawEn46Oe/BTD0UAKHnqktpiWNk8EAUPXAKYJxrFBdZFnw9O0vczTqD2Y3PpX/R822CbTv2o7GljiVHBGQl6XFgAJT2CGfCRKNFxytJCnBKyN34aB/D1kp2tFuN0QefDsjCsVugYzHNpyz6l1Fm4yQoP7h1INYZRxVlMp4ADz/nxTGZY0MOCWc4cmkI7aH6SC/vb75+ezjw5ASE8igiCF8lNzwGgnfaMfdNIFeKXXJa8lmWx26qM79Ny//nzfk3gvuEB9eIWkcNDaT0fIZEndoQh2NOThp2T+gwPU3rpXEStcfzMrbEtJDcXSwdHXMEU2kltBNdW0s4JyyVZ25p8+2oLyYgdWQ9LC6XjEdfEcbe45UzZwYZyGna6cUyfD1FCD3IV7PDaWiwfxIgGMgQwiUCZPOg4zALuiX1hVJ0AZpiLmFY48MSUAW8Phq3sPrin8mHwNj4QFWLhbkyLZHAhfJGhTBY4zMFLRxPQ39xthGVw+mog3CjmXiXHkQgv3k/d2Hxr2hlHr+X0I63R052XKLVpCm9M5DOiZZnN2T0b/IrnlSdimPZjH8Y++zddssgxH/D3c2x3KMsjuMY5ASGbWEWvLzbRoEZ9k+mSA/MMtyFDlAF4DuxPCgp2JQnU74k9OAY9QJGYGEX3mztcf+sfP4+IbQCPejoPuhGoIkpRneMTS0SfDjMzFcF9aH4UsB2WIkZ5aF9C1cfKHqfLiBOHZZnOb1gMWb86p12m4DeRsPbzJYOMKtYRkxdpej8Bd5RcjwY0IipDT1VpHXsIKQhOYdB91I04OXSupjXUBlfNvc8kWk6E9ZumDuy4DeTcee93eAoYZP7YmmoUTMCJZErXgehcu27LqCdUNF5dNXQt0d1oHdRhbx4rfoqSVWRJcwaOZSHMdwjT8bxmI+/0ackNPgyAb3KR9zDI9xtDVNxmubUKwE3tjxlJCUScVlueJ8BsVju0oxysDHOJEMoaUlFX4gKNTHQIiverHqzccdlFpHgQeXYxOv+OZrcLxB39hIxDgwm1UBOCuCDRZJ9iuSnKNFyN0/P5wMu6R36gDfgUVWg1a+ehnTkqp0gRBunFhg09/iL8hAX+kL0nGnJxeiNQwRv+izI+pqPtzkZmDwVuDlKQTbXv4BKHVs/OVL2p32u7bH5toWh9a+ZZz8kqbyzQ4+Mm9BFDM3atTepj8UBu8UKzzCnxzeni8bmQ+rHXg8rWaU6+mAF9HrpPBxMXG5vL3GFzely6JoRgy+YwpLjxWPpyUjG9EIZ0Kv3F44BC5MVfVIsvKR6dG0NI16Ve1HyPOpKr2GXvohg0rPd+9Hpkfbez1M8yDfiIBidsDbqQUUig8/alwEy5us0uRuUV76bHYpDXEIhzQE3Qi69Ut0nX47a3fM2J6DK4wQLoqjW6yuoKXt+YvgHRD+sHAr6W2USkZRdRmA9zr99pEs1xIhg3w+vRmHp5E0lR0Gtu5TLNtU/TRiWOa0kdB50cRxZNZC3towqbcmx8BDluAbZac9LT+Ecw/yBDrp2FzUURbo2zs1XkD/SYNiedvjjn7BklF2AC9IzYUbkfosE3CHaVIGyYGlj8b6UotJM8juutRtEOIH2FS0Gn7BMyUWruug+fsEiIpSsJZH9LvFA609wPJiDeDuQVcQKhIYbiJnkR+R4xZdWIPVUkPcopDtxz7JOvr/Y4sctwJDncPqN0XyAbEiVUR5DZOmpnaYuuKJnvm/ZOYgjUyioXIHH5Vk3tNEtQbfiY6jWPVl/wXWzO3CJVtJqHxrvTZiRPFLklhIOIJrKc1npGNEm/g/K2np/M02ij0vT45iX9HsRJ9Q9q4rfYILxKQCwlqM3jgcnXL2BIdi8e83WqUTjJvoD+gaHmdCiLmh5MK/xHpRAqIutYZ/UolWsSUHLVuWfzcZl1gR57AK8KcZwyCM/hpHNuE35gfZWv4ukNNbp0QEx+bivvkrnXHzeDJjBV6reHoq8HYQq0fmz65eLEo4eHl9Pup2x6yMHF816A4Bm9QZDY483hmfbCQ0Lm5DQcY3YDdUuHSlxpiMahOb28335NYpg+MVflAiQSCqCKN1qURHTPKvPP+4B/GeCHcv8VaTHC4SZsr9xQ3SeeDHlKjzgOJqq6mEYa52+pm6bI+cQrzeLq2jjWgjFTywHq/xgx8O2UgXvc4VYVhtJpsZuoZQu8iljQj3RhFi4De6aRR+n1yFUJs2At9ALeppykAUyMfNDIQz1JnAhHVkShaqfM5S6d3SBvBBvZZFiu+U5mIEqq+KbWLRNIa8QBO0sJAZEGz6KrPw0Eh81kmJTKFeNTeafLVOL2jsHCsslZHO3ccI5j2kkVav1xyBHxe2fB9tsJr1TxR5Ll2CYV+ADmEtGqz3CIxDRLSvsi4CtEwtjmhjHB4EluQzvRbGYZlR4GURpc4DQmbKYUKXWnNbBr4d82uKOMRuyroRtcTSI1QXTKTYvqN/MgjoQN7/55ePRycehxso+gveaTOOymTYcqfUSdLrCfiH0tJnaSchBIHKQmUSUYDLBGlaPRV8jYtWFAA1iowsFOIX+OQsgwmmZnw2dFcgZgJGgIMoc+mqeQ7eb+ypjjXgLSBIydWkiODDpuRNU5KM31Jmo6tKTgzlDMY8z++Yb4REZu6a/hdIjEcrzGWQ8sSrJxaI3SRQBGy/QLmAtBz0Vj3fc12Ud/cnQEw0z4zjEQeSAEAjOgWxxcJ0CSRp1pUpPr1cRVTkdUQy1qjZUiUns/xcR1jmH1rEK9L1mwsbNNsFfEKe9XawnRSEoG4raf7WyoahuECfk698Hsq2xAzmdqsrrCX8lQ6oZZbyqv0qk7QuwBkYoIfj3obRMnu9znnTIyIjNatiPAcrhHbxSGZCsRg6poU2YaJTA4pHLRWS8HS62IzDkM1ldKaagqKZOITcc1iWvTEczRWaqtacvZ9odfbhN2DEkYSFBxNqVhc9TAMI+uogvtXjn9CuhqsWtpk41UnjAIISAs7CbSwMZEs7hlvct1ST4KM2/e8M56ZRxlBglqqaMNq/ryhOytwzs/3Laf4GMT4bSF5umR3yKzzWrIRR7IjpBHv5s8wnjZzrrUYpEpqmWTCYtsO+yC6yqbD+jzqlHp3RxVFnhUIDScNuZwgpR2DL39dtYDEpM/RMwDXwNvDruNsx1ZLnbnyxXtgTQ6xbtHCBF9Xs/ckqRGhCGaiVXP2ZpCc5ffe08fVJ4LI5kQC7ToSDYs3jelenSti0ETTR/XSY+frDrBdHnajsl0QQsDVdX1LAPPB80FkHZDvIf7BvRGeBMXITGZwFufsg9NKbTpMWdtcOHB4d63iBzrV+TwjpaUTJHyqtOCeBxvJLAmbEq7JitH1VC93dtrkCdkvOAwIIq2qpK/sJODXKXPLPJF5csVNJtNFe7TqmYpGsdLlJ2W03d7sgahS6uH+/LzLu8ZwAcoH2YIJ9dolZjCqEx2/WKTPuexw920knMabyoQbgMXUxfImMrNYCxSSBTr2bvWZmkVcfP589UlXDsoVmsbTKDn9M3jBuq41X9Ml1u+9q1JIJyJ8DaRa6ILvu/f/ASsoj+gupTgLBK0iC1ZFtZPUUNy9I9/ndqR3LpLJd2rtopNks0mfgbziXQOKlVLgsObhFkwtxV6mu7bVrertwzqG3JjSAAtB9JB0SjVRW7AyVypAN6k5SD4F8tc8Yp5xh+JHrAbrhI+yC5VCUogZyI5K0AHT3xCMBA5XaxN4KHhMCEnV3mgwLcxG0mzrJP9VMgY0oMpg/fOPd3N94dav++fPa1OJlBVHYo2WfVTbMovD1wnlHKyAE2MUuB/5m84XMb0ntMImkRUVKRDyYjqwsjQpSMvP/Rv27NoNGr5T7S22w9Cs51e/5zHwgJPx2B5uNj9f9SGZqwv+aQkNp5WSB2b66LaXAi4uwREqb976cNQtooy0ksILk9T6s2Dy4c8e/dCxVKRQpjGcq54pMxBN9A7ROAzOBxU1YBysK9J2nYPZWglzvTXO6jf56BoaVurZYr/WlcOmung+6yQ4cZ6tLd4UpduYooASAEu/lMVUl1q5YhLjQ5M11fmkk7oT+JHt0NHTJlFv8zZ6AGhwmot4LVMD+fHSUzyj1kh08q7NZcq6M4VMfKtzmE5lLaelOhymweSe5QnvPWpFavEeD9kP+jFODqYYqFGoHsgd1bIoPjvP5Zd9+yxCu9pjoi7WyfhuRXx+n33w7Hu7Xj//+Jy1oW7uPlsd1WflD6O2h0PJ0rKG/WxKOoKle0d5x8CY0xEmxuQ+1hrvP9/HHM0sMruI6tEfWKgqiYstjXI71dO9VeVxSJGGzBjFT4ArlAsFMM/EByAq1fP4X9fcsV5nl5AFdE3dubKHUERxpWJYpEZ8/HH44IxBSB1zO+lc/oF5FLOumsnr+D7mRoQnglMmBCTms2NgXnNofsbHhj3cSyC+CnjCbJD0LnLiSTvvNailK/b/pV72Dt5zGKhbx612Sa+IsbjiSEcX+UGlTVowdvJe9ZB+l/sIfjfpltl2mqs4uSXPzc8swgUxLlAO4ndzWUWkbhatz/X9IwVhkoSPr8rQLogQQ6z15EMyUUKSW87gqxoJKTjtdfQUKDB79miYBuA6GaYu3GX17fTJ2g3BomWDo4jcRK5eF7TIDoYr9kBQaSKVKnLU26n2yLavPTkUfibnZZqJnN1Wlp0GVBlGqgSDq2YRsOIorZ30Yw3OfqBu3T1qTIMHnp1wbsMQBenHok5MeRvr99SY8Rpagfjdal/mt/jhAWubjcYxza1n++H7Qmm6yuJRvw87LLtZ5fa+cGj42x6wDLqtuVXOM4H0zDEKFDVccIIUX10HVAmiiegBf21Yblt+SYp8APZ30k+LlfmgCkI7GoMFdBm3hPmMwsc73b2hLoJjynqah71sGNQUNdAjd5tYVroxP09MugSH6hsyPVhOacXwNpJANye9Oub9/f0xVtss1cqLfL2XrLn3p97C8/MtcfT6fl17RJy3XBTXeyf1yAcvSbTZt5ti/MqNVxrpPv/vb52Z6LSBKhDBNCdAHxPSbb11OE2IDZBJNucvTfieZqw6477QLUzWS9Q+YtveKvi+Czt2v8csljMF0uUJ0F8K4pGtQ7JmKQPhEZSxdt/7gqOIoD3dUk8zhdkv4KAbrt2linCo4Z7DUwapadJ7AtJrKkbhIGNAt/4eVk8//llXDty0B3CBCgqodo/W6TbLt2CwZ6ksVz9LtgupghoEMGfZN+7iQrA8aGsJ2xB+IorbE2btoEII01H7Qc/YZkA1B4k381g1p7lSn5KXYhg6DpLxmYYkT36UrwqlalSQq92IWWE1TZhETnV+fH+vi1lAJwpSlzTCWmqJnkwYZ5Smuna3mCNpKfgZ63PEQWJD04kTBeIlFCs2pmQ24rPkipwEitNuthBRy7dT8aIjWS48N0c+bKlACeE8fwLSjjlh6nJ3EzWYIqjBBBTBnfbjCTpQTGElSN15DiEkx8imawjCgMXAxg4kA0bUlJ02/QGOJFJcYxiYL9zh2d5AlDn+jqVJTdhqFycll+TngVFuFEb3s01NViw2tYe4KtPkiWwMorWdeWo7HkHGf9pLygjJTuB+LTpL+pfx+cRNKkqk+8Ky8GA1f+7Eb6E9dAjRPocWZS3hItS7oyFDpYMmyWtXKyrOpdVRQ7zQMCi00bDt9r8CPQ/8+UYpJsdJq0iO8pVTEWu2r++PrZ7v97lPj0Lq/X6NsaSIpOTP991G35vXZqH7zYPdimhQcKyYuaZ1bJfsaBM63ClRoxLgMv3xF+LzhgGHJNcqk2WdJB9wEW3N6+f7UqxNnhiIvltbssVEry1P8nmXEDzv4iK8X2u2tvXVfkbnS3OiqYkTn+cdKojb6Hvy/TrbX2AFnG4VI6oIBSVYr9RyuC55/PRf3L+AHUeX/DOC3zCaaCit8G+DOctCKkd/CpyDv5PGM17GsUOdBHxcWsMEchHxWFFGuAS2p/blO7hcgNbVXMFZ7tkVRdzRtiSn4djb/VFu2f5Aop1BwPhEQBvxSRSIYKgZtBvBNyPwy6GIg9meHLP4W/9pJe/8DgptipByKUcRqZuJMCBlk6M7603UnxQAx2F8dIshxJvZl+qr/dN0AVk3M4ClB0Pr463hifvRzzQIyM9hqwWQiiO7lpIF05Fl0esAzhm9GHBJlUQVVEAAfLA0vrGlSNlk/Vu3dYKD1QbNIbfZT+3x3Uvj5gKHnlZpDoDMi7txIHSaLYGEtVl7aP4YtN+EukK3pt/uT+PAg7U3ngPrSz2uvWRRlvfYPdbga7b/XGvIQKS+EjeF6f0w5jZCuNys41W9M8nlHBOrBMI2J5fwAuPpsocT4DRt6jaCb5K7mINri+H86HTOAA1ZSuQdTG6mbi4sJbM2p3oMT3I+oEzzzMmZoMl3jPy18Ia2smDL5LGiKWUGroTnBCWDa6hc7dciWgrd8/R6hzq6LE3T6DF+L8VCtiK65yoXAwNbH6Rcgl3qtM1vcJ7HhHtv/+dXFHrpMspHSQRQza4IIVW7FdHXB4MaKKVnmyRt+MQWg7pFbnWu4pobr9uZ1IYYjKqGx1geFWC4tXvpoSii3cxdVVQnUx7UEZToChkZOW1F9JCMmJvOuF245gxLIP2tfuuwvYNh6ZUi7YmhhHVPXWV5y4toTWJRfK7rcnE+Q1NWx0IJ5HiMA74ZXEKaztr630j6WeOmTHQ5p9apl848lGaDO7R0WUb9pGiAEVbmXXYiN4AzCuYZSqRlUe+Pht97gr+BPcuehdXCQXbfFVBxFOQ+z4Yikh+hcrGv75/zKroBSV8d29W2SXWOlLMbXOnowfgg01xyMuU5HZQ52OQK6C0n8QELz6Y2PKxkBEU3GSP1VTD6qMJZjKf4fUL5VvUSa/5G+BRGdFRZtWLOaNroZFdJEQ7aJ1jiyntcnynXG84Y7fDUI7c1TPm4cl1TsI1nTs8t4+rxrgd0G9vWjhAzpkX+t4FZstqk/hvJYtRA54qczhzELhuIgx2SNZRTJfzBXISho6ctttO6WW6AR62WTmeu6J/WjdiXPKEjYN+14HwmRORCFIILZfZELTvGN9gTbkoLJx5pfmoaCFt1PYS8oFIUuKrXHGG95HdevPZybmLsASnsMsXwMfCbYliKimsIG7GILzogN4zu44DRXE/KfH/ABXVBfs72FV+9LKJtK+DVK3/p/ZJfXU6qtZenJkbj7srS/1VE3cnqXa45qWSxVh/bTBmd4soKdiwpAOgVyyy3AaTYC6+5oJZM2mGsMohvNiminaugG5DPDTAZDk4S0PApnEs3q/Mg2Qrh4SIa+qs1c9AspQP7uF+g5j7Cvq2dbxmvcPLUghD2dU2I3hrxoCQWh1UOtLSzvPg4ZARjQuPaSIbrjL1m2Hsn4Tm1bsJyqD+6xHHO62DSaTJGLLBGhjHFM9RJvNZ7bfESToVjKkAHay6CkTjo1AtdAU0TgRr8r88JvahiERotrsxJZIYCqIK3zePA9S4zV0PYTAiuzNqIER39MCW21suJdd9E9U8zkO5o2q8iEkZkvV5nKaLvc5rPtDLTDoqd15zrqCCXmYOfUjrwrVgbWQpPR16qTZaFC4AUUosa/IsUWOycMfCWUM5SzhpLcylPiJQJbxfFmaPOfl6DGRyu+4IObrAI1zXMcV29QpCEJw1lKGT4e/M0Q7IJKlFUB8Gyqpkb2v9S/+o89wDTGgqtkSNPLVaUVzehu4uiUgCeQqOrooUKH+IwXfpCEfYFAaiW4UVnRLuWvXpLSto3v3ucKzLJPJYDLPC9weSnQwE8rNKPfIcO2zUOKItdjjZYc8FLBoQ9wjy9Y6K8WPoNVsQ5KronRYIsXLVfxpEGjC95SK0shxJV8Y3eglh/x8UmIbpjqAdACTWGqKcUqh/DZMPXSqRPSlR+Nly2DmwNvMr6zzYaGow0dyB3DFbqTHfQc5Slb0P1iNbo1+efz2u0eX//bBbr6/752SbP8QsR2NLk+PyjQnkfn7/k3FPLU+ifzb4tmv9T3sbXa8wtYF73LjwriSI5LAfZYRcMJWzrtdkiHqoNM1RDN3FsLYZ1v67xq4j6xkl83oqtvL/Oq/fr/HzLq3F/vmQvige8m3V7Hq/3CdXPPNAReH/06fotQwa+p9L0UkQzXHMf8oJt7TZlkBhr7SJ4u4HZzbwjFaqmkmSmJaR/qBlMv8YfuSGuaWJHnAOUdYxjC8IZcwrZPVwuZNPw2CnYB4zmpty47MfT4JB72B4kx6hChmnuX8DF+l2xCfwchs8ke965XUSVBP0ZRuRSBc+4TRiqhUroxWgIrFjv6ZRcwiCUOGZbFSwmkmuoWg8ITb8o8vTx9b0HmBXRfe2BLbAFICsmm6iAUfdfApoqGO6P1Kt0ghE5v1U0wmBBtVWgHvYjUma7ll9gbekwgk2JZvQ2kLZl5aAxEMWNSaueGthQSKm3uNQlWJHizmde1g1rSpzheCorGo2hM4LlkGnsolg2C6oJTzv4gcMQn4QL/jjdiLoUSH5HUMGImITZ5sjD1oLGLKg4RblwL5bJAUW7faTlBZZ0xeYEO2wWdY1lfVAYByzYGFdEkPifaApPm0rqKaxHsdJa89DQ+ogZpg2tl+ozV7gWhQZymIsBbKXc6Y0sDdYM2Ej2j0/qRAISZczj69TCquStrWoCeOUkBbkC1rYlW80WrfmZeaFj0IZ0TUNoG56QETXlfHso9UqiLQ25atZp/5sU8s/3tU/5+nrN0ef6/FL5hPPr69y9+/p6q19e35/bhXbdv5vncfwqopvyJl0SapW3B4tdL/R5OmZEP1c3WrJy9xub1pwQWwj2hiy/znNOKBLWNb8/P0ZrW7PoJd9ghd7ner/keb73sretEuv3a0ikb8OpXkb74LFjsAySAacrh/FQisgxIiuiQygLYNYhueYRSsnBKFccq/rEtOktfKyle47p1fJBmOaHaFDNpZCHXLkV2KWlOWkvYj7wtPuUJJ/rVx2bv0/Gbznh/S0EHPY2SkE56Gn/K0KTXUNQFmIt6P+YDLLae8bXbeKZ0aF3qtNyvPGHoSatrNxoOzzYTGRKHHjSWJe//vx5zS3ggNa8fn9DszIDKgAHwPUhg56Me7wMbA3dmnebeJG9nttLzI17nU1rPJGI458n0dyqbgD3gflB6wyuTcXpGBMhIaIUFZ1Y8Emt4gJpax7sHabSLDg4/7OOeAQ3y0VpM8EVr+3EBftsYXO1nzIXElINHUGzeqb0RAuLKIiuJyMpQRWGgzkEIPal5Q75odVBnTMAXqlMKyaTRTwXmKFq2WFG3tI57kv6kLJk4dAIyoK2Wg9tqrs8N0mJPMQmWr7We6yZzDs8AQwpXuQ8NRIDMwCPq+GgcdB38gmkFwGSMQDChqcY3l4cdajaenchHYoAMQNEKI6jqMJdBFXU++dLrujro3xTHx+7sM5eFlz742MMbb50+l/BvG9sff/jvWPWLu7L6UvmIYb7GnbPjvIvmZWTb4dvYYS8lvcEObvwiGxJ/9rwbfnmarBfF5yEFxHiy04v6TmorvduCBuq4KrP4a4evVgyWvJPW8c3NP+nVLj8gbcJlC4ykaSC1Awxo4u+YBTr0LJFoVhad+dNASAH4FSNapX+he2qk9Y63b+ctl2Ff8CXxxPWxRHFdN4sF22fH0Guh7w+nCtBD9Ab+roc3XiQQ5XLaCpBj/nouxCAlcyfzCnNy8ylMMaT4+0XAQkWzmZcWvgqQZIir8ACONYKCk6z+Ov18/M6GjyKWxF9fp4dF6Xnbsm6TZXtvQShlAT+bqmsDeGP5C7VB97Ka2d8vdUzuhURZOsx0hutS6ka35w2pM6G+9ZDhRGg4yvuaoiZ5cPoCHh+o3Fq4Q7kH58U9o5gimmg1rTssJs4b5yuoAtK4GlvJ6WyoSOVcZqrDeCyFtEMUL7ykDyPRTL7qRB0LvFztY5S5thJBXWrRtSI0WDcGo2S1RltRE/FA+XHBkQNLcmsKdQ3Zhm0tsTFS5QIOW8qprAvSBHpKwPdVBJk5tiJgSdi1rCCWB+qmOb+TLfoNwPCYkRzWLRHpmKIhgeIYgJKnhV6UZfCLbDv31rY3Kwh1M0g8jAGJzPKTTjgKPbM8DDuCJh+GCTHkHA9Pz/vw2rbw3giPDPSNDDNxyNcnWsTeKwznZy8JggWmNO7YbQi3fn+HLMHPEPqqg0ZEGke/VonZR7aB8aVAMrYQxuwPU086/erUiBmuObQQ3PHIe4KSZngGhC4GOWuGvSkKsGtCqp7CgQorXiIwtuFg7TgymkrUw0Nnn0w5YpiyWiCI7mPM881hUwe61dMBxbYu/BFMVsyvkifZ2X1lbYYhhbIEV4ZVZk0i23oizwnsuwq6z64NNdbynhUYxYNHqqJheH7Yxmq/hq+qV7wEPwgPNF/xzSF1SBFcMyrzmStHiJZELIh7vWyHLemrG7dlM+Q9friwsMKn04qS7g/cQtEzJLxB5A74XUKgZsQiHmjxnWIyS4jJm2BWTIzz/QTvMKkFA7xaHseBid3f3Cx2BFRR6bS4AI138xtF+CPdnjCTrkGTVQi2IBAwx3/HhEmfQ6N19NhQadj0v83Wyu3F49V/a0DuGNg3JGOumwDkz3CFsCysl703QXU7a5wfJ4ni11hG8q8Rgg3noFznv04wjeKuygcvlqa5smG/tUIfJl1BNqUyaGx8ztjttR8UJ/NKt4yqJkKLrSQ9CZf5mNXWsZjTnuQa0OKpM04S3To38oor4SzJ2SrpHQ4w8NYOMgia6HlsJtoG1BGapDHgOPEnOxhDUbn0yuAmFN7pjDMAZ13v8MuoIYsDPOmi0YciYszJKkxknnKUwJ/EpzZqgCs2qjScbzEpshRs+vsfQascDG2x2uHxOQbw5LhYHUl8le6BGS1JBgsUOJqcCoJ9YfqyiaBAOexYp1MHQp9ERi5hmlR/gcd46FOpzNFwfTf2z2Rqa6G/gpWraEVnd6/IIqr/ZFqBft6IFDg4irQo6fSsWtcsySWm1LlGHYVw3YOeOhj8t6pK8gzwP+ChLAdZcc3E0RnJXguaYn+pNMchrIZN0aBUXw0WHNBxCU8QPpLpkstVfDAhUC5QMRgOOHUxZIyKTFuecKMTd4a/U7st0BaEPqkQW1y2ow+w6FWlLYMRGsIJ9o4XyZcA+iE+lh36xIT9LLIs10UtR/QLSA3QehUj3v/MSzMLBNHT2EkyzUiiKZ11GtZgYVBoFJTdfdcqhJYlnC1DCbX5Ba/arhYEYurXSYwgDo4QDqShrtK2wRfLkypn6aKrAoLw5EwAnZgoZPxAYX0QIWgdkBdY8RTrpyZv5EuXI9pVn0LJmasbd0hIa6scCmriuTrxBUIC+uH2tBZGcbosUqueRR6xzeJKnocenpyWE+N4cQUQuGWqRZwQDgwWXnr3eQqipCmtAY5TQGXB+0XKl/o8cGhQumBhxKQpSkmkkTI5NINNqR+yna6M0k0rMK7o1KGzs6N64j6a9e6tBQEe8Jfl/qiqTl5avBHhc90ry61jueCuYJrERaWqnNc6cs5pTIkjA381sYhQXPfa/0F35YOaXv9vJRq2UsZucCD8hl2I2QSOeHHSDqCB2pl2p8sQa13g65mNLkWqBQnsf26q2kCrd0osRWkA1N2J0YK9yZe5Gv/hWWSUHXqXPeh9mol6LDSGYk87r34uFI0ikjgDfLAgEDJeJPMcuzW31CNE7gbPPK2iWBA85tIxciOaaB3I9hftYu/DqWo00MjQOBXiqfPSisP4rmOdy4OrYUn0VOfxE2a6bBopU6BTOFE5NSfC7D2aKaUqEOd9l6vCFSZCqXDl1PIAvJF6es1gBrRgm4ESgPDM5wKDxypXnbfLKnGLueBy2PafAPoUXIFjEqqGTqdtF4MGGrOp3j0rIuSBCqSAfDoYImPtFT+ZY9M4A/FszAbnnfbGHUzqWMnvR0u5qI4BrIlJN5hlIovZbRNsyL4LJnXM1UOY5EAQLRkhDVoaT0OIE312BEo9mIEWg4yWKimbXQA2wuV0B2nN+cCW0deO108z0t7GJlK1hpXVm+uAGIrfLuwnNhJXTcF0K4OdfalLsxvY5lH80AMDfIGGgLVuPSOdIG6goILvDVAbEyS5ddgQSPdQNZajVa7JsPn9fE7DWBSH6hM8EcyFdCSHOrhPoHKTNFo6kPB72EAMCwlVWjPeNGdgiKdgQtcLaXA2DEdqTfNpC1QUpR7OBPx3JnDGZQMNhMwbHgIhSR+LbV0v/almn/6YSjGRLPEPe/NF/N3GQjZcTs55XWKFEMm1WESe4WuntwkPtIb5f2DoXZ/IVwVI8VV7SZ2Trc3W420ugeUF1ovJEJO/Uo/Ip7LntiuKDhkcKMYb+uaLOJRYGYh2YAgdBq9LlhHIIN4VcKngErj6469gTJLeFlCDprFHNA7clCXZAmrYeaTmWvEMJ5uWGndES/u7q+6Mb0A+gZW/Hy97lWffYZ5/3yvKU4adQK3hSVTwHL0Aqk5xLJBaVuVkVXl5HtBrwX/Va6c/dnUxYfaDd2ilvhvGfesRmDMOp73WTs4/4hZIwsnxloCee6XqhHxos5uiuRqoJDAQN/NEKtb4RhSkIip91GXoP2dEyTVMnkE8sBXSzVjdt4VYxEFoi5ulcDBfR4gvMLQXq5KWO701BFjEkp8SmqhgaxvnA9WyRvamdcgmfYMU+0mVUPxdaPVnqmFiK396JnrKJvyGDx/2IseWj3dJHYOtLZ6jlgQ0IgwLsk96uE172gzJLPsTCb91o1N288lCOluEU0EtNR1t9Q3mu3xtnTB4AdURxrnfrHlAC2FU8QTxTJnRaS90RgI2a5WeJtTK2txS56u1ggWVF3kdFadJDeYVJsvA/Zt9M0iP8wOB5iX5D7AMuTTj3JXOQyvFiXozAY3WtlW6m3TOkkywniBuJQxoj+dEv8yyAO+eoAtBeV+yC5SEtcGLbv2EefmQ6qxzuLtum+IQaepblywflJ5WoNI1ER/gxVUmGLc6/6893EmKdVfR4BB0+kjbgVKo1pi6H+rS2pGwe9n9MpV1tZoEKNefUA7px18WmKhBohojZ340XLlmGjFnOpaVnr1oO2F0Id8BcisMCVBmSb8gp88NUI7RSACWwW34jI7uICZtTvpPHn849T5GNfNhh0CpjFFTHoFs3iEoRmNOA/KEIccCq39ouS+FsWFJY///Dkvp2j4hUADNckT/UoGkBM37DkpqkYJauwwXinEQs+asNvYr8cadjDfgqkvLQnterCmN+ecKVAlnUFAa+jaiHMkNIWJuGzzN1nec/doSmPju9lshIz3zOCxz8gpZVITfwjgAdhU/KxT38Cd4Lm++tgkyEbQY/mOwXpJMXLaZKQzLR2LCXKKaXMOF8SCyXgVN2LKZzBiuBRJvBBPDyQFpreaclzeo3ZoNgGRqnQvisjd4/dk8l8fHKVB6hAu0PMnh/8wkh1EvTYcjZzplmiUtmFq7mAncfR6yPFb6As6DLu4xjSaz309A78UtcAY7rnBjYCENLkE4PkAaXw0GFpbBhMPD1M8Kz97unGR2v9gNMJGEaGTGG+ajSollbohojtU6TorovH6/v6k9nTvh46GNgJKpsmIn7AKkruCfnA0aVLUSX+6XNjM1eec1HSgC9bn99d9QaBSM/m6HVtlBrlAID/OfSSj3y5lubT21qKFE00O3AWXmi2rS5x5f1doLfUittbVMUsMniY4b+zm3+yn0KVO5x5Rtu46DCQgkqSdoQiXf9j4BZEb6BIJollhERhM6bXu+FqzgGLcmAd9Np34gTn1x0HZW+LR0shDTT1OryftcVEyQFudCk4ghAxwOVP2tpSSqkdmr+BwcBcItlpEUtdeYWUtqgzrQk4rkQirqEFJktH6PwBT5af8loHYeugWgeomPf1eE7dzTblG/UpFCyw6jSIqSCLT+cQFby+hTWNuIOULXVTPeM2AyToFoRq4kv+u9DgId40HNEWPxjGkfw3FhnxgnsMToyblRNSSGIFEsGRkVpG6YXAV6xBYB7BeDiINEpnALBCCh2acVLF4AJMU4gwJuAm1G5de2ZhFaY2J0QfsZXSKrpTwfnRjD1YcTW+g/5zWGt3sBiZtcJoSU9TQ4TkKh1OZnIloO103RXtg8ihCPDhEa6gQAoGPv0Psohn9NRvMZqKGGINrz+SGDPPSBcdRxu8w87tT8DwtKle+ffHQ5jHdBREHzoInOLFfghKtEuKkImo/iR28IX1Vz5tenvLvqxMq5YYJvoFAeQD4PTXhTJ3F9Zi5ojbYFOzt88/3ahW5M6hogJYrTVvT7U62L4pos29/TE329SmT/5jnrS7SrFtJ1eVLTjFfYqt668sWuArt05nIlxKjKM607TH6pgmXIurYeDsZv2n2YAhOqRSIVda96DpmlXMaptI2YqE0Eeyk3a4u9WAZssd/xYg0tDZzRAjesH8uEmLkOQsPtyQToDmbN/snZeLzKeWo3dWCE87q3vsgjIMGF3xdpljQEvtwF7BjJg33O0ySwIa7lkZJDbnuw5AVXBHjnNotxDIqIdx8KmU+k+0GsfuykMDNASlAvE0lgGLWO87IaY1wa3ZHgtbxOMQf7SIDsOWLpSb4zr4qdoBU++WWu4YqC1cq4e/vPsdjeHAbIItKMod/FvCEMdtSAHFK4tznIdqLh5THGvENkJXgxiYJqrbn2QfrE74FfbfnkcmUJ7lxs3d6RbsiHJa+YdGWWWe3Xvx5HWEBDB7mcjCNvjW/h1wqjkw2d3hw66Kcqwx9BDJI+6ZbXEGuHvassUMww+6LYcRNc7ZkQie/S4wJcy/ptGh/+Fpag/5SMyfH77pG8CqPJEbw8GCFBSFzIVNQay0QFfzAoz7srXUluI7qRGS5p2IwYXW7A8UQPuB0IDq1Yr7g2ZTtx3Vj53DW5eiulpS0666hQiqSS9th45rdy9FYCBUlOCpq7czu533Eu4UFq0omUCu5WNPCBImRb+us8cSwm40G8PAlM1eTCd/XPD/fH/uQcZ/yDdyvvRxVNU61UhszeQkRgqgf9/fYgZNDqka2vITR61WB4M33X4G1pSR8qPzNna2hCaBdl+uLp6Zpu4BnGMvcNwXE58fV5xQX0WjzYTO9Nbc/X+tC9hqBL8W3zv1766XWi+Jh31Rf1qHhoxZggTdnX+7fiqg0i5hWjUcwnsC0nICsyXe9Gl+EsB7163pKIfHvoGH+mahhtiF+iDKJ+oNOBfdn+sOyHS+wH/s4YE0Y+M/0Beyegvd7R7g9pZJrDlaUe9QaWcU9Y0ty2FrH1Vc1Ek23plktfpO43SoIQPmjUhyECce5zD22SHwfNaMjYiG6/m2Ej/lgnkPl70iShlxx6XdKR2hH8c8MCHnFvn0yfdoQwa2IxqzIKI0R9q27KxiWS5LB8JFMTawjWDT92pk41zxnFfGrtqH52m9JWM0GArz4G0ZptUcrLlceqMl3afdQGPQVKiXcRjh7dCZexvIhOboAwBrp4ci7qYwajMP6PY+nxs2jmm3L9PgsqUkh5FnFPBRbo1hIaGjL7a0g6jTC176wOT1XJwheEc/RZilGPsawG2UD4QLMSMUeh5ZG+FX4XkOmxiddYnI8ImPEaKSIBOTjwgu9yA3qSbn4LzxqqTy1pBW7pSrgwDqvNg1C5CRdCv271m6StWEmGQwP5BG8cewXOiRGiatJQQ2kukPkymkTbwvhRa2tX3YdO4cL4hlYuZ0wrFsCpABGUsJFHjMUlTHTmlzoBgPIgT3CxEQVjypPLPNQws18rvmriEbr873rPKx+fv+8NrXP+bXL0BVzTrGFniWZ5tzd9fH6vrYi6mOVub6K/fy86/0oamyFb8uQvO8KNZ33SUQSftw5SjjaSJIs2e4MkrMmFCHX9f2luNS6i2NeUUDBB1preznqVS+DApbd2V8vSdB7k901KSJVGu2k7xg6DijvAWSeq/8fRbTvC9Vzgfce42GlzX09MS7ovaVuSS/oLXEkgN7gfG0VMZpRNxQg2Uv2kxNbbUlgFHNruRWHDYfut3FqXTdOAh8AIKpGbpJfI73ck1DJLDYdFHuNOFKRepHDgWJxvSMcA+SAhrraL/VBeUmLgU4hMpQBE8dD5VoKkqeLHTUbQ9OUterZeNc3JsPddpm2Foxn/XLNDQWNEccf31+92WZyhEiviz/sXNxzI3mn6n4tat1TShA60gkzafHo2PQDcCfjamgDxDO8igeReQeaMR35e57SCsi9ap2GjRmgJqhD9p4fSIxR9RXRJtFenHLaVpFk3UlqBtmvr4Hi3RbrJeW0HISauBq248/SNmSPXlK8yQbB42GcSe/puHPMuoSPpWYnT2VzDDtObCKcXhOpR2VRHNc0lBiLxNyD6CfWgbcKKzdFRvD46UkV+Myq6GhgLdi5YXM5tmdojmsHlgB8YDkaKPCaqmOJ+4ZsgJkOIgSURDdnn8r5YTmGse+QXvCwoZuADyVDtgYY1EKSSpgHa6JyelTYIT5oDPHpTAXgnROHaGC6CAqerJY6VJyP4NgmxmrpcI95FR28xq+hseX8589rnmucX9/3WGO+fvbEcV6v70+hwd4/n5J2mwloc829fo6tiAqg3LoxGE+IynXtJh5NDWCXsgTsbam6upZm6JUY1i+GpqgYP6SIyJt8oN6KFbmchDEpOux+33uHft9qaW2mTFO4AyKopvDC1MURehJfpxVRSE9nWyii4wnNQJFOhGzaTkqi2GSap/34BQEBiOyw2XiPrNDH4aiyhwR6rm3dZZWcUTI6GrxdPrxRACIkJaPZRzkUlGq0g8iw8JpHCWILMrVDXVjPGWgawwF2m27+Wl7Ixw1u6rw12BkUdvluk+M5zCo25pQFBVuigwouOg0/EzwNorxPwR79G1sRrW0hYq1tRTQbdMlgdrUfcGAtLY808DpnHcM4Ohd7afYOjRrc6h0ubToITZKkFLRjfMAMamE4t2NEFuKjtMp+wcxnkcK4qTk2QYB2W6IlWkvwVn6SAr1JJppAxdDeLgRI8lSQ7YaslkPOLwgwbnWD47Hk2uJkRHiZiAbih2O2y0WweLp2Hh06GJMSI0TPBQN3b0B3sJ46c82zSAhnbEA7tjlFpwi8BpltOjxgN9i0bNOxkjgUIQ1sh3SVJ3gblkUktEVeMOfJgJF8oKegv7XHyhB7GDQq5yKoE+CAQUXaMHKYhdddDaUgeqlnfa1GCesCDpUGrlIe6jdsHiur0pyaQYf9gELiJH4dDvBOU9Jw07iZ/FAPSiHDwOimfDuHs0DH1aSIRj9fp+s9CP8nUv3Wzvc9947v709lJ/4ut0fpVxF1RfCreMcYhMukaUEa8koT1pptuW9DjKU+MqeARnIq9Jg9Ac+vLKIS7fUE1j2kxbA9/U7cumAtL+LFJplRB6iJKAO+0dnqK2m+pzDelQqtMscWyLeuUA+sPID+nkbhnPOtcRVaT1ouGrWkF7KpdqR6jxE76gprJT1KT5UIQbEsY0Mvp1CBXIj/U5MlqysMpziTpB0MZiTCkQYNSWPlN5CMWfZ/ndGQWuQIECTeHwCWGdVzAtqUnKOjwllj+jSaM3VJuEK8r534vGGJLoECaGsofBoc1nbNtVn+KpWVP3/+vEB/ut42os1BFeM551ggJbR5OQ4TaI+FZV/IY9xlyGDr1lDKtqt8qtwQ/5V31bK7JzvYmnYS/kyVhNQa8+CtmGuCPRSeoZqf7TiOIufcnxB+JSHfJa2QuqlPRLa4T3YUIMl8gNOY2QMKNnvbpNloHXyFLVoNNgfdoMSuGkPkSBM+AbmIuEfmcaEGBzVSXwzURneC3bBpQD4miYnyWAlt+3CvDGzJaE5EL9gOTczoZa3kVsMjCOZFHm68XYaHhBUGBWwjRC3KXtKPQEb9VJDf0jGh0KpzaRlKVPqPm0Urpiqdnx7Mz5XQMZK23GS5GfVgfI1++dnTDmeBzSSkDCbjM0jJQp8OmdToAe2/XXOfH2sMvXd8ZNxdswyEjwvP2AHL+HFdUkTnJp2ros5Grw/j8x0Mjsk2j+4q9HhwoDLkB/Sf0s/8b30l7TGu+fOt2Mr93qzbY74+pWnu9/vcu2wuVDkFX7c6hoDNwYvJhcBExAVIW+hk+hP66LVzxuZ/K6JLHkrtLNA1FiEKDVVFXaSHY04nAaznMuLhY4D6h8kJqUSAWahl9FQTMpk35ycRl1Zb5aLN0SXUuCnUr20jLqEm1EM/ylfXaVRjJKQjfbi4o+5z4f2C30tPmT+mAm6T9+MoPnqYqEvX2aNsIhOHvUBJTCbykA3U3dJtlugmDPxvk6L2kbbxhIuchvfPz92nTGJJiN/f7150vS5OYCQc/t7Hq9hPCnkRDDsgfsZeIlfQGIsWThAtfHXGMEL7VLcSPeWxF40AOwgl+B74wEDcDfmTmQpP80kBMTyYGwv5VorMNunhARjOW/hswrlFrjzX7QwK/yM3ggsEIaYL5fFSob433nTwMJIk8s4QrFaMR18eLXiZNfpgTp9EZ691jiBYsDKJGjqzquYrYrhXEAiDK76pugegNBea3X8wtUp2cZXK8cZfW4WR8J/CPzaKnNlqq3fssGHxG24bwH4Y6GE9MrGPVtlQcQF3SkZgL+jl58egx+DcwLAOhyo9hL3X4OvBNiKxFlNFu3gYjEqpBM08oN10VposWSRyHkdYXH1LaFo8JGCuQi4UGnLnF64T4vIhRbR+DY31pEENqxSwGUyZQ6owqUD6WYqoryryzNYHT0TiG+hItOw4yCkLA36R3YSWzAhMedUkQPHjjWt8f22e7o/XJ4rofV6tbbBF3734/l2tQyF8DCnskc7vbCls+NZCFwg209HWRYz7PudYgW8bB3e+TlhV9pExOuRP2i2qi7U07seKaIZdrvQT2og7JLKjDpiMUKDhZuqyk6vQObgvnbEgKW3FNBguphzxXI3ZtxSRmruqee/BUlejTyqGwijEpMd0Ni60Vmdep6lc16LmETI4dGx+N/YXJoZJsBmDLS13Eyq0eCji28qUzU5ftW/P1jaAfr7uGgaaI25sA2NdpnqH3x0SAHoN0vxlbybnBeKlGUtBbcn+/IvBGfPQ0hQq0qQgh1ARMW/vslYbskNOksMuzhRKDSQ9EBfZb0CffH2i3nHpw9DhEnpIigyQfR1lye8O9xy2uf9J4icGZIPNtbe5SAzp4eTQZqu3Y4OC5LNzrt6ROSq1nRsIPbY60a6fEJJ3PjBC41DH18iOIIQp7UswRG+TY26pHLK6wyllEhsfyVOmU535DG6ZEA2zesR/qQNMeF2PSymaeJMEeqe9hme2qxMw5+g36iKb3YCJD6AidBvF18hecb/E4+jKLvrqVxgrm9cby4XwMn0uBeWpJKX1+ZSyo2fUlN9rv54x0uv10Zep7mSMKq7qrNbr/eebCJc+zoy1E4IU89CbiFRhcxrfV03pp56GOVnRjigieKW4RJ5nKUp0A6KDUKXhIs0YxinrVxt/L7RvzSO4tify8ZzqyTCrc3/xHlld+/+GOMgHUprqz0N21YZaJUbkeNj5GqCApFqweWTAnOdxQXNAthAZQ1S1lcpjIXMYtxq5p/AeXTi8ISJCbuDhswe+9YFtg3eG+neuq11wbsAN7GEzM1UwANNrb29lF+MJdbQE59n+k9EW0hN8VRWcF2LGTasMFZVyaZOwUNwUvifsNxNCGS/VoZQGRO0YBLmBPAWEJfocRElTW+iif5N1JoiO4kgQlZAElJdfPfe/7JQiXxBTPe7qbxswixC5RkZ+Pt/PrbGpINLsBi4gdW3POUxQhiWkLG2mXXMpuwk3GwzbNRfxKZ7Sr/WQmerGpM07w5xmGBzenDZ4GQolWFEqQOsm3QguZe9c+VaCmN48TuDNlJXUno3INP01ui9WbH0J+txcqin7Lk+GGocSIhpVr1QIDia/US6Max8xVh/Kk855UtIBZXg6mRDhwpLOH7RuJy3FHqbBPW69hdsRZsX5gPe0OVDdJ1BIcHDZHmyjk9oo3i8kSpkAxxTuXMBS7lVz++sxm47vJxXbm8zmIUeaHjCN8tMQY19lfNtah84VQjocc1K4EEWk8sK+O04Lp+U/TVA2hHB8Fg19+pBwLOC6JB8G03vSUsM+st0ImsfbpTeLpJ8id4/n7nA+zJY45mO8Pu8V39QXOVD++sQybVEP/WbfHgILYFTVidv9xzPj8aJ8zOlEpkjdW/KsWGhuEh4vtqSfpNH759tnJeexeRUKcJmcdo1yOkIIiXNRt4n/pv0m+yezWbC5C8rOEfX/LWhVQmxbHnbRKn6Oc0WwZJpdVAih/YLgx9VGdr+UEFO4zsoojV3NFNqb/TT3DQr/5BraW/Rof9DoUKG6Bz0tAia+D5n9wwzflrtx7DiHtDGp1efghuI+yRVOWTRPs29/P8fUStALMKHgaoyY/qmJB7WUKLKzYRZztvNCimeTzEpZQHnokUwA1/e9K7bRStibfETmKpLIIo79MZGJjiHatVeQqQYoQ6vrG0ichIp66EPmjFFhj1UHSp4o7zp8AvuhI0OrSbADo19mu7+ARYxzaJEzGsmIpzPM5CDkCozUCsVzKk0s+PlRMnK9QSrlQugWUtIR8mQsFr6XC2HGO9tBstrwZ9kTwc00bCB76DPSDxNrp3CorBA0LcH3lIJpADg4xwBRDACFbm9j7BhfqrgP4ym0BLOur15T2LQ/bm86cAZh1ABsMyj5lulWDDfD9nNiW/RWFIGrORS4UHcAYpwfdK4rqSgSlGzEkiFkgVKFtZjba8SG+0s9dzf0YEQynOejkiu0tQ84P8XG7bDmTjbLgDoe2sevdTMjHq/OjZi/JnooMX+CcuAzUio45K7RuvSSy+G2sFNwLQwc8tEwZ+LhooGkO8Wzx11OTWUxNzMQBtQ3gsPzwtKR2tEr3a7DpdgTZWgutuYbYXuMp8v46L2IFDxic7ShFrPJEZlsrp39clvyVP5MSWcKZM29PdPDFQoKqyTHW2uB/mkzW60F58ZpSzK6nKxyqHq/dJBrL4AkohxUKSRNIbdg0V/92mIqTEH0qvCLc21oUDSRNsfk4n+EMihqV+j3hi61+cHMlQ8Cy5qTYSBTma6Pa491PKyU09fJByY6SJWUJoCwhCpXl2m2GiQj1L2cvev8eS7O0xEAEzzYYYz+MRxylgc0yxWiTh30i6YhIMHmnJzNQofEyxHT/1cpbG3XsDwMR3QSh5oFG5loBr5DTdiCCpwFO6CIfq0mWazXIFmE4A4rYfLH9m+1e+JPxmh5BnJHHWDVImNrqpASp1Z8zjxqgx2niRseG3aKBJys6SuWFg4L+U3n0Ixxzbmk6VnJEYdC7HfPuPxBJGGfdmZm/ZdW+4UrPMpukNwj1YK1geaatH5dxzFqIuMfjaolXwRwOrC3nWk/tmhx6ZP5Zdm366a1FAj8gM236+xJTDFCVvk9+S7yR4YduiBbVyqIUHgp0D9AQPeFYJ/qANDAc5wnpKb3h63LzNDaLn3+KIsrhHu5BrXQz0q5qc3pq0cT+IAToFt6PUCNUbRbDwlwvKEDln/5/XWrAeVi3mgbVAgMdUW/QuYD7LawIbqXMC3ojN3Mu66SrzVlCFCxBwNNZ3N8gOCIbgFxnL0yaG8XECs0cRENktyrjMaFNzQldLZHpLrV7QlVHVGRSp+vcdU0Qp0IAQ23olM/TmwkHYR/tHUbGAoiCOzFKNySf1diN1rr0SDQd3FkRDUYrBJsROcEbsXYcSm97uo0xPcZ59bjbvhRRuGhHz1UiY7IucBitKEb6xWPgWpGRgK0tknVHssg6j8TXCaPI4aVk8cmZn49tfgEv7sK7ejW8hCFLlE/Xu+PfgtHcL++X9lXDjUDU2P4knkysQ0IJdKf/hFJqBhFDIC7Y5Nn0A21HTar/wW5AFvps1G9ZfpoIE76HKa6Gobm1LaVE1Qk2gofGn8KftHnfpV5uyqIGjZV03kaxe7uTesxux1/JMzVHyJ/8VNMwSmfIIzl82NFWz3MWOB7bWgTUH2uLQh+xcqGkIauGm9Zb23awgaGTO1NTMoEoIM6Qw8YWAnrm3vSj6aPzTVEDmt5tMsNkeoruh7d1wVzzCrHgORpYdxFHwH5npJjbq/v608LVm6HbrwuyO209zsRVIwEh6Ey/cwG+vBAQb4PkF8ynjlf4yXaZhm7TkgtWyYQ/XTfpKerX1IweMfuh0QqJ9Tk4fnwRXS/DsM16jnBARQ8DvZ5mkGhO8+ztNBZ2aHj10V7LDoCXjbXeq+cHIiRNEM1L2afVA7gTipyU7WYQBXYkeFgRh95opFQPVfdCtKIjnI6ddwVMxj3uqSbxjkkr0UKvHFw9Qyss+dpcOmBnifELJ3l73NsJ0e+0FZER5Gers97FnAJb6GvVi2OnDlCyQj+hp4rLSZVR58i/lViw18xL+UrPq2lzCcUJJ5MDFbqJNC/KUASIYa3qngnZKoUYiMxtmYc+g2NBGYn+tChIQIKUTRD1JWQjNcjlTyDxJS9Hew06zVY8kj5px0+rpPx/gYBjD7A0Ssj2YXqkQekpxjGdpMHHoAIXAdskvqx5Picf5gUtgo4iCCOXVc0l71+g43L+HweeUoBNGVx/ijVc4bDNDIO3tA5rHJCaFglquUo1Aau9PT1mnWrbOXGUwww2GzcTRvCfXwg6KymGI+jIQ7IQwj5hJmsiU6kicLMw5WpUEtW+TuqFjkG3pmsuJ5cW8M1/5vgRI083tAgFsnk2JMRCNJMeibgB7VNJvIGEw5WfUphxVuhmWKUhB5/XYmtS2vTwb6I7Vn7EIrAI6RGnKguEtZKR8PNGw6nmV/LhsEK0vDomZcRLIQVhDzqb9KB6CiShHRP/3TjRGlUjZXgVDmyWuoFJGKx2YsgIkm/Rt1cIymIi2vLhktT9EEhrLHASpiJqRVuSZ7EMKpA9huIc1nS+xuF+o6ct1GjbGdSDrb5VhhHp8RKU+PEy1gfBsgYSSo31T7QaOP9klchCRlUNWRia7W2dHfetzKCWLPz9e4tdLN7qJyfBVlaTmjlcXRZBLu3VG6nSEYqvKVQECCdCzo1bWkIabVQmcf386t3wx2k6vHvqOBQ2ma9VgVSzvcpP+R8rX2A13tdB2RxnXBXsZEeorYjm7SPI2P7VmedS8khUHN7v+v9OoKbreTQLHkNlpq2yNh4lUAPvo6XtgNB75Ulb5GndBd0hWwiaMx7x5EocyX8iqVRKWvJRkcwLukXc2NiPNGMw8FLzewFYkvzEI6WQq+0A4YYGJBrW+1xESyKPabXEZ4I/COyBUSXXHa+Tr2LBajMwuqmVPb5IXqBkonN9d+NQFBV7uqoNOgCtkTBuxTRqAsXNOr89f19ToYAmiF8Af09F9xIzfxZ7nlvO1B3Cpc/uJsD5NS8YvwbxgtWNsytY1HE7243/u7e+1JC5mtpvShqdGM0VLBemo+Bd3NBQ2qux4TATajajBdbUqrWpDQvsHJXINb4cZZqC7p54HSx83IUcLC4+1RrJk+kq2USEdfCJpqWRtoISprGvhgA6NgoGoZlVdOGXhpONer6HX52fJvommmZ6D7SAcdxpw80fVXJF/2A7hfiG6s6APU+DvP8kMDTpafZ4QSrhutApuPBg0jFyyf0gEmgSs8ZMjlgohMSP0yvZLlNn/DQSCs1NEHUUkk71iZXk2J0mzzB1Sgd79DXFv86nAuGXpCiJ3AycPdNahcq1IpEutxaM8gPDJhQIVCTP0p/0+Y2X9f9+0fMCvf39WuL1/dnTRJD+vd6qVnE65/Pr6GAiOhQ5/eft1uK9AkXivgc6iQX3gsVyQOCygODnY7dHRrp4wKPTOZ7HobgSptW5e31+/uLqJgSA+/PutxUX8YKwWXK5hZMZWNpo/PurYE20GgSf6ItIcJLm4hF43UPJYlQRMW/3camUrVnM+MDTWvxy5kck3KDlKPo6MKn0WqyNkTAxBVB64j6ixFJVilAhxq0yXYO8hKIJCeuHc6JWUE6SXa55LYwyyWOAT0RRalUaxHc7WNQmSw3AMoxu9+EGjYthuhNDiNF6alDg3zKQtIndKYfuedluUAibdHhCjKKPTj7vcoAfKrgxjFNMA0L4jyIEQrDiZrSdP31/V4KIMLTJfZtOzIN78Kl7UaGYnt2Aq4u9UpGBmoL91sII74WP/2qkefiOEc71htA2Ul2l+y7ZrsfTo0u1BbxGVfJE1tkOr0C64+EPYaFnHP0WLQmH5EONaIpUAiGwwY8jMqttO6M0W4MFu3UXMAqXgpu9dD86nIcHJLJRdRzpnfbPh2AA6SmBLJcf+rWja6OeXhb6hullrT/z50rqF6bruSsOjA5LO7LWOOEISel4pyQuJDKepB8NxgTwN9Y45T1PYDw7V2hQ1Eijj+Af1/qzLOgHRrnWSvMaYS3o5yFpBbGORhrgkaOKxg7Z7fK7FqjWfvuI1ew62yTzkKwLqwBekUjgmbQJRptL8/6oX8R/h+jRboNU37p6Cm0BiQ4KKFyds+Qten2RUkGhPb1ev3+Xmv0X98/dNr9uPrPP69rjeP+fs82RPUjTbw553o79tmqeu/7+3uONQ+is4lGjH32UkSg2sPt2qgnHWOSN6/oEoRnAA95lgEXO6nUr9fPd2wlct99HlU4NMEEkuRGFLNrJ1/2O+WSCBIYcgJarhHS1gA/7vfZUUSpI5qti+huduZfJzgIZO+qTH9/2CGkR8gKobqkeMF3mzNBy+jPSpr3b3RV9FDtIl3K+1BjB7arK2BdH7VkQAEBCcb1ANVVYVz+cyspdh1XBeEBK+ibcf9pmwyJVRvG/hQ5AXUUmNkutk6LHigy2IhkqcbQVSOjUEFAbeT3TAj9H+hT1xpZ4fBmnvUw+ZCarskR/VE8Kk3cVCHlIf2+xe7LZSBek6MyoMhD79hZof/MAYrw5nIMp7P+65prcPvgN1jayw0ICwvAhpTjeByFj9vr6Zki/Zz2jQ3rfXI/gUJg5eGOUQMcJEjpXDDAkit4t39RS9DbrBfJOlWslLLSTHCsbt/Io0HZkwWkI4jHnP/qxzwRu1JTdLKjT4MdyDDWOVdHfSkguIpfkTN269m02iaQBzsr6Tz4tpdDsoo8nu5Rou/nWqHNgLK6rVHeZxvpyohGT1NYAkz6o4m3X2kLhFdLdiIPREp3mIDwBGvy96SEUglOU3nCbcC/O9qw7AuwzkVGu/qqTo7uQwRlaY8SKGdiuq7TPuPgFiwALNwB8wpO2p+a+RUjDligOU/bUb8XvjmNtZOtJoSyrvfv7w6Zz9f3tfmi1/tzb6/49ed53Vm418+nggR4++frpYv5/v6592hqBMmjokQkzY30dbXAfPrRSKN2Q7rmcQEjAgJ+9cGSVo6Ghnj1+f3P73tu1fgupyad3KkxSWY/+C7y48g2tmnQwBG8vsi6GVA7mxq69lbiOIroaLugteBUmx+a2FNvsGtfBg+omQaAOfBszhKxdEob0Q8PtjitB5MWLgSzBc00OQIerh+PAVJK2SBrKjSQmprvHYNgIEs0D3pTkhif/fFhDvpVKubX6W4gZIPWt5Q02Preux+Lr/bjicwmD5vedqA1CWUshFnJUhqGl7xVHzzcK+ncNXrFLNwFvQy7dcvoMVsQYAUTHs8/jfE+Y45j3bciOdfvf+4ZduJRwf6STdhCTuGB2DVjnmtBCt9rvESxJNsYnOU6gN2cD9WcPjyZfG0vzWLU8JTWUfsvoszKodJnQVJYFSiSLXSxO2DOMq35qCtS1KpRy+6aU3BX1mB19ZUiYq8IFeg4dQgWK8Lk5ujsWNFYuJuFipiEujq11VR6kq7G8hcGkToV6ErjEB7oeUOp0lhr336dFgSx0LUWP/wq0Hq9V0yZLGS58O6l6CBm8QH2+i4A5SwMx9OEFk2kRjPdI7LZYUdtA64HZQEKb1LGLGcwzK+tBYgAYZDJsIZ8EJeV4nrSx6KccHFH6aM0oiJviE2I00iv6Ih4LZQFK45h5SDiK2rQ9bEvmItQ1gYWVGAOGv7S7RWscOweBQOriswD93j6q28J7q97w0zH/uRa4yqBUoDWUR7RPs71q/Ikl4D0wjDocb0qEnp/X9doff5RTGKL+P7znQMyJdedFcm37Vwzc0AeLkk51tF0brNjF41eeOFgiM8TWesCS/pGne/XOIYIvjUkxTV3nC/BEDat9qVe3gqeiWZ71vJRxxxSw+fA3YxvgQvS9jVbZZ/nHr1Cb1eOSLpie0pFZ7DMO0mRY/Fh23zt11a8E6wawaMDrlUSeFRBHSSaEowFZQDxQKp6zLNqcS//xkWmATmAxIUxiSJHWfNEqQ89YgSFjOfBnFVuSOSdLsjBJ2Cf4ekKi83Rq8jfqZW1SgBAgAyCpgoawWTBp730la7JqwfApb3pXcLAeWuk/yA0NyzwyGPUe+Ur26iH5dfn5/OuC1/r3P99vvdYUBiT8URFtlSDjChRRhRkM9kMYBaj/i79CguRlAPwBxm2Rl3px0LPKStkvjt6PRh4pEuUkMQA12ZD28iu1mEsAHoyQ3CYcy2MNLnzsrb1AWmi7z7jUe86PnTP9m09siYcbV3BLgWqnWBUOgWZEl7zAp4d+kMDAel6MA1rmK87dw7hCUUTnbEKP8+xdd/CE67lBBxRpBpoHFCYMlAG+meFzHhp4M9Sy2SZhvSZWKFMS96GZbs5t4WBFJ+CU92yrzXMVGen/c9fFXf0bxSo0gw4TDNlxp52QMVyPmQWoILIs7FffDcQoaA8h0StlnFPdAqauczL9OddtGLAfUtfCtQtmERH2HlmHcQdxwBupFfjL8hGg81DtFqPyTrHg4GeIU4YJ062hgWxANQP6h/5gK+zadHr1IPz/t6zuvQXRl45ILV/mGLpusU5ofc9YPfSvs8a5/vsjf/OdQl/R9EgRDY8IqYIPkdRubkWuvgutk/SpYh62wppzEOKqOJ09+vcj4uSQ8UmL4P6vo/qlYFm0EBR7qANEJTCDFaOKOzb2yPqj5JtdDjsM5pTGu5C3xRuLhVAXARUdb2VF3NdqlZJWQG9XA3cql55cmk4jqjfKIwNLEmaqMpJCIAMmFN0SHM3GyywlwEclvEOK9+gDAHkti4ljXnsaT68IFpET8yOdDvPwVStiFP6+0gsCD3MZBNDTdj+B8w05JxlYe+DwFFuUjTo/MDdlBIMN/LUBtMRdVFjHBU1kRS/1BqfDgxwCpDkNOalLB+XovtoT3fh2Ok1AM3lNBShT6kbeP9meQHybojHpH2Ak2IugS0yMdeSy/eRxFqIWSOpzLBa4O/woOP504kVj6BMuTrjTjfdniJy3pGYrAixMpU+mssGje1Luq6tINGvkv4CSUCW349Sz6DKnlgndj338/Gbbbm4XSqIRVn3BWo0qVsLvx1AUYrl4LBaunMkCm0r9ZQxaJH2ZtnKUR0lqn8d/FzHMbBw1k6L19HNNohVIrEI4q1TiBuZW9RCo6HLeMBn4IGneqxQ8xMMoMHB+otzbpQtpcwu5l/LbSaLIZFA0sRBI23i2KYdUNo0cddBXj4+VRM2z6ATS16MHwuJqQ/T/Oc1wiUcQsysLdkJAC0uGy5MTAQXchtuxGv4haFzobtmpVKhdJMGn06uSYXrkk88j7XA+xZ2Ut2VhBg4sHnOcdEcu54O48/2EJHr0tGuiYXNy7Dhbt9hXk7uu6LWNFQ1U8GHKSQ8yYiUITMMNKa6u+A/ki6PR6RKookFLeHJMw+YwHk5ElyTOlNSO6ml2F8c50aswoW8R1QOmQNtNDHvIPzoeEHiAli3Du02EKGto45+kTQrbUi0VFMiDC7BeOmH/l7nrr/X9FrTY3NPGolr0M1OopM7aXVPD8zZlHFwMICebjugzZpPzHJZm6JknAS7Dl00RA/kCWx4mqpa4RecXjeM2ebFuWRjCDeU6ghGw9XjvPZap1st/9Le3M5q6HkYJWfN9zsh50uXkhY8vTsl9lT5F4yeHtyW18N5JGKWLroAAYuXWudMQUgto5I7XA4FXyU1S80tGxv7OgIfYQlXrb8WSJ4gTAU4Pf9C1iH4J6atCEkpRJChoOVkf1BD5ZzrXUu0gl0StEDXMg1zTpx1wOC4cpAAhbggaD80bzCMpS79HZinkiL5oTGh8Pkt2UuD7AQAUIFJFipHKpTbXaZVGDvxwFZvSS8wjjo3u+OcJNo8lbqY6vQ8NAhQi+dllNJ0TbTtRur97a2Q66TJEipbWxim77I2widQF7uJQXiCGH07F5ZCmIw6IKgFzp/JmbCDw/ce+uITZFGKWY0s1aLnf+wnLNDpWJHFc2Jr8/HfzO2JEFCsWU4Czz8BdXAEGkMZUPYJ7MhxrnTAIxf6d0cHOCWYhxhHnK7pNM0nU54Aw+6igr6lPWAFUHNH1SML3urS3gtKtiMtIJzPufyyQvLyiT/Dy1WwbAjkTn+oWwUPyMYqiKa/Ky1emzUd78LTyZuaYZDLhOBk2Yfnt8ePDrPPGYeJoQDpAJw1AZmpD7o53ODaKZZqd9WimVj/4mHiHdHiA5mB9UpNVa1ymS28jaS+kRM5UQKh25JQGEzePeUzPb00ELDwWDBy/qB377KjCb3OY5aJ5xCzCQb3X1CR8QcwNyWtUaNciJF26A9BckJPFch4cqAMXrB69vJrfnMJNPG98KNd1E6LmulaSWTPX9q2+Q4F18MYNPzBQhx7jXVdBBWYTQ0Yk6KmZX1h/773YdGw7OCNCwMSynnxSxwZNjAhiSuLMtY93Kmos0HvplkQb0yh8B+AadcKLeHuTUEPCeRDJlLjUINYqEHPq07cxfKI0EFbcO85HI8rYRfObEwxephUyFSFZO2YM2Ka88xDelszJiZ9CtMhk7FcGl4sZX7RGm5oI7h6WTHnDKk/N7/haumE0uMgDwrCq+eeElPBMrUe4qNcUoLhIw4Sf9BDNj7yKFjCWRhm+tjBZ2s5jd5iHBef6jmxRgrjgEnTx+vGljTsHl1mou1IDyaVnXbiJzWzTHd6ybsNak4JcMjZiQ9cyRGhTgqvNSsucNS0WJWTylXrk9bVi1Dd8264gkUuPlOIgIr55LJ+S+HrbMg1LpjDEHLRJzPHeQstt3hCybNN+mAj17lDnvGoT3t0aG3YeP6ipapcau/um+2eU3Yc8Fr4G0YqW9tmyIrv03gxr0NSAXkEpNaYVSSv2JIfWo6932vH+8gQ7X/u5coMQtS4+CXsHr6tDJ4+ckbRPqxn8+guw/ONxgxdAzYUB6cdT34bc/95JkPWlfCblupz5KpB5Bna+EfWlS6k/pv+gv5uzrOFfCxNwaIAvPZfvgmTLuX4Iea5/Lk4nTUkbBNpW/+4FO8Lho0c1BsQk4hh3R7a1AwH65mqHnM7wr5oF8EgIvBh7DHGG4KUT35HqQrmxOSMPMntMqYTFWV2johVLsnecQflOMkZR7ClO318bTdkcH8bonAIEyJDds8hFmUQTJQKY3Zw365a9cjpoupCqPZwRxHfqQn3GhaQ9JVBHHbDUXics0XkURHJGZMBJTYpMkfVhMUEnIW+h4qb/N2QaelIGWrQejbcXeGj8J2JgAHUABLMJgFCHOM47AkbSH5OKtI77RXTaCXEnXTCtFvtJyYIXRjDFFDGpzHPguSRoJg7jWVNYtScMBCnbTskdaebgvW9jh9/yBBuLzDxnNUvOjGOVL3TJgKHxbfw38YF8b8qsuN3MV7rx9bqF7aLC4y4hhj+zA19tw6yWxQf1S6V0zVyIFQ5gJfD7mwSxTxFllt8OT/zCChMetQLNk30ATaD6fCsW+Et5sY+7mAcvvanEd7Vi2VBqujn594ngm0UonZNimgT7ynvWhPXO0PFWrwBc7P70n2bzSVtQghLXcNLQ9GZx8dRLlbre7whO5W451FEFr7WqLnL9OkyLWfaU6ORovh0EERa3LnwY8+MU5xuJywT9yUenUmWuRyQfPgEU4BlJTSj0eI1A6rDmIhRmnahbMX5W5/iiCupDwAl5KqaCr7EgahC8sZXwpauTxIl8CEahBa0IrY/Ne7ceTK0UYpUoR8kPRPjL+UQ5GBiKDEfWyNejxTFoH9kfBK5HiauhLuZ5yzDNCMSHpIYU9Q9vL4TpF6BhNG1DjCZFx9bj2fI0YYsqBehk/56KdVWKb5UA8zUvsKAul8LrPz5/fmMYuOgCAeXKAEqL0nwQ9+QAPyipF0KZ5opnzPo2KPzjwRZE5RGbiIKK3QFORDv6PwnJGWH03QFY6StUKXSCwLR/q8x3h7896uR9WK24K5Ec0KsjRstAFr8i1kp19Bmu42WPkv9IBX3cqujmIVPlkjr9IzjUNFOz7TH0/zCjrX5Oa/a8JnOVjFsAcRpG8qiiBAWN3wbK8w8EXwGO8jG5jYSvLdGaemcX8bjIJlksv9h3meQrcCJrKQ8/RsX3kfFex90Vi9wDYMzWn/oYn99v7OqD6WKzvH79ysVGkR3QbwSOfEFMnSRsnQ2pTsUVAoOGClWXzjGFv6T58SPEeQW/5OrRCeYOC1pE8xynRLr9XtEZY2OdTG63v7SYPArZW/TjOUgrtwXtcN1A5DRoNoGVJHjeopYcxqxY5VB3N9TI87grLsMHkcXBSFyg0eQ8mK7hvD+0vYHfp2GoZvBqpGAYYpMA3yWIO56wp8D3Hxgm0XOcPpyXcwkqVaowkHzUSdWqIwDmg2u0Mbu0PeiP8DKgoQAXhmCTnSaonkbBaw6Vddg283R0+aCM99NnGYc5FBVQ4nlBlJOY3JyU4naGgiAKxyMJ4HtXedV3H4ZuHRvee6E+dpnzRk4A+s5BOc9PDCP0/O/4e3O1XAC1/3znfs61utUDua8a4zuV43dWQjCej39W9f397tgrANZT1linGnbwTMQq+nxhHivo45wkrgDDZnphvxV3Te3RJnGifQWN9zBZpvttSOORNh7nN7axMyI2jnXifdKRaUG8Hydsh1T0Fq+x3rdqhefSiLRULUUWlyQbiVLw6AZdoRET+HZHi1YBkyFfcHlGjm6Hj8on3VgMBpF5zOad+FSP2tZ+Eb39hhqcfVNCzQgpWVNaaBOoS8zfQ1yQi1G/mF6PFNUO3A64q5O+CNFsLE3Fzi+mV9cIKMkT+idzGPtW2kTZsLzWUwCgQxD4DlnVUg+MajNrDDX8zqvj+qiTctLut2Ocwrs2yNDKdd3KzyEjUyYde4PFbKGJtMeNwFh0IkmANEzaxKc1ODaEcPfsR3BZyly9DH4LYJNo3Vrj3RZP4hdy3Bw+AFlD8tNYcC5+AMMeOuFghX8UVVcowpDJ/IUxkDzQh4qdrquI86QXs5MxJvS81CgsQLIObvLYDMb0LjCVpBH5sq1vWuNVtdbZdilUWBMByo3ulbvQ4PPnADsUTDEd46K77Srr9YX/B/IU+0e9iVzPUGGIRq67oRSg4O9VExg/jpJ7UdVTbnm5gvpPD20NZaRKX8JPmmonCpRr1Gh6hAeH5Oc6MJ242zmDK6NqL/7WBCo7M0pgSv4NtpwQMTnBieGhws4vFdADWQFWC4SZgnTF+9Ek8nlRVU3VMhccA7uDHVZLRVpXZkPYyuiX6OP6/3z/rV39P7cx5a178/sXQ1QpZjO7/uSJgKocKu69IH7OdtWnkJ0M216tGA/Z6QQzENCuxZ7rR3XpWT4qPNfQ4iWuSXKpWGsiqn7tcQ3cZ5yw9Zdt2nU+B22J2pOay3USc6uXNM+hkBWGBjlgK77VD2rG+OR6+n36xya44BnRycWmFQsQSRHTy9dtftyOfcFCSM2TtzUwAjkJnolyUqcsOR4QAL4EdhftD112gR4D8K7Wi7uOOjsgtRpUOQaF8ST0QvPOMu0X4PRdy2iJQTI1FpBmQuWcepQqgTIU1dLqYpYp0shKGa3qdrCBj14750pYa5f2YNwxVNJsIa3nXPII+poobHu6/sztsVliXQ+tfRH87n6At3thsKLRiGU9lba0hipZQsJIgkaD6C4wb/phxh0Enz8PkTFhuFgPuM2joM++2CO62wgzoeyD665FPJQLMNJWae7ZIdqEOpGjETWT1Gqa4CpqFbbbRaRbM03y2WpEKpvyUEkBzYgCShZ5uB+CXlGsYN35tpgvubSBl1GtDkXS2ddo9Qm78VQ6htgRLPv3H7nJBqu5KSKrjEMCQbZycb6PlfRS9SdYmoJ9dYBb6/SfMMWjd4HM6TrEmkXLKQcl+ASPupucej0JuM1iPAOT6CWuQUk1wZVHjyL6dr4MNwLtidURCq1GPkxkisdSxP7cRkD/3Na5iHjGOh5l7XigXKH6iIYApm++krdkXHniB4mp369rvb5/BKHz/uWv3HenqO6V+u+pS5RRAP+ivb65zXHgPnSdPE0s1UdEe73kGLdy8GyaXM/EZ2p63a3RxLURBx8h0e7tkfEXd06+vW+t4DWAeZWSFviShHJxV+qYKoL0t0xSQvM0nCWChv3MNf3p0LvVuCzaE+TI9rMCkwHYMZADZ724K1TwgEg7aKCtbr5ObFDIi+gDMcViWqNeQGSAyXDhkFpsfCye6OY0OQVeNF11Mnmn3Eb5pAb7tExOAsdv3ANOF1k7USapjUYmvT+NKsL7/D1G68LVtKkkYmZzmnGTSjvBQrFOoZtzhxwJTSmu/bLC3lC+hIu5+HMsNtSkvj99fleBZWV1D3/fO9Xq1IhRxSoIZXxWTO1pd90xXJbgOKuUZVOzWIapRhjhYtOX3w3Dx8tfMMHT+FR+mCUAa8puWv+IDBWra2ImcJINAgIELJBMJnCttQRtUPOj0oYOw0uEF2oFqjgTfsjFJAxTfPpDE8lJ48ylKWjXKVLx3evBKEr4a7h9hm/BVONOc5l0Ulrw62AvzXs6jSe3GGHAkfbTJ8ScdtyUZSgEGmzVjn8+7Azoz6sG+vQcww/FCXDmK3VQgFZi7MCFluiStOKkNpjfXUYFVBRxa+BWm41B9eZ+JLkOV3K0Ua6Nh/QWOtx0Hs2aQvYCxiK0SSDdK2JH4AsDZ5CxOm67NmpDTCJNmkJ7pPJHtwt28W3Yx+FyiqNcnMiszB/zEgHA4ykc4/gC2Rl+h4hg665FRGRhY5VmyiNvmsxPfvRX/O1PSLpypLgqDsCQOoNb7eszQKKzOo2ID6VGtHKDyNHx2ogAB/Qwji7ka/bI/rIu3Bcep26wjAkEAegXAGWzepjrUvRRkU/QSIK2R0h3w56XZybffsK11ypLimiPSKTMU5eudzmLeHmpRQGnHZXUHNyqT2JHD3cH4MbRrTCiaJdFGxdnk6CRUlxPX3Losoc13Rnl3RfRae0S9s0M+53RoqY6ITluHTG3+lWs+WbFZNNB16ZlpXuQa1K9jmmzK8oJE34FRICHc/L/RDAvDPTVFBRL71A41dogm2pLXHCentE4n9ZY4libiuiWYPihE2AUaFkQ18SSw8CK5is0kjMK0JIoIZcnjedbFfNmiW8PmCDaSkQQHPN4Z+PJ4le0gZfyXAFauWCAXOZgru64va6byyT6+Hdkk3PERDwXCJs9kidBvvYsKxJm1Rr4kmL9umDGZHVSaswigI3UanPZeS0JRRF+23EY7paqmIifVmTI9KebWQWOSRYGa4YqqaiUcBthAf7IZWrrjGu4dG4z7HaIEEXEMNwAx6oks20vMecEbcNpNPD/63nRifBsTG/DEXGQUq5E+GBv4uKCO927g0df/Cfk9io8eG/jFawF9BE+CDbIhrNkV2et6ep72ApMS+KDSunIaHj+7CX56h+7jmvQE2d+NaG9Zfc5dwe0bYWz/vUmNzvUzu4X/vy4IocChn2kKa39z+vVvfW9UrhjD5o+WOsDGx0xwR7GswTFngwMp7AhUVb994KH2FuRZTe2kwco0qRAe7J6jxdBc3oEx38Q6vJBCr6OZ02zAd23ufYz1cUkbgV2rpXxeGNm7vQYiSCQMSh+Ju+sAUqiY1pe2oYd8Du/y5PiVfD6gdPN5sTRRf6qJZT41E3RkoRS5qT4PHC2A3Eqc+JcoSXUkqtvCFOprwXOmaJ84jK5lYMahF4XA5JIFwEajXBaTFnXK9A1s9w4WGSOhx5GIe0jcQNeOPqc7HOOg2H3vWuyO0fxTOFVLhv0c3s75dUf3BDFnHJbfK4SPimfAJqB3yMClqGSnz4IguUNYZWUfU9IdqEj62vkm+zzPQJnJe+iLjRuKLW1VJ5GOtHqhEmKDxik4GBIK10+3F2g+wZa9Sg4pYo9kIzdKNK6FGh0FwHdlr9SuBCoS3XBWYrnUgqi+2CI2gkJS0M/CvbB+GKyUIjLD/MdC8B9zcCf+4TrlZmehrkxug+7N9DS7iIFum9ogGMT2latA0IaEdd+lNpZVhWT7v9oxxzjbQ1Kg4x9UFbnUk9UDIcUEpEoCEzTtU2GrMG1wLFaXnW1cfTqBYdqZMm72TaKHNK4VNBZR6gZQ0DyYuqyj0u6smYojRN1X0kMpOW7UeebuajTbDO3fAV/y8skN5zAS5gSeN6jat/P792XODzz+fa6ZTvRrv2a/z8s82E4/75UUrz9fPVTLq/H7VJe/+zGXT0kKVqCfHcjycjwmk9JvJDk1ZyE48kwEG+wMI9SNXvwZvj85aoP9/3dSiSh807HIhyQ2LDJHArLmrLUAJoD/AnnPRFazrDetZ9QqzgHNEvkVGv10k8CmI3lxLQMtynxNVRqhrYMQa0U/w6lqtVj/yz55Mn8qLDiZva8uCrtLXNoX0k6kWkqJidTBHHSZKExXcZwNWXHpNFsTBWG+Xa4uKCbUVx7WIX074QtjJh7nM8FIg45elr6saIFfmsS1/r6XEDK1ingYgJ6BSilz2rHHoVwPdNhwGFDIH0tbRz8hb7WKRk1/X9eQm7fd9rjP3990tYxuKoc8rLMspha+pETJ3ZTRdBUsbvi/e9RN/wiMgDYP9qs9pCy0H8jFEjARGluYHFTz+QL6WvHpLjturn2nflNDkfeNakjSCXgbN0EviRgLEyhHx2kU0nF1f2JqffyAlXjt9tkNL+Qdl+WBrBXDChRF3dje0i76dpQO+y0nUSh2TRp/nQjLDW3iEF4GfgCbjkRfUoua+K/dMBzVHJZgKJf/ducrejNdzgpI3OFvtYOkmzbT8pK9P5NZ81MbXGika+oTKm3H2GjCesaam61jkG5diXjnukcYLmB5QCjceCjJ3hk0x/qR8NkLFsJCWL9aRggExLjSAMUh1kKiwpCA0/qkskMsVUqjW+wGKVoqiKULzii9ijxoNkAbMmtO+Ybgb6DLWB+LnW1iw/r7lH8/VercAKcjHvz1tczZsbVamkn4/YUD//vOdaos+EEV0DeJ5LY3SeZSQASYManBY2/agJnG6bmg3jKCTDYDCPQpAym+b75zOuqcZJV29z7MZJvV/n+3VtwSf99Oe1c11HBdFkydziRlUmad/wc01pg0rUcN/lOmjQ4VIf2z+kEoiC1sKxrdeq6NUYoNfpZxfVO2db5er01L6Asna5Lqlw4cmMAI6/Bq2OHR13M0IpGI9PlYXLOyfuB/xz7jR5DIYaB868dIX2WroxhCiOySQU2g7zClyJwnbrXDBREb81mwMIBu1rFTLOWtFJZqcv+gMWhnCy5nDid+dSybDpTJcm+8BCp9uJ6OIWgkMsmNUzjtyCmtBb6Jy///kMUGLb9jt/tiKSsCy5w/nR/yfJ++Hr7A0oLUF5RImbJsDCPfTPUdZxLp2TCcOMMdfiYYGgwxLsJGolaiLotXliS//POlopreEimnRM03iOggGWdzolJGqXtX+bAkh1g8oavddE1QWPK2TkNou7gRjXQej+IR2YEOBO89IKS4glQO8P6GpBrvg7xICdvgdSb8xvAX3ddXFoexsvygmX3ATfBr+dCIZHki6yhsrWMU4/lHZqRFraF8JwrYZC1s1fF1mg0sdpFS8VrWGVMJV8WZ2JJNpfAcj2/rlh5M45tfqu6fzwm0v+VOK3BoGecTQzHHJXgcHTOszgIF0gNHBWEWM4D6/btaJdGDrVgh6NM5SMXZhEfvJGa9HjrWdG0NEBPnSta0xjaXdytAbESL86eg8xupkZTZNwvH++ut5DW24y7IrY/3EEaMM79OI+rHltrXD+/s8HXGDlhOhDdJ5L0vK+66la50AhLShlVf/UYeWuDuMCtm01V3h3QO30B52447tfxbiUKSxysvuldmzrlsKZ5+u+msB09yGFVI7TeL12HnvdZzXF2Gi40gEUuaZsUdpU9VPi7nZg7n8VUTvftwkBCS1icuHVX6HJrnZ4h1WLUkctBWnJ+PRG6Tr/gJbIqVCRFTDtNlzRYeQoZbjab3B0nJYJvcy3QnETPtYWKSTRGwGH3q4CKJKo2R9S8EFfPBk3wOARh+KfRSwajkZK2aVMFZINUW8jfg0SYUEQbW7to6BQTzMX0HUTx27vUHMXWU4g380wS0yDoNh37BTZKfJH/V4HfKMAwAyBseGM1wPAWCcJl2bYscAt1Ms0xxoP6Nv15LoyBdooK7LQOfKZx5iyGlOakE0oKTYO/ZaGmKGuqbusS8ANgZzayS29TyNF8FW9ixSzhkuv6u9TDPqk6ykysk7mPhL3paVbbwMxVbqcrFAa35EvAmmuI9kHK6hnWmUBX2beDO0dW8ljhk2DgAIq40wmqM1MO/fbxFNlrPEsD7YANsk/DCTKO5JK9D4rsNQf5fZEANz/yHNFF4MvPay0BjBARZYgGQJg1qM4lGsiY9/TwIifmozAz8ryWIM7B39lekO9ahzPVcuYfoyl/qB0xO7jZ4wrTg1RO6zsaAUUqKdGf69BTyXvhLg0kZtuZeB5jF2yd17v5Xz2g7re77PsxZRxK6UIh0wzlwJUItXLb5gookNLj70GHBFsOgPhNBjnsp0ZZ+YoJKK17tQygmDByMx5GJFVuwiyYDard8PE4PbrTiNuLXfMhOagSdgghgQi0TrACnBfTCpnwT+Dx+7kiS5oeigX7eRWSDuUgtrWQrlso8PIQPxOigKXvnYsWu6n3mjr+DAs+LRETgf5NwFD0w/CSdZJ/UAnxw40pHZw4L4G6UQmQYCmugvLKbwgAX0Qo5wQceFmbXMi1qjFpkHEcMlpynEgl933uvbj4SLHSBbZY9kNlXGjN/1Gh6NwAqMy9YeSogjgbQPnIrgvHrIjl2A+FofKa7u+yjmuKevoKNRTfpZLSDngnzaOo/JwBphV825zwxlYH84d/SMRzTkr2+C1+m7KSd8YzB5UkG9sLgikE/vVbS2HSdYVBlFudULs+h4uHr9kScOCprua9ak1aexKLNQ8zh20TV6TsGUsN+/riQe2MGgVaiiWXifD1w0Zqab0db2+P/UnDZEYYRjrOHo5hGbIgV16hpepdhBOByonSGX28riHGzz1S9u52sfTzBU3VG7oPSnXynDrSJNpZFLvI/zx7iiG32ewEXuvAdTZGPTGqU8uz0EVEnTc9tQs5m7mnTQg5gZn4g0iIJAx6DDUj2G42geoGVQV24Rw9LrknvtJCkY4rJohbNbAhTeyMxVFDXCQp7XQ48lsITNmepCp1cv4Jf3JS/uIMDBXuWdu6NMoJHIf0rYp74o8jozWOEfqiMKsoFtHE1263gUHFyoooUqGtzKT3B60+ENjIN4ReUYDhsObXnfZb8YXK/eqMvQyEn35fSJlgpbTlcH9zTG6MSJxxlzeDluZs2o84RTNowR5FDredjjOwvk8c06NF59YEYBKM0fQhJmJGnC/+nOfweuqzZ87/gZL0JE0GKyxrzCgApHD+k4pCf2Y8dYw37gAJImwIZmn2Omhy+u5TKi7mfxelebI6cMaSJ5MAjfzChYu3FhoVn83yWeGFTIKVx5mceRDEKap90bEmfKHAQfLnCfN6gTSQ8QbNeQhfmGvXL+zpkB77HuFUMZ6M71FjM7whYeoOS+Wzdn8PWPPmXMQA+xw3HTDgWeALSQ8SAZNL966x99jEMeRnebuxMVXTpN1TtiHLdBOFtqqtjRYOLqV4YnoRueRaM+omnBlepAA9YSRJGz3XB5+fXk7vIxv8y+CjqT00ux/yGotSQCAUaFSN7xIhkUC1vbyacfFc9ilwKGTo2lyMIOdeipycATmmbCMpgWLUxHRgnxCItp+rW0iJY8AUfgRhh86W5eGAuJ/5xQ8+WK1Pwl9D4InEiJ1EqG6DrjURBWKrwQUqEo45789IgBuIXpDq+n/AsYlpWMXJCzWuEvlS42h1eGcw972UfC2ynViefi7J5qU8B8oCc7MVGxpnJ5DcYKS5sGGAKwJhV7xKYeMO7IEhaO3Zx7HdooLAYoKky1sQgFuxWZlQ8NdEEqZRWxxPSmxeT2TJFk+tjWKzUF06pUwA3t9b+bdtwfg2Wf4tgdlxmzzXeGsc122T/9mNv/LNOQ9XpS+xJCMm+1/3rMpaK2MXHjWurdD7QegFOODncdC4h8/1dnyLS4G1oYBttMCv7GLes8tnKEdzEXDU+R5yehps//jTUvYgNNnJnCqmX4+sC8xi5hafIgwwIxCFxA04mIajm30naAhKUTLBHzeL2yM8GY0bJTH3cDuQKhh00RjPiB/+yuMEQarBsP53AyV3iF151ZobYYk0leiyGOP9IBUwJc1w6M8UzWfOR8e9AtIIieF9M4zwMHDo5/Aq/k1+N8sd3jXEU0hyzdyAYFvHloiCLyIbTY4TndD18bBDMiygEmEgnlv7uqWYX2GL769X9H3XDJRCVBt9mzzWFuS+5gBIURlp+7m0QrREdz2ThkmVTPWQzTGq3YVa0w4Jjl7pVrAUhtta9VUuq6m135HE1Qw8fKxAzY1w3Mw96EFwqHh2dTG+MQmt8wI+Gk/3EI8Gg/oU+VALBRJSCrTfwAVtj1ZuU4TIpOmTCgYYRUXJyfBINlW8AM78QNDTl/oK/OpaiOSV2kCU7fZlsJaT/+TwotAZY3QcHh3jIJtSw+5Dq7qETrLwoVNWU1FG7lAlJRvkJ8+/vHs8QUvivhSDMOBe8DFWEka68r3DE+CCWG4r3LiDCMtDClU0F5sqUfgJT4eEfE3e2h2PxsL4rJyQR4cpKz2gsEe94qtSz1zUd6b0e2asc5GOfDjUYVNLl1yLMwVaQ5xMhfphBd3KI3Fo0EOPmGGZ1LY7X325G6nvhvps/VkAtMo58DdmJTGMf6l4fhf/3JnoeUtqHVNMCKmLn2LwOOJtYrKlLKt5kXX1cRL48Y6GXnsIpwx7T7+i07PUp9DMrufi4nLr1mXGW4+QKR6lR4zI9K3wgCH1HlpUULz3tjS+GmsPlao8wb/u+d8/NSE8PaWm9dAN//JEMVR5IBHZ3QT43GlWrS3J3P0kCPF2sOwSUMz2DRRArEDvT6vhJnssT4Ge2O0nwxZ3BCRul/Fp/rc2fuEkBWP6Bc5otfdMQEewjdLVGS9vaQ4QO7ecEUByrJlgV3uuiduOkn/cCiJ5Lj1FAxJVmMDAlnwwVGNCcPQ6EtQCtI6ZEQtt8nyzqmbe119jYDqia7EZnasrdbEzkaqUKYbK6rFZY3/MiMjydIQKh4PQSdNrB0D41J0I8/zKdrurGzT3hNzhM7Xm227KoKron7++U4FHPIC2lDVG8e8ZS752uOoMGhownzXAqYbQtdJhQfK7rZrMI/pd1o+cfYNs+STw3mzhqDcH44TMdzzhSEu4rFoe1ukLaLNORUY3QLDc0oH6LSfYpRdijFiQfowqTewPwtQgbhimD2LJCBdppQu9gAKklq/rQ73WNOcdfRzHBY7ml3r4PudKVgWgA+IJVkaxoIoMNKc+gLUSB0n5oM++1CmV/VI8qUTG24APPvUuVBrN6LLnRWE/o8Mk/uw9RjdtrEcnNBXiQayHAVt54my3eby8OAQud+EsyM442Fa2UsuV0V2G3TSJFHl2KwpzCxyY5DRBxa1V7jZxoXAn2udBRuzFvXr9fNzHtZEClqA+IbHgXbXmtrGZ6zj/P7+zI47l4icw9aZGo6bJEl6xSWqSBIP+hV3QUKlCLauWXd5zPfv7zk1QYEwWKzxhvOE8+eHOX/S8gAKc8cZZFlgGDprcr/ORw+lVXh1Iq89kAKi9Vk/WtxBR/zKrYqS5bN7yfKZvnNETDkLnzE9P5ReUv7Z2kdPOLyqXVsEGA5dkXm6L4Zobzv7NckkxZ7Tb3TuS7WX+PExy2FiKjfCDDw1HWwmkv7AEuLoENFoQzeEVudwTaxCNEEsyTPOBAtd8l4qZQRgDBy0vtNQk4pzDkl7TiNx1/H9WSqmFJxurfn5rrbXmDKkJeY9qceLnHP3M1A5kI+aZyTlN1pA8UaagcM4ofdhPJaYisBgVW0Jxl6V+2FMDyAr2qVd0LQaj6PhWPX04LjMDSsSuhncQS6hr8WKFY5PnR4EcAKQd1ep6AMX0PHG+6RCz/Qx4dPRcSjxcr1XKxAg5ZQACoH7mYYw3As6X7jrgDdlYmipAW4wnIPTArTP/nrSDgJS06J3xBXWyPhMzdZneHV64ID1D6sjBGuaAdQhxcV2LR0oST0icAHQU5TjFdLRVIZAzg98wtTkHFRJgQA0mgk/S6pJ42vMaZH/LRjjKM3V2Fsfw09O/89ZM+Mg3AXOz5jFYtaCwp3DtsOVVNxpMfJ7ji8XN2BswX4E4M4ke+Rr3dByXOf3c43Vx/26hUEVrafqiVS0MF4vCezx+UyeLFEdvr73JYND+g2KMKakwEdBlwK1Rfuil3AOR0FxW0jCNZOdNx9bN8PItUtp56COT8C2k5rDCqBDW54kREknxK5TYzrWJTQBCQkzzlityZI5X2v+n0c0VR9SerxE95UuQtrp9Pc0wOMrymmWDcBKfKYnpU+cWIsVXwwMRD/d5UloUOySS2W0cc5K4NP2L3HYxklCCMToGBHnJF89mIueTWa2ok5FhQ3VGV7vrqjp2GKu66YyYQJ7pBJFGNwpwSRJlUI3PQ+xktIHoUVE6TnVnsqsVoVDlTSWUNUMpXM/s1LCdBewfr6TvttVOPf+jL6oLRUHpYwIFbdQaAPw2FU3Ov1yH13PVN+p95Q4KkAP4jro8xV5roePit4iF68d6HLW4EbTwPhhMkbb8p9LpIS1spilFgqhWMOwFvHFkn+PVKWYmOpQLsBQd+2xVJRJp2sEhhSRwjeD+djpRhN7Gxpj6EkpkgLFXNYKTih1RVrbH365BjVpsnMHl14qVTvdD4VpDo1w1cZcIhWoLReG9j3g+OM67cnUyNMWos6IAT25L7nDowwZUYjrvT105Sp9PReBPMqOYNCtnuK6ByGiXVCgomnWKAHZsf2D+hmrFD90onbZIcXCkXRQlVmjC6Ia6DF0UlNdV9Go6elCKz/FpygrHXkUsPNQmQQmPqCxw3PwqHIkzEvJbSZ7EbeDz6jZYWezELKJeep6Nunp1bsUkZ6k16so+V7vJU3+ekl67fctNBjJ6/VzXyoerGJgCQM70lVGMduhs9n4uAU8Eo7CkpyuqT5ctwBuBoJQO4vYNkf7vOUVULa8nZa9et1LuzvvWyb4OIccj3U2SW4Y+8+z0+r9ePAFcVbSiZrAgfZqjyikp+28FyqV/y5apvZBsaohDLxbFc17oAfSj8hbl85paCeCtKaElHsIhuEi1lnDplCx0vbGxQkgjtfH0wwhjxiTGOLZdYiR+iUw+Vh5wtpj8wFZgYbqqLIdkCuoImuN+cCvnoit5cq8ipaAHZVTS72D4fkGGiXsPixeIUI2rs0F0NSxaM7pnYrIYfGr5+76fnFrSjReeETwMui+UWSvr2sRovZRe3N0MSEtR/9MB+AsgI5L6ah3ItfNlfCSNdY/fVblPYwWJi3QiMX9cFrDBRtlYD0837ArlHUN14nufWpnSlpx6xoip/aPquQLnkat17vXNdKQTu70hrNHCG/URRK611jb5LXjliQNdGyDYdxbpl6FrAOOniajLxqumsCkKpZGoYcdEYa+p7un5GxqhPTV5UfanQM9XWtY2vXSeg+PuRJUB2QOhRODrCQ9VOH6X0vlW7J3pDDk7nofbE+SrO6VNA6KLFDzVG0RN2R84TrpWoh7Mx6nrabfYyFyEWDlOQT0phrbXGqvZfbT6s9DVsr9CWc6RgG0+j42c8g10q4rzrToJStEeirhsaAf3s4rBmNZxfNxH+ZT7bUDZeeWjLWnB3oFldNovsPrrLCoDDlHH4Fd0deKrKkhiBr54QwVkkhR3O/nKjaav2ubFo1ANBriQlUq6LwVn6JWfNwnyF8D08CPjTFAIVV23QQX99n+8ojAb98vXA5XBwGQm3U/UDxptRqk2+j6xHryQ7zIaUFLx780OH1cr9Jgkgug70HrofpE/UUjCK1POY/GcrZGP0m0XwHAYSEO0hMMhOdJel5OyCETDA5wCQXILX1AwkCmSGoGENdpLmdcK3GdpDuQmDoc0JlEtlNwmb6He5+RwBRJiltO50D07Nfn0w3+dvM9baqvCLnaE8TNQRem7RVdnJKJpVk1J2nnMBErUOUhtg644yIXB8rvuXfJzsMR6ky0E39PS0PKH1nbgTMEI1LXwD4wkcmkJzaIexw0IX/pZ2oEFOTomZ5z7pwi8wMQC1liTiA5I4MhTK6pzSQRrM+S8tU89WBnOgeFAcKEy+TKSGx5NLjiMmZhTaEmxelIF/DB+YKk55cpV9OhQ6KpdczLf8G3uUAd1AYGrSj0Gxb0YcaLdO7VGJhymjCgGOjgFtQGTvSjP4KGM2DGXGDhHN279cyGtPzpaemsmx9dczp69slHS1YXf805/w5o3xC94KCtLlNboa08pxPQNxvz+3NVzmHgoi5INYarI5Cf8qBK5u7U0pBw1Ik48zP+vHtaE+FHrgDkJWUCu7ZzWi60NVahsnw8v0Txx9V/PpdUIUdIrqh7krrnOBnxfKgzIJqlcSOitvW0L+DSToYAMec9wLz95RH112v1KpykWqgfT5BNdA3xg/TweG0getYqtc0+iPP5yGx6GKUKSHk0Xx45XtbIe0ycrw1fqpOhzA9B0ceqxIpOSsOLhTCGn2wwQbrRTuMQ/sIidQ1z9aZbocWOjCAgBLUDppjBdljlto/1AQ4zw1dKBzhHRN7XSda0IC1ZQ4Jca7V1h84LpsvtEYlXbp2njIXr/XFdXJUusL0NNP1NB4XGgk73z/Dik7vF64HkgcA8YgFVrrVk2MKxXdXfkqewwwfeOwiPpm1Sd5qFOpjBMtNP0LeGwbGDOafkvXq0WFgRznNSGCqbiuyTr+dCYNBjO+eaIKfecx3Rc0GHoP8tjPGN4gtxN/VVQ+j0issDDV9DkchRbBinFZUkFcNqMx1BjdChSdTJKp4cnnMcnYo7FfcOZrumEua8FUPG25k/iUcCtL0PXaT2JLFpzPHa66C2Jp5HVknWOWvC2kD6itJI6LNhYfO2HdoiDxvMsAPG34zwXqkfkWvFt/F6YoGAnzUeMJJAcleNCLkSiDCLEV2PSDStq7bKf5LVRPyF5wVnoi1Qb+FaGOH+aPLjCZRUqur9vvYlvXfDoTXG++c91+jrs6EBfd6f79olMff3LXF3ft6KYr9+zllt+FLgdDgk6WEYaFhNminJRWALVmZyX2haJC+MUGh34yFn/36u4uvU6IGOJQUq474lagaiCzHMw85zY6zCVZxzgcC5bb46tK7/U0R7uMVgZ+N/+0Jr1CrSNFQSXQnB6TOL8YRYYJcq6I0g0Lz5ZHkwcY76oXR1VDtZpRtTD1ifHkx5GwTpTA9bQWSV3j7kvD6iTAVXIK8x7NAMbEWxKehvLrhjV8Nqpu00WqXv4cWn8JR0KgEGRmuMUQB+lmuTtPe32zTBQpmLMOTT5nSs6MmSB3RJbtynnsHrI47CUcH+Zklbh9ExMQKrF5ZWoK/0oyLIPM/SQmSZzc/Wk2Uwv41WwbHsxIUCOypnIgtt+AFhGk1yOpqtRbuyvUfMef9zXueo42iLg5pvmPKcGScv0ck72bHtpyJL1ksel8owVHN1txQ3HFH2Mq2HKPyhSMq+VBF79RIOplHpdSzgZ1DeyvwyZfUTjezm7R4jJEzkYKqNHhFOyINMx5aUmCM8a9jCqMY/m1S/HOAKNHdXZ+H0DagQT0Vy1LKxazgqkw+zbQl0xokeVqQcoaqDI3AlNT/qxk6sGj46tl3GtqYM2hZ9rDGD5MjW2ljK2kU+2nclkmSnjmlr+kwHhYtpt1AInWBD4lo8RKV0jQfERp6cwYTbA0RNu/ZXft9hT5w106DhKwOHSVYfxP9I5HB/vcbnIxfl/X0pmbzf12jn92dIIn/ewsfc35cV0T716/45xfF8Dk3Ftd9Ferqd9mpLB/pGQmQtbbdpemYIcswY4W5dhM1SH60E0qDX6OcztnberKZ72rw/99XaRlOMuY20+5RnEeI1XI62A1YGxVVKh6YY3SwLbqVEBPIYfeeC5vy3IlIL8UJ+o8Po0OAKF+pY0x4CZZRaWlWlhd3fflFBDtJvKNVNwnLNv1QRRal0vGE/2laH5fLDFSYNr/nixgVdYw8PlYPE2uOIaaMa115JbzmxYoEbhKeL4RPgaCrl68kAYIaOgfUE7n55uaGu3nsNCFRy99Bi2JkNU6gtdPTpZsYggUrW7KAyqXL3Q1a4/+fn3m+oiHZv0tM+utM3a0F+GhtSmDVON5GqUiDmPfOT3g06ay10rlJR5BDSgZO8PRLNZU6rh/IOUq9SaIczcXIPTyPO3E/hCfaTKTKozstbfDSHo8KFbLLzw8x7tOMEq+CfIUp0ZpYZ9Zzqc/tXT1unXBpJRu0UVs760PMaRS1CzwMa9xoUQoB+mQfcHid79SUfHdmvd3jNcVE1uZyC8YmBOmQiIrMpeaJL5Ow0rhpgNrB5JNPrvXtk+6IDLCBAwQGD1XMDWrrydt+TEOs1wVaweNo67dr0MB7aux48Km2wREKxlpvVyFY7St0+k7bS7x8HezlKWW7Ck4MCxYYvCyJGQcECo2EUetL5aZAc4uQxHJJeW9BuL07oPCEg9y0qc+n9811Tt7AmIu/jPI0+Bd1OJr0acd8//7ynPVkVdpRdM5aSDmq13Rp0wzXSFK5h78xWslQ2LSVBZdwDCfe9Nwn/9f79syXIOF86s81mqgG+b53H+bqF1Hq913VsvXTXAdVZSNbJ1gF9GLE3myNmFZMnAUPz6/v1tyLyllJ3dl6sUsDUd8XQ1uP6zHa5rojOKhT3jkacbm9faR5j8KKezLNA7RUlt/uXVCO7qrDF6WKvafXXR5iVHF2tJd3926/U9mtLrUnpSKNVjsw6m9r0SBXtGGjaxBZl5BMS5socGU+pQXnJpYD2RaUuvyecN9YDlX1yBMPxbTrlHD0I15IaQHLcSPv1830RBFES/Xy9huvrvD36zDzaDJcr0DQopHxSHsUJuyue0ynD2YrHe5mkQHDgO+Aj276hByqou/ZdHJJGFpRs12WPZrbBg62TTntSO4ekR+pbXLZM5iIUCnwj5II9DAae7DKXNZ2e1rzX1ux0vwjihw2IBAw8LavNx3w3vQHCbc+/Qj3iU4L/bPIgnOAyQDzYelpsHz0+j8YgCPfWXSH8oJxBMsgGk2MU+ZO6UIBV3aU4TnLJXiL/JecJcmpYZwxJZOmDlMT76EQH00+f0LU7sxdNuW7EdSHK6daBZ83oUWwGVHAQXtriXWgkmq5CpwPlNWYW008XAaSPSAw+JrPSTVErf0wOdz4JvLR+cXJL51RaXqs87OmJRI2tKe20UKrgqZXeglqfgOwYHS3HrbuuPtWfZHjuz3/ZOhcFR3UjiKqRBMSe2fz/3yZUn6KySXz3jm3APIToZ3X1z83p4mz3gSUhjaaksRTMI0ASKH9tZu515Gm2GHWlZINorebH+v5894BtNoRNHloP47g/apC0P/d+gNp13xuwgvyUc6dk0HGy0D24rvUQfPu/FNFxHWN/7mKQrSwWFNgkpeYscHN7krFX3RCYa7PQgdjraSWTxekzMN1VbuqT0meqn1BB0BgJcETA7gh1DpGudVRnE80dwWrXloO9PhLETMkjafAgYmrXNPWxAidmdyk0kbCJALEQ2wAMXugNthx9Jv3T3AIwQnSaWCRYjcrTb84ZJjJ9QCh5W4LEKdFO6KmkynUE53/cFjUmqDU5gk//Eh203ZEyakScJjYJYmkw440QTlyIk7cEi8NYeoTvxRIdZ0CDEVnsg2l/IYhwXgopRXPVCiAVG8BxNOK0L8yvkE9vaSupshQiFoWPXCiZV631mC53oZ8BfpjP+yWbSADJDKeUTQamoHvGVPRB13A5QHIWfQnBn3PY0DctGopzyIDt8FsVUI5HifoItMTD0SfOJ0t1opk6WXD/uLab+Cy1SUYozl1gVIl4SpVZOcuqW9c+cTFbqVpBM12J86ix4Fl8xA5AMbgZBHuo7XuRYDjWkvG/fsZ5L8NJHCSXW25S1N4KGL0nHFfgSZzibw+i74htkcxdjYjYabiNPLSMJqPVJ89thxF4qvdoipaMF+VE5IVBFMTyIVE9waoq0vOoCGI6SEd7F4ZqhTQ1Oml4eHs5Cim2CzsEf4LVT+FHU9xYZypC9zohqP2j9Kv/9IguFJFc0/m56cJjlrnmciQm1vC4hkLAYOlGyvoDiM50dwsNIg5PeVwaWL3Ab0CZTLBsWd1cYZnS4n4tjoXOe960+YU+xP7RZqOKfDPM3cDXO7x0+SIlwKwPDYYixVZuQ09+Td3bD9yWFuXW9EfaDpggkZskocgovPff0BI4fglOMp77rlC2oY7YO0Fe+lk1WtrTe1Sgpe4NCebK2gGkHKFOToEe85jX4Vb3P1uI6ewYSiniiMUD/zdBMQv1C38PJcbyKaF1rsR4Q2ar7+DDGIBsFc6ePBvcRg7Wp4hCMmmSM6Zh4ouAWfHrk8A0w93UB+tKPsepYCsof+XjJkeqNQxXb1Yz7GUrA6TpxR0x31caiqyYUFjhZqJDX7kEeFLIJY50V9xQsrZCVTHM3BsJG/3btbfhvzXfgZPlx+wXAJfWM8APLbXS2OWgNuHSPuysLwKVnltBqY5h1kszTDJlaDltSQpZtN1tCs69zTAmV2sQCCPq7b3somARkK+5MeydsCY8OYRwYrWNcL0j13Co0VsGn/ECcDPtI6WLYDFLy7y+QPw45TxZ8udgNRnWDRlGsji6/0xN+AWY4On7HebdIBGJJIRu1bGDFWKwENmFVTOtGohoBWHtx4AHWFLvPFvfmGvuugBXnBNJjkbQq3bBsaDlUQkWan8zn4a8VKeBtIPlEMmd8JxW49Mgi/k1E7BVSfiDNMy9otYgfUUMSSt7vdSFZgkOGo/Irj1nH1PEsOTZEJIOT7vzd87wOKRNCcFwFMiJkDPh+BzgZPE1rIV6vX/Pt3BjgDTZ4b7Si73wvRqxkDYw2zVBri3taKI9ARu/pq3nWNFDHBkQNNm7qJp2F3gHE8sEto+UJxUblPPWt2z7PkiMuVVkPDE3MX/3Z9ZJtisrN4bEisjsLcs4Ys6Qxzmsc1h2utl8TsAvnvbLksiPtcJeChED7nJIxDmiU5E8CVFurkKhmHX5K2ohXIXnDFcvrkkEXY04cXab4iQBBXjHc+XEWh3gpHt6Rf1pWVj8WF5VbInMBy6MPjAg3lOsfeToTvfBH/inxRQjts2w5TT6g0VdbBGrh4pxhhBY18A3Ckm4x2dgVY407sCsiGPBeymrr7gwB+c+hRTTA+UlIV3OFeCa91p7uyC25YuG9dTGwf/p3zUt/+twN0XuYO4ayIligC0ZkFRoi54AfSpaQpce4M4va1UeVzSkCbiTQg6j7cuu6YMxTqYOyyn0CODQXBawgUS7mY2euH+8zAoM6ZUXuRnZdDxWWWWgnJfMI6u8POkgliw+Js+EtsvfJIyCrIPoW39Zoa/owTnL5skV3MRV1TsqeU8MHzi3RGP7CEyizHMT8Vo/YKleXcJU7CAo9fBT2cT17esNjR2kbLIqjx6nclkhmKHbcjsExo5xiQMEC//6983znC46PwoeQdm0qXykWm3g8fqLO8qXRI4O8F50a0wxz71QDFsn+3qRYvyKJXls9a5DdoIu9z8mCvjP5ZltTiydahrK+KzMUNbQka4ODNtwJLctAbwNLHwsYM+9mGKLmi7pxvDS+WSH94WWR2yWmTivV5hesVSGH95hl4cG+9a6dhA0OD7lcH2FK8+AcwuM5NN0EA5ljtDIK3Q/dyhdnzhASOSh03P4mp4k5HeOBA5b+VYfXC1MMRWoTkiVS+af7WMM7RDdt/+EUx8qfpOlUErGfaBPV81KfyfN+hCp6Q71WrYpYhG9JFqbmImbdsTaf916JFPgv47m6MS5oey3V0CEqtRETTzTEZsFszYNDbEx5QB3aREM9R2ORvMQhXkPzn3leYy3Mk+h6qK5+58+5wEOT6rqdaDRCiMsO/Pm+h6iadzWvNhQW9kxibPW9ASu9JLbnX5E7RM9HtFhJSJdhroh1Kazn0eDE2IX9NrUEOH8cXY5MdP75LKoD0Nth9Kh1jLUGuT70I45KFcenm6XlU4bq6M4RdHm0bML+/FZEe6fveGiBpQ/BgH9Ky1UmOHGYyUOx4UMyzM7yg78hGL0wji1aeiq/v7O9Gcepw0JxgjWzurDg8wl1X7//HwVvCfysn9/BBRLK7lKJkwACNxiinF7/5EHoBjTWy5pqoTDUdSgGoEqLGcaOCysVvFXzG7KPyx5+y8OFDCAzhE50QVIeUeAmi/JKWxUNpxMbeVDsoxbwSusQlpPZef0z8SVfb3MjmlwY3ubS+pl2KSde3V9YbcrJPDn2kbD8WXK+qL62EQtm+7fZZIwvaCM0DQp1002jWWgQykxiVHt4qPXGocKcXjc07rJy135DD5ig7kLvu8NMnl/hSveqOWCn44MSbJ4fcRU6DItYhMwdZgdDuBoiUaXUQORrkMDPIFGpengXXfHBYVCbxiq4GPhDdOagPCDtp1Wh8xa/P9VNsMMiHaGiGnoWwZ8Hea7/fn5zgpXgZ4vPEVkfvoVGTe663zKjKRaeR6cdhatFwnJtJTAPoLQrPMQweRYDF89sL2XkDzrfY7P74+l5khnrDSC0EnzwzRTKCPLvEuJ3uCqbZDpNjtXXqLyiSIK19z+nq3DxlRYjNcxTF4qjII1nt/xd/qbHZ1ozZQRJf3g3w3uiMPPDNZo1JrI1+TVwAKUo7JXjo6O25sDe9AkTsKnYFiMPJtExY2qQY5pOcT6SGPjahk+uN0P35BywH7F5XcSVtop3gGPUR+6D2aU3lzt21hEp64Fhslijb7js5+/fz7C2BUg34eN+xW7OPzGq3ez2cQF02wE09tEufEzon2QoXp3qDJZ3Bpx1xg/bOWUSc3CsLRCgIqvRyyh+b2VZsk+WdtSDedhkWwLLzjmuVncLJVbGmsJ8HP9QwdGYsMXYUjL1QXrJmWi3PYAjMyEqfQgrxdGJxRPJefM3xpTaw6TPyXmBWM7QEPuu4BUTZnQxs6MDjDLADYwGv1VS41pBkJlqIPbiGtLnSEFcEMm6CSjwcAQUAI7NQDSeSgdkXQMZyBGAfiPwcEcDQ2vUY8YXHooe7h2wWJ2BlZ6ANwbVLkYDbzQx/hEEoWJLTrIrclA/llwNZRPp0Zdf+2Bc2EhxqYfjjlxFGlCJNmIdE1XkVn42LqAoIBc3/D9/TG2XWDfOWW60Y5iadwaoT/hzpJz+fPnlFTQ7pzRweUqDESwSUvx4ORIaw3rDVx00tEK0g2uWIPBw6oK/++fH1VREUbRLcNnAjwQ94KGUhxmNc+mHKu04CasRkYmUmZUrbpBzVkRoW6O/T1bmeySdhlOEx51odskVbVTHURuMBjr6CVUjj6gIv+7Ba/OUeg5na7mUUSkn/Eit1WMcJAO3p0A63iMeyZ+oT1ybhCFJ1zAfG2vUAaRzdJGz7n+svPOhohqHtOHDrWp93IDTOpSdtNgtgEPyzJF7hF+qUuoKnvWQJoG8Gzt0iWGIowu3p0Tmv/4/rb+gsFqqRxtpBoFZA4IJYg4TVo2e0RSqStCUtvYnIJOxb7cgBZ8VRcy1QBCBiC1ZSkZg1PGoaxmo2wXhahjzMQTz/k6gXurFrgprcKtTemVAL/sr/Vu2Bq78NPSbMokfsmj4RI4T6j2+vJSpjM3BOzIDmd6DsqLqks+dpfGQCZ47q7o2WMeTdsyVeeKKWGuQA1sH36rBGQzKMXeulQLkWWuBkAHs2ur9ixTILK5xvxxPzyt+gTnLqhLzc5XWwpi6oJTAdQjJn7QoR2x+9kshrjYqg6jRAvG2yZm1u8rpLOlwSwqjMNgcEwD6JggDIw/cCOGtoPvu/VaGYxv4FacMBOsFUKDqKBLi3a1fyTPoxdV9llVsHFo6TQL4a5mFCnuDQYSBNeJbGKJYoKYUvRtkczkS4la9wJf8/sUsKqEsw93ltTeeevRm3dTjO7vLZ0OX8b1+Z2rvdBW2acyyOVSNnHSdkGzNO0WzIPksAQ0lth2LMwxRx565y4Z5bmP8+d7AQIVg/b9mddYq2mBxXIqmW+K/T0uacDaTXq6SwK/E1YyJJzDUHHGHANIwGgK2Pl/ClqPse/Z8ISinYWLieooc/Idaa1KO0D9wlCSqqCOoj21wC2NOERywuNyYM6IcZLWhL8alRdC7zer3A6OMXYoN04Phik7TOWwMDmOMnHZBUl5b+EUrcOKAgS7QlTWA7ZDQRevIB6eQ98sVTYK8L5bHuvRasnYEvcodIAr5AaDUNMnWU0dfNCxoOdIy4xzjrJt9SiicWFJm/R0SY3ZjqeOaDZcAdHu2JVtkzYSp4p4XQHPAy/N6kfQFN3mWZawayHWe259rFOXhCG2AxXPFM/kpmxS29VCX7Q7YqO1zelR0C+GwNTiWAua3//cLdusnZE+y0ww2hAOf3a0CaH1GXpf4BxwjclHoA2pr0UeHyk1ptJrQfV6SCxjUA4ZmbIcGR6EnYOsVDPpsx1I+awWxBBLnzpIc1iN5dtrMqfd1SQQaU5R3DZ5drMH4RBDTYWfDMFpmRBAKkeXiL6DcLZJ3HW9A6YO56TQ5nr1oK7a0C9UuDwqeG4qWGHIhNG1nSAEeJWhN0xQEjCU29BpQvxciljEnmrKKLwq/ExAsHaZk/ZyFyENhaNYR21ZkSBVzfsowgBcORcp1izCITpt+4b42xB7pXNrXeP7vaSo7y03GJbjY58ttze8U7eMWCoy5vX9s1c/lFIisnIWfTPW2OfZzuR5VhfXSDvaBqAj43PZ574clSJUNYYx1VNSZ/Ujv6ZIhnQjpNVO6QS1gZC8705Bdd8DagdEupD3TSZgmS8ggpM9UsstodEaVc/O0qH1L0W0V12r5nEBVbPUL3YfMGPVWrQwvQzkJl3EiywTbcVJlZHi0eFRJhAsgJwlNUZMKlVYUP3AwJ1UlLLMoAchezVLjnEAYzi76+wDfbGYVYQcnM6wQrpMhz0wl9OxtYqMEL2+SO76zSCfqlSxjL6vb8qinxuzmJHOwt98W5LibWlzXBeQVi1xH0U01wFxMopIdodLbVwRE+Sdk0bBEL0gBHvQK7mjF4rkLH1Q3ZyQsyZTIyaTUicO11b0IdWB/xleknQKkDBwNOmymKK0aiMDTTrJFE9GXTHEqiQ0wgyqpdb+rurkJsE7boxPYNhvvJEaFExt6yzYxjg9dxCkvPW/cg8u7sU11j1m0BLjNMmngZVA/6h4SVNWdg2PJa1dtCG5G/JmcuZ6sS6RziJJkxD13Ijz0WYDtbXMeajt3BBPtKlpSa9omcnI3dJj1nDwj6BoWNebUVabeJ/WrfD+EvnFlXEeTogcxpoyqpCf+PlaTtXQeB/wjalpCSKFvjRDAVV467MF6IJXepBqJyxMLZHeg/WgPGthyJLmoqX/VT/fS+OlOAKWh+w6O+EQMcDbuNasPdf3zx7rfXgdHMSzQZIBH1Ekt0mhGyjIJND2uy5AAtezOmkbIrKLZN5c+/d7uZYI9W3ruH2SkqewdV5irG0CHnYK5BVwK35MC/ugkjqCN1XjJJ31N7OCHMRHa4y6VqBzZVAaPpb31XPlOkb6D/EPCBU4u6DovFFwdwdXgPRfvLQqSB6UapB4XBGYQa5df9hGDzOKkRxNaST0zcFAow/NaukQ53jZankW4APQu1XN3xRHqTlwJ/7AvHGjdGTt0LPHrWIHNxH6n1qRyRSEpaY/D5Vm+T8+P2PBojqb9HQu2lZ46sDsFJSw7Mi/wGyBkPhe+2L5GR+G7oYvNOwXCjYFzLMaNpsDGOqjiZ1yGgKwwdamF1pydSGz8jNhTNhAh7gqBJJsYNBN5wAlFnHX9GrFs0Wjiu6AuaFnM7BAFP9LZzBlwGpLB53BTHmHheizgqRn6NzTcr43NIDdGPrBnYBMGlrl1ftNs1oqbrFejAUhXqnL9sl5GpHUTJkbGHvpxepyhRcAbsBnADcv4Ay0gLEUu4Ow05j0UF2nqznteGzk4W4a6LFchuaiNKgDXD7BqSMMJKS5k1SGhseTHF8mxvJ4BYbtZ4DiBk3cftHUra0i2POAERv7SELZMHtSBU3qeXErZbukBih8eXM9HtGjotc1ZhVWvODNzMRZq8qcQ6L+aUU0wW6uwUyTsrsU1FlaWuZmXRtYtkl0GHkhOU0C+rYqpcqRR3DVuZ8zuebP93+iWeSGUs/Zd24t/EyOyJb6B7g5L57C/ts1vlXnQ2D3PxQ/Y8zPfg4SaDawybpkXqzoCsp5ZZkBUE8KqyAuvwS945z44CvzDxAFaSNL2wncjKCbgaNX/xBrdbb35zwU8UOEUWiEgqW++m5OzOK0pzkWMVLjZjqTS7vISnWopktwzOQJGR0coRAGkbKg+6VMIi3bs/tKLllRYE5ihHZUiS2pywdnp3iGO3MqNFdVihajiAjb85Aqa0hUxmha7eMosiDHBQkC5w7mYNTLncDW5dSTG1j48na5uHGKA0nUATyXbq9ESozuqnyQFd3vg4B7svVBA41wdff+nCQgJ8VvOktxuJWhOWVVB4fXsHdxEAWIfDB4txddUuBvqkV0kCp20GBkj+DNNy7xkmBuAS3XYr56wPDmbcY9QGbm+4NlJbgMfYXFExwVY4+oopKME9dlQUPY2+LDtE/KqMuUQjssEd9V9aFmM4USRaZHrrF2xpPqFAaRTT0BYfCj/50uglZY5EsMOUSPvBdpOEbquCAx2oWbrfWtOfdZGg1OyP6/yvd7l9BPc8QZ4vHSI8A81z75rrFVxBw/ixgwIEBZpPaWKR/nSaXpvi8EvQvMwioS6o43OrnX+H6uWXV9/3yuJxj482c/umcKFndc9+/Peny/z+93zXo6s34U0/7+qSrYt4eMGQ2eOY0UlO13SVJ1n6cLfbPVBXHhtIcTKeNRTm575qzsw876+cdjFO27YWnnPWXa71MxsmexwvjKCbkTsRykNSZGOcb6RfKFt4XuM7NJHSX27Sii1yXan9nd5/iPkrwqDvDqSF2XAeFlpFyqK1C70JC3arReqP4cS9yNrGPjjTmtt3LMCxK/y8WGbUvoJNjNZt/UooKvugZoPOKTOtiuWI16ty37vLV2JC7b6WXyHhruomINYmww90uP4iqmaAsIxb4RmD1/mFiSZbsCVG2UgFM4tvhEkbwsq0rpytHE2N2P6PNz00pTAZHrmdidDenG3JohC6656lIczVU9p0BdhE0puh7ZZu1MhLtVau/ViXZAGCaeNrP1YMtdYKWg0es+oND9S6TDOL0J+tMXdDQPLOHxlnQDQJYGFEQVnHGSvFwGJM9IGPj4aciqpBQcYHuuQcop64EarzXcodYu58KibdVBoR8sOXMDfKJy2pTi43jtC2Lrxn0QhXq1Bh1EDJo6QptnrsDGUPVATA2XmWc1JLTQPWBLN9WTpp2kOZF+4rRuJKivu0mGDCjmBFq7hl+Wiy7Wu70DLYXp3ApL+4Sh2wE6F+VTx0jan+kF12wKMgHnadccnmVHnaArGDc3xbuWecVVlsAP3Q0Du+8omwz0gw0Ofe81nPISj7amJSXPdLFJhZThB7iFc5aTyHDVSRlo6OCw1aMHdH99fh+PaLQiqqrPz64oonV+P3oc7597iVv0e0rWf/88q8WkOtZ4zvGYh74f4ltXe4jnvb2iRt2stpfSg03ISlyW8cK5at03dLKE22tMGlEcqwFt6/p8T4Xq7o9Qb5/PlNg+7z2ObihUS8aC5JlZCUzkEKdGK7Dl18JDvntvUUTNNfcoon3qdMt5mQ7DKYKGg2onRu6avqRWyA6rFBiOm9WI+RYebVGUqaJA8z9ahIjUkR93OsgNkMZL9018iLav1m5SnYxtq4z35Gvq3CVNWApOEdRFUZ1OEQcyoyTZDTPVzJPmW4fRv06x1jQeXd1EwQrxDkq15ss1GSrUMpm0zU3AZy1+MH7oTmmk1/nnz7cFkP6O/fvnXtPOg0xe4tWWHcdyoqEjBAeADIqPUB/mfnXxPzgot5nFFOwL4ZXmlJsL1ZkDfTc3JT3EoYMRa7BrMm3n0R8B7ACPOnLNTsiLKYnupJyrb5jhfi0yQTnIIZKQAyhEgsQ06twnt2XFjna7WIYw3eCcKTIwolY1QEbSlPCeO2fwC5uxEmjpyQjfubv6K/5gMNoYuoDGoumiyOiYCRVS0VDBnfrlpgbAVLUzBHANH9mnBKy/4xYEzTBQS5L6s21m1w51R1ZAblMbeh3wlG4XwemZ1Y9Zg6f0LH4VFASbKLIK/o2i4nKzWabk3selqKIpBrBPFg9SVd/dENSAbzPfiLqGFtA6npQxTWQhkc3TO1phUwFADxKs11AdYNxgRwL3fxs2f36+gK0xPy7tUs9za1U5fDyWNVY/Jb///Cw2LLJ3BmW4Sgw6JhOqUthY0jSGzje9WkK1fYLrPq9L018youfw0zCpH9JOAZxnZzS6bsdmVzdYUaOV9tFcaU+xsLiknB8CLcC1NY9gA4HuT6GHUtCqLhjfe0+TM6HNQnmgb6/Tdbhm1huhafodLyikdaxWdO0K+Sl7/usQBT9KY+b0SX9zoMsZoCN+Wlw24c3xn0ysxBbL9Qtzd2LUR5e2tdZuzKwj/O5Ns6tVnO3kuUSiZwLXDs9psEHcm1PX1KOaXiFYA6Nvrjr5u6AoCO565kQrWkgdeAgP2PIG3tS9m8W+3TxezlWEH0GLwpflAaO1vQKecU+l+6nI6gQ1LqTD7WTOXLuVwjij5mqGvIXsNAS3IPULn6vawE+LZ8odISHxBTB4ZIHSJNJBwDcjlUCkq05o9DB1U/QjX4kDLBfFdi8F19RY9UaGGcLFzF3zAfuKXFgi9NIwgEW/1YWEdWlyX3Nf3nudoMDCPCDRAMajicqdvwkXunvLoCrpbaRjwxrHLZRl1RtgbkmlU6ESNlXS57p2mKR17HgwDd7kTmsjS2Q9PnM7HQcw7bBOATlimpMF2rr/pwdYP6NQJRMzAZXmerzt1LCBNwa7Et4gZUexeIZak9DRQooYdWZAP4y4CKWu1hIQqTkGkz+SJ/X5Kf8jXoehhgZtezqUPspfoNonpk4sgb3306rULapMQeEAFWMa7hFS1+QPuRxmlYTbnNSpY9FqIblOErvjvKeWWDw4lsWmfBtFqmPtqbF0j632f+rclII6QCdt4i4FgABXtUeU0Bxsc+v+nnJUgjlAGYEHELFOU7ShXhJ1i0+kJ5F1rNTu/SFKg1LcleG0FqRZ0TDL9uV4ISfF8oofZZ+KuB1/jxy1l+D/7GnSFeu/2pBNUnjgGw3dm7CRb2LczYcXbc0j7n2PLC8tClPXaTxbUqDui9JRbQf+Los+3z6bN5VmpMJUGkkt9+Qf1ypBhv+rm7b/MiixVkxTUoe92NA7Wtnrx2zHqNnU4bobD8F4tc70lqjAsNWlu7rkm1Mlfukye4gyYDw9TPm0Ml8hLPPWZUh2CNnojIAgidg40isKcqCM07LGhazLBiVnALkHgg4/xgKg1RHwJs+NsKczEXLS4ZRFbYM5hqEBJWxYeWjojFqOV5m2U5SygEfzoVYrKsjh4UniHKjDTPpzmuvFQ7J3n0NggWmtoOU6ZUqIhIPmtXAbjGvzjZEeQIVF2WgcVDAdBpdL12rKfP1n3isUUcpkUkbON2hQuBsu/OjmTA6LuKl72WoyKnKF6ZG7k7JImzQxbVKsrr9mP20FdATO7jQvf+jkhCvKik2RO9g4iskHE8VgK/RiqJI8vTN5O2h1KT5H7T3yjQcedqTRDct9TwpQYIh93qt+Waws7yAFK5BzJeqG6QMCFBgC1DITXe/xP4ro0ZjnszhSH2JtBHmQdLyiiPQD4G3NOKqvrEUT9Jnr1bK/ZwNyL1ovqmtQKev9pGl4HX2HPA/CFmVC7Bj8QYBEHU0AUitHRhaENIwdc58f35mjM+q8QLxlQfYTjrGQxo0sWStQpOQArEkv0IS+x2AwSNzb6Xc6O5U3OFpIr5BEB4WYprpB29dg1JjGRtOzqAXRAhuVfYS7iRGhLNYeqX0l7YLvqzH8nJi1pKV8ZDXykPeR8/fYsf7v6xy7u1d6IavKY1LmPadmILTezl6kETKD8ZJqma4pxdra4qKIIhPPDzejy5mFCTbna10QsBFcAOjp8BKyE73zP0or/yocyodq+jINcNcngjoEeQix4OIND5Kb7uMY7QQSPYNv9td8r87zU+bDQp4u8sccsHGvvcDDFmPeT0KC/kFvHn1pLGXCEo/gWw+twZue2jbF2NmeFiEhULRtSrqY5y4qO5LBZfxu3mmAjqfvyoOkCYhnCuSeSDzKKJoozSGA5djWYpQgamMIfGe5AA6bLLx57XEvMKK4wNYTUpKAxXBTmW6WCR6VMhmkF1NL4xcORK3rcVccIzDPaqYUfGD9y9QRgVbgJlOy423CIoeL5fbh0Up8VG2pFQGQ5UCucau0r8AAdTT+RbBxSJfC8goh+NxQsRhM6SEoD/ZCYK3cnFDpMiMsbyxtxuCxQ1b5VrTsV78jzgF5DndeAlmccAwmdo8IwoDMxJKEMqSYjpIIrhBSxCwx5+Hr+qv1eDcno/hal8HhqkZePmpw5unt5IkVRcwmzDcMchPE1niNSy7XVEohmor8xWfhWhkWJBHGsuI+WRSlA+dpKE2BnlMjZnfP8SRjZUe6PltulNIwwFggvmOQbcUu7o6p6ixMUFJ+qphYHr1WTWX1BobG/zEpBlkJW9wAiC28GXRUo87Pd/BIGiDuUwq8DNoz8t/D8M5c7p1zqm7OkKokLvWCvtwaZ0VHs/cA3frfX3GymWmWI+Tp6jX6Mkc/M74/S/DdGACmcB/a0M+ApTknbs7swayNmtGoZoL1XcjzxMX4EijRgSTVfS7D+F1WzzaL8ixxVoFcETD1UwcKFbphplfapFvxgDf9+237wxzXPxadGRmHcGu7noh5zBAxiOHsxYqyiIzhT8MKF+77URMBNpDLEcv04I8TMHBfNtkAu0RNiOIVluwmRHIrhaM8dwvGpxPPJIpIe6sa7kbUHlO0Q3TELLwcrz9AZ89hfRLIQJ/NijZxMat3F1fnMDNd6l9JQ9lJC9ROfU3MfBbRd7XitWqxuZLB7NmGieNbSyTFrL4KbzsM5YRDs45OZU2yP8PD/9sk+J/qonStQZvE6u5sUPUJ+bRZG1Qhr+TmjWO+b+khTnJgGpHC9aOosfLVhTOK8+PlD7H24w+aghWK2nR5kn9jt58LQlwntmWoSFgQ/+4Hw6XHs3Eg//VNKVX2ZhASh78yunlEFKeQZ/RNRcwxnvY24QrUNEhwNXE2gafkZR1FgXBBsgG+XqfLsRB4RDa6e79rXAY6lNPMOxkKWY+W29T2wBXm+lYL0jBukrSJLg3necivEJwXlQZHXKmJhTM9WNGwqaLTZwPKclj7QVSgRnmyPEIzLJJi7+j1bOCMZNJtfU8CjcIbzwiiTNKXAasliJXy7IobFX7PNLRKB86J75OuIX0uLOEE7MZHE6WtCqAkKIfNdVj4+NcF4M7q2tH097Xz3q9qRiCmSAbIp52EIg6fp7dcEuRlCgVROg348s5c4srIdy/wv0sMe12uNFVBJc4H2/5aF79JSxHIrv0srMAaSpR1h9YoonhEdWq3SCLkf2WeOFvFpaGP6FNX0xeMfFLug23ROIS80BWvJHcvGnqo4EFpg/jm3rvrv4GjmrCvph5Euz6tUwED0Lu9qnoIXFO3CjyRcxuM1Xl2VSUu9YKnYUy9O+xiUqGahG2RgulQRN2gjX0o6mtUpAOY3sZQzDqQ8M82nDtFF25Rbhoo5vDvn89oSJUywPv394SqN7x2UHyuVW631JMkxZ4O+phJP6yA3kBRInMQd6Mp9IaJNjA8Tdhsua31GJ5W+gffe4w5q3rD/biODGMPOqUZujCL27mnNkQNv6mkqS04O7ufKhFLF52uwDec5CipH7ts9W7oVK6mxtxI5wGheNOqASJE0yLYsNkNR+mZgOugrSNfXXzMo41JTYLRgxJOUpRTrpSiUgHCIjoX6MJF9fSC1bP/Pb8AlS+or3D9mlmIV2CKpDo5Sj1zHWfEGBxDln1mNShHbSigMY4K1LmgzQrV5JcL9V8QRRxKq5sFg16pC9AOCBQG3YnBmRlPTY/h8mhpj8uUnMKIheseTpPVuaHpBufHSoLMtRs1irwRj0eDMhoLQ/VaAakLRmau++e7SKURRe/n97iK0xU1UnMDbv6f98/v7YggUw4bVPuBP4LDuXpI2p4UZssxgiwld13LSRcbntWqvE/096eW04WQuFbDnyLezedaZv6xYe2UOeapMs/D+LIXqOSbU/d9brtEUUTjYVZ4UQh2Q8Yezn5VOWKWqlRweaa5c82/f4HUwl8Myo1NLbGpG7MhFheGLR346gBR1yjaClFlulC5QNQl06mPdvehmuXYC4oIlr9ucUpRdY/5cdXkN51+7fla7kUFfQBPEWAlHrwDfqQK4zXmogtCsej1Q0g1F/hh1d6rmTfSpq2IohKFKiPm9lYZx/r5c6+jmb7l90sRuUER1Zutx+p6DuAADgFbXWYDeBkR9cbQFrUnOR9wN47St3PxKo+ewWnnDewotX6xAstM5uMNLgBMrxGLcprOrS0DGM+mK4+IosPP6a+9grEFYuh3wYy5pYRP0FuGPxsarKklWBsqXJPCIueUwaODO7hirqGADmTXAPtVJaJGUsKQqkfv3VWenpLLGleXPIysCsfTAffRPqUAi3cT5O69cX1Lr2exCTjJTEB+xihyUzTO+xFhum3iuukhBW8Hk+ucAPHnBlHftUgGikudSR2aDNgl2qp0XWNw0yjG5XE0KzdI5tSiifyQZw7xvqkBoAIY68TtYiU0mRsS7XMY4hOWP3qCq/d5Xi746crjgDxRhlQ+tFBooxTeh73LPI19su40yM/0mtfn9+d6fribGbHuT8fm7rvGLL0LKPe5S4V1qsmq8/u7xfymo3gCjbFPISKpKtQtaF0AeJZTcsilDCaEz2Ggurrwp8GYJ72c9s+3CS9cdrVl1u3PTYq43PWvVL6iNBFZENxZezItMAhkBW6LgSL+iL33/+aI1jg/u3f8gt3GAkUtEVtah/5x1Mw+IP8cswzrmrZIIh8t56EZM303leHwN73c2xYfqeh2OifrqvlZKQIEJdJBEWJVkHiBIGI4IBPDmsWIFRViKZ44uJPUrz8vKTV0jZt9mx5jtfC15uiSp+pURkWWjNlFnSBoi841DfSWBGgtIE2gM3xNsGnd0ruT3SRF9PmpJnAzXe9XclUbO6VEhqQ1HRabUnqman2O+g4FhU8QEh+14fQa+j015JVQd7M3T9TS6L58syVO73qDYN16mDl31ZlWiwvk5rmn3s45wwX9VrZsUX5TIALcCZQyMhImiMSK9u4iEJmaQ59K6yi+qYiimmJmkNLYGy2wzYYtPsGuAKKU2GU9h7PH5JWVs9OwvSMgM6ANIcMDp1m3Tw3ORohqkIROm2b4VqEVTN+oAP2seIf1dJvGtOuQnepm1CZFrEWiCocZflhSGW0jzeafg03Bc47TEN33gNjUpgPUttxBw8HCFevibJpV+OI1zLnvmC/k5/eGAFKDRoMvipilx3iQMAbW0O8GHcwpfiXHNvigNQNmj0nEfZoTeFFfbL5407TpqQ7/iosSzA2shRA4wUG/2jzbVBH1AVY1s4JsCNUVfbqu+vPtSMYHRfS9157lu7nu33pE7miJMLghcJ7IzhmtcusA6C++kbUwpOmhvgIScjmees+c80Jr7j1Idnw/Eg1tBTjXvOo87W2/EPlrnvXYZzJRSx7ZrCFtYNrK0dxCtINrAa09P4Ki9jMa19+KSHptf2/5dtVqDkyCMy2GGiTjozSjG/+l4alJjQwA1kcz1bGE8KNbEqEKBKNxeo0d6ef6y6+pcmIrq7Q0CX9GWIcCWavdoIw1fg6qqQSZnbl+zVljG2vDt66qwKPpt9HxNRqa2WrI/a0Th6Y5WkxxGfhYJmAiUnemUzv3QeY0vauKIg9EY9VsS+txpHmGm+JnrNlb98WNZPVb6sCPDkZGe85MccDQwdg0COa5JYrYjvsFDUEYu41NR9225E5qByB3X9BO14VRFrJUmZY+jXIeAp71LlkG24NPrLoa5/G8LbWb0kNhkenoCZfqnRtA0sQutLfjRQKr6I2tM/ur5eAL5WWyEBsAXlwvKSrmtGo8AXJ7gvnoXXKy50p0jiGR+LVXTfdfE4Ya8p5qk7F1Fb5oqjQlEwKR0anbz8I8bp7FZ5QplnHb6m7wYSqKznxM/FYcmedl5iqcHAMp7FMnwlX0Z0AiSqmxXCNrJhvoViZZN49ULKCg9Albuhp9uBsfjjXVoMazrY4UMmlaPxIcGbXaKXUB1iwCpwG+FFj1FbwjRq12a34hVGHXrx+fz8XJ4K32p/vTe7Mubj3lDNJ1/7bh/1fHq0oXLMCVupI01EcMj1ZJVUCqzlMqQyPQVzDT1ZVA8Lp+vv8gH6DDACkKbjRENkJZH02BUEQvhrs3EP+qevTI2LUAzlMIQyOSc/6dI6Ip6/zecIoYjqD/pUYgzGYpL3LUAjr8rYfQUWgPYmPoHraCgwdN3WLR2X6H7fTlAiLgnxounDy7ITVaVkGU6C85NMKX+FvWIrrB7AGniruE4IbhNNAsGFGNyqMRRXbOjdWqv+qFLHaoqQwUzN05X0L1CeTJV1fpaaknhvhaK6K5UvL/KKK9ytkIB4OXw44wfZPT6SNyuskm9bkHanMBksWQSDAYb9XL7PybA7odvdCjt5Pc0LDLPcwrCGZgTIBSME2QCGnofYwL0AIhgvmi4NECFmrO+pNh4V4fi3Cd1Aqdw5z7ocgCbESbBl7uuwRzlOWSGwmHnVdNCxZGhTEaYLwivJxHSkoHRMgaPr9hUIp+YKDfSi/55IOciwT8Alwg9KFgtZ3YCD14vdRuECmN60JaL/PVI+KMBgiGzLfOhaq6nzSrQ536cj0DahihwPk51x6UZUE+X4hCUo0kbV05xLQgA+T0ZLn5VcqiOhdWs/fE0UolxzPUrAxbFYNVHI87L4EePUoYBUmdpx8FTOvwwiUT6cb3e/XsbjdurHZuHKu5rtbBl2wVdewe4+GeQ3y5luioZKlbdNYqulMMQDFO378EKopr1by3lup8g2b14Fc1CatITzuTmy6WxiPkn/gRmoauubFf9GJTrGrHfXgdNJA+eI9rVBPZ/Q1W0L7mfVo9om0c67MXcnFYA+AgAacoHwx12QnU9nKZ5N3aa/KLQoLgC4OKZ7CQBgEsuCtFVuMXHQFrGzjJFVMpuMpVSQN6Aufg27nXN2c1bU+xlfG2QTG2XG65NPWZU8xtGkmUk1hBrpoTKF4Vnpblr5N/vjjYtCt9V8vcLOtRRM8aGC9FeuqoyeGIRhL6BJDaLXrFA1sUvarl5blEBksWmyDgESf3Lgsn45WRHhqbYlSPZOUj1yGoroAJwZBg86W0U+dsUoJaNGN2wyAMXzsHkSgoCmMNtc60yEkgDdMJhAGBRCCNYAfDxBwnddiXQroCVy99uiRwreY8CF25C8l4WcNavKGJXAlk48KABZSHBj0z9D3hYhsujx/VKBBoDASaU1FFBcU1cejSqNaKNdY7MLS1057iyEEExDkG1TwVTEHdxeLCR2Wm8eCkMNto5+ZDchhCS9Gjk+eBgeJ0XPuq7/gp0CIwC3RYVA8AH/tZ8obYioAclwbAB7OBQJTbkJnrJ71TQlXJjAlbx7CSlBZUaO7J7tznUKz1bJfovreSAvc9D6ViTo3LvM/nJK7PbxvC85zjRT/ZIEjX2/aUVdyOT8QkXOMthipw1DzMYfRYjoxIxK0fXLdztgREFOr4OAlMO7d/cJEoOLkhvSpXcmWNxIVGFfMYzO8Vjyjo7Xlv8wKBl34R4GKfsyJCEwETRHRCDHQJIFhaJFVVMJYi+IK7U1p/BLyv86XsMbrJoBqH+wza4Ar5B1d79Y4huRMKwZIIXnQeUAU1bY/OhqzR8hfCL1puNVxeQh3iXbFuht9G/ghUzWgqx2oIhtSuJmc6qJgGLxMnypdhRcQEpowaXx4mNJJM5ykizOvzo2zY/qjF4/7H97sGRyjsw1aDDWeo2a32rO+pcSxyUINWubpMiPqU4HjxqXprwDkJFB9Gfzut5WqSMg9xMWizLURAABMLb4J9nEVAD75X0H6vGtlNEdwdPcFcQGuuHemKo+np1q4jTBIAZGzcLxdpYfbUDs0pC0GyluebZNqupa1MxgqJJtx0u12yoYpu+HVEHCuqWmHvTsa+dPt05jq0cklO7UNOS2xzFuymU5ogxY4YDwv2OvpbORLmxGHVMq7vmASKnVs7JwAH853rB7t0KPgFdZEGsyg3pJQbOTLdJdhnleLI1uh3s7EOFhhgMKqTWc1EvvviztP07/tYboE11RIUoBFzo4BltCJ6B3qYUMJQpBfuTqq335t4DvU6IRZnjgxSri1iG4KmR3L3XDJfOvBZoxJeQI6JQF47UP+cI1qicqsa++f3fp6If78LjXg2Vu26mxt13b+f9Xin908X7u0TJ7GfLaG6e8AUCz1pTn3es/EELrizJ7wKagDoeQi0BNFZRHyv9X0U0cNHeupJvj9TlHOfezwCfd+SNzopPdMaJuUmXA2NWhg1XCbi1oadrJd/NGT3nPfj+0URpR/Rif5KT9QuHMKaSqNVskL2mt7SxqsfXP+2wxwMAboX2qIqPrG3YOjsv60DXkTweRHcwEz5AeMKgj0FdK0nbErojumzUWyYTGSn9FTx4JEbklJHlNJyVCYabD+qiXAVS0mzBi9/vJmluaX3NIkn+kmHx8EQYV3M1UHvRioZMF43dM1Q8/NEzvX91cNLhn/u39+b7HAPUtOqtowqszf3QNrJgE1SIHDTFI/DfUAXeSBBd1DDsG7Dtw84wkmkAlZP2nxJbJKolhiGe+xtEWb27d3vhgHjLNDbn9z1FG0pohSsW2BzNTlxC+YTlSK5pfVl6EADZjn/DaZNwWtSzk61LMlYULcA59EOxGrFdAS+tZQybEl89JEbLtGqQL9o5T5bD53Pc64T9LUIw9QdRLvjtjcXwEMrtN786C3JG9IAUt3qisz/LpPVpclauW0EgDI6e2nuwx9sQ7jPc4vL/Zzmv+UOZXhl42iZUHVG5XAaXV+jkQb+Iv2k915QdK+eRRuGNfriyQn1hWvLVr04aunp6mZ3tN7o8yJVZgwOebd+QnoYyq2ASWnB1UyhdbsGWisrDI2KnOpks1WsIXhSEfoVCM91/nxVSfT5uQ+1BP85n33N71c6a38/Cvzu7y1T5vyeq6rOnz/3BQxxQsBMP3pavI/BBOa7BArqirpj47dq4tRXweBZB+5Mwi2PKlx0ZpXquNUyaD2wvlWPqmu+nnk+WsEE44f6d6yWZDgSF8Wceq/26lt3XS41q/OeYwWsIN/o8WLmR6E5nWVIr0shP4kEtXGoIOb0V/I0jAooDYJVablKJM5Jh8KbgoIipaIEiu1t9F4TltOOVdEBBCHdWvvgRC9w5VrgK0wUZiZme2gr6aH2uCyJ7FVautNnH5NSd5T6ob7bmBSt7Av8ReqsO8Glp8d5UL2RPyoiigRldA5mhhuU5Lg4AZyCMbr37+9n1i5zGn9+n8IDx/2Ldsn6suzqFQ9qUgpRROiVYzkq5rCn+eaAbsIJycVgD2IGk04l928fFLzFetPWNYl788yAktMcUpdPx19aIkiuShDUXKgqGskou4FvZu5Ga1c383SrAefXMMy5yjYaHfdnBmrZbKJpyi61ELZrdt4zCPQUVmGVBaB7I6aRmOLAOfmt2qQei1bxLZsZ4kVrkAJ+rRUtz51kNy0Z3RiMEqdrwzQlqaSKKRAXFzJLCwSHhOBNF98ZN12+QnS4LxpBJD1mmNErgPjdlDSUbfrOdDWkIr1Dh9ZkrgGhXuJXXR5AA0eKREYZMuIgq0MYgO7r9ab5PWOgba0xhjEFUWbqZ09skWlHr0ZmDL93mbH7zDiqC75WLp1Uclpz3D+fxslfHZe4/jH6vfu2/tsbUGxx/eOqMfT+3B/VEfkmG8BbRcmvo5dc7FAJY1Vq9dYAMlfvJHO20Un2RldXCJ4+v9+6zNMIRzwgLMtKVQjtg1QSfYJL90tw8FQv01NVWTeSMB3hgtfz/pxzRRHp07WUzgKrhqsCQuDcS5TrWrMmtAy8FiSQ6L4rTcF7T8n1BHgHX06gdrSChaQVhRXyAu8I1oWxN03BvTrkEwZnoN/MAoCiY7GEKPW1dhgFoOZ5TE4OoU58fGFdkLrRemA4hQMYDuABs4dRGD1XCnqWgpk9ziD4Ln/TCfXeYYUmYxxjdNb5ufcMnLgkHeANZnvYEtOYpGcdw0RexFU+i9nGBvyKUw7Ig6l29UwPPxxHcr6uX5xOMfKW9qyL9H8pbF19AYobDJ3UyXVArG2sVAxps/0lrcenepmDyHc4a0PyTofsc+j3cAukCiPV1aSM+2RDVfN3YBW7hzF/x19GbRj8ixEjDwQ4xiUoIWp6y4BQ474plrGgnrEwsBNC5sGJGythal9sZ5flhACM3R4kiEKsAXZLOgIXUCpOy92EPBw6PXR8jw9FwYukE2ccJu5JGHjNuUIW6HCKik6jaiq8uFg0hDPIa5IYNyyEPv2SoCgjnhAXW7UngwOeontnfFNeRszRkFsmjfQ+d85NIyHgwpOE5CdEp71BFdC+Mo8LM2E3FTb9N9680DBYxCAVQiyhIn+7XBOWsuoyt66b0lqP8EnOtvbn2KpnTpBYw/wKCe/nmdmnRlgrxNvBXXBUi11R2n/eu9YKfFt66CKk9OLlfDz1wbtws8B15+Ut+yB/E6GmITjAF69iL/JptKwPzs+g7IBnVqQ91nj0n9CYo/E8zE8Ac0oXBvxNJqn9OC97h7OZOcsNriVVjeSz+sSJSI7e9CP8G76H1XvFLw0EUPdgb6PqzbCiHTsIGq7w/j99vA9Em2mQkVCF6ftYTkvTvcMbEg08dnmMq9+NLhyhf3Si2PgYGIuCWvyboWsVJdmmNQYQTENZvri4CkYFzvkolqSXrf8gu6uFZhTpa/qaaRiwZE4asFYRyiSDOJbPmL6Fuo0pJE6eHAyzzolRsFQJ7jEPb9mDZVyYZsFuQqAYTYGWZVHRLZijv/5YSFFt3ppAwhu4D5bbBzO2KyKDXhetgkPewK47vJ3qQjMwj9LfVPJhgwHqc+AlXQgano1u8rC8LX0ySfH5uTS+8IFrSDN4Rsop4YtpyupgOwMn5oK9E+MpqhMfWkZCPpgOd0gwqLXCrwSwwoguP5twhwW6TeolgBigvN7KNSHcztDiE6tPOBsXDEofq2Xf+oOGZXoeuWh37QjOzwyq9hdh+8ZyBbjW95qHIz3eQmnJQmzdR9IGv4SFgDxKShtx/LLhh3Nh3u4jFERaHhIrL1CkGjD0EIpIe5bQtFqJntnTjHJLOsE7zUYpUtVKK6HgKSxir3SQoO+AlBFon3cPQHE9aawDdV8YXCaoG4NfKn7aJyjyweIOSQyVhNW1hiGkf/MwFSNi1hV7qukS0C+bvdp3Ho2+RjeO4QRf8UWRYx2XOcM4sIOTYZTLo1a19O4KiljMmJTIsvSHnrTJNKWvzckwsHlggswrSzmEJxNf1xnU/0u/HHcOKdkFI8hA6vYJf3KibE4IhoFLfM9COnSe1v7h1/LJwyWf3guutsM8RizEaate6PIee0khHhgsmIRSI4SZWEhK/56kYqq342CHryr2T5iyX1FbwRuVw0sIdW5qcFt4elXJ8sPkFiFu7484b2Wr3lDvwxdiIkyeIc7ZYKZAX/mXNgcvKpIXGGcYGwN+RmFyx/wHrwU1Zi1m34g5zS3FfiG4xC0+kJj9TUucG2L3nmq5KIaHECkzzfYjbqL5BeiYQvCEo2iYIkVRkrZ9uiaz3vw/x6y0FaG265E6ZEKLDovcXa2OZoKEPyGEVk75gU0ufXUpSKI1eldIlRhlX3PQqVhI5aFoEAFbDfIRtTyMETJ/UwfqhcSX6IjXiNeKkJd9eWlXxkmEMA+FhK6wIkpB69zDuZ/ooXlO1E6o7sv997RF/gTclooix7n8nQ8ADnRglFJiGUKr8T0s5talBOtTiFq2AvBPuGSPYQnHN9m39q5ij0SP1pzsnBvjx9D1hmBDV/l2RGSCPdvToMp6PY6Xxu2qPfqCWiwyirqbAkC+DX3oQBlqZFJbhGEweKl0mN12fkJDoNjV5bhVdEB6lmnE3bLxAFJXWKp0jEVVwpyNdcSV4cWEhN5Rpn63tA359PDJz4mQT5cn771PILPU2Gc0zS7qjAjjaAVGCng/B4IIfDsEacJ9FLIFheMZ9VbdV6AiKwYcybs4c71Rii8GLjNRC6N30qFqxJzhwCFLxYBltTUv8DVrnnhP/dVqGY2PKInl5CpOV3Dp3d51LNXkZn1yusT0BdNv7DnYp6b+6hmWibhn72hptuNVXGqMofhD5sxjkGKwWEzWE4T178sib+Frv8h+LtfVGLqTCAA2AxqvfF/q/9pUgBmj4pgTctNoIQEgKOPZ9fnNqc+X8zBYKvp31NTGcPZ8lVUCtIMBMnu1oUeoFpCf0p/U/alSk+cLPaRjpC0T6iKhB+yrRrTt0lB0LwZ80SY4GhjxJCwotJdxjKkX4kJA33mROuhZr39R2xbLbw6jqDJiRmn72qXfzEIPWRG1o3V+Tuf/3YpoUfgYWh4XAlxZ6BtWK80jclKv5lnUpmJvdxX520QiHgi3lqc+USu9Q1T5VsElovFoR3bu+hY/4YA4+n8n491cjVS3DoU8MNwBXBk2v4FZqRtzStp58JgqpHAn2pBGWxR46RxNpVfwMWk9k9UsPaYBQOS7pAMfHXreCcmLXp8PzY9dq2JWbsDpGjHKTSC6c3M14KDThJIJrQzvjJls1kcekuyBhKgWkp2A4HLONov8nFSkILow1aLVoTaaZe8Nr1myKtwjN2GlsKMR8bapc2b88UMqfDFGYxuiofxGfwbXvkA/JgBkzKMKxC/OFrsndRZ2Q/j7eioFQyGiVJ9idhgSjicX2AUEH2zqk0njGzLoSOlwn9ac1nFsaU8TPctdRI9geHHaKAxUo6JmsID29RvLqEe9GhqKrZISGnd/rZfLkA9cVyNowhYCDrXxbS5S9ZU26mqRf0MGL/LqvlwqL2x0QOSz8BbxXaCacTURqt/cVojfFDjo/NhG+xR0yYIfcN7w9GfLvbuF8gvWlOLpv2IS0ftR2FKTsSoA+Fp+frafLa1n52kUGeMUki0eW5CQ5+aZE4ogrJE1p5Z4lpSjKvP8fFob69XeEZoovTKfXU+tTHLGdslIkkJhDDpQHbJ8THPdANw17+0qIueIJArPz92CQAeYyudrN2kKjv86grxu/0m776X6rK1MfOdueaZTpb+4JEfaE816nUAeVQzNFlAue58uXNYx+imqC/GW7lsygFJoOt7QIXlIUgPdGj99ulydq69UFdHHuoSshikJ+xSgUZndcXo2woTlRpZdPSjvx52BD8G97ZEM0NmoNOd8gISNGmIt03cdynRsv38+NbcrO0rw7VQraXq9jw8kSibhaqrLhXJDyyKl5cRAIKeiDWpbjNWSetbG0hQQfAtcCxZWMEtBj5AMGm3LBrJnoDAkxfS8vv3ntBTQm0F2Jh6fXe7U5zciTqrHuPF6pQWNEzZCymSieyczDIcwWlW6f7SC6Qw+2DRzvaZR9thbmrXjWU2rRkpR4zYdaOOLEJDaL84dRH9ab9m0xYWiS4cRjVJMUtjN42mGDlwsGwATlSvnvEubxIap+ifIC0mIyGHQMexWcsu3zSFwh9ATgmk/NCnfvtdEltTS/CxSHDATuVJh9kUX037MnjG9a21hr0Dbmlh/zwWgDQS53di9pyYMhV+g4qkYUIkZfHujwYY8lprvG2dBhQDUz4xMaAaBaWlV1ED+ObWJXgDqHTiAipRWd5CfaIsWFs8VP/jsYyqUDo/f2bbVPvsK99mKec8jmnPVw2ms+wPf5TbmfGr67HPzOEtzm0z0GAasAOBUOM2ljYjyOopEcN8AhMXn92eugA4f9PoCpYGpAoUPFiv+DzKmbZJWQiSc5NZQU9rftKU+7Xv8tyJS1mZ/PpNe8tdV+wKphiYysZs8Ujc7WqECMkTOn/VN9a2OdFxRRJfLfobTTe6FEJYqh91tARvYXXbp28dTUi04LQDgNfEGXfDLafA4EgTjBpT7pGkK+AR0RnSckf7HQTbdtO5gJOSIklBAqQP0jtmb6gFa4RaEh7huKPSp8fJ5ujSkqHqAfTtPb2n9nOP399RnCCNX1yfsfW59f95hJeViWlWY2lhsibKqenZDWKrCRMQFlJvVnMBdy4IaOJoQ85wdpd7niVxtrbkhv9SAtHoqimvAazeW+RGXLTYRGA0uRoEUJGKl46GguoIRPlA5jshEyDebDVTvI3zdfRU9Khu2TQYbH1E7Vg2N73CL3SlZ0SaBTdTds5WZYotyHks35JQohdyUoM7cGnFwuMVVSGjBKsol68R1H3UTuI0U5Ls4SRsWrGb60ValZz1rW7jtvVVk1jqy/2p8dXQfr/ZG8WjPj2Sy2XO03W776NzAYo7o+dal+5y6oQynJ6S+aaFmSrsDZ9+erYnDFkM/NL/pstbXWDkyYR76vqJjUH/kQ/RAAkXT/nhmGP+5IQ3HilHcRkpOPTBSGPVyIb+8Pa+D/do25y6C3WESRetiambqdXcF1RFRCDTW/ek7/fkc0iOfW+LvqSOajLn4GH73kvbux/m8z9HaQXYrFKqt3xRBMHakKbbca35c992wh5oTLNXSVMCSkoJvx3p/PtIjdtHuz3kVM+YRCg/nASVz2Npij2uGdolhGUIOj6L1pCvUM0JPViiRrv+jiI56iCaKJNI8j6AcnPJxeqmaysCwBND0vTZekb6glwJuSHZ+VULWjR3Eq7MX7RQZEFTJdX1zx3pp16RicH/SUzOJKUfF6eBodaem6XbGGdG0EVoq7CMABeythPWt6eoDsitFyGeUlNl5q+llgZ7qj1ryvFdxUWZ06mtOHyHTV0OW79llRdLartm2PwsprAXX/d0829ij0+BU8+3UWpZHzkeaJLOcKUK04Yekl3FKGZ0WNbcOriOtZmCZlPwmAHj8Jf6IbtcUpzecc+2EEFqU0t4dymj6CzDjpLJ0/hqD/jKtqGq47nPujf4NCrwPrt2GDpN2DsS8ChrZWnCmE8PUAfCkcfUM8icdsfemDHszMzBhO5yzitM1O069ZSzhRQ8PdaQ4BE762mFY58xLIYLX/1EdzHs7BemXQoeX05CQlrqkOspumwuW2gQP/V5N3agkIl1rVzXbGWyHB3Lx/kyvDCweqFtPyCP6KeNW9MqjF0e2z2Jckziiqogd2/Og2JSRa3eqoD+1+1ibQQmYbs4maIHIRku4LdPZvNQreHYsY9MN73ZaG7oFyDY4+PQtm9f987lUqty6f+2zI57n3ciaBzQtNXAfbS91iP78SAnblHo0+BzgHFZR5a312N6UJJM1cNNJFBEt5F9YVk0mMTyz2uA+XbiiPYnTgTBd+5x0j3hBN5LYl5aODrjNqJ8X8CEVNDry9ULY5t+K6GpFtB5FtBUyUucP0k6OkF3ZaW1hwOqleW0G6nRyt+KJ9kEZwZ3HGbK74ATw/iQYTExcrVzTL/Ly98Pptk4wudLFAG12i5OEYgSUm0bVQLh0YPCeQeIT7i98NRuVBxDHALHr7dCjtJ/aewTapNkBaeyQU3tdUj9Nwk62mK3dAKzIR5iyOjhOAlA1m2273sKEJj3V/E/XwOelG5G7gt6Wmw3REa6HPpAP9iFHmVwkfd+G6wq72VZyF8SVQcBiZ1BvAqRY/qn0cO9td8apFhhaR7Pc/c/pEs2Q5DngweATjfeSe7GLQ4asvVOnByWB00bXMUOnr8yNbdtGkxIJVkAXimwS7nZbLbNAOCO6VvhJDY1imlCsk7wb0VFaNCddozmQIAsp0UvzBkPrLT9cHSfW5aarnrdDKKn43bRYZl+9dPt4OMAorv5t5+BovIhFtWz4vVo4hOL6TXinqaPVJdl9TFWAKdudEXup75OsTanwSL30O0EH9knAY5j4OjynRcMVfrP0F0zNm8Xt6FaCMRWIvl6eHT43r8Y80ge8pkSxCEjOh1nhsyaTUJqokwpPL/BD+fxrALdxoFXR2s+vrCCivFHvPIGu4cJkwLCFdhZJlqbRxfe3tG+EJ4tUafcjAlepKyFP5+SjynensQem4bW4HNiXqaHROov6Tvl4SEW8fohMIYpImmg+ubGqeZ+QUQfLCgTPBQgz5D16pe4ojhN5Ix3aqwZUmoFe/MXeAwAB/IZRDSbqMQeuy3TwbApFRnvRaSSIsPR9vqnRzczqRngBarG76DOdZiA+qM4CK2JYF0IDggIeTJ1j0OChfujM7t5HqADZJfsr0Pv1gjzpMgkYzXHvXl7zHz+/13IetSYeUQeOgivivinSLlsFax85pKFFRKBlOvJO1nxYo1k1EJHcE3Y217i+2Kr2BigCruob09kMLqb0Jqk+ZUgMY6oXplfbYLKdQYBg8VQtkRjDIIH/CgXmBL8ArT6xozd+llZ7GwXQR7VCAB+Lpg/mDQMGITTXStGoe7aSf+nKaHtBKeIJsVSqgXBSQj8xrJ5m0BW4qGDouPuvgcjUd87+2NM9VY0ztH5GMoDY9nw2ZTnnY/d4UPlCDmQtIDirVpuGzkZDE5+G5cZ3Y9y49d+EKz0IQRe5BihoMA85zMIAQJOjJFowy3fCPgyaH9ZX/nNnSly9BapOxGu5oy2cZ57l3oPh+UbpErNwS1cgS+E+XelQoSPKNTUI41BjuX+RdR5IrhsxEB0QM5S8Dvc/rs3u10RtmfaXtIyTiIzGR6JYe5KtHQ6tOEe7U7wVJW9//5JRsajsxMZyAaYsAf2Tajih23javU0SIcyCdKWARyqgrIS+vRNgo417wl8BAchGBAG/oddwDg6w9Bzlu0sLSCTnvpcY0ecXI7pWf39uYXMDKaCFkU6E3g9N32w8bdiRz3OZiCsQcc9fpznEiXiBoMgJawdZM71OuCQBBEQcBx9n1gJ2pbIbCWQ0FhrGSlTVlN19zsnU+X5kHwfg1I41IJApG+ef/aavQOC6MFpsstPcijQupQVTiW4nYzeF7XHttlkIDvW4QMo35zsZ20umuK+wJr8SIc46P6fLfgT50zH/dz47vCURRuSUB04z/hYNYHLuuJcN3PI/FR4MfGiwLIV9yAmgUcO7cN9dOwXP+vLtDD/TXfbybXU20h52Reyc14txs/WXj/XpFwXaY4V1ME6iVoNPyUHWTYv0eduRosFVN+S0eitzdtBYZXMygKlNRxeQmzYrUgFN3SsjoWoIgnY3iYfdeosPUGGdxmuaG+Mg6Y1xbq3llnXpT93x6IveeEhBl3MX8UxgaFP3XL4ULmOt0SDgpqrgv+IHwl3jrDQ7AQAcAs3PM3zemA+pGZ6VNuDh6pKLpgHjO/hKyn7N12589Hf5WZr0u67MgW5PJx0Nra3w9dezwAyAN1Vd3Q0xsYSwauZGoFuHSrhVjWYDkE+MtNcbPTQGt9VorOPU49O0OfVlq+hiUYkVrzFT+71FgX/+Ut259edf39119X8+3V3Xvv96yrlc9V9Fcc3f9y/5jvb951kKafiq45rRKnvkVtktmIqteSlWanORvz3pauE/4dGW7/tu9okQ/nxFmBW4ZnzV58jxnyhOWnJWrk4bFuegr5O4LWE3fCH8I/DHKez8uLyUzxrQUxjRlkYks5LBTuwKIhvoI5F+ghCIAoAnab8/dUE1ezjBvMcgRzU8VFpLLU4idxAbhkQXTG0BivVZxMcmym48i1gPFYFfFVVE32oWUk6hLKrEICaGdfEBqq8BvTYkGtlKI+kJFIWx6GcqgBjjcS6YFekPyEzmSyJgr5L0omiFBjvkVu9agbgBRCW0/jkbmMt9//ms5NP18+d52vf56/FuQsF01QEz1W+MyZ3BVN1ZNX3SVMUfJnD69cEbkxSCj0Mn77/979frmcdDY0lLz6assX42MJNqGEoLMCbJwzi931hqK2+2ZmGeWI4dOI7MEvgwqZRFpCzRFQQrQB0mCVeEsgRhviZst44+SydfcDnorv3Tx9fKGxsDTHCcz/d7FzCkyC642AS2Ld3v3OL6Uxatmmm+76NJduRHu9aqKO1JfMcxLqzJYWLsHkKqC6HnCj6RA9slB9ruEM+1RDMbjLTfCKBwsmKRlfOusSxgl8UPpCm+FIZnfz811D1f6owEE3FRdw1m3xZcNFbqI3EmXLU0vPJAxPMI79NquPZyK9J/Ma03/KDtmxtgCcI8r3N7jSmuRsO6LwAq6kDiLI69bza1c3aKR2vx6XdXeSxZQbz8RAA8h/y2uBkvQwCc+D/O8sezFv5jRAoXlQm9rvPXX8eM6E+J2T//fa+qhxE9FytqrrvP9zYD/qbQ+LmugOPWFiN6dgxLbqk/FqnsR9pl/oMx1aaHFs6g9m17KvrPn8/eQt+WJPLzwLDWPj9fjcX3a4ycukU6BYb6hCJrhVs/aEMl30c8YtQUcdayzcgkXiqPmBCMaH+c0eqw9XNbmpPaOMoWjOfZrMZ5D1bHoG+PsjSRC/Pb6a2V8nZUfABsINXz8A9YCEHT8eLQ9qYBvCahZPilXDqg5wPo8wY8qKhwDHfBqNHvMRtIYHyukFSo9c3yJZ5M1EdfFQIWj3/E+rhW3MTwuUp5nh7Tp8E3Qro46vgfjEYSCGweRgPDO/k07Oeff/5EY5dAuP/55+xuR/XpvEGTQaEmKaUnxSUR7cGU8Wu3CrZDwMKyaEhgB3ogCPgkdHgv0oGu0/GKtFbc0Eel65xzUvKy42MAKBP1hEA+LCKph6Pzad2anMhKMD0w2on4juGUmyBEBx1F8wtrlG5j+zUZlXjAeZ51HW1JaZBd84loMmvGkgmBo4iprCeZ04S6lDsdOOVqTDNTv7SAdvDinBT7jkfNPbLZU4viEnlOEYwp/BA7oDdcYqTfTGHr9Qt4YBPCsFMLVouTmndmsVjLLwZFI8lgHdzqiSZNKIiaFRCGGYIuEM8n6Tjv0UbtpWTsjG+0JyQ8OBirgOofiaFwhTzWyF7Hf+iYhUNssVh7M8qeq4HwAHeqGHXCPRdLupN2CGJrYcfeP3///NGluGf39UNoz8cC6ucTb1Np8+z1f6CnL5JqtfYB0+BmDFrvoqbxponqjFcE6Bfe6xljMnySfmPLVFSFqaE7YA6D83a7Uoe1SgJ07mPLYrI2SnImGexI4glYJlfafrIW//zFiD5g/NQjW+7TzUVTFzbpq9r6jKqx2pjiexQgXQPoD//niPYGJ4Fb+1R0Hetg9VabbFKasUvvyfxW/+f/Gkuo/+nOOao2uVZOL1DFaCpIDzCkBa8I5pkYeXB2EDmCIHcZE4It098VnsON4YQBUhv2REQ54giFl14g+nGQkvdPE4K5CNv7608RPtOD6vr5miCb3/pdg5oR5Ri/au6/Vrx1823do7TcSKfUqViK4Yki9/y/XnESt/5gsknLMZWKboNHOAkhOupRhxNW4ydzXSni3cVLU7MHRFn9eKFzdkZ3VZzbozbjA4RoeI3pk1iJWiRprA32qDtEZhCOKE/HLxAtyEDMiHrYeBmWvCgYeRKAkqR4Uam0ILVZL2IA0QMaMQfvA+V+ybHzbMIx49WDzBMDQ04MiygGb37o8U0zcC4Y8N0r06i7zrDjfDLtGv8/zgcm9IVI9ZqGoLmZs4oJXxhjThVet/E3xliPvf7ulLdjvwli4BSzFgmWoNhQhENQui+AInCYMmm8j0AJ2QOH1APH1prGDsMUsdDTy6lbNtgHs/xK0v0bGBlcBeBJYBGwNW9WrbAqqwdegrojAqwuR2XzyOuDdpqSeRkaR9KAtUmNW8UNmFtcjffP0TxPQQEA8AsgO4/swHDYx1bxpX1ItDRwKOekiHeIvgNKHj1vf34xIrZLCWviUyAIU9IPSxIqFsEMSc8Oixq+49aluOvsJiM2OyF8QJ6yOPHulnn9SN+eM6Z+u8jsHqAj6VJxvg9zmLRaor0y5IW5juA17fNa0N/VJATD2EDRQIOQFZSI8EUaI0ISoa12MF3ZQOXm0VVrEFW8UiachcDl1H9OMmPQyt61zI/Pbl4Y/QnETyXVfsoDgTdFVFIKz0GaprIsbSTnR7Yl9CSMZf7Z0WzYB2ELiTRxRDOCD/aezBAPgRRBcpHVROumHR9hraZcw6RwoXNZ+CIewOQXXhPYCG1oqmTRMI9xihSMZQWpwsFeiOVF3FRduWE8PgNmihqOBJ9zILuwvqjcmpWNT3GF9kx8I+ydzmSLvRTmmZ1WcyZ++G2ARoeTAwaRgK84nOOsJshXo+0HB8g6Z7tzA6P1gT4REebO2HiOVhsVZaAk1sjjU2I2ckggE+ho6odDB7WM6IBy8QMtECJPoQZ1n//C6Av1G0FMa5mO1UbmIcBTZPmTWr5vFEeSv969zGiQRoMr6acmMPIVL1gMyZlIDFr+oczTVQ9rQH6mfmasffhUa+75QoIQUpLvYEDR5SDIyFcvZQ0ujmYOX2002xdQk/2FhJXt1WHtIYlixaIhdgVZZ5CnYRLlz30RAioD496JmhuNyL70U6uLxqTa0MSDD3jc4Mr5I/4in7L09SuDyN9cNCdz4jVG2jxWmyPIXSPCTMJj0FHW/Ln4hY5GY5fGn7skdast002XyKoNRdYoJ6WJliP4bSjexB5RYS7/a8QHk3tQPkG62IkBnvHMWA5YKhR33tnIgfzPStPSJZwmJMfO+lk8RLX2ILpCGrXghhZYbs+QwzAqkYW8ZlPVYSCUobPuZu0XKZybF//cHhCdkRZ9CffTZ1PSXrB8yfACZdoNKATgucraJ7v9eIXQ5w1abFffzSCh0/XQ9IKlZNDBWdnGJIS/vtSzeBRcCK8llNY/BsjbNM2irnahIr7I5fBBPHiVOp/85RYGuzPmWXVzAjLRpEIMEw2OGsYwK17SzUqH1BZmaHueWB6D/brIuZii35qTidTd5dmu0WzXEH2Ct9EL1BbYOhwMTVsa8JQN9iGrZ55tW2Hs2KS7eD0iAfmyOBxRiRivTCx0ovJukSpJGOK8kYiIlVdzMb/pomco9ANJhKUVVW3kvMhjHoNRqAq2YEmUG2BUiVp0nJSESZnofuw2o/2sF4DZezCQzGK1O5pJAS7UgV22TAcaF5WUcDDmeDCMLUSxQviK9jDVJ4auvRxkOWR4hF3XgC24BIzIKlHd97cfnagl83QX9NsPQb6n9hxbeMXvTUUXADRF+8kRNw5VA/JHNYTq5qUBkosTVsVi/VHDnjNab+FEzqupUJMaQVVXhfoHkWvQ1AYqu8Aui/dHY689Znw+dRCyWEjMC7fTjmguGwUs87YaruQV2zCwPeHBKw3PM6IONaaoUKF608wHZT5ELHAxK8fWeCRe0weloAP53I2cmRefRUrKYlwTUHBZapDeMgLjveKNp+OJaktJtBoQpPSxqDEwCYfNn0EWDs4CYa3v/QuH3wDJmf8oXoQWzba6p4ARpV21EprOmTNHLWehPDvVmnQX4ToLaGhmsv6uMEXuiLmHAVt74+/bBVdNgC9+gZXOEVTQPBUXe0/IxSIh7C1JPKow3XwTcpIvgqI9ceW7aDTLtzwKG20pGYKTkRdNB60aiSfUWY/HiUmTOSOfVVkrtBDxRBPhPkSstzwOUgpOCp80QL4DQ5vSeJVHzubmRoSLR3Dmq5L8pE8xM97Dkb0Ye3mp6GJ4GRd4yFE1kxc1yt7bdZ+onjbfLIMAbjNOKMt8Mlgcbb8rDOSpCi2J3yhgD6mXLnTRJgckVbUI0fdqpWWQeBILX4CFhfCZTrNOmB2oWoQ2yy/INRBYnagwMWSZ+v58HzCt/zOifVppqfch1G59XP7H2g33tJdj6qI+qkwO7DiCqlAmEmGn3ziD4E5vrYwI487y2Hq0X3EyFOzal08/6STh+uAnwG6i+9M6bYsnFY5jOB1odWsqHYTfNt3jIYzoOBjGSAUR9uU6RtZG+WTOh76ukeDQt1AWyHKQtooXCcNQKujPu/s6wIvXvvkuUgwjMJl+ZS0C0+j1kyLYyZdJ2c8+I4+qSc5aCiVOegWOg/hWkgCjIxGOGKZkmofi2Bd/iNzDua2mM58UWfI/0WuGvhBKFOo8oNkix4TdYi3feX04iTSoeO2cMMG1MEVoQcReG1xjj38NpFRn1eyINI5oh1KB8PsqlbFoMyjiA41pJ/JGz8xq1pj3xpYVYyAad1jmpHLAiKAlQ71HMgB9G59ncu5rQnyK7226iacPMLAqi9JUDMxVCOigEEzJvGryot01OgcJHT5E57M842IFVp8ewfrVS1+M93hlwVyog1zmNNcXeYRktfBkprPqXUyOd9Q+02A6qZahNGZSA8w1Tp7JywXF2HuxrWfJ83j+fG84JmMgzUFeQq6CldFgpMtCzRvQeLjDOeVFhsUGaercSXwAHQ6XUCieURboJc6lCSwAKe2jJ/pAKjTjH83ZzEPEuF1RT8D8RMkGfwcgG8XfnVqXmdAvRkR5UwXnuwg5UV09Jh2t6668fnnFonBhWFvdwEurpR0Nl/uEpO9Q2EajIOgIZDHnh1s9LOSGuByIfQNyoFonY6NOLhwxoCu14kR/XSQ19iuu8cZvDHhI5iZN8ZTE5Jx84wVwDJVjwGOi1j65KNDVHZepWnKOXyq8pYHvov58xHbf8dV9/P3MDMUddRmCU2Il0OWTAmTdyI2OaENEd4GICpgQyTiYwquCNIfqMKVJXuqRAknFfUub5/OXd4OAMDUabKKJp+7mXIGUMJhdhkNBxCa4lr6kyyWgV3XEVKoRWwlY95V+CETzeqkfPW86B2I6OVU0yISHfFIspjhf8MND6qY2YMo1tM+1HQvpOCW+2zz+0IQCSnPJD0KWUXQ2PSEjPuCo7v8Yfxx7DqwPpExjhyrUiZorOmbdgnU20na6F1XenzB0+lhXEBVTf2QKUmXJxMlRzLqHlgjnERHoh6aATRxWF+oJMIjqHlQmLzHECqQharfv7auK58cu4E9dzINj/HK7Rs/cQYCNBJgy52lqG06VNQMvkJd6BjLPzLvzFn0oWHVUXe/FVMDUk9DF2adrbsjgRUViOBqLXlRpiMF9d7QpyunSYFt/zgHEb15exz40/SlEZgwqjA42PB2FZpPBHjEYlkS+GgvPoRHhxrUV8N1NFtFoRKDNmUHe923avUn46k62rMBO/XuC2BJS512ICKSSlsFdk0UEgOr4Fc3yyV3lDTPomxuOSzZcA4lhx4y0zX8a22j8xfBGwoY+WG4PrG7im2K8xdcRjJ2YsYOpxfvPiwgGvhfkKB0UZNT11XE7252KIiMhDuRSRGJeC+Ez5tgBoLHNPashM01eglF9qYb/GFqNBmzO8f3ebdRKqMFpKF5gCq4+Wqw+DpXIm0iAawMo2V2gXBK6s0I1JzmqWMMDogkpYFhyf4c+H15pPSE05loBTI77RBpTyJwa8jwr/PbNBz2xQppTTZzrrkOC1FqX/EML7C+Sinz5fUCUdMwhab9uRh+id0mYdTjfR2HEAjaVdoYx0Jwv1ih1wEGBmWEvS4lMuqXK3YtxpAcR0c/Rb6DppMJ5aNVBT0XQPic+ro/G5hzI7RTs8Sha3WS6+4SoEciuf+BcNHnhbSezKQkwpwyOXiI3xRixQaUG/dVcESBVrx0MeUhH2GuZtUO3fPOkhi8wc+Mm1wN9tUVBHcSi2p7y0mRFJGh1NMnmcPZB8nP3lcyUIFKLMxVBa1QPVIsqEgmwIgw0w854hjmsnnfBONlOeRNedjiMv930awVQuGsRgd/OU/djddhQCF53nrWrbSvAqhvzdN/iKWEypz5bAj+qZN93+oOQQRzL01ApxaSUkXWoU4MsMpheA5q19jsS94nbrLzwqlt1KPRdFsg+fVYlZm4YkRmTVbZWupjAXu8jcGUyvF089z4EObX6PZAOrw0M9vTGC69evwCAEkx8heUgeiFeQLuDgwAufY0p8vKDiT8MqjMSBnZrFpLF103ciQbGym37ic42QdniWgA0poBBaeS0DyXls+5jab2RqVippEPBNVj2rvvi/FgATrsD5JZ82fsemfBZiDd48+0pSeQmOnrBJx6Pnzt2t1jW+R4qtx6pLC9pxlIGkPKIooHYNnsf8apNyZWsG/DN0A//mkA+ItxE9iB2Iw827pzjp0MbRFaUu66ZyRxDBty3p3EjDxL1jPBNPUm6BX08hzoItc9BHUjuD4jN9Ng8+j5h1jTcKp+IQBsSnMoZhkxOcfjRQ60e0IzXiDkICy2jwYEz99XNudCtASYXf0DFwFQHGrYABxCJ0WcQLYNct+LRpmPxgNCeODY8R8C7FwgdviJz4gg6SPw6Dc2Bu9lHZ0pckFuKnhzesB77AHQfKhrpgRVBQ8NjU5ZtwTkZEV5qfbviSNOVjZulBJTX1lKf4Yq2J0nHi0Y2HmOtTMjZi9ft8XZBn36PkKZDi5W8y5FwuCxD4kK6vcOIxTMrqD4plnKOx1dJ3xozY0RoZCsUqKOvfm+zLZISpSrv5yqf69HJ4gu4JA/k5UexkQpRb1WrcT3RkdjqqwuBH0sS7g3diCL92eInnZDMdkEb7dGjXKwSJ1Y7jfX+Psnfu2vLPzSgp1GJtD23FUHTdvf938f3q5zv89zi5+d7rTtbrxb8yLn/278CbTFy53V/ryLpu33AAsMEAN+3ZdEYDkpkt/dO4YDRQFcVk4Uzl9XCL4wsYry/XkDkaqXjL5ECjIBJaauYTa8EMyRfzQg0vPzI4sorxjQuKofmh4cK49SUkNmItwOIu3rlgWCMKlscycKo0t3mjmpjA8wZafegj+nvXXsSBmVXVUfXAEbpwyL6iQKnY6z8c+LeWL4c2G7Y2BPxj1jhZpOWoTvj7zE5WyJfJAFiZbJy8IzYMkvTnc2L9XJYt0fQSF2dZPtbiCZmL25xyesbS/jHwvoGtQjQhm5MAY7+QcJbO6WfmjXaS7A4mDVNziD6KF9LuMEU4tqF0I95LiHMfntd5gWpwxSp994RIgJ3CrthCYMHamIHQ8HVGfmrM6BeKoRMBRR+wiCdbDpeZRyYOh4/EEqfaX8oqz9luzgHz8XnHL8SaOi4Re+DyAgzg2pzvactZj/WRx2RxrDA2LsaPb0nhsgzWRhcU32UG1ntf7PZro8dSx+8sNJKYGZ+HqNnHRPkDHQrwh0QyDA2nxbAx9YCG5YIWETcoV7stCl1ObuOl6uVk6H1VAsCc55ShhIUA6elRFXgkbq32niObCkso6lMocZcMqsF21iPw9SD6drC2DpacbybFvxfTt3QsolpQtqiQlhMUC2VR4cQcFt8iSWF4wtBNQAf6/Jt27ilYvZ9aZBus5X7JpYafJ9hRNrjTaZ6M56zrmNGtOv+co9TF2zoe586X28//3J2NjpUgzAYHeMydb7/+yqn50uDP4mxRmEFSlugXMdov797S3p2J1WV3Pd3LbawJdJy/jHh0bYrrdckXWsX1l9I8Hcta23slFSxbEmzIJkF8gUD61Vfms+4N0oENZrVuSwKqSUd2HhfuFgPbAkSaL4tKdJbpnuExTnBQ5MWmxRsqLNC0PZ9fUZCAbpzoRfaK4XCUQhWzSM69Qu2BoVZ7ZB6rNbgWwIsxERS6sih+n23CDMYBjaw1YR07y7ZrXsCOfQ+T+iq+YFqVNpUJ5k6C3ne9Ag6gIzmldahd8SgBYPqhBQ8QKekaA9621asaLVSdYIMladVaSkAgeidmkGvmsBrIcRahvJZ0OQQDGOD04ZdukmPuTmjWa+FhX5q3dgpooh9ZW+LvrvcCpA58u/7Rv812WcGGIhQCP8itIraNcnABcranTqJnMNRMUlmIZmUAxnDIr5+Mn2p2+c0H/KGyJV3Qlnm8nYUYzxGRvx9v39/4SQTKrXe5149k/i3xBJRGm6h6Ekdk3F+kWm5KDO1uYsIHEWxdf1kzl5gt59QcGpB6GUhBMh13YNiW8tGpXLGFrxiFp/gMqYz6aLUwXE4hQiM4sv/lT3zbi1R7L6docL1Nwd87tz8o8GavmHca4Td7/PF71hzOfCqyAiG9WQpsWL3v/O+9JQ1wbO8drgeJjxVNlS6NiCvtvOZ2+teqjBQvQadYKy8DHrgNdXCN3o6nJqTjMOce5E6midIVug5enYlHfUv2MMb1NNtPhOrgCEF877+i+GvxypY17bxtN9o6gHm8o/0hXCJUKcwWIpDRT4w33q1yAOJYDPUh22XkfXV9Hm7InWPRIvXanjYIZrxtX5fSKFYrQ/xVFZqq4lASvb2aPZQraQFxRJCqi1Ob+1HE8qC6+6kTTpigU7WoInuHMIescDZk9PDSaAoG4ugoQa6OzEJ0bQCr00OIXdbd+T3bX4PpTfQIuPYE4j2srWnUaQNU6f6zPgj5QVZuYm+Le4WSdwSMfyhCx/SQNoek3R8TBgzoueVfg49BbVqtp/CNp1Felj500TQMzSzBz/uhxp8KvZqoDzkkVS8z47A/pPf7JmpYEC9VLVHdmN/XGlw/UEdCNfaZI2ye46Nxqz9SneOGHZH5bLJpIN4vCS9dQxs3AHurrLx/L4R6ejHW6TD2ODG37r8Wq7uanq5IP7ictl1VJBAHf1SDMk59b+U2PS7Ki9neNdEkyLMHriJ5FaZrmHi7r+uwvlOiX897h5eIqNOf5HLLbhZx7N8OKc3Yu/t52Ad2h4LzQ36ckeBpcqnjxQ2AiA/dao1i9BMtbXgrPQ/ecq3DbzOo4vJJwKGe0jYERxs+m6Lw+CHruiLdEGOuuuZMKjnEP0+E0IyJ5oU+HaA3woRcQKrgoAb9GKgK1+HXrO/aKCk3pNABkZKR6tUtIsmM5O3OdTXDyS6YhyoNFDopmDw2DqAr9xQzOIEPevV+fHVfK7NIwrFebmWsbsqS3XGcC0bkSo4HlQgfjmOxqGFFpnla7r4RGBpURvP3ekGNUGU68ObMgLwh9OLyQSkN2PdoQZGdi24qTSLv0yBwW5hRZNgN+srDRaKpxIieJbjv4sZqQtYPqiAabRW5IZTjrG5oXT9xG4RvPA7dd6BMkpdJTojUGN0gWnn4oFBgcpAiC2VA0DHWDuk0lV61c5rr/pyYWehwFqh/Pb1aa1vCNZaWM1ieQ8s17E66+Y2Lm13GefgpIuOZMzAP16/+3jbyxXZ4VFySRdTs7jeiDnqW12ICGX9AXLIg0Y5iDTAWTr1t/5nrftTw761jEjlmD9v1O86eaXtwJLxHhcr6ZX7yTHlbitPeuOJa4yygn1MiZAKNjDXfSvAIEe8U+Qz5PK5Y+hOPxDYijZ6UjEwyrMcbBoDihzVLy8QHS5+ADB6SPiZFOwMZxifKgiSh40KiHkecal4h1q7oYsz7uktp/hOvZ7JN3X4ZYhPoRvKxX37f6uHC3xVYqsq+syMdnttjHHO+NuVVV/RQzvUZVz4O3znGvoDnF/R842dlpCjEuYqiNx50KaTKdwdESQJMERkvOFCsnMMvVegYZj5Ab1ch2c+eLwPNfDXWvSDXxxdHDCCHaXuyxbAUwfYcnJJ3AORO7Lt2nGOR1dqiwYIUR0S0niXZb7XWqZbPUCTdx7q/jexRuLRVr+viQJ71xkCHA5+fngv2NXf12aMLceZN5NowAacGNGbzlGdIUVZzDpbXxNC3v9lqsiei8cpTe5iUHSDiB76ujez3TOdBB76eAyOcIg5rE83BiDmvM9PbQNOj90H4rnuWZIGEPkAaop1gEYGah3jC5PMGVBN+ELa76uBW49pemhFPkSwf1zaloxrepkQgxy/st7G1+LARfiHNbjzFiyL0b9VBjO1ZCFbPOYgXDKJwe2UoswpPe4CSpmYCBy3lIbsR4EspLnHl9/FqIloNWzY9Knp3Y2h6CyqqRm3B3G0yJlhMQff9K7ULm5XxGDMHK7dxjUkeO+9zOcY4OLx/f6wlnLptCwBbLKjVpxqQ2t38LdhjJ2Yyk+eHRsWCIzHzvmNQa4GBdp8k8sj2Sxq7P91bcQ04iiEOlhVbV3HBuKuI1zJFOqLkCAN+uUE1+58oCY98Na4ZTMIV6a4lEE3U2xUBRyHJ+ClKNUDBmANWigt8ZCDsSjxrmZFKP4CPpq71Onp4kJkeD0KdJu07zkIhmFgjHayN9YeaMChUdAre6mNm1lLOanPz4mAW8wnN1K8v5nL8a5rbYcf5LnsjNBXH6NdLegGaLYprTjN8oeJASLahejYdCRlsfnfYTdFCfLzkvKcNMPFpZdsOqE/TLszVtB40bn7K7ZaW3krLt1ieKm1hVcYWKE63fAPuwsjoKK1YRjljs1b1wOKHOQ9g9+zKN5TUAAaiP8Q/nI6LmXDJDuZrUFvNN8jQEDkklFFVg5UCZ+QvzSDKyFTCltS8QzjkI1x0nx/dHttBDu9DOlzJK6tctll5J51+4KifA6dLTqGMKoOMb4l1pw1Zeh76L1oMlyjQ6k4dpHEe3mOd9xo3h0EdRoyt0ghYpn8XBuRjO4p+meBVuYyiO7sJecm7+I38LexXUMiH4FFayiNUUNNHeyDJ+rt3Vvw1L4MrsaCtAQfbgntqBlhCsKkC1PmLI1/5M9YK44puW/O9LniZEXfItSXjoZHE92bBuXBTOay0BUw2XfvOEdxEguk1Eb8ZoW6+cNTKRf1sXF2QCCht6FjIxJtRvgk+V9AuBOUJoUhrnAnBGdJWvvvb3W7SWidqKQOk9SkZWqZ4fsKQPos88GzqwKXFKlMTgB1y2UaFbaZEIz6BDlmtOBcTcj2rMqWCSBvzdQ7xG9xeGMJFk6sZy4umMgfrU8DGdBO9s8FW+v5QqTgkKxZmh4XHMfg5dK29AM9ZuLlzE3vjDqidfK5zz1lhNROeojX6lkmvjezs8C4w9JvIvZFeRoaf0t61IkMKAkDcEIL2mKWqGIFDRD0hPDq7wYVH0XpejCNUXe7GWfzPyePqsyg078eUTLKHX7YuKe2DkQE9sOQSsNe9b3l2RTmehVnZqahKy3//AV6DNDzYU5MO8dTxJfFk1avTMFG4akj40sws0bowsaSnOUnOmuBXs2XtrT4vXKla7fQCDL9AszH1EkubUU0suv24x8y/ExJt63NKOVXODcc4OqsFbo62Zbkz/D5R9y5FUW0Roo9Qdzftp0T12lT7vxcmW9H+/ASCPa2bkz1kGwT4JGFnocTbH7yIRzjnnrp8AQZFA7TZ6bLT+K3JYYlPCqZ7UanTqTdWJ9lr9tK9oTb0oM5rYgj/6Oas9ttG4bB6JyqXrX3f+ABxmEPuDCEkhhJ962zJIrmn0zS7kW/vuJbV15LIZHYN2WiPxnKWy0StFB3AI3HyPEBbQQvmxnM/+TkASV7pY+7Gy5cvuVfcs4jUpNdq9OEyOeejxzgNxQaiIosrFbR7WN8//2aaGtVIQy/fMvRHuQBdzQzgsfEdwX4kM29avFJTWeiz1WeIcskVYY5wBq6onTbhoduk16qpy6He348oERDvBmZRlPj2McxYL3AyePEijrKiBuaCOSWhl3udJW+ZuF3QcbDsJVtiDE1InE0n8kPlINW2zaPnRqTLXlPwCzUr4r+3HGhw6jmrJ6GkXkjrj87z1exsHP5wBA/Iq1CsbFva681PUzLRPncZuZ4QRjG1u+f4Oite+2S/GVJ624uPxJqWPcorS/A+Skzfv8/sF1m8FSf6uWMUcp0QUsATGGfncDyHmEjEjIezQhBjFmazBIhRyvDRHYboLmE5pReQkblWadyfmnS6B+E8f6MpJj5vfoa7Hs+iF4xCfkUaERvQn7p9VXZzlJj5irzk2o46f5CqPmVt49bdM7vTkyllpYxQLCMHyPFHLKdwE4hLNmSnDWNCMhjK0FGSJ8aQpOi8YSZ4UFcIcuMjSEqXHHGMn+mSYfmXtFHHVOUZBIFCb3OWLXQaJUDjXafIJTZvwTdlABNa+EwlNKBc3aFoX8Ep/Zdn51e7IzTYlEaPxBRGJlPDxFxlVce53XuudsGco59zLUAzrNi728eRdQb5420R/vFXBZosUiBrJIehj6HLAlLjqHoGFWGfp8NRXlPqTrPXD+fUxZioqsOCxBBY51t1qmZy3wDdokCqlXDnsbdwq9efvG42Ko40Dyyw0QhOGZehzDhOvahqoQ9IyUd6oFER786l48WO2yda60IMzScKbO833TGFZgYjs6zwJt1cEiuj7ugv6Eh6UQvn1P3haiWla6ilr7QiFBay4h75Sk4Ln8296Zil6Pppsb1GPwT6bF0aNGfxnPfM0Z9eifX9h2JjUbziMLUAt2WNg/bp0KNvW5ZO74lg9JbS1H1imZniU667RO5vacRgQWKXiDzMees+kbUwf4WE0WhDai27GqwpgMM4YnTAeFwNcgcJbcnAa9PtwzQfEbseDphO4IzgCHexdTwwON+BAGU3y+MMMML7Yof6f+OoMt9Y5KTCTN1rC84OnpeI7r6DbEBFbDAZYngUjhORBRoeVMhXqtSuKjezpOM61PJRmn4RV5/CiThAtOfjbrexKneXShN+uxEzM0Slp0Ki4ZRNDc1tMwhYQ6m8+3DlU1Xmaj6YSNUskZajXrgPDq/xjG2HcJ8hCe3GQkG9FFYXK1Ed+AvqT02M+DnywAAAAAASUVORK5CYII=&quot; 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}&quot;&gt;Even among the more technically astute, something seems to have gone linguistically awry. Machine learning researchers compare their LLM hackery to &lt;a href=&quot;https://transformer-circuits.pub/2025/attribution-graphs/biology.html&quot;&gt;the life sciences&lt;/a&gt; and &lt;a href=&quot;https://lolm.ohrg.org/superposition&quot;&gt;quantum physics&lt;/a&gt;, as if the terabytes (petabytes? exabytes?) of numbers operationalised in unimaginably large data centres bear more than a passing resemblance to the atom bomb or the human body. An agent orchestration system called &lt;a href=&quot;https://docs.gastownhall.ai/&quot;&gt;gastown&lt;/a&gt;, a kind of tool that many if not most software developers now use when coding, developed by an &lt;a href=&quot;https://steve-yegge.medium.com/&quot;&gt;industry veteran&lt;/a&gt;, likens agential development to the Wild West and rhetorically reduces agents &lt;a href=&quot;https://steve-yegge.medium.com/welcome-to-gas-city-57f564bb3607&quot;&gt;as if they are low cost workers in a factory&lt;/a&gt;. (Gastown has more recently been upgraded into &lt;a href=&quot;https://gascity.com/&quot;&gt;gascity&lt;/a&gt;, a framework that markets itself through the nauseatingly capitalist byline: “Your software deserves a factory”.) A respected VC investor and market analyst suggests thinking about LLM chatbots as &lt;a href=&quot;https://www.ben-evans.com/benedictevans/2025/1/the-problem-with-better-models&quot;&gt;a shortcut to infinite interns&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Let’s take a deep breath, and think sensibly about this language for a moment. If we metaphorically manage LLMs schizophrenically as slaves and masters, workers and managers, interns and bosses all at once, their miraculous but &lt;a href=&quot;https://karpathy.bearblog.dev/year-in-review-2025/&quot;&gt;jagged&lt;/a&gt; ability to comprehend and produce language is abased and apotheosised, all at once. We end up talking about robot rights and &lt;a href=&quot;https://en.wikipedia.org/wiki/Roko%27s_basilisk&quot;&gt;relitigating Pascal’s wager&lt;/a&gt;, rather than exploring the real potentiality and potentially ethical possibilities of working with LLMs.&lt;/p&gt;&lt;h3&gt;Re-routing the flight path of AI discussion&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I can understand why thinking about LLMs &lt;em&gt;simply&lt;/em&gt; as machines leaves a little bit wanting. LLMs’ uncanny ability to comprehend written text and execute real virtual tasks on a computer when strapped into a &lt;a href=&quot;https://magazine.sebastianraschka.com/p/components-of-a-coding-agent&quot;&gt;coding harness&lt;/a&gt; isn’t something we’re used to thinking about as mechanical. Their actions are often not reproducible, and they can &lt;a href=&quot;https://www.bbc.com/news/articles/cz7dl7w8y7po&quot;&gt;abide by the letter of your law while utterly ignoring its spirit&lt;/a&gt;. I recently referred to my ‘agent orchestration workflow’—the going industry jargon to denote a specific configuration of LLM use to assist your digital work—as a toolkit for &lt;a href=&quot;https://www.ohrg.org/taming-jagged-intelligence-with-beads-and-jj&quot;&gt;taming jagged intelligence&lt;/a&gt;, because I think there &lt;em&gt;is&lt;/em&gt; something animalistic about LLMs. Perhaps this something is that, like animals, we are vain to consider that they are actually ever under our power. As &lt;a href=&quot;https://drive.proton.me/urls/FD82MJF990#NLXpQ9gIvm0C&quot;&gt;Gerard Wajcman argues&lt;/a&gt;, we project a kind of perfect world onto animals of many kinds as an imaginative escape from the travesty of humanity.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-3&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; It is a fantasy to think that LLMs will obey our commands perfectly once models get better, as language is an imprecise instrument. If LLMs exhibit anything that deserves to be called ‘intelligence’, it is of an animalistic variety: effectively opaque, imperfectly captured by anthropomorphised vocabulary.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;With this in mind, I want to throw another metaphor experimentally into the oversized soup of AI takes. What if we are better off &lt;strong&gt;thinking about LLMs as birds&lt;/strong&gt;? Birds can do many things that we humans cannot—deliver messages by air, glide for hours by &lt;a href=&quot;https://mitadmissions.org/blogs/entry/how-albatross-fly-without-flapping-their-wings/&quot;&gt;locking their wings&lt;/a&gt;, fly, etc. There are also many things that humans can do that birds cannot. We are not, however, imminently at risk of a bird uprising that will result in humanity’s extinction (to the best of my knowledge).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There are many different species of birds. Albatrosses can fly for longer periods than other species, and hummingbirds can hover in place through rapid wing movements. Almost all species of bird in my native country, Aotearoa New Zealand, are flightless, as given the lack of mammalian predators (before the arrival of humans on the island), rooting around with long beaks in the New Zealand bush was a surer-footed way to find food than searching the skies.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Rather than thinking about LLMs through the mythology of ‘one model to rule them all’ (the ideology that frontier labs are pushing), I suggest that we’re better to think about how to cultivate a thriving and diverse model ecosystem in which many species of models coexist. Massive models may be useful and even environmentally justifiable for certain tasks, such as finding security holes in critical infrastructure. But smaller models are already sufficient for many of the use cases for LLMs such as codebase reconnaissance and harness engineering. It doesn’t make sense to use a &lt;a href=&quot;https://www.instagram.com/reels/DX9mKxzRbLm/&quot;&gt;Harpy eagle&lt;/a&gt; to deliver a small note when a carrier pigeon would do.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As this metaphor already begins to suggest, analogising LLMs to birds also makes the art of taming them appear as an activity that could be artful and personal, rather than necessarily industrial. What if working effectively with LLMs in our day-to-day lives is more like &lt;strong&gt;falconry&lt;/strong&gt; than &lt;a href=&quot;https://www.panmurehouse.org/perspectives/articles/adam-smith-and-the-pin-factory/&quot;&gt;producing pins in a factory&lt;/a&gt;? We can send an LLM off to do certain kinds of work that we trust it to do well, while being cognisant that its operation is always subject to its own obscure and animalistic impulses, at least to some degree, no matter how ‘well trained’ it is.&lt;/p&gt;&lt;h3&gt;From beads to birds&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;LLMs are excellent at implementing directed workstreams when strapped into coding harnesses. The issue is working out how to give them a structured set of directives so that they don’t exploit any unspoken ambiguity that might lurk beneath the surface of these directives. It is also important to track the work they complete so that we can both evaluate their work at reasonable intervals, and roll back or redirect them when we notice something amiss.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Sanguine use of a version control system (VCS) such as git or &lt;a href=&quot;https://github.com/jj-vcs/jj&quot;&gt;jj&lt;/a&gt; smooths over many of these concerns. So long as LLMs can package their work into comprehensible revision sets (‘revsets’), a human can reasonably both follow along and steer its course with a good amount of granularity. In order to queue up new tasks for LLMs to have a go at, some kind of issue tracking system also goes a long way. The hitch is that neither git nor jj provides an integrated issue tracking system. A VCS lets you register work that &lt;em&gt;has already been done&lt;/em&gt;, but it doesn’t have an opinion on how you line up work that &lt;em&gt;needs to be done&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Beneath the capitalist tropology of &lt;a href=&quot;https://steve-yegge.medium.com/gas-town-from-clown-show-to-v1-0-c239d9a407ec&quot;&gt;gastown&lt;/a&gt; and &lt;a href=&quot;https://steve-yegge.medium.com/welcome-to-gas-city-57f564bb3607&quot;&gt;gascity&lt;/a&gt; (the AI orchestration systems built by Steve Yegge that industrially adopt and scale agents to try to build software), there rests the germ of an important idea in &lt;a href=&quot;https://steve-yegge.medium.com/beads-for-blobfish-80c7a2977ffa&quot;&gt;beads&lt;/a&gt;, the queueing mechanism for those bigger, more chaotic systems. As Yegge correctly notes, sprawling Markdown plans are a terribly unstructured way to keep an LLM on track: it can execute more complex activity in a reasonable fashion when given a dependency tree of atomically specified units of work.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Having worked with beads almost daily since November 2025, it is hard to imagine developing software with an LLM without something like it. Beyond allowing me to queue up work for agents, it also acts as a local issue tracking system across every codebase that I’m working on. The set of open beads across all of my projects represents all of the work that I have set out to do. Beads has almost fully replaced GitHub issues as my per-project issue tracking solution.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;But the divergent philosophy of software development that beads was built to support has started to grate on my everyday use of it. Beads are not intended to be read by humans, and the &lt;code&gt;beads&lt;/code&gt; CLI is not intended to be used by humans. I have been using the excellently named &lt;a href=&quot;https://github.com/chrisedwards/abacus&quot;&gt;&lt;code&gt;abacus&lt;/code&gt;&lt;/a&gt;, but even through this better lens, the experience of inspecting beads with human eyes constantly reminds me that they were designed to have a jagged intelligibility. Beads are supposed to be parcellated directives for a factory line of interned agents.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Birds are a conceptual alernative to beads. Let us think of birds as agent-ready units of work, analogous to beads, but designed with human legibility as a first-class citizen. Birds could therefore be a reconceptualisation of how to solve many of the same problems of keeping state while working effectively with LLMs in the software development lifecycle.&lt;/p&gt;&lt;h3&gt;The art of falconry with birds&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Let’s recap. Imagine that LLMs are not interns, workers, or superintelligences, but birds. These computational creatures can convincingly, stochastically parrot human language in the form of text and (to some extent) audio. We can also trust them to execute certain kinds of digital actions, just as we can trust pigeons that have been trained accordingly to deliver messages tied to their leg, or falcons to assist with &lt;a href=&quot;https://en.wikipedia.org/wiki/Raptor_rehabilitation&quot;&gt;raptor rehabilitation&lt;/a&gt;. I do not offer this metaphor to raise concerns about whether we should let the LLMs fly free, nor do I think of domesticating biological birds as a practice free from serious ethical concerns and questions. What I do believe is that an analogy between LLMs and birds captures the spiky capabilities of the former in 2026 (their ‘jagged intelligence’) better than an analogy between LLMs and humans.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As I have already suggested, if LLMs are birds, coordinating them to assist with the labour of software development is something like falconry. Instead of a cyber Charles Babbage, a silicon superintendent of the industrial information factory, as Yegge’s &lt;code&gt;gascity&lt;/code&gt; positions her, I propose that we reframe the effective software developer in the age of LLMs as a master falconer, an algebraic austringer.&lt;/p&gt;&lt;img 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&quot; width=&quot;1448&quot; height=&quot;1086&quot; style=&quot;display: block&quot;&gt;&lt;section role=&quot;doc-bibliography&quot;&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;ul style=&quot;list-style-type: none&quot;&gt;&lt;li id=&quot;loc-2&quot;&gt;&lt;span class=&quot;prefix&quot;&gt;&lt;a href=&quot;#loc-4&quot; role=&quot;doc-backlink&quot;&gt;[1]&lt;/a&gt;&lt;/span&gt; G. Wajcman, “The Animals That Treat Us Badly,” &lt;em&gt;Lacanian Ink&lt;/em&gt;, vol. 33, 2009, Accessed: Aug. 21, 2023. [Online].&lt;span style=&quot;white-space: pre-wrap&quot;&gt;  &lt;/span&gt;Available: &lt;a href=&quot;https://www.lacan.com/lacinkXXXIII7.html&quot;&gt;https://www.lacan.com/lacinkXXXIII7.html&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/section&gt;</content></entry><entry><title>Cycling typing</title><id>https://ohrg.org/cycling-typing.html</id><updated>2024-11-13T00:00:00+00:00</updated><link href="https://ohrg.org/cycling-typing.html" rel="alternate"/><content type="html">&lt;h2&gt;Cycling typing&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Last summer I got into cycling. I&apos;ve long been a standing desk-er, and going out for long &lt;a href=&quot;https://www.whoop.com/us/en/thelocker/why-zone-2-training-is-the-secret-to-unlocking-peak-performance/&quot;&gt;zone 2&lt;/a&gt; rides and wondering what to think about made me wonder: could I work at a desk while I cycle?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have a stationary bike trainer, so I first tried the obvious thing and just slid it slightly under my standing desk. This made certain kinds of work doable– watching videos and reading articles– but it makes for awkward and uncomfortable keyboard handling. Even reaching up to hit the &apos;J&apos; key to scroll down on the browser (as I am a &lt;a href=&quot;https://vimium.github.io/&quot;&gt;vimium&lt;/a&gt; user) interrupted the flow of thought and poise. Attempting to engage with content while cycling also made me realise that these small physical interruptions had an outsized impact on my ability to do anything meaningful. Videos and podcasts were doable in this MVP, but it left a lot to be desired.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A perspicacious user on the &lt;a href=&quot;https://www.acquired.fm/&quot;&gt;Acquired&lt;/a&gt; Slack noted that my keyboard was from the &lt;a href=&quot;https://www.zsa.io/voyager&quot;&gt;ZSA ecosystem&lt;/a&gt;, and pointed me towards the &lt;a href=&quot;https://www.zsa.io/voyager/tripod-mount&quot;&gt;tripod mount&lt;/a&gt; for their Voyager keyboard. These are essentially two magnets that attach to the backs of the sides of the split keyboard, and as such allow you to mount the keyboard to any standard tripod screw. So I bought a couple of &lt;a href=&quot;https://www.amazon.com/dp/B0CLNGMHN5&quot;&gt;basic camera clamps&lt;/a&gt; and waited in anxious suspense for the parts to arrive.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;iframe style=&quot;width: 100%; aspect-ratio: 16/9&quot; src=&quot;https://www.youtube.com/embed/LXfCXLy2Xz8?si=n-Ljb44b_Q9X-d84&quot; title=&quot;YouTube video player&quot; frameborder=&quot;0&quot; allow=&quot;accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share&quot; referrerpolicy=&quot;strict-origin-when-cross-origin&quot; allowfullscreen=&quot;&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;After some basic experimentation, I have found that the most comfortable position to type while cycling is with the keyboard angled down at a 45 degree angle, with the orientation pointed slightly inwards (i.e. so that the lines from each side converge at the frontmost point of the front wheel). This allows me to rest my palms on the handlebars and to extend my fingers pretty naturally over the top of them to reach the keys. There is definitely a bit of wrist awkwardness palpable in this position, and I aim to experiment with other angles and positions as I get more comfortable with the set up.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;But the basic approach has opened up a range of other work possibilities while slugging away at zone 2. This article, for example, was entirely written, researched, and hyperlinked from my position here on the bike. (The only exception was when I had to stop cycling periodically to reconfigure my webcam to show the full context of my bike– and to take and link a photo below; and to actually upload the video.) I can code with almost the same fluidity of computer navigation as I can when at my standing desk.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Note that I am a &apos;vim everywhere&apos; user, meaning that I context-switch and browse web pages entirely via the keyboard. I only occasionally have to reach up and use the mouse when stuck in some janky context where I haven&apos;t yet figured out how to enable vim shortcuts– as is the case in switching the OBS scene in the recording above.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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&quot; width=&quot;2000&quot; height=&quot;1500&quot;&gt;&lt;/p&gt;</content></entry><entry><title>Deconstructing Urbit: The Politics of Software as Infrastructure</title><id>https://ohrg.org/deconstructing-urbit.html</id><updated>2022-02-21T00:00:00+00:00</updated><link href="https://ohrg.org/deconstructing-urbit.html" rel="alternate"/><content type="html">&lt;h2&gt;Deconstructing Urbit: The Politics of Software as Infrastructure&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The following essay was originally written as a contribution intended for the Routledge Handbook of Architecture, Urban Space and Politics. I proposed and drafted it in early 2020, and then submitted it for peer review. I returned to work on the final edit in July 2021, having not thought about the work for some six months, and noticed that a new paper with a very similar thesis (and deeper research regarding the neoreactionary intellectual genealogies) had been published in April 2021 about Urbit. Not feeling equipped to update the paper to adequately reflect and build upon that work, having moved onto other research topics, I withdrew my chapter from the publication.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I make it available here as a &apos;preprint&apos; in the spirit of sharing unfinished academic work. I am particularly grateful to Nikolina Bobic and Farzaneh Haghighi for their close reading of the work in its draft stages, and their understanding regarding the non-publication at the time. Thank you also to Chiara Ficarelli, Francis Tseng, all those in Brown University&apos;s STS reading group for their varied contributions in form and kind. Thank you also to the reviewer two of the first draft of this piece as it was originally submitted to the handbook, who put much needed pressure on the more extensive use of Lefebvre&apos;s ideas that existed in early drafts. All editorial and formatting mistakes are mine, as the piece is slightly restructured in comparison to what was originally submitted for the handbook.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;a href=&quot;https://lachlankermode.com/live/2022.09.21-deconstructing-urbit.pdf&quot;&gt;Read the essay here&lt;/a&gt;.&lt;/p&gt;</content></entry><entry><title>Associative Archiving with DEVONThink (Part I)</title><id>https://ohrg.org/devonthink-part-i.html</id><updated>2020-02-28T00:00:00+00:00</updated><link href="https://ohrg.org/devonthink-part-i.html" rel="alternate"/><content type="html">&lt;h2&gt;Associative Archiving with DEVONThink (Part I)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I&apos;ve been using &lt;a href=&quot;https://www.devontechnologies.com/apps/devonthink&quot;&gt;DEVONthink&lt;/a&gt; (DT) idly for almost two years now. For those who aren&apos;t familiar with the application, you can basically think of it as an extra layer on top of the Mac operating system for working with documents (PDF, images, RTF, etc) more effectively. It has inbuilt PDF viewing and annotation, facilities for syncing documents between computers and tablets (iOS only), powerful search capacities, lateral tagging to associate documents with each other, and– most importantly– a scripting API to create custom workflows.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I&apos;ve recently been ironing my reading, writing, and archiving workflow. It&apos;s designed primarily with seminars, essays, and book-length projects in the humanities in mind– but I&apos;ve tried to make it general and flexible enough to work with other contexts, such as scientific reading, as well.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This is a two-part post. Here in part I, I&apos;ll present a specification of how I want to read, write, and archive in abstract terms. In &lt;a href=&quot;./devonthink-part-ii.html&quot;&gt;Part II&lt;/a&gt;, I&apos;ll detail the way that I&apos;ve configured and customized DT to implement that spec in practice. I hope this can be helpful/instructive for some folks out there who similarly work with networks of citations in reading and writing projects, or who keep a personal archive of PDFs.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A note for readers looking to use the configurations and scripts in Part II: DT is not free, and it&apos;s Mac-only. (I&apos;m looking into virtualising it so that I can run it in Linux, but that project is yet to begin.) There is a generous 150-hour free trial, but after that you&apos;ll need to make one-off payment of $99 USD for the standard version on desktop. I&apos;m more than willing to pay for good software like DT, and you should be too. Developing and maintaining software takes time and effort. I&apos;m very grateful to the folks at DEVONthink keeping up with the community, and keeping the software feature-rich and flexible.&lt;/p&gt;&lt;h2&gt;Projects&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My archival philosophy is built on the principle of projects. At any given time, I have a number of projects underway. A project might be an idea for an essay, an essay I&apos;m actively writing, a coding project, a reading group, a talk I&apos;m preparing- essentially any undertaking that collects together relevant links, quotes, notes, texts, and other files.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;These projects much more actively organise my archive than perhaps more familiar taxonomic concepts such as author or date. When I&apos;m reading and writing, I store relevant information in my archive according to where it&apos;s going in my work– in projects– rather than where it&apos;s coming from. Say I&apos;m reading a book, and a particular paragraph sticks out at me as a relevant reference for an essay I&apos;m writing: I want to save that quote (and perhaps some relevant additional thoughts regarding why the quote is relevant) in the essay as a project. Provided I can get back to the correct page in the source document from what I save, I don&apos;t need to file the entire book in the project; just the relevant quotes and my additional annotations.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When I go to work on a project, I can bring up its file of quotations, annotations, and my own personal notes. Quotations are hyperlinked to their source text, so that I can go to its origin to cite or further explore, but my main project workspace is a readily-accessible collection of relevant quotes and notes.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A single note/quote could be relevant to arbitrarily many projects. Notes can exist in a project without a source document, thoughts that occur to me in the course of conversations and everyday life. The source documents might be either a PDF or a webpage. (Hardcopy books can&apos;t be hyperlinked, so quotes for these are just traditionally referenced by page number).&lt;/p&gt;&lt;h2&gt;Project workspaces&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When I open up project workspace, I want to be able to easily and immediately view all of the relevant quotes and notes. I want to be able to dynamically search through the workspace in a number of ways: for particular text, filtering to only notes from a particular book, only notes from a particular author, only notes written after a certain date, etc. In other words, the project workspace search is where I need the more traditional taxonomic notions to organise my files. I don&apos;t want to have to click through nested file structures to get to relevant notes, but instead be able to flexibly filter and compose notes.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The notes in projects should contain everything I need to use and expand the thought in a project. The project workspace is where I sift through these thoughts, putting them to use in the project, whether that be towards code, writing, conversation, or whatever else.&lt;/p&gt;&lt;h2&gt;An associative archive&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Projects are the main way to interface the archive for writing. However, I also want to be able to search through the archive as a whole, without limiting search results to the confines of a project. This search should, like the search in project workspaces, be similarly flexible and support search by author, by date added, etc.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Crucially, I also want to be able to add durable filters to the archive&apos;s search space. For example, I might want to be able to see all notes and documents from a particular seminar, all those published by University of California Press, or all those that come recommended by a particular person. A document or note can have an arbitrary number of these tags, so that it can be infinitely associated with other items in relevant groupings.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This notion of flexible and associative tagging essentially replaces the need for folders in the archive. Folders seem to tend towards nested hierarchical structures of organisation. I try to keep &lt;em&gt;as few hierarchical layers as possible&lt;/em&gt; in my tagging system. This keeps me diligent regarding the tags I add to my archive, encouraging fewer of them and ensuring that the ones I do add are expressive and memorable.&lt;/p&gt;&lt;h2&gt;The inbox&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The only extra capacity this system needs is a clean, clear workflow for adding new documents to the archive, reading them, and then marking them as &apos;done&apos;. I work through documents like I work through email. They enter into an inbox, and I read them there, creating new quotes and notes in different projects as I read. When I&apos;m done, I flick them into the archive. Documents either come into my inbox fresh from somewhere else (the web or a hard drive). Or, if I&apos;m returning to a document to read a different chapter, or to read one again, it might come back into my inbox from the archive. In other words, my inbox consists of all the documents I&apos;m actively reading. If I&apos;m adding a bunch of documents to my archive from elsewhere and &lt;em&gt;not&lt;/em&gt; immediately planning to read them, they only hang out in my inbox for long enough to be tagged with any relevant filters, and are then filed away.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The idea that a document can be either a PDF or a webpage is crucial to how this inbox works for me. For a long time I kept webpages to read in browser bookmarks, and PDFs elsewhere, which inevitably ended up in never actually reading bookmarked folders. Having a unified inbox for all my documents means that I &lt;em&gt;have to&lt;/em&gt; work systematically through them to keep a clean inbox, just like an email inbox.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Another important aspect my inbox is how it works with documents I read elsewhere. I read almost all my PDFs, EPUBs, and MOBIs on my &lt;a href=&quot;https://remarkable.com/&quot;&gt;Remarkable&lt;/a&gt;, where I underline things and write in the margins. When I&apos;ve finished with a document on my Remarkable, I bring it into my archive inbox, and browse quickly back through the marginalia. This practice of &apos;second-reading&apos; my own notes on a text helps to solidify what I took from it, and gives me the opportunity to spin off relevant quotations and marginalia as notes to projects. I have a system for reading with my computer open as well, annotating and typing notes as I go through it, but I largely prefer reading elsewhere (outside, in the sun!) and then second-reading in my archive&apos;s inbox, before filing it away. Similarly, if I take notes in notebooks on my remarkable, I second-read them in my archive before filing.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In &lt;a href=&quot;./devonthink-part-ii.html&quot;&gt;Part II&lt;/a&gt;, I&apos;ll explain how I have implemented the archive explained here in practice with DEVONthink.&lt;/p&gt;</content></entry><entry><title>Associative Archiving with DEVONThink (Part II)</title><id>https://ohrg.org/devonthink-part-ii.html</id><updated>2020-02-29T00:00:00+00:00</updated><link href="https://ohrg.org/devonthink-part-ii.html" rel="alternate"/><content type="html">&lt;h2&gt;Associative Archiving with DEVONThink (Part II)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Following on from &lt;a href=&quot;https://lachlankermode.com/associative-archiving-with-devonthink-1&quot;&gt;Part I&lt;/a&gt;, here I&apos;ll unpack how I archive in practice using &lt;a href=&quot;https://www.devontechnologies.com/de/apps/devonthink&quot;&gt;DEVONthink&lt;/a&gt; (DT) as a driver. As I noted in part I, DT is a Mac-only application, and so in order to replicate my setup, you unfortunately need to have an Apple device. I&apos;m actively looking for linux software that can simulate or replicate DT&apos;s functionality, as my primary workstation is &lt;a href=&quot;https://github.com/breezykermo/dotfiles&quot;&gt;Artix on a modified LARBS&lt;/a&gt;, but I currently know of nothing that compares. In fact, it is pretty much solely DT&apos;s capabilities as archiving software that ties me to still using a Mac for some kinds of work.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Alongside documents in DT, I also keep a personal database of notes in plain markdown, which I view and edit in a range of ways (&lt;a href=&quot;https://obsidian.md/&quot;&gt;Obsidian&lt;/a&gt;, &lt;a href=&quot;https://github.com/breezykermo/.vim&quot;&gt;vim&lt;/a&gt; or &lt;a href=&quot;https://github.com/breezykermo/.doom.d&quot;&gt;emacs&lt;/a&gt; in desktop environments, and &lt;a href=&quot;https://apps.apple.com/us/app/1writer-markdown-text-editor/id680469088&quot;&gt;iWriter&lt;/a&gt; on iPad). I call this database my &quot;PKB&quot;, which is a shorthand for &quot;personal knowledge base&quot; I picked up somewhere online. My PKB loosely follows Nick Milo&apos;s &lt;a href=&quot;https://forum.obsidian.md/t/lyt-kit-now-downloadable/390&quot;&gt;LYT method&lt;/a&gt; for note-taking, and contains notes that range from handy bash commands, to lecture notes, to article drafts.&lt;/p&gt;&lt;blockquote&gt;My Obsidian graph. Edges between notes represent lateral links.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I&apos;ll unpack my PKB in more detail in a future post. I mention it here because it structures the way that I use DT. DT is where I read and seed ideas; my PKB is where I grow them as research. In other words, my DT archive exists largely to service the development of my PKB.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;An associative archive in DT (or another application) can supplement any research output process, whether it takes the form of a PKB like mine, whether it&apos;s a Roam Research database, folders in Evernote, or whether it&apos;s just a good old blank Word document.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My DT setup involves several customisations. Some of these are straightforward, and I&apos;ll do my best to detail those here in such a way that they can be easily reproduced on any DT installation. Others involve custom Python scripts and external services like Dropbox. If you&apos;re interested in the detail of these, or have any questions or comments in general, please do feel free to &lt;a href=&quot;mailto:lachiekermode@gmail.com&quot;&gt;email me&lt;/a&gt;. If you&apos;ve taken the time to read this, I&apos;d love to hear from you! :)&lt;/p&gt;&lt;h2&gt;DEVONthink in a nutshell&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;DT is ultimately a file manager, comparable to Finder in Mac, File Manager in Windows, or Nautilus or PCManFM in Linux. To get started, you create a database, in which you can then store files of various kinds. With DT, you can then effectively browse and modify the contents of your databases.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;DT is superior to a traditional file manager in a range of ways. Firstly, it is conceived as a way both to find files, &lt;em&gt;and to view them&lt;/em&gt;. The left side of the screenshot above looks much like Finder; the right side looks like Preview, or some other PDF viewer. DT&apos;s PDF viewing and editing is slim and straightforward, and much more effective than Finder&apos;s &apos;preview&apos; functionality for basic viewing. I&apos;ve found it capable of everything I want to do regularly with PDFs, including highlighting, adding notes, and jumping to page numbers. If there&apos;s ever anything lacking, you can double-click and open the document in another application, just as you would in Finder.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;DT doesn&apos;t only support viewing and editing PDFs; it provides similar capabilities for most file types that you can imagine: images, CSVs, markdown, and many more. Crucially for my archiving, it supports both .webloc files (which are basically bookmarks for webpages) and webarchives (offline webpages). This support means that I can view webpages &lt;em&gt;alongside&lt;/em&gt; PDFs in the same view, treating them as analogous, rather than having to employ a different storage system (such as browser bookmarks) and set of viewing applications for each distinct file type.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;DT also offers fluid conversion between document formats. I can right-click to save a .webloc as a webarchive, or to convert a webpage to a PDF. (Webarchives in particular are a revelatory format: because it&apos;s HTML saved locally, you can edit it and add in your own highlights, hyperlinks that point locally to other DT documents, and styles as you might with a PDF document.) DT offers a huge range of useful operations: making a new PDF by excising a range of pages from a larger PDF, wordcounts over documents of various kinds, and many others.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Like Finder, you can toggle through a range of different views on the list of files on the left-hand side. You can even modify its orientation with respect to the document viewing panel (which can sit on the right as pictured above, below the file list, or be hidden).&lt;/p&gt;&lt;h2&gt;Organisational concepts in DT&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There are two primary organisational concepts in DT: &lt;strong&gt;groups&lt;/strong&gt; and tags*. Groups are essentially folders: nodes that exist as the parent to a collection of children documents. Tags are more flexible, and less hierarchical. They are distinct tokens that can be associated with any document, and subsequently used as composable filters to view associated documents.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If you&apos;ve read &lt;a href=&quot;https://lachlankermode.com/associative-archiving-with-devonthink-1&quot;&gt;part I&lt;/a&gt;, you won&apos;t be surprised to hear that I almost never use groups, and use tags extensively. DT&apos;s tagging system is what makes it so effective as an engine for associative archiving. You can filter for documents associated with one or more tags in any database:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In addition to basic filters, i.e. for documents that are associated with a particular tag, you can compose arbitrarily sophisticated filters over a database to retrieve matching documents. These filters can make use of document tags; but also all of their other metadata, such as date created, date modified, document kind, to name just a few:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In addition to this metadata query language, DT provides impressively effective full text search. This operates over documents of all kinds: PDFs and webarchives alike, any document that has text that DT&apos;s indexing engine can pick up on. (Certain versions of DT also provide support for OCR-ing PDFs that don&apos;t explicitly contain textual data.) Combining this with tags, I can query for documents in DT using arbitrarily complex directives, such as &quot;Give me all PDF documents authored by Jodi Dean that contain the word &apos;manifesto&apos; that have more than 10000 words&quot;. Results are ranked using a scoring algorithm, so that most relevant results come to this top. Searches can be done either succinctly via DT&apos;s query language in the search bar, or visually using the provided GUI.&lt;/p&gt;&lt;h2&gt;Associative archiving in DEVONthink&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
  &quot;spacing&quot;: {
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}&quot;&gt;The three primitives of associative archiving as I outlined them in part I are: projects, associative tagging and an inbox. Here&apos;s how I implement each of these using DT.&lt;/p&gt;&lt;h3&gt;Projects&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For each new project in DT, I simply add a new tag, and start attributing it to documents that exist in that project. Seeing all the documents in a project is then as easy as filtering for a tag.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In addition to working as a filter, tags exist as distinct entities in DT. This means that they can be searched for, added in groups, and so on. One shelf that DT offers in its global sidebar (on the leftmost of the screen below) is a list of &apos;Favorites&apos;, to which you can add any kind of entity. By adding a project tag such as &apos;computing history&apos; to my Favorites, I create a distinct workspace for that project, which will dynamically show me all documents within that project. From this workspace, I can then further search and filter over tags, metadata, or contents.&lt;/p&gt;&lt;h3&gt;Associative tagging&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have a few special categories of tags in order to keep my archive clear and usable. The architecture of my archive&apos;s tags is an eternal project: I&apos;m endlessly creating, renaming and consolidating tags together in order to make them more effective as filters and search concepts for my research. This dynamic change is possible in DT, because tags are more flexible than folders: deleting or renaming one won&apos;t remove associated documents or break other connections, it will just remove that tag.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Project tags* - correspond to a project as described in the section above.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Author tags* - a tag for the author of a document. This is a bit more robust than relying on DT inferring the appropriate metadata, I&apos;ve found, as PDFs and webpages sometimes don&apos;t contain the information appropriately for DT to pick up. Author tags exist in my archive in the format &quot;lastname, firstname&quot;, e.g. &quot;dean, jodi&quot;. Any tag that includes a comma I treat as an author tag.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Kind tags* - a tag that marks some quality of a document that I want to track(i.e. it&apos;s &apos;kind&apos;). This ranges from my own interpretations of the document (&apos;interesting&apos;, &apos;difficult&apos;), to its genre (&apos;literature&apos;, &apos;journalism&apos;), to its medium (&apos;podcast&apos;, &apos;video&apos;), to some parenthetical note or impending course of action (&apos;toread&apos;, &apos;reading&apos;, &apos;unread&apos;).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Journal tags* - the journal or publication source of documents (&apos;duke university press&apos;, &apos;jacobin&apos;, &apos;verso&apos;). As in the case of author tags, this is more resilient than relying on metadata inference.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Field tags* - disciplinary or otherwise structuring fields in which documents exist. I mainly use these as ways of capturing pockets of technical literature in computer science, i.e. &apos;databases&apos;, &apos;decentralised&apos;, &apos;p2p&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Course tags* - tags for seminars that I take or teach. All of the readings are tagged with the course tag (&apos;MCM 2500 2020&apos;). I used to use tags for particular weeks of content as well, but this gets complicated if certain documents are read in multiple courses (as they may be read in week 1 of one course, and week 4 of another). Instead I now rely on the course&apos;s syllabus (which can be found using the type tag &apos;syllabus&apos;) to preserve the course&apos;s progression.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The basic guiding principle here is that my tag architecture should reflect the way that I conceptually order documents, so that retrieval from the archive is as simple as composing a few tag/concepts together. Search is not the only application though; wandering through my tag architecture can also lead to serendipitous discovery of links between different kinds of content. Keeping the archive &apos;flat&apos; by default encourages this latter kind of discovery, and keeps categorisation from ossifying and stymieing creativity rather than supporting and structuring it.&lt;/p&gt;&lt;h3&gt;The inbox&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The final component of the associative archive is an inbox for incoming documents, which are either to be read or simply shelved for later. DT comes natively with the idea of a &apos;Global Inbox&apos; that represents a holding shelf for documents before they go into whichever database.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It is easy to drag-and-drop files such as PDFs if they&apos;re local into the inbox, and DT also provides &lt;a href=&quot;https://www.devontechnologies.com/blog/20191022-safari-13&quot;&gt;extensions&lt;/a&gt; for Safari, Chrome and Firefox to easily &apos;clip&apos; webpages into the inbox.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I use DT&apos;s inbox as my primary way of keeping track of links and documents to read. Because it exists separately from the rest of my database, I can sync it with the mobile version of DT, &lt;a href=&quot;https://apps.apple.com/us/app/devonthink-to-go/id395722470&quot;&gt;DEVONthink To Go&lt;/a&gt;, without having to worry about taking up all the space on my tablet with all my PDF documents (which can be stored on the Cloud and synced on demand if you prefer). My DT inbox becomes a &apos;Read Later&apos; space for everything incoming from either the web or that folks have sent me as PDF.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If I didn&apos;t have an e-reader, I would probably read PDFs on my ipad via DT To Go as well: but because I start at a glowing blue screen so much in any case, I make a point of reading everything I can on my e-ink &lt;a href=&quot;https://remarkable.com/&quot;&gt;Remarkable tablet&lt;/a&gt;. PDFs basically sit in my DT inbox for as long as I&apos;m reading them, as a kind of reminder that I need to, and then once I have finished with them on Remarkable, I export them and replace the placeholder documents in DT with the annotated versions.&lt;/p&gt;&lt;h2&gt;To be continued…&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I only intended to have two parts, but in &lt;a href=&quot;./devonthink-part-iii.html&quot;&gt;Part III&lt;/a&gt; I&apos;ll explain how I manage annotations on documents in DT. As I&apos;ll explain in more depth there, this is slightly beyond the scope of DT as an &apos;archive&apos; per se, as it gets into how I use my DT archive to write and produce my own research.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There might also be a part IV, in which I&apos;ll go into more detail about my PKB and writing process. Both my annotation system and my PKB are more freshly minted than my DT archive, and as such they&apos;re still developing and are subject to change and improvement. They work pretty well for me at the moment, though, so I&apos;ll write up their processes in the hope they&apos;re useful/interesting to some.&lt;/p&gt;</content></entry><entry><title>Associative Archiving with DEVONThink (Part III)</title><id>https://ohrg.org/devonthink-part-iii.html</id><updated>2020-03-01T00:00:00+00:00</updated><link href="https://ohrg.org/devonthink-part-iii.html" rel="alternate"/><content type="html">&lt;h2&gt;Associative Archiving with DEVONThink (Part III)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Annotations in DT have long been a bit of a brain tangle for me. My spec for annotations (since I didn&apos;t go into this in &lt;a href=&quot;https://lachlankermode.com/associative-archiving-with-devonthink-1&quot;&gt;part I&lt;/a&gt;) is as follows:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There should be no constraints on how many annotations you can take from a document. You could take none, one or two, or ten thousand.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;An annotation should have an inlined quote (whatever text is highlighted when you create the annotation), and should have a one-click reference back to the specific page of the source document from which it&apos;s drawn (if it is a PDF- for webarchives and weblocs there is no notion of pages, so a generic reference to the document suffices).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Annotations need to be their own entities in the archive. This has several implications. One of these is that an annotation is not solely or specifically bound to its source document. Annotations can be included in projects without necessarily including the source document itself. Another is that annotations can have their own tags which need not be the same as their source document&apos;s.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Annotations should be recognizably distinct from other documents. This is perhaps a personal preference, but I think that it makes sense given that an annotation is part source text, part text that I myself have written (an associated note). In this sense annotations are closer to files in my PKB (explained in brief at the top of this post) than any other content in my archive. They are part source material, part my own creation.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Creating annotations should be possible &lt;em&gt;from anywhere&lt;/em&gt;: not just within DEVONthink.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though it leaves a bit to be desired in my workflow, it does make sense to me why DT does not include support for annotations natively. DT wants to be as general-purpose a file manager as possible, and to not force your hand when it comes to file formats or workflows. The conception of an annotation that I have above is something fairly specific to an academic or otherwise citational workflow, and might not be necessary for many folks&apos; file management philosophies. For many, DT is a starting point: it opens up onto other applications. Having some sort of DT-specific file type for annotations would run against this.&lt;/p&gt;&lt;h2&gt;Annotations as RTFs (my old approach)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though it doesn&apos;t support annotations out of the box, many have tried to create an annotation workflow in DT. See &lt;a href=&quot;https://discourse.devontechnologies.com/t/best-way-for-annotations/52610/13&quot;&gt;here&lt;/a&gt; and &lt;a href=&quot;https://discourse.devontechnologies.com/t/make-an-annotation-with-links-notes-tags-v2/17221/21&quot;&gt;here&lt;/a&gt; for some examples. A common way to manufacture annotations is to create a shortcut that creates a new text file from a template, which includes a link back to the source document via DT&apos;s &lt;a href=&quot;https://talk.macpowerusers.com/t/playing-with-devonthink-what-are-your-most-interesting-uses/13708/2&quot;&gt;URL schema&lt;/a&gt; (which allows you to open up specific documents, at specific page numbers, from anywhere on your Mac).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This works okay, and I used a similar workflow for a long time: &lt;code data-lang=&quot;verbatim&quot;&gt;Cmd-Option-;&lt;/code&gt; to automatically create a new RTF with the highlighted text in a different colour, with a hyperlink at the top that can take me back to the quotes source. (If you&apos;re interested to try this approach, my script is &lt;a href=&quot;https://lachlankermode.com/TakeNote.applescript&quot;&gt;available here&lt;/a&gt;) Any other notes I wanted to write about the quote just went directly in the RTF document beneath. This approach satisfies at roughly three and arguably four of the conditions outlined above, with the arguable exception being number four: RTF documents are not particularly distinct from other documents, especially if you happen to have word documents and other rich text as source documents in your archive. You can get part of the way there by using a naming schema for RTF annotations, but it was still a bit messy by my measure.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Most importantly, creating annotations from outside DEVONthink gets messy very quickly, meaning that this approach falls flat on condition five. In theory, you can write scripts to generate RTFs on other devices, and then you could work out some syncing mechanism to carry those annotations into your main DT workstation at some point via Dropbox or otherwise: but it&apos;s not ideal. Moreover, RTF isn&apos;t the most straightfoward format to generate. (Although admittedly you could replace RTFs with Markdown or something similar; it just wouldn&apos;t look as nice inside DT.)&lt;/p&gt;&lt;h2&gt;Annotations as RSS (my current approach)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A month or so ago, I came across Francis Tseng&apos;s &lt;a href=&quot;https://spaceandtim.es/etc/research_tools/&quot;&gt;wonderful writeup regarding his research tooling&lt;/a&gt;. One of the components of his workflow is a super simple HTTP server called &lt;a href=&quot;https://github.com/frnsys/hili&quot;&gt;hili&lt;/a&gt;, which accepts &apos;clips&apos; at a POST endpoint, and stores them as simple JSON. Clips contain whatever the source quote and images, a reference to the URL where the clip happened, and optional tags that can be used further on to help categorise the clip.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I really liked this idea, as it detaches the idea of taking notes from any application in particular and makes it universally available wherever there&apos;s an Internet connection (and the ability to send a simple POST request). I &lt;a href=&quot;https://github.com/breezykermo/hili&quot;&gt;modified hili&lt;/a&gt; by adding the ability to take a note associated with each clip, and added scripts for &lt;a href=&quot;https://github.com/breezykermo/hili/tree/master/clients/devonthink&quot;&gt;DEVONthink&lt;/a&gt; and &lt;a href=&quot;https://github.com/breezykermo/hili/tree/master/clients/scriptable-ios&quot;&gt;iOS&lt;/a&gt; in addition to Francis&apos; original &lt;a href=&quot;https://github.com/breezykermo/hili/tree/master/clients/firefox&quot;&gt;extension for Firefox&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For a while I clipped away while reading on my various devices, building up a &lt;a href=&quot;https://research.forensic-architecture.org/hili/view&quot;&gt;database of clips&lt;/a&gt; from both webpages and DT documents. Thanks to DT&apos;s URL schema, I can treat DT URLs in the same way that I do HTTP ones: as hyperlinks that can open up the right document in DT from wherever else (i.e. directly from the browser in which the clips are shown. Note that this won&apos;t work using my clips, as the DT URLs are local to my computer).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The HTML view of clips pictured above is handy, and is nice to confirm that clips are coming in, or to quickly search for a clip from wherever: I just have to open up a browser from any device to my hili URL and I have them all. I developed a &lt;a href=&quot;https://research.forensic-architecture.org/hili/view?t=infraspace&quot;&gt;basic way to filter clips by tag&lt;/a&gt;- but quickly realised that I would have to build a full frontend interface with full text search to really get the most out of my clips.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Even then, the clips in hili would sit separately from everything else in DT, which is less than ideal. I use the same tag structure with clips as I do with DT documents– some are associated with projects, others by type (see &lt;a href=&quot;https://lachlankermode.com/associative-archiving-with-devonthink-2&quot;&gt;part II&lt;/a&gt; for more detail on this structure). Ideally, I would like to filter for a project tag in DT, and see both all DT documents associated with that project, and also all of the hili clips I&apos;ve tagged as relevant to that project. As per specification #5, I do want annotations to be somewhat separate from source documents: but if they&apos;re only available in an entirely different interface, it means that I would basically have to do every search twice; once in DT for documents, and then again in the hili webview for annotations.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;While looking through &lt;a href=&quot;https://github.com/frnsys/rssrs&quot;&gt;one of Francis&apos; other projects&lt;/a&gt; recently, I realised that I could have the best of both worlds using a tried-and-true technology (and perhaps my favourite data format for its collection of curiously coexisting qualities: relative obscurity, ubiquitousness, and decided simplicity): &lt;a href=&quot;https://en.wikipedia.org/wiki/RSS&quot;&gt;RSS&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;RSS is usually used to &apos;syndicate&apos; news feeds from various sites, making all the content available all from single reader such as &lt;a href=&quot;https://feedly.com/&quot;&gt;Feedly&lt;/a&gt; or &lt;a href=&quot;https://newsboat.org/&quot;&gt;Newsboat&lt;/a&gt;. The format it uses for news items, however, is also almost perfect to represent a document annotation. It contains some header text, a description, a source URL, and a set of tags that can be used to categorise the item.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Moreover, DT supports RSS feeds in such a way that item tags are automatically attributed as DT tags. This means that if I tag a clip as &apos;infraspace&apos; when reading, when that clip comes into DT as an RSS item, it&apos;ll automatically be associated with all of the other content in that project. Making my clips available as an RSS feed gives the best of all worlds: I can clip from anywhere, view clips in HTML at a glance (if I&apos;m not at my Mac), but also keep all clips as integrated and distinct items within my archive.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It also means I get the full power of DT search for my clips, so I don&apos;t need to think about developing a new UI to group all those related to a particular document, say, or all those that have a particular tag, or all those that I clipped during a particular time period. They show up beautifully in project workspaces, with a distinct type (HTML text) that doesn&apos;t overlap with other documents in my archive (as RTF annotations sometimes did with Word docs), and one click away from their source documents like the HTML view.&lt;/p&gt;&lt;h2&gt;More to come…&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Francis and I are &lt;a href=&quot;https://github.com/frnsys/hili/pull/8&quot;&gt;working on&lt;/a&gt; integrating our hilis, which might lead to it becoming a more stable tool for folks not familiar with Python and HTTP requests at some point: but if you&apos;re not afraid of Python and want to try it, please do! I&apos;d be very happy to hear about and help anyone who&apos;s interested to mess around with it (&lt;a href=&quot;mailto:lachiekermode@gmail.com&quot;&gt;email me&lt;/a&gt; or &lt;a href=&quot;https://github.com/breezykermo/hili&quot;&gt;open an issue on Github&lt;/a&gt; if you run into trouble).&lt;/p&gt;</content></entry><entry><title>Documentary Is/Not A Name</title><id>https://ohrg.org/documentary-is-not-a-name.html</id><updated>2018-07-29T00:00:00+00:00</updated><link href="https://ohrg.org/documentary-is-not-a-name.html" rel="alternate"/><content type="html">&lt;h2&gt;Documentary Is/Not A Name&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A synopsis of Trinh T. Min-ha&apos;s argument in her 1990 essay, &quot;&lt;a href=&quot;https://www.jstor.org/stable/778886?seq=1#page_scan_tab_contents&quot;&gt;Documentary Is/Not a Name&lt;/a&gt;&quot;. You can find the essay &lt;a href=&quot;https://lachlankermode.com/live/trinh-space.pdf&quot;&gt;here&lt;/a&gt;.&lt;/p&gt;</content></entry><entry><title>Erich Hörl: Sacred Channels: The Archaic Illusion of Communication (chapters 1 and 2)</title><id>https://ohrg.org/erich-horl-sacred-channels.html</id><updated>2025-02-10T00:00:00+00:00</updated><link href="https://ohrg.org/erich-horl-sacred-channels.html" rel="alternate"/><content type="html">&lt;h2&gt;Erich Hörl: Sacred Channels: The Archaic Illusion of Communication (chapters 1 and 2)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Last week I read the first two chapters of a book recommended to me quite some time ago by a friend: &lt;a href=&quot;https://www.aup.nl/en/book/9789089647702/sacred-channels&quot;&gt;Sacred Channels: The Archaic Illusion of Communication&lt;/a&gt; by Erich Hörl. The book was published in English in 2018, but was defended as a dissertation in 2003, and published in German in 2005. Friedrich Kittler was the dissertation&apos;s second reader, and we learn from the introduction that the manuscript was also read by Bernhard Siegert and André Gorz, among others. Some pretty heavy media-theoretical hitters in the German-speaking context!&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I am opening this book at last to begin working my way through the history and philosophy of mathematics that is relevant to my dissertation. The lineaments of this relevance are, broadly speaking, those that trace the emergence of set theory around the turn of the 20th century, and its culmination in the crisis of foundations orchestrated by the young Kurt Gödel when he published &lt;em&gt;Über formal unentscheidbare Sätze der Principia Mathematica und verwandter Systeme&lt;/em&gt; - &apos;On Formally Undecidable Propositions of Principia Mathematica and Related Systems&apos;. This curious and relatively obscure turn of events in the history of mathematics has been heralded by some, the author of the text under consideration in this b/log included, as the climactic moments in the most fundamental epistemological transition in philosophy and thought at large of the last few centuries; the coming of modernity.&lt;/p&gt;&lt;h2&gt;Thinking and so being&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;What does set theory and formalist mathematics have to do with philosophical modernity? Hörl&apos;s claim is that, from as early as the 1830s, a &quot;purely symbolic thinking clearly began to take shape in the sciences&quot; (Hörl 2018, 33) Symbolic thinking is marked in distinction to its precursor, intuitive thinking, which is construed as the reigning and preceding paradigm in mathematical thought writ large.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For Hörl, the &quot;great transformation from the intuitive to the symbolic&quot; (Hörl 2018, 47) is a shift in the relationship between Thinking and Being. I capitalise these two terms here to indicate that they designate presumed universal notions, rather than simply historically contingent activities of thinking and being.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Thinking (with a capital T) is the realm of appearances, the full breadth of what is sensible to the subject. The subject, here, is a &lt;em&gt;human&lt;/em&gt; one in the sense that human is the word given to all those entities capable of social life by dint of their capability for language. Language, here, too, is not &apos;English&apos; or &apos;Spanish&apos; exclusively, but a more holistic category that gets at the curious phenomenon we often now call communication. Language is not language in the strict linguistic sense of having a grammar, nouns, and verbs, but is rather something more curious and not so easily locatable as a set of articulate rules. Language is the name for the many syntaxes of sociality, the protocol(s) through which subjects cooperate, live together, and are insufficient to be themselves alone. Thinking is the domain of what is cognisable and apparent in and as language, the full sensibility of the world as it can be Thought.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Being, on the other hand, is what the world actually is, what actually exists. It is the tree that falls in the forest without anyone around to hear or think it. It is more durable and persistent than what can be Thought, to some minds, as what &lt;em&gt;exists&lt;/em&gt; in the world is not necessarily coincident with what &lt;em&gt;appears&lt;/em&gt; to those of us subjects that are thinking within it.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If the distinction between Thinking and Being seems finicky, you are not alone in this complaint. Whether or how Thinking and Being overlap is a core question in philosophy. &lt;strong&gt;Ontology&lt;/strong&gt; is the investigation of what exists, to delimiting the domain of Being. &lt;strong&gt;Epistemology&lt;/strong&gt; is the complementary investigation of what can appear transparently to subjects in the world, of the borders of the domain of Thinking. The articulation of the latter usually (always?) implies the former. Epistemology can really only be defined by nominating whether or not there is anything that exceeds it. The exceptions in Thinking, things which exist but which cannot be Thought, are the stuff of ontology.&lt;/p&gt;&lt;h2&gt;Intuition is the key to everything&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For Hörl, the ascendance of symbolic reasoning in mathematics in the early 19th century is a feature of a shift in the tectonics of Thinking and Being. Hörl is a media theorist and not an historian, and he does not clearly delimit the spatial parameters of what he sees as the age of symbolic reason. (Is it only or primarily in Europe? Is it as intense in France as it is in Germany? Does it suffuse the intellectual scene in Kenya or Kyoto in an equivalent or noticeable way?) But the general idea is that, before this age, the cutting edge of ontological proposition was secured through an appeal to &lt;strong&gt;intuition&lt;/strong&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Intuition is a term laden with Kantian suggestion, as it &lt;a href=&quot;https://philosophy.stackexchange.com/questions/41579/what-is-intuition-for-kant&quot;&gt;played a complicated role&lt;/a&gt; in Kant&apos;s philosophical system. The sum of it as relevant to Hörl&apos;s argument is as follows. Kant was adamant that there were some aspects of Thinking that we could take to be universal, that is, that we could take to exist not just in particular instantiations, but as general truths for all subjects. The echelon of Thinking that Kant reckons universal is specifically that of Reason, and it is the task of philosophy to shore up the boundaries of Reason so that its factions do not contradict themselves; &quot;to expose the illusions of a reason that forgets its limits, and by sufficiently clarifying our concepts to recall it from its presumptuous speculative pursuits to &lt;em&gt;modest but thorough self-knowledge&lt;/em&gt;&quot; (Ewald and Ewald 1999, 1:147). Whatever the specific cartography of this universal Reason&apos;s shores, Kant was sure that Thinking could eventually map them. There are some kinds of Thinking, in other words, of which we can be sure. The surety of Reason&apos;s forms appear to us through &lt;em&gt;intuition&lt;/em&gt;, a capability (of sorts) that allows subjects to make out the shape of structures that undergird the many specific sensualities that appear in the world. Intuition, in other words, is what ensures that the hypothetical play of structures and patterns in logic (Thinking) have something to do with what is actually out there in the world (Being). For Kant there is a necessary overlap between Thinking and Being, albeit probably a &apos;modest&apos; one, about which &apos;thorough&apos; thinking is fundamentally able to reason.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As Hörl is working in a media-theoretical paradigm that follows Kittler, he periodises and defines this (Kantian) era in the relationship between Thinking and Being as an &quot;optical-medial paradigm of consciousness&quot; (Hörl 2018, 51). Structures and associations appear in the mind of subject as apparitions of sensual particularities in the world &lt;em&gt;through the lens of intuition&lt;/em&gt;, much like the shadows playing on the wall of Plato&apos;s cave. Intuition is what secures that there is &lt;em&gt;some&lt;/em&gt; reality that can be disambiguated from fantasy in the observance of such shadows. Good, philosophical thinking in Kant&apos;s cave is the diligent picking-out of objective patterns, forming a structure in the mind that extracts only what is objectively there in the world, and as such will not be contradicted by any particular play of shadows.&lt;/p&gt;&lt;h2&gt;Leibniz leading the blind&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The first chapter of Hörl&apos;s book wrestles with how one should think about the crisis of intuition and its giving way to a notion of &lt;strong&gt;the symbolic&lt;/strong&gt; that was not secured by the same kind of intuition, or at least not in the same way. He evocatively refers to this new paradigm as &lt;strong&gt;blind thinking&lt;/strong&gt;. The media-theoretical avoidance of any requirement that time be stratified as linear, and thus a period given a specific date to inaugurate it, is clear from the chapter&apos;s title; &apos;Blind thinking &lt;em&gt;around&lt;/em&gt; 1900&apos; (my emphasis). Symbolic thinking is blind because Leibniz labeled it as such (&lt;em&gt;cogitatio caece&lt;/em&gt;) in his aspiration to designate structures of association that exist in the world without any contingency in Thought:&lt;/p&gt;&lt;blockquote&gt;Leibniz had been working on an autonomous symbolic freed from the fetters of the representation of objects and had philosophically conceptualized the formal use of symbols in algorithmic mathematics in terms of a purely symbolic knowledge…. As the &quot;pioneer of the &lt;em&gt;idea&lt;/em&gt; of calculus&quot;– that is of a purely formal manipulation of signs free of all interpretation– he kept to the &lt;strong&gt;blindness&lt;/strong&gt; of using symbols despite all the evidence of immediate, instantaneous viewing…. Because it proceeded nonintuitively and was not founded on the evidence of an insight, Leibniz called symbolic knowledge &quot;blind&quot; (&lt;em&gt;caeca&lt;/em&gt;). (Hörl 2018, 58–60)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Leibniz&apos;s project of calculus is nominated as a decisive break from Kant&apos;s &apos;20/20&apos; vision of philosophical reason. In the symbolic paradigm of Thinking and Being, there was no essential security that structures of Thought had any bearing on entities in the world. One can search for consistency in symbols in thought and in theory (this enterprise has come to be known as pure mathematics), but there was no guarantee that such Thinking had anything to do with Being. Thinking after Leibniz, Hörl contends, is fundamentally detached from Being, as there is no longer much Kantian faith in an intuition that binds them together.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It is interesting to me that Leibniz&apos;s calculus becomes an &quot;autonomous symbolic&quot;, as I have written elsewhere about the status of capital as an autonomous subject in Marx. How is it that the symbolic is &apos;autonomous&apos;? The domain of the symbolic is no longer bound to the particularities and peculiarities of subjectivity; it is no longer a domain that exists only &apos;interiorly&apos; as shadows in the mind. The symbolic now exists for itself, autonomously. We as subjects are simply capable of observing it. No longer shackled as shadows in the cavernous minds of stuck subjects, the symbolic now shares the status of real objects out there in the world. It has been freed, made autonomous, just as Socrates had always hoped might be possible for subjects were we all to become philosophers (such that we might no longer stare only at shadows on the wall).&lt;/p&gt;&lt;h2&gt;Kittler in the kitchen&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In reading these first few chapters, it seems that Hörl is making use of the Lacanian terms symbolic, imaginary, and the real in a Kittlerian manner. What does it mean to use these terms in a Kittlerian manner, exactly? I admit that I need to return to Kittler&apos;s work in order to properly reason through this question, in particular his 1986 book &lt;a href=&quot;https://www.sup.org/books/media-studies/gramophone-film-typewriter&quot;&gt;Gramophone, Film, Typewriter&lt;/a&gt; (translated to English in 1999), as I last looked at his work as an undergraduate (with very different scholarly eyes). This book is a definitional text in German-American media theory, as it makes out three epistemological paradigms in the 20th century– that of the gramophone, of film, and of the typewriter– arguing that each medium represents the conditions of Thinking in its respective historical specificity. Kittler does this using the Lacanian triumvirate, as is summarized by this excerpt from &lt;a href=&quot;https://labyrinthine-works.fandom.com/wiki/Gramophone,_Film,_Typewriter&quot;&gt;this (curious) wiki&lt;/a&gt;:&lt;/p&gt;&lt;blockquote&gt;The gramophone appeals to the real, functions as an analog representation of the voice, and maintains the voice of the dead (the scream of the dying over radio). Film functions as the imaginary, capturing not light waves but the effect of light waves, and reproducing our illusory doppelganger before our eyes at a speed too fast to capture difference. The typewriter corresponds to the symbolic, a symbolic order now stripped of its inherent relationship to male thought as thousands of women enter into the typing fields.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;So:&lt;/p&gt;&lt;figure&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;Gramophone&lt;/td&gt;&lt;td&gt;the Real&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;Film&lt;/td&gt;&lt;td&gt;the Imaginary&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;Typewriter&lt;/td&gt;&lt;td&gt;the Symbolic&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/figure&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I don&apos;t know of work that directly criticizes Kittler for this schematic, though I imagine that there must be some, as (by my very nascent understanding) it seems strange to figure each of Lacan&apos;s terms as more active in a particular historical period, at the very least. There is something suspiciously Foucauldian about the attempt, which is not surprising, given that I believe that Kittler explicitly invokes Foucault (and Derrida) in &lt;em&gt;Gramophone&lt;/em&gt; as intellectual inspiration. It figures the terms as a set of equivalent intensities in relation to each other, rather than as aspects of the same topological structure. To be sure, I am no expert in either Lacan or Foucault, and so perhaps there is a way hold both conceptions effectively in mind at the same time. This problem inspires me to read Kittler&apos;s &lt;em&gt;Gramophone&lt;/em&gt; in the coming days, a trial that I may report on here in one form or another.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The reason I will return to Kittler is that I find Hörl&apos;s mobilisation of the Lacanian triumvirate compelling; but I am as yet uncertain as to whether it is helpful to frame the history of Thought in such belletristic terms. For Hörl, the Symbolic (Lacanian or otherwise) is evidently associated with the formal-mathematical symbolic of Boole, of imaginary numbers (both discussed in chapter 2), and of the symbolic &apos;turn&apos; in the history of mathematics. The Imaginary, in contrast, is affiliated with the intuitionist mapping of mathematical structure to the &apos;real world&apos;, as Hörl argues was the case with geometry before its non-Euclidean awakenings (the invasion of the sanctity of Kantian intuition as mathematics&apos; epistemological foundation by the formal modernity of Leibnizian and Boolean symbolic operationalism). The Symbolic, on this view, is constituted by the paradigm of &lt;em&gt;non-contradiction&lt;/em&gt;, whereas the Imaginary is an apparent fortress of philosophical reality constructed on the sense that there is some fundamental channel between what one thinks (or can imagine) and what is actually out there in the world, a channel called intuition.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The ascendancy of the symbolic from 1830 through 1850, and whose monarchy of names such as Russell and Hilbert was overthrown by the popular demagogue of reason that goes by Gödel, seems to be Hörl&apos;s Kittlerian periodizing of the slow takeover of modernity. Perhaps Hörl is simply tracing the Kittlerian thesis in &lt;em&gt;Gramophone&lt;/em&gt; by way of different historical roots?&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Ewald, William Bragg, and William Ewald, eds. 1999. &lt;em&gt;From Kant to Hilbert Volume 1: A Source Book in the Foundations of Mathematics&lt;/em&gt;. Vol. 1. OUP Oxford.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Hörl, Erich. 2018. “Sacred Channels: The Archaic Illusion of Communication.” &lt;em&gt;Sacred Channels&lt;/em&gt;, 1–342.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Fall semester 2024 update</title><id>https://ohrg.org/fall-semester-2024-update.html</id><updated>2024-12-27T00:00:00+00:00</updated><link href="https://ohrg.org/fall-semester-2024-update.html" rel="alternate"/><content type="html">&lt;h2&gt;Fall semester 2024 update&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The pause in proceedings here has been principally due to a (final) semester of coursework and teaching at Brown University; the other side of a PhD in the U.S. I have now advanced to candidacy, which means that I have completed all requirements for my PhD except the submission of the dissertation itself. (This is also known as being &lt;a href=&quot;https://en.wikipedia.org/wiki/All_but_dissertation&quot;&gt;ABD&lt;/a&gt;, ``all but dissertation&quot;.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I was in Providence for this stint (September through December 2024), and though the period has certainly been generative in terms of meeting milestones and generating sparks for further research, I didn&apos;t manage to make any time to write here throughout. So I return with a brief recap of the contours of my past few months.&lt;/p&gt;&lt;h2&gt;Teaching CCeAI&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;One of the features of the &lt;a href=&quot;./24-01-25.html&quot;&gt;PhD program in Modern Culture and Media at Brown&lt;/a&gt; is that students are expected to teach an undergraduate seminar of their own design around their fourth year. It is recommended that this seminar trace a student&apos;s intellectual fields, as it is ideally taught just after completing the &lt;a href=&quot;./24-01-26.html&quot;&gt;fields examination&lt;/a&gt;. (In my case, I sat the fields exam halfway through the same semester in which I was teaching my own course, due mainly to logistical issues with convening my advisors.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I titled my course &apos;&lt;a href=&quot;https://cceai.ohrg.org/&quot;&gt;Capitalism and Computers in the Era of AI&lt;/a&gt;&apos;, acronymically &apos;CCeAI&apos;. As expected, about half of my students were majors in Computer Science, interested to relieve their technical coursework with some critical reflection on the economy and politics of computing more generally. The &lt;a href=&quot;https://cceai.ohrg.org/syllabus.pdf&quot;&gt;syllabus&lt;/a&gt; lays out the course&apos;s focus:&lt;/p&gt;&lt;blockquote&gt;What is the relation between capital and the computer? To answer this question, this course attends to the particulars of the computer as a mathematical proposition, to its claim to legitimacy as a logic of superior military and political organization, and to its elaboration as something of a natural philosophy in scientific practice. In doing so, we will formulate a conceptual basis to critically assess the glittery promises of current discourse invoking Artificial Intelligence (A.I), which sees near-total automation as inevitable and the threat of sentient Artificial General Intelligence (A.G.I) as nigh. We will establish a critique of the computer as a structure (i.e. as a philosophical arrangement with a specific and persistent imagination) to think critically about popular ideologies associated with A.I., often put forward by those with capital stake in its commercial success.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;All in all, I was pleased with the way that the course turned out. Due to unexpected interruptions in the academic calendar coupled with a sense that we needed to spend more time with the material in the early weeks to properly get a grasp on it, we skipped the week titled &apos;Ideology&apos; (Zizek), as well as the final week titled &apos;Psychoanalysis?&apos;. I am still myself working out the appropriate way to cross-pollinate Marxian theory and Lacanian psychoanalysis, I realised as we approached each of these weeks, and so it felt an unreasonably far throw in the course&apos;s overall argument to sidestep into Zizek&apos;s theory of ideology (which I wrote some about &lt;a href=&quot;./24-02-05.html&quot;&gt;here&lt;/a&gt; and &lt;a href=&quot;./24-02-07.html&quot;&gt;here&lt;/a&gt;) directly after a tough week attempting to chart Marx&apos;s theory of commodity fetishism via Michael Heinrich&apos;s (excellent but dense) introduction to it; and while I would estimate the final week&apos;s reading as at a slightly more appropriate level for the course, there was a holiday that I had not accounted for throughout the semester (election day).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The texts in this syllabus represent a trajectory of my own thinking regarding the intimate philosophical relation between capital and the computer. The course locates the &lt;strong&gt;computer&lt;/strong&gt; through three supposed inventors of it in the first three weeks: Charles Babbage (1830-70s), Alan Turing (1930-50s), and Norbert Wiener (1920s-60s). Each of these three men is esteemed as a populariser of the computer&apos;s concept, and we can glean important characteristics of the imaginaries that proliferate from their writing and writing about them.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The course&apos;s core argument is that there &lt;em&gt;is&lt;/em&gt; a fundamental relationship between the computer and capital, and so in the weeks following an elaboration of the computer, we looked to firm up a sense of capital&apos;s contours and characteristics, particularly the aspects of its theory that have been explicitly employed in critical discussion about cybernetics and the computer. Each of the weeks whose titles end with a question mark are designed to provide texts through which students can observe and practise critical thinking with respect to the computer, capital, and cybernetics, consisting of contemporary attempts to theorise a relationship between these terms, rather than of introductions to a concept as the earlier weeks&apos; texts do. The course culminates in a ten page paper on a topic of students&apos; choosing.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Through teaching the course I have certainly learned that there is a real difference between the way that one reads as an undergraduate, and how one reads as a graduate student. I think I knew this already, but in some sense I have resisted the idea, as I sought to flout the hierarchical distinction as an undergrad, and of course don&apos;t believe in any fundamental demarcation. (There are certainly particular undergrads who are smarter / better readers than certain grad students.) But in general, undergrads in US institutions are beset with circumstances that make it difficult to imagine that there is value in reading texts closely, repetitiously. This is not something to hold against undergrads, I don&apos;t think, but rather against the regimes of value that flood in and out of (neo)liberal arts institutions. Five courses a semester is both far too much and far too little. One doesn&apos;t have to work particularly hard to keep head above water, especially at Brown where &lt;a href=&quot;https://www.brown.edu/academics/undergraduate/open-curriculum&quot;&gt;grades don&apos;t hold much weight&lt;/a&gt;; but there is also too much noise in the days and weeks if one were to want to seriously study something particular in the oceany midst of weekly obligations.&lt;/p&gt;&lt;h2&gt;&lt;a href=&quot;https://cs.brown.edu/courses/csci2680/fall2024/&quot;&gt;The Internet&lt;/a&gt; and &lt;a href=&quot;https://brown-csci2690.github.io/classwebsite-fall24/&quot;&gt;Datacenter Operating Systems&lt;/a&gt;&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I decided to take two graduate seminars in computer science to wrap up my masters degree in the department, and I learned a lot about research in the discipline through the experience. The experience of reading four papers a week from operating systems and Internet research was instructive in the sense that I realised how different the work of keeping up with computer science is from keeping up with continental theory. The journals are different, of course. But so is the kind of effort that reading each paper involves, and the time one must set aside in the day to engage with it. I like the difference in the experience between the two disciplines in which I have decided to make an effort to become literate; though it is certainly true that I feel more equipped at this stage to parse papers in continental theory than I do those in computer science.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The work involved in each (systems) paper in computer science is also enormous. It takes at least a year to prototype a system, to run experiments, etc, and it is often a multi-person effort. The scale of the research is still relatively small and individualistic compared to other scientific disciplines, but it is a notably different (and more social) experience of research than reading and writing philosophical papers.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The main thread that emerged from these two courses for me was a burgeoning familiarity with vector databases, which I had decided to try to get a handle on early in the semester so as to be able to code something substantially systems-oriented for my final projects in the courses. The system I have now started working on is currently called &lt;a href=&quot;https://github.com/breezykermo/oak&quot;&gt;OAK&lt;/a&gt;, and while I am not yet sure that it offers something distinctively innovative or original in vector databases research, it is at least a very good way for me to practically get a handle on the current state of vector indexes, and to think about what kinds of opportunities there might be for turning research into practice in this domain (i.e. coding up research papers as new components of OAK).&lt;/p&gt;&lt;h2&gt;German Idealism and Canguilhem&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The other two courses that I either took or audited this semester were respectively about Kant with political theorist &lt;a href=&quot;https://www.alexgourevitch.org/&quot;&gt;Alex Gourevitch&lt;/a&gt;, and about &lt;a href=&quot;https://en.wikipedia.org/wiki/Georges_Canguilhem&quot;&gt;Georges Canguilhem&lt;/a&gt; with my advisor and chair, Joan Copjec. The first of these will likely see some thematically related posts in the coming weeks, as I am now starting work on a paper about Kant and Marx to submit as the final paper for that course, so I won&apos;t discuss it at length here. The second course with Joan, which I audited, was revelatory even though I was not able to complete much of the reading for it in advance. The basic premise was that Canguilhem&apos;s ideas bear some relation to Lacan&apos;s, and so we sat each week listening to Joan hypothesize connections between the two thinkers.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;While it perhaps doesn&apos;t come directly on the back of this seminar, and is rather an idea that I have been stewing for some time, I intend to read Joan&apos;s work more closely in the new year, and to record the way in which I understand it via video, rather than here in writing. I am not exactly sure how this will work at this stage, so I will not speculate further. But I have resolutely decided that I ought to get deeply familiar with her body of work, for though it is far-reaching, it is relatively short in terms of actual page counts. (A credit to the incredible effort that Joan puts into each paper, not dissimilar to the year-long efforts of systems papers I note above.)&lt;/p&gt;</content></entry><entry><title>Is psychoanalysis a Science?</title><id>https://ohrg.org/is-psychoanalysis-a-science.html</id><updated>2025-04-10T00:00:00+00:00</updated><link href="https://ohrg.org/is-psychoanalysis-a-science.html" rel="alternate"/><content type="html">&lt;h2&gt;Is psychoanalysis a Science?&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Psychoanalysis was once described as a ‘calling card’ that was to be left at the door of Science. The idea here, I think, was that psychoanalysis should not become (as Freud envisioned it in his first explorations of it) a ‘science’ in the sense of having an answer for everything. If psychoanalysis were to become a theory that accommodated every possible thing, every possible action, to foreclose all possibility of surprise within its framework, then it would be no better than a worldview (or &lt;em&gt;Weltanschauung&lt;/em&gt;, in German). Incidentally, Freud dismissed Marxism as too much of just such a worldview, and therefore according to Freud Marx’s account of the world is not something to which psychoanalysis should aspire.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Instead, psychoanalysis– as a truer kind of science than the Science that Freud criticized–the institutionalized Science of physics, chemistry, applied mathematics, and perhaps biology– should be a technique that Science turns to in an idle moment, when one of its formulae fails to produce an adequate account of some happening in the lab; when the scientist is racking her brains, late at work one night, trying to reduce some recalcitrant experiment to an eloquent result. Psychoanalysis, the calling card analogy suggests, is the method that one might turn to in this confounded moment when the structures of organized knowledge seem exhausted, misguided, or just plain wrong. When something (in society) no longer works, and one needs to find the will to try to make something work again, even as it seems that the world has firm ideas otherwise.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The psychoanalytic clinic (the calling card left at each of our aporetic doors) is an institution with a serious kind of humility. In its best form, it doesn’t offer answers, only spaces for its subjects to ask more fundamental questions. As Mladen Dolar puts it, the analyst in the clinic&lt;/p&gt;&lt;blockquote&gt;utters at the most an &quot;Oh!&quot; here and there… he makes himself an automaton in order to give rise to the dimension of the Other, the real interlocutor of the patient&apos;s &quot;monologue,&quot; and also in order to produce that strange kind of love, perhaps love in its strictest and purest sense, which is transference love. (Dolar 1991, 9)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The proper analyst doesn’t suppose to cure the subject of her ills and maladies, her maladaptations to a broken society, but rather first and foremost seeks to open a space where the subject can start again, where association will no longer be strictly limited by habit, pathology, or unwanted automatisms. Michael Pollan has described the experience of ingesting psychedelic substances as a fresh snowfall on the mountain of one’s mind, where the grooves that have been worn to the earth can be rediscovered or altered– and perhaps this is a kind of description of the successful analytic session, too. Afterwards, the subject can choose the way she thinks, again. When a certain logic of understanding the world has revealed itself as uncertain, incomplete, or unreliable, the clinic should be a calling card. Thought can start again, the suggestion seems to promise, even if we are scientifically sure that it never really can.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The question for analytic bureaucracy is this: if uncertainty is a given, is there anywhere the analysts should stake a claim to certainty? The psychoanalytic philosophical tradition can be read as a kind of reckoning with this epistemological impasse. How does one build an institution when the surety of its foundations are in question? If this question forms the ground of psychoanalysis as a philosophy and as an aspirationally ‘true’ science (instead of yet another &lt;em&gt;Weltanschauung&lt;/em&gt;), then perhaps it is to the clinic that we should turn for an institution that will practice restraint when it comes to the inevitable desire to totalize, to be something for everyone, rather than simply everything for someone.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dolar, Mladen. 1991. “&quot;I Shall Be with You on Your Wedding-Night&quot;: Lacan and the Uncanny.” &lt;em&gt;October&lt;/em&gt; 58: 5–23.&lt;/p&gt;</content></entry><entry><title>Jacques Le Goff: Your Money or Your Life</title><id>https://ohrg.org/jacques-le-goff-your-money-or-your-life.html</id><updated>2024-01-28T00:00:00+00:00</updated><link href="https://ohrg.org/jacques-le-goff-your-money-or-your-life.html" rel="alternate"/><content type="html">&lt;h2&gt;Jacques Le Goff: Your Money or Your Life&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Today&apos;s project was completing Jacques Le Goff&apos;s 1990 &lt;em&gt;&lt;a href=&quot;https://press.princeton.edu/books/paperback/9780942299151/your-money-or-your-life&quot;&gt;Your Money or Your Life: Economy and Religion in the Middle Ages&lt;/a&gt;&lt;/em&gt;. This book offers a prehistory of capitalism in the medieval figure of the &lt;strong&gt;usurer&lt;/strong&gt;. The usurer is a person who lends money at interest in order to collect that interest at some point in the future and make a profit. From the 10th through 13th century, the usurer was &quot;a necessary but detested man, powerful but also vulnerable&quot;(Le Goff 1988, 10).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Le Goff sees the prefiguration of capitalism in the (Christian) moralisation of the usurer as a sinner. He also sees &quot;the beginnings of psychological modernity&quot;(Le Goff 1988, 12) in the manner in which usurers, amongst other sinners, were able to perform confession and/or contrition for their sins, often at their deathbed, to escape damnation in Hell or Purgatory. The plausibility of the usurer&apos;s escape from damnation despite the Church&apos;s condemnation of usury in general as one of the worst kinds of sins is what gives this book its title:&lt;/p&gt;&lt;blockquote&gt;To save himself, must [the usurer] forsake his pouch? Or will he find – or will someone find for him – a way to hang onto both his money and his life, his eternal life? This is the usurer&apos;s great struggle, a struggle between wealth and Heaven, between Money and Hell. (Le Goff 1988, 15)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This book is on my list because it paints an important picture of the usurer in medieval (pre-capitalist, feudal) imagination. It avoids economic analysis for the most part, besides remarking in the first chapter that the ecclesiastical status of money is the source of the usurer&apos;s fundamental characterisation as a sinner (Le Goff 1988, 18–20), preferring to attempt to understand the Church&apos;s condemnation of usury on its own terms. The figure of the usurer is closely linked to the figure of the Jew during the Middle Ages, Le Goff argues, as while the bible more or less unequivocally condemns usury among one&apos;s own &apos;countrymen&apos;, lending money to foreigners is permitted as a sort of necessary evil for the functioning of society. Thus the Jew, in its consideration the exhaust of Christian society – not part of its &apos;whole&apos; but rather its ghostly excess (it is compared with the figure of the mistress, illicitly sought after yet consciously repressed) – is the only societal role for which usury is &apos;permitted&apos;. This point is important, I think, for understanding Marx&apos;s argument in his early essay &quot;On The Jewish Question&quot; (Marx 2014).&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-3&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The status of usury in medieval thought contributes to a prehistory of capitalism in that, in (the transition to) capital, usury is elevated from sinful to almost saintly. Capital&apos;s objective is to accumulate value and reproduce itself, and usury (interest-bearing capital) is one way in which it does this.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-4&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; In the Middle Ages, however: &quot;Usury is the unlawful surplus, the illegitimate excess…. [U]sury is more than a crime, it is a sin…. first and foremost a theft&quot; (Le Goff 1988, 26–27).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The mechanics of usury&apos;s condemnation are effectively inverted by capital&apos;s emergence as autonomous subject. Whereas in feudalism, &quot;it is against nature for money to be loaned to give birth to more money&quot; (Le Goff 1988, 29), in capitalism the movement of financialised value is fundamentally &lt;em&gt;naturalised&lt;/em&gt;. The Church condemns usury because it unceasingly works, offending God by being endless and automatic. Capital, on the other hand, adores it for this very same reason; it displaces the human as subject (and renders God effectively dead, a la Nietzsche).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In further resonance with the role it will play in capitalism, usury is accursed under feudalism because &lt;em&gt;it is a theft of time&lt;/em&gt;. (Chapter 3 is titled &quot;The Thief of Time&quot;.) Usury does not produce surplus (interest) through any kind of production, i.e. through vegetables sprouting in the land or value added in combining materials. Rather, the cause of its surplus is only the (synthetic) production of time: &quot;the time that elapses between the moment [the usurer] lends the money and the moment he is repaid&quot; (Le Goff 1988, 39). What is the problem here, for the Christian imagination? Le Goff reports:&lt;/p&gt;&lt;blockquote&gt;Time, of course, belongs solely to God. As a thief of time, the usurer steals God&apos;s patrimony. (Le Goff 1988, 39)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It would be interesting to think further regarding which qualities of the usurer have carried from the Middle Ages to modernity (its ruling silently from the shadows (Le Goff 1988, 51), for example); and which have been re-moralised as &apos;saintly&apos;, or otherwise un-sinful. Has the shame associated with the money-lender become an artificial pride? The secular nature of capitalism certainly no longer has the guts to denounce working all day and night, instead striving to reproduce this zombie-like existence in its human vassals. More on this secular automatism in future logs.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Carson, Rebecca. 2023. &lt;em&gt;Immanent Externalities: The Reproduction of Life in Capital&lt;/em&gt;. Brill.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Heinrich, Michael. 2019. &lt;em&gt;Karl Marx and the Birth of Modern Society: The Life of Marx and the Development of His Work&lt;/em&gt;. Translated by Alex Locascio. New York: Monthly Review Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Le Goff, Jacques. 1988. “Your Money or Your Life: Economy and Religion in the Middle Ages.”&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx, Karl. 2014. “On the Jewish Question.” In &lt;em&gt;Nonsense Upon Stilts (Routledge Revivals)&lt;/em&gt;, 137–50. Routledge.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Jane Gallop: Reading Lacan</title><id>https://ohrg.org/jane-gallop-reading-lacan.html</id><updated>2024-04-09T00:00:00+00:00</updated><link href="https://ohrg.org/jane-gallop-reading-lacan.html" rel="alternate"/><content type="html">&lt;h2&gt;Jane Gallop: Reading Lacan&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Finally returning to the task at hand, I yesterday continued Jane Gallop&apos;s companion to Lacan&apos;s &lt;em&gt;Ecrits&lt;/em&gt;, expressively titled &lt;em&gt;&lt;a href=&quot;https://www.sas.upenn.edu/~cavitch/pdf-library/Gallop_Reading_Lacan.pdf&quot;&gt;Reading Lacan&lt;/a&gt;&lt;/em&gt;. This book addresses the problem of reading Lacan; for it is in fact a problem, given how convoluted and arcane his writing can be. Lacan&apos;s gnosticism is not an accident of his inability as a teacher, writer, or thinker, but rather a part of the subject of what he has to teach. Gallop&apos;s book addresses the immanent obscurity in Lacan&apos;s work &lt;em&gt;Ecrits&lt;/em&gt;, and (more gently than tackling the text head on, I think) guides the reader to the frames of mind in which Lacan&apos;s writing can come to mean something, something important. Important, at least, if you take interest in the limitations of language and thought, or the philosophy of the work of writing and thinking as such.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Gallop&apos;s style seems to continuously defer the explicit pedagogical task of explaining what Lacan means, for hers is a guide not of content but of form. If the reader is impatient while reading the first few chapters, it is because, while Gallop&apos;s prefatory material seems to avoid the task and/or subject at hand, she comes to it not with the aggression of a tackler but with the tact of a learner less belligerent. The first few chapters cultivate a sense of what Lacan &apos;means&apos; through showing how what meaning his writing inspires in Gallop as his reader. Lacan himself (the name representing the authorial unity behind his works) is subjected to the analytical lens furnished by the mirror stage, rather than painting a picture of a baby in the abstract who stands up and retroactively establishes that it was a corporeal mess before that moment. Lacan&apos;s reception in America is the partial object of Gallop&apos;s reading of the &lt;em&gt;Seminar on the &apos;Purloined Letter&apos;&lt;/em&gt;, the proof that the evident cause of why (we ought to read Lacan in America) is hiding in plain sight.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Having not yet braved the &apos;raw&apos; Lacan myself, it is curious to read texts like Gallop&apos;s. As she notes herself, if we want to suffer a &apos;Lacanian&apos; reading, then we would be wrong to enforce a necessary chronology when it comes to what to read:&lt;/p&gt;&lt;blockquote&gt;This book will have been written for people who have read Lacan&apos;s texts, and can most fully be understood as a response to Lacan. At the same time, the &quot;present&quot; book is meant to be an enticement and an orientation for a future reading of Lacan. If I were asked to suggest to my reader which should be read first, I would want to reply: both. (Gallop 2018, 92)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The easiest way to understand the suggestion that Gallop&apos;s book should be read &lt;em&gt;both&lt;/em&gt; before and after Lacan&apos;s &lt;em&gt;Ecrits&lt;/em&gt;, to which it is both an introduction and a response, is perhaps simply that Gallop wants to suggest that we should read her book multiple times. Thus it becomes both a before and an afterwards, as in the triad of Gallop-Lacan-Gallop her name occupies both positions at the same time. We could also understand the suggestion as meaning that we ought to read Lacan rather than Gallop twice, so as to produce a similarly structured but distinct triad, Lacan-Gallop-Lacan. Gallop&apos;s position in both triads satisfies the condition of being both a response and an enticement.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Of course, the two perspectives can be synthesized in a single picture in which the relationship between Gallop and Lacan bends around, rather than running linearly from left-to-right, so that we are left with a loop that holds both texts in equal tension with each other:&lt;/p&gt;&lt;pre&gt;&lt;code&gt;┌- Gallop -┐
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}&quot;&gt;One can sample this loop to produce either of the aforementioned patterns, Gallop-Lacan-Gallop or Lacan-Gallop-Lacan. Simply begin at the preferred of the two names, and follow the loop two steps in either direction.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though this reframing is more robust in one sense, it also reintroduces the original problem: where does one begin? Gallop&apos;s answer (&quot;both&quot;) should also be read, I think, as &quot;either, provided you go to the other and then loop back&quot;. At least, this is how I seem to be going about approaching the impossible task of grasping a sense of &quot;Lacan&quot;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Gallop, Jane. 2018. &lt;em&gt;Reading Lacan&lt;/em&gt;. Cornell University Press.&lt;/p&gt;</content></entry><entry><title>Jensen Suther: Novel, Organism, Form: Bio-Aesthetics in Hegel and Thomas Mann</title><id>https://ohrg.org/jensen-suther-novel-organism-form.html</id><updated>2024-02-28T00:00:00+00:00</updated><link href="https://ohrg.org/jensen-suther-novel-organism-form.html" rel="alternate"/><content type="html">&lt;h2&gt;Jensen Suther: Novel, Organism, Form: Bio-Aesthetics in Hegel and Thomas Mann&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There has been an unintentional pause in this &quot;daily&quot; log of almost a month. I caught a head-cold around mid-month, and then traveled from New Zealand to Italy (via Berlin). The bodily strain has basically persisted through until now - which, in partnership with a general lapse in having the diligence to set aside time every day, has seen no logs in the meantime.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have made some parenthetical progress during this period. During the trans-continental journey, I properly started writing a paper that will occupy me for the better part of the next few weeks. The structure I have planned for it will first work through the three notions of value as subject in Marx, with reference to Rebecca Carson&apos;s book (&lt;a href=&quot;24-01-27.html&quot;&gt;24-01-27&lt;/a&gt;), Zizek&apos;s &lt;em&gt;Sublime Object of Ideology&lt;/em&gt; (&lt;a href=&quot;24-02-05.html&quot;&gt;24-02-05&lt;/a&gt;, &lt;a href=&quot;24-02-07.html&quot;&gt;24-02-07&lt;/a&gt;), and Moishe Postone&apos;s 1994 book &lt;em&gt;&lt;a href=&quot;https://www.cambridge.org/core/books/time-labor-and-social-domination/B2429FE0E1B401CC2F775DC2683C2025&quot;&gt;Time, Labor, and Social Domination&lt;/a&gt;&lt;/em&gt;. The main proposition of this essay will be to network these conceptions (which substantiate a conception of the machine as a philosophical structure in Marx) with Alan Turing&apos;s &apos;universal machine&apos; - which I will attempt to wrap together using Mladen Dolar&apos;s understanding of the automaton in his 1991 essay, &quot;&lt;a href=&quot;https://www.sas.upenn.edu/~cavitch/pdf-library/Dolar_ShallBeWithYou.pdf&quot;&gt;I Shall Be with You on Your Wedding-Night&lt;/a&gt;&quot;. I will work through more of Zizek&apos;s book as well as Postone&apos;s, here, in the coming days towards this.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;More directly, I worked through two essays parenthetically related to my lists during the journey. The first, and the subject of this log, was Jensen Suther&apos;s &quot;&lt;a href=&quot;https://online.ucpress.edu/representations/article-abstract/164/1/80/197732/Novel-Organism-FormBio-Aesthetics-in-Hegel-and?redirectedFrom=fulltext&quot;&gt;Novel, Organism, Form: Bio-Aesthetics in Hegel and Thomas Mann&lt;/a&gt;&quot;. Suther is a contemporary young scholar: currently (or recently) a post-doc at Harvard, with a PhD from Yale advised by &lt;a href=&quot;https://en.wikipedia.org/wiki/Martin_H%C3%A4gglund&quot;&gt;Martin Hagglund&lt;/a&gt;, with an actively academic &lt;a href=&quot;https://twitter.com/jensensuther&quot;&gt;Twitter presence&lt;/a&gt;. I worked through the essay in preparation for a seminar with Suther that a reading group in which I participate (on Marx and alienation); a seminar which I unfortunately missed due to a time-zone miscalculation. (It took place in the middle of the night in Italy on my first night here.) Despite this travel mishap, however, I found the essay very compelling and informative in the course of my project. If I understand correctly, the essay is a preprint (in the way some essays are) of Suther&apos;s forthcoming book about what he calls Hegel&apos;s &quot;bio-aesthetics&quot;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In theorising Hegel as a bio-aesthetician, Suther is taking issue with the widespread misconception that German Idealism in general and Hegel in particular is guilty of &quot;perpetrating an essentialist conception of organic form - one that is ultimately thought to underwrite a racist ecology&quot; (Suther 2023, 81). The stakes here are higher than just redeeming one supposedly conservative philosopher (Hegel) from cancellation in today&apos;s task of formulating progressive politics and philosophy: for Hegel represents the root of a range of radical thinkers since, being the inventor of dialectical thinking.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-7&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; To redeem Hegel is to recover dialectics as a way to think the world politically and progressively, against the ignominy they have suffered at the hands of post-modernism and historicism.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-8&quot;&gt;2&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;More critically for my interests, Suther reads Hegel and Marx as productively thought together in pursuit of such a redemption. This is a strategy that (it seems from my very cursory understanding of the space) a new wave of Hegelian scholarship is adopting to &apos;politicise&apos; Hegel from his colloquial reputation as a &lt;a href=&quot;https://hegel.net/en/stewart1996.htm&quot;&gt;Prussian apologist&lt;/a&gt;. Marx, both the dialectical and un-dialectical camps agree, offers us an acceptably progressive political theory in his critique of capitalism. And so the stakes of Hegel&apos;s progressivism can to some extent be understood in light of the question: what &lt;em&gt;exactly&lt;/em&gt; is the relationship between Hegel&apos;s and Marx&apos;s philosophy (given that the former undeniably had some impact on the latter)?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx&apos;s project is infamously often depicted as a simple, historicist overturning of Hegel&apos;s idealism: Marx&apos;s materialism turned it on his head. A user who goes by &lt;code&gt;old-wise-wizard&lt;/code&gt; concisely summarises this view in &lt;a href=&quot;https://www.reddit.com/r/askphilosophy/comments/g2ki67/what_is_meant_by_the_statement_that_marx_stood/&quot;&gt;this Reddit thread&lt;/a&gt;:&lt;/p&gt;&lt;blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Hegel: ideas shape circumstances.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx: economic circumstances shape our ideas.&lt;/p&gt;&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Whereas Hegel argued that thought is the master of matter, Marx argued that matter is the master of thought - or so goes this reductively simple understanding. If this characterisation isn&apos;t complicated, Hegel easily comes to appear as the archetypal White Man&apos;s philosopher, whose idealism ultimately amounts to advocacy of a &quot;pull yourself up by your bootstraps&quot; chauvinism: that is, an uncritical supporter of capitalism who ought to then be associated with the likes of &lt;a href=&quot;https://en.wikipedia.org/wiki/Adam_Smith&quot;&gt;Adam Smith&lt;/a&gt;, &lt;a href=&quot;https://en.wikipedia.org/wiki/David_Ricardo&quot;&gt;David Ricardo&lt;/a&gt;, and the other &quot;British political economists&quot; whose viewpoint Marx&apos;s &lt;em&gt;Capital&lt;/em&gt; decisively critiqued. Of course, Hegel is not this philosopher - not if you read his texts rather than dismissive tweets that reference him, and not in the estimation of his supposed censurer, Karl Marx. Just as there is an exciting wave of Hegel scholarship - like Suther&apos;s - that investigates how misguided this head-turning view of Hegel-qua-Marx is by reading Hegel through Marx, there is a complementary effort in Marx scholarship that reads Marx through Hegel. The revival of Hegel&apos;s relevance in Marx scholarship is closely allied with a set of contemporary Marxian schools of thought (which interest me), such as the &lt;a href=&quot;https://en.wikipedia.org/wiki/Neue_Marx-Lekt%C3%BCre&quot;&gt;New Reading of Marx&lt;/a&gt; (associated principally to Michael Heinrich, a &quot;&lt;a href=&quot;https://thenextrecession.wordpress.com/2023/12/23/marxs-value-theory-and-the-value-form-interpretation/&quot;&gt;David Harvey of Europe&lt;/a&gt;&quot;) and value-theoretical readings such as Moishe Postone&apos;s and Rebecca Carson&apos;s.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Thus is the substance of my interest in Suther&apos;s work, despite not myself being particularly fluent in Hegel&apos;s philosophy, nor modernist (or any other kind of) literary criticism. It is also one way of understanding what is at stake in a Hegelian bio-aesthetics &quot;grounded in the logical form of the organism&quot; (Suther 2023, 81). To position Hegel&apos;s aesthetics as reliant on a thorough theory of life and nature (the organism) is to render it capable of reckoning with matter more &apos;material&apos;, rather than relegating it to the annals of theories that are too esoteric and idealistic to have any political bearing on the world at hand.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As certain thinkers of Hegel - namely the Ljubljana school and its psychoanalytic associates - have argued for some time now, such a case for Hegel&apos;s &apos;materialism&apos; is both a political redemption of (German) Idealism, as well as the grounds for critique of the mushrooming growth of cruder and cruder materialisms. These multifarious materialisms want to un-think thought as a quality distinct from matter, banishing it from its selfish and self-aggrandising speculation in the figure of the &quot;human&quot;, and stuffing it instead inside rocks, flowers, and poisons.&lt;sup id=&quot;loc-3&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-9&quot;&gt;3&lt;/a&gt;&lt;/sup&gt; To insist that Hegel&apos;s philosophy - and indeed, his idealism - matters is recognise that we cannot simply think ourselves out of the picture in our experience of the world. As Lacan puts it (in his characteristically opaque and &apos;punny&apos; way): &quot;the picture is in my eye, but &lt;em&gt;I&lt;/em&gt; am also in the picture&quot; (see &lt;a href=&quot;https://nosubject.com/Parallax&quot;&gt;here&lt;/a&gt;). In other words, we cannot simply think the subject (of the sentence, of consciousness) out of existence. We must instead thematise it as carefully as possible, recognising where it is essentially impotent in the face of a state of affairs, and where it just might have an actual freedom to choose, rather than to be externally determined.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Suther&apos;s essay articulates a theory of Hegelian bio-aesthetics with an intention &quot;to grasp the stakes of [Thomas] Mann&apos;s… modernist revival of the &lt;em&gt;Bildungsroman&lt;/em&gt;&quot; in his monumental novel &lt;em&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/The_Magic_Mountain&quot;&gt;The Magic Mountain&lt;/a&gt;&lt;/em&gt;, a work begun in 1912 and completed in 1924 (Suther 2023, 81). The &lt;em&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Bildungsroman&quot;&gt;Bildungsroman&lt;/a&gt;&lt;/em&gt; is a literary genre deeply associated with German Idealism, as works of &lt;em&gt;Bildungsroman&lt;/em&gt; were directly considered by philosophers in that movement, and also because the genre is a touchstone in the (European) literary landscape of the long 19th century. Though I am not personally particularly well equipped to reckon with what waves Suther is attempting to make in literary theory with this position, the essay does strike me as an impressive and ambitious intervention in the understanding of &lt;em&gt;Bildungsroman&lt;/em&gt;. Mann&apos;s novel lacks, of course, no depth of criticism; nor does the &lt;em&gt;Bildungsroman&lt;/em&gt; genre; nor does Hegel. Thus if Suther&apos;s critique does hold together, it is a careful and scholarly work of thought.&lt;sup id=&quot;loc-4&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-10&quot;&gt;4&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;While I cannot afford to get into greater detail about Suther&apos;s account now, here is the essay&apos;s abstract so that I might make some concluding remarks about where I might take gentle issue with one dimension of the argument:&lt;/p&gt;&lt;blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This essay intervenes in the contemporary debate surrounding the &lt;em&gt;Bildungsroman&lt;/em&gt; and its roots in German Idealism through a new reading of the idea of &quot;life&quot; in two major modern texts: G. W. F. Hegel&apos;s Lectures on Fine Art and the famous &quot;Research&quot; chapter of Thomas Mann&apos;s &lt;em&gt;The Magic Mountain&lt;/em&gt;. I establish three key points:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;Hegel pioneers a bio-aesthetics that grasps the work of art as a distinctly social and historical, reflective manifestation of organic life;&lt;/li&gt;&lt;li&gt;Mann&apos;s novel achieves a kind of self-conscious knowledge of the &lt;em&gt;Bildungsroman&lt;/em&gt; in particular as such a manifestation; and&lt;/li&gt;&lt;li&gt;Karl Marx&apos;s analysis of the alienation of humanity from its &quot;species-being&quot; under capitalism accounts for the opposition between nature and culture, animality and rationality, that drives Mann&apos;s modernist experiment with genre: his innovation of what I call &quot;the novel of deformation.&quot; (Suther 2023, 80)&lt;/li&gt;&lt;/ol&gt;&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;While I agree that capitalism exercises a &quot;deformative&quot; effect on the human relation to what (young) Marx calls its &quot;species-being&quot;, towards the end of the essay Suther seems to suggest in the essay that a return to Hegel&apos;s bio-aesthetics (a thinking &apos;before&apos; Marx) offers us a way to think life as flourishing in contradistinction to capitalism&apos;s capture and obstruction of it. He does this in a final section titled &quot;Beyond the &lt;em&gt;Bildung&lt;/em&gt; principle&quot; (Suther 2023, 96), a play on &lt;em&gt;Beyond the Pleasure Principle&lt;/em&gt; (1920, notably), the text in which Freud most famously theorised the death drive. In marking Mann&apos;s novel as a representation of &quot;the novel of deformation&quot;, i.e. as an alienation under capitalism of a supposed pre-capitalist flourishing, Suther seems to take Freud&apos;s death drive as a symptom of our (unavoidable) alienation under capitalism:&lt;/p&gt;&lt;blockquote&gt;Freud, in reference to Schopenhauer, formulates the idea of the &quot;death drive&quot; (&lt;em&gt;Todestrieb&lt;/em&gt;) as the innate tendency of life toward an original state of quiescence…. [The possibility of a formative drive] is diverted by a process of &lt;em&gt;deformation&lt;/em&gt;, codified in the idea of a &lt;em&gt;Todestrieb&lt;/em&gt;. (Suther 2023, 102)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Taking Freud&apos;s theory of the death drive as his recognition of our deformative will-to-power under the condition of capitalist alienation, Suther then suggests that:&lt;/p&gt;&lt;blockquote&gt;Hegel provides a radically different, Aristotelian account of the structure of satisfaction and desire…. Desire, then, is not a stain to be eliminated but the organism&apos;s valenced way of responding to the elements of its environment as either means or obstacles to its possible &lt;em&gt;flourishing&lt;/em&gt;. &lt;strong&gt;Hegel thus gives us a powerful alternative to Schopenhauer and Freud and to Mann&apos;s narrator&lt;/strong&gt; (Suther 2023, 102–3).&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This seems to me a misreading of Freud&apos;s death drive as a strictly deformative condition of being (under capitalism), rather than as a recognition of the &lt;em&gt;necessary contradiction that undergirds the possibility of freedom in modernity&lt;/em&gt;.&lt;sup id=&quot;loc-5&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-11&quot;&gt;5&lt;/a&gt;&lt;/sup&gt; The alienation of our species-being is the condition of our domination under capitalism, yes: but it is paradoxically also the prerequisite of our distinctly modern freedom, i.e. a state of being in relation to ourselves in which we can avoid the totalizing effect of that very same domination. Psychoanalysis is the name of the philosophical project to &lt;em&gt;work through&lt;/em&gt; this necessary state of alienation (or deformation, in Suther&apos;s schema) towards an elusive ideal of freedom, of &apos;free association&apos; and un-capitalised desire.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The necessity of working through alienation rather than returning to a state before it (or accelerating or otherwise imploding it to get to a post-capitalist state after it) is a point on which Freud and Marx agree, despite the misapprehensions of their projects otherwise. Far from being a further entrapment in alienation by way of a defeatist pessimism, psychoanalysis is paradoxically a project to achieve &lt;em&gt;disalienation&lt;/em&gt; without succumbing to the persuasive persistence of desire&apos;s and action&apos;s wily capture by capital&apos;s abstract domination. To laud Hegel as an alternative to the &quot;pessimism&quot; that Suther wants to associate with Freud, then, risks the same misunderstanding of Marx that Moishe Postone critiqued as &quot;traditional Marxism&quot; in his 1994 book, &lt;em&gt;Time, Labor, and Social Domination&lt;/em&gt; (Postone 1996).&lt;sup id=&quot;loc-6&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-12&quot;&gt;6&lt;/a&gt;&lt;/sup&gt; Marx&apos;s project in &lt;em&gt;Capital&lt;/em&gt; is not the critique of capitalism from the standpoint of labor (a position that hypostasises labor as a concept that is &lt;em&gt;transhistorical&lt;/em&gt;); but rather the critique of labor in capitalism (which sees the particular figuration of labor in the movement of value - and, it is worth noting, in relation to the reproduction of human life - as a form that is historically specific to capitalism) (Postone 1996, chap. 1). Thus, given that our situation of thought is necessarily conditioned by capital as a precondition, we cannot easily think a purely formative flourishing (a &lt;em&gt;Bildungsroman&lt;/em&gt;) that is devoid from its deformative negative. We cannot return to a straightforward socialist optimism, even if it is carefully and thoughtfully Hegelian in its composition, to solve capitalism&apos;s intrinsic pessimism.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though Suther&apos;s position on this is mostly secondary to his argument in this essay (most of which, as noted above, I find strikingly incisive), he re-articulates his skepticism of the psychoanalytic project in &lt;a href=&quot;https://www.youtube.com/watch?v=7PvszsHWbYU&quot;&gt;an interview about his work&lt;/a&gt; from about a year ago. Lacanianism, Suther argues, by which he means the strand of leftist psychoanalytic philosophy associated with Zizek (and the Ljubljana school by extension), inevitably ends up with a kind of &quot;unhappy consciousness,&quot; a term that Suther draws from a progression in Hegel&apos;s &lt;em&gt;Phenomenology of Spirit&lt;/em&gt;. This is a symptom, Suther continues, of Lacan&apos;s reading of Hegel being mostly by way of &lt;a href=&quot;https://en.wikipedia.org/wiki/Alexandre_Koj%C3%A8ve&quot;&gt;Alexandre Kojève&lt;/a&gt;: and just as the two Hegelian Roberts (&lt;a href=&quot;https://en.wikipedia.org/wiki/Robert_B._Pippin&quot;&gt;Robert Pippin&lt;/a&gt; and &lt;a href=&quot;https://en.wikipedia.org/wiki/Robert_Brandom&quot;&gt;Robert Brandom&lt;/a&gt;) depart from Kojève, so too does Suther.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As I have stated above, I think I would tend to disagree on this point. The psychoanalytic project is only stuck with an unhappy consciousness to the extent that it acknowledges the existence of a structural alienation in capitalism that we can only think &lt;em&gt;through&lt;/em&gt;, and not before or after. I don&apos;t have the Hegelian or Lacanian chops (at present) to take this issue back through Lacan, Kojève, Brandom, and Pippin. Though I think that Suther&apos;s misreading of the Freudian death drive in the essay treated here is an indicative start; and perhaps this is a project that I will pursue at some point in the future.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Cole, Andrew. 2014. &lt;em&gt;The Birth of Theory&lt;/em&gt;. University of Chicago Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Copjec, Joan. 2015. &lt;em&gt;Read My Desire: Lacan Against the Historicists&lt;/em&gt;. Verso Books.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dolar, Mladen. 2020. “What’s the Matter? On Matter and Related Matters.” In &lt;em&gt;Subject Lessons: Hegel, Lacan, and the Future of Materialism&lt;/em&gt;, edited by Russel Sbriglia and Slavoj Zizek, 31–49. Northwestern University Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Johnston, Adrian, Boštjan Nedoh, and Alenka Zupančič. 2022. “Introduction: Beyond the Nominalism-Realism Divide: Objective Fictions from Bentham Through Marx to Lacan.” In &lt;em&gt;Objective Fictions: Philosophy, Psychoanalysis, Marxism&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Postone, Moishe. 1996. &lt;em&gt;Time, Labor, and Social Domination: A Reinterpretation of Marx’s Critical Theory&lt;/em&gt;. Cambridge New York Melbourne Madrid Cape Town: Cambridge University Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Ruda, Frank. 2015. &lt;em&gt;For Badiou: Idealism Without Idealism&lt;/em&gt;. Northwestern University Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Suther, Jensen. 2023. “Novel, Organism, Form: Bio-Aesthetics in Hegel and Thomas Mann.” &lt;em&gt;Representations&lt;/em&gt; 164 (1): 80–114.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zupančič, Alenka. 2017. &lt;em&gt;What Is Sex?&lt;/em&gt; MIT Press.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Karl Marx: Capital, Volume 1 (chapter 21)</title><id>https://ohrg.org/karl-marx-capital-volume-1-chapter-21.html</id><updated>2025-03-07T00:00:00+00:00</updated><link href="https://ohrg.org/karl-marx-capital-volume-1-chapter-21.html" rel="alternate"/><content type="html">&lt;h2&gt;Karl Marx: Capital, Volume 1 (chapter 21)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Up first today, some notes from chapter 21 of Marx’s &lt;em&gt;Capital&lt;/em&gt;, Volume I, his chapter on &lt;em&gt;Simple Reproduction&lt;/em&gt;. I returned to this text (in its &lt;a href=&quot;https://press.princeton.edu/books/hardcover/9780691190075/capital&quot;&gt;new translation&lt;/a&gt;) at a writing retreat in Connecticut over the weekend. After sharing a work-in-progress regarding the outline of a theory of a subject in Marx, it was sagely pointed out to me that, in order to really convince a reader that such an outline exists, I should really show its substance in Marx&apos;s own writing. Up until this point, my argument has been constructed around instructive &apos;secondary sources&apos; such as Moishe Postone&apos;s &lt;a href=&quot;https://en.wikipedia.org/wiki/Time%2C_Labor_and_Social_Domination&quot;&gt;Time, Labor and Social Domination&lt;/a&gt; and Alfred Sohn-Rethel&apos;s &lt;a href=&quot;https://brill.com/display/title/26580?language=en&quot;&gt;Intellectual and Manual Labour: A Critique of Epistemology&lt;/a&gt;, both of which are book-length interpretation of &lt;em&gt;Capital&lt;/em&gt; by lifelong scholars of Marx. These two texts will remain key interlocutors in my argument&apos;s construction, but I cannot only channel Marx&apos;s Geist solely through second-hand accounts of him.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My hesitancy to interpret Marx&apos;s text directly comes out of an abiding bias absorbed from the academic atmosphere which suggests that it is &apos;old news&apos; to retrace interpretative grooves that have already been clearly marked out. I have come to disagree quite strongly with this opinion, as it misses the real value of textual interpretation, which is not primarily to produce new knowledge from undiscovered sources, but to work through language and thought in and against the temper of a new time. But the &apos;innovation exhortation&apos; nonetheless haunts me, aspiring as I am in part to American academic success, as one is expected in this climate to produce something new and newly useful. It is much easier to argue for the newness in an interpretation of an object not yet interpreted than it is to justify yet another interpretation of well-trodden territory like Marx&apos;s &lt;em&gt;Capital&lt;/em&gt;. In the latter case, one also has to be sure that one is not offering as &apos;new&apos; an interpretation that has in fact already been offered in the literature. In Marx&apos;s case, there are some two hundred years of interpretation in almost every language imaginable. How can one be sure that yet another interpretation is &apos;new&apos;?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;One can&apos;t, in short. It is impossible to read all the relevant literature. It is impossible even to read most or a significant portion of it in the case of Marx-related studies. This is one of the ways in which the vocabulary of scientific discovery falls short in textual interpretation. The &lt;em&gt;value&lt;/em&gt; of interpretation is not always surfacing something hitherto unknown to an imaginary readership that has already read everything hitherto published. The fantasy of such an academic production is not only an impossible task, but it also has a fantasmatic audience. No-one is perfectly literate in this exhaustively imagined way! A better objective, I am coming to realize, is to synthesize something for a significant portion of readers that is not yet readily visible. Thus I am turning my attention to re-reading Marx&apos;s &lt;em&gt;Capital&lt;/em&gt;, as it seems to me that there is much that has been &apos;lost&apos; to the zeitgeist regarding this text&apos;s critical value, even as it is nominally the most common coin in contemporary critical-theoretical projects.&lt;/p&gt;&lt;h2&gt;21: Simple Reproduction&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;(In the older translations, this is chapter 23.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;David Harvey notes that this chapter zooms out from what has preceded it in volume I in terms of analytic perspective:&lt;/p&gt;&lt;blockquote&gt;The analysis so far has been concerned solely with the production of surplus-value as a one-shot event. But things look rather different when examined as a continuous process ongoing over time. (Harvey 2018)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;At this stage in &lt;em&gt;Capital&lt;/em&gt;, a reader has been made familiar with key concepts such as commodity &lt;math&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;/math&gt;, money &lt;math&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;/math&gt;, value, labour-time and so on, and the movement of value has been atomistically conceptualised in slices such as &lt;math&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;/math&gt; (a purchase), &lt;math&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;/math&gt; (a sale), &lt;math&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;/math&gt; (the capitalist equation) and &lt;math&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;/math&gt; (the consumerist equation). These are all expressions of moments in the entangled processes of the production and circulation of value as analytically captured by Marx. These forms of appearance are critical terms; but they are also &quot;phenomena that conceal the inner working of [capital accumulation&apos;s] mechanism&quot; (Marx 2024, 520).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Along with the conditions of production (and circulation) come conditions of &lt;em&gt;re&lt;/em&gt;-production. Reproduction is the sphere of activities that are not consciously counted in capital&apos;s calculus and as such cannot appear to matter in the context of its logic. Marx&apos;s argument in &lt;em&gt;Capital&lt;/em&gt; is that capital is a synthetic totality, by which I mean to say that though it is self-consciously totalizing– that is, it appears to itself as fully accountable– in reality it represses a range of moments that are actually the unconscious foundation of its character.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The big elephant in the room here is &lt;em&gt;labour&lt;/em&gt;. Capital considers labor as a relatively unremarkable input that contributes to its valorization process in production and circulation. The capitalist starts with some money; he uses it to purchase variable capital (labor-time) and fixed capital (machinery) to kick off the production of some commodities; and when he sells those commodities he skims the surplus value off the top that has naturally been generated by his bringing those pieces of capital together to work in cooperation. Marx&apos;s project thus far has been to logically reconstruct and conceptualize the elements of this production process so as to show that there is something problematic about this &apos;natural&apos; interpretation of the process of accumulation, and that something is the way in which labour gets measured as a contribution to the surplus value returned.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Thus Marx locates the &lt;em&gt;logical&lt;/em&gt; beginning of capital&apos;s valorization:&lt;/p&gt;&lt;blockquote&gt;The purchase of labor-power for a certain amount of time initiates the production process. The initial moment recurs when the time is up, and a production period of a certain length has come to an end, whether a week, a month, or longer. But the worker isn&apos;t paid until after his labor-power has produced its effect, realizing in commodities both its own value and surplus-value…. The labor that the worker performs next week or next month will thus be paid for with the labor he performed the previous week or the previous month. (Marx 2024, 522)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The worker necessarily advances his labor-time as a commodity to the capitalist due to the temporal structure of the &lt;strong&gt;wage&lt;/strong&gt;. This advancement is the logical beginning of the production process, Marx claims, as it is the moment in which capital&apos;s particular structure of valorization becomes possible. It is the parceling out of discrete periods in continuous time effected by the structure of a wage that makes valorization possible, as this structure allows some portion of labor-time to subconsciously slip between the contract&apos;s positions. The worker appears to be paid fairly for his time at some set rate an hour; yet in the very motion of this apparently free and fair conscience, some labor-time nevertheless slips away from him to the capitalist, unpaid. Thus the unconscious advance of the worker&apos;s labor-time to the capitalist that is effected by the structure of the wage is the gap in which surplus value is made to appear.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This apparently fair but structurally imbalanced relationship between the worker and the capitalist is the fundamental false consciousness of capital&apos;s logic. It is what produces the gap into which capitalist ideology can pour its misconception of equality into the consciousness of both worker and capitalist, even as the former&apos;s condition becomes more and more immiserating, and the latter&apos;s more and more lavish. This structural imbalance allows capital to take its place in consciousness and society as &apos;alien power&apos; that nonetheless also feels natural and fair. Take the following (very difficult) passage:&lt;/p&gt;&lt;blockquote&gt;It is the worker himself, then, who constantly produces objective wealth as capital, an alien power that exploits and rules over him, while the capitalist just as constantly produces labor-power as a subjective, abstract source of wealth that has been separated from its own means of objectification and realization and exists only in the worker&apos;s body– in short, the capitalist just as constantly keeps producing the worker as a wage laborer. This constant reproduction or perpetuation of the worker is the &lt;em&gt;sine qua non&lt;/em&gt; of capitalist production. (Marx 2024, 525)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Despite appearances, it is the workers themselves who are capital&apos;s &quot;most essential means of production&quot; (Marx 2024, 527). The capitalist class cannot produce surplus value through an apparently fair commodity production and circulation process without their mobilization of workers through the structure of a wage. Wages are the &apos;invisible chains&apos; that reinscribe class distinction in capitalist society, replacing the conspicuous chains that patrolled that border in pre-capitalist society:&lt;/p&gt;&lt;blockquote&gt;The Roman slave was fettered with chains. Invisible ties bind the wage laborer to his owner: he merely seems to be independent. The constant turnover among the worker&apos;s individual wage masters and the &lt;em&gt;fictio juris&lt;/em&gt; of his contract keep this semblance in place. (Marx 2024, 528)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The wage contract is a &lt;em&gt;fictio juris&lt;/em&gt;, a false premise taken as true by capital logic to reach its desired outcome: the accumulation of surplus value. Capital has reinterpreted the master-slave dialectic and transsubstantiated it terms, leading to a situation in which both master (now capitalist) and slave (now worker) have developed a self-consciousness of freedom, yet both remain unconsciously in bondage to the desires of an alien power beyond their control. The capitalist is driven to accumulate, as he occupies the position of &lt;math&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;msup&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;mo&gt;′&lt;/mo&gt;&lt;/msup&gt;&lt;/math&gt; in the movement of value, driven to use his money to produce more than he originally put in, the elusive moving target &lt;math&gt;&lt;mo form=&quot;postfix&quot;&gt;′&lt;/mo&gt;&lt;/math&gt; that can never be satisfactorily achieved. Even when he has accumulated more money than he knows what to do with, more than he needs to produce a fine quality of life, he is driven towards more money nonetheless. The worker on the other hand is driven differently, but towards a similarly unachievable infinity in the position of &lt;math&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;mi&gt;𝑀&lt;/mi&gt;&lt;mo&gt;−&lt;/mo&gt;&lt;msup&gt;&lt;mi&gt;𝐶&lt;/mi&gt;&lt;mo&gt;′&lt;/mo&gt;&lt;/msup&gt;&lt;/math&gt;, driven to commoditize herself as labor-power in order to acquire more and more commodities, even at the expense of her (quality of) life.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Thus is humanity made a machinery in service of capital&apos;s reproduction rather than its own, caught in:&lt;/p&gt;&lt;blockquote&gt;a self-perpetuating trap, continuously thrusting the one person back into the commodity market as the seller of his labor-power while continuously transforming his product into the other person&apos;s means of purchasing…. [I]t also produces and reproduces the capital relation, with the capitalist on one side and the wage laborer on the other. (Marx 2024, 532)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The seemingly benign concept of a commodity (unfolded in the opening chapter &lt;em&gt;Capital&lt;/em&gt;) has somehow grown into a monstrous misapprehension of subjectivity, entangled in an external, objective process of accumulation for its own sake. Hegel&apos;s subject [Subjekt] has become a substance [Substanz], but not in a way where it can find its way back again to the first term. Subjectivity is instead ensnared as a substance that kicks off and sustains the inorganic motion of the accumulation of value for its own sake, reducing humanity to a shadow of itself in the unthinking conceptualization of labor as nothing more than a replenishable repository of labor-power. Thus is labor the &lt;em&gt;sine qua non&lt;/em&gt; of capital.&lt;/p&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Harvey, David. 2018. &lt;em&gt;A Companion To Marx’s Capital:The Complete Edition&lt;/em&gt;. Verso Books.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx, Karl. 2024. &lt;em&gt;Capital: Critique of Political Economy&lt;/em&gt;. Edited by Paul North. Translated by Paul Reitter. Princeton: Princeton University Press.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Karl Marx: Capital, Volume 1 (chapter 22)</title><id>https://ohrg.org/karl-marx-capital-volume-1-chapter-22.html</id><updated>2025-05-16T00:00:00+00:00</updated><link href="https://ohrg.org/karl-marx-capital-volume-1-chapter-22.html" rel="alternate"/><content type="html">&lt;h2&gt;Karl Marx: Capital, Volume 1 (chapter 22)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Chapter 22 of &lt;em&gt;Capital&lt;/em&gt; Volume I– following the chapter structure in the &lt;a href=&quot;https://press.princeton.edu/books/hardcover/9780691190075/capital&quot;&gt;2024 English translation&lt;/a&gt; - builds on &lt;a href=&quot;./25-03-07.html&quot;&gt;the previous chapter on simple reproduction&lt;/a&gt;, which had laid out the impossible position of &quot;economic bondage&quot; (Marx 2024, 532) of the wage laborer in relation to capital. Chapter 22 shifts from outlining the standpoint of the wage laborer to a closer look at the standpoint of the capitalist, detailing how capital works through the reinvestment of &lt;strong&gt;surplus value&lt;/strong&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When the surplus value produced through the structure of the wage relation is reinvested, it amounts to a process of &lt;strong&gt;accumulation&lt;/strong&gt;: &quot;accumulation is the capitalist process of reproduction on an ever-expanding scale&quot; (Marx 2024, 534). Accumulation is a phenomenon that is produced under the aegis of a free and fair exchange, but which in fact rests in the &lt;strong&gt;exploitation&lt;/strong&gt; of laborers. Though it is the laborer who produces surplus value, it is the capitalist to whom it is owed. This is why Marx calls the capitalist a false &quot;legal representative&quot; (Marx 2024, 535) of workers, as it is through an apparently legitimate process (we might think here of &apos;democracy&apos;) that a figure who represents interests antithetical to the workers&apos; own comes to reside in a seat of power. Unpaid labor, conjured through the reduction of labor to labor-time in the form of a wage (&quot;the invisible magic of the production process&quot; (Marx 2024, 535)), is the common coin of this phony demagoguery.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Accumulation is the name for the reproduction of capital for its own sake. The capitalist is not, according to Marx, a machiavellian villain who selfishly &lt;em&gt;expropriates&lt;/em&gt; value from the laborers he employs. (This is one of the core distinctions between &lt;em&gt;expropriation&lt;/em&gt; and &lt;em&gt;exploitation&lt;/em&gt; for Marx: the latter does not imply strictly overt or conscious violence on the part of the dominating party.) The capitalist is rather a role that is subject to the abstract domination of capital&apos;s value forms, just like the wage laborer, though that subjection has a different orientation. The wage laborer, as we saw in chapter 21, is compelled to want more commodities, even at the expense of her own reproduction, an orientation that can be denoted &lt;code&gt;C-M-C&apos;&lt;/code&gt;. The capitalist, on the other hand, is compelled to want more money, even at the expense of his own reproduction, an orientation that famously can be denoted &lt;code&gt;M-C-M&apos;&lt;/code&gt;. It is these two roles working in tandem that produces accumulation, the movement of value specific to capital, an infinite cycle of &lt;code&gt;M-C-M&apos;-C&apos;-M&apos;&lt;/code&gt;. (The formal genesis of this cycle, i.e. whether it is &lt;code&gt;M&lt;/code&gt; or &lt;code&gt;C&lt;/code&gt; that kicks accumulation off, is the subject of the final chapter in Volume I, &lt;em&gt;The So-Called Original Accumulation&lt;/em&gt;.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The search for surplus (&lt;code&gt;&apos;&lt;/code&gt;) for its own sake is the driving motor of capital&apos;s process, the characterizing feature of its implant in human subjectivity, whether its installation produces a capitalist or consumerist &apos;affect&apos;:&lt;/p&gt;&lt;blockquote&gt;Whether the new capital takes the form of money or the things that make up the means of production and subsistence, its &lt;strong&gt;substance&lt;/strong&gt; is the product of a process that extracts someone else&apos;s unpaid labor. Capital has produced capital. (Marx 2024, 536)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx&apos;s use of the word &apos;substance&apos; here and elsewhere can be understood to mean something similar to what I propose as a &apos;characterizing feature&apos; above. It does not refer to a concrete and material thing that can be touched, smelled, or felt that underlies those airy, ideological phenomena that are palpably more conceptual. To render &apos;substance&apos; in this way is to read Marx against his own method, to assert that there is a &apos;base&apos; that can be consciously unearthed as a &apos;thing&apos; that determines the &apos;superstructure&apos;. Substance rather refers to neither thing nor thought, but the dialectical space where they meet– what Heidegger will later call &lt;em&gt;das Ding&lt;/em&gt;. The substance of value in capital, then, needs to be explained by way of the process of its (conceptual &lt;em&gt;and&lt;/em&gt; material) movement, from commodity to money to surplus, such that we can see how (a certain conception of) labor is the &apos;ground&apos; of the abstract domination at work in capital.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The network of notions of commodity, labor, value, and so on is what reveals the notion of &lt;strong&gt;bourgeois ownership&lt;/strong&gt; as one that is turned inside-out. It parades as a transparent principle of &apos;each to his own&apos;, but in fact (in &apos;substance&apos;) rests on the underhanded dispossession of workers of their labor. The law of ownership is, in other words, a law that harbors a contradiction within itself. Though an &quot;exchange of equivalents&quot; is &quot;the original operation&quot;, the outcome is constitutively unequal (Marx 2024, 537):&lt;/p&gt;&lt;blockquote&gt;Owning yesterday&apos;s unpaid labor now appears as the sole precondition for appropriating today&apos;s unpaid living labor on an ever-larger scale. (Marx 2024, 536)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A key point in the first section of this chapter is that the capitalist is not, by definition, a miser. Accumulation can only take place if &quot;yesterday&apos;s unpaid labor&quot; is put back into circulation, rather than hoarded by miserly factory owners. This is not to say that those playing the part of the capitalist in accumulation&apos;s equation do not spend some of the surplus on themselves, buying commodities that they do not need in pursuit of an ever-elusive total satisfaction. But this drive is not what characterizes him as a capitalist:&lt;/p&gt;&lt;blockquote&gt;insofar as the capitalist is personified capital, his driving motivation is to have more and more exchange-value, not to acquire use-value and experience pleasure. A fanatic when it comes to the valorization of value, he ruthlessly forces human beings to produce for production&apos;s sake…. Thus, insofar as the capitalist&apos;s behavior is merely a function of the &lt;em&gt;capital that has taken on consciousness and a will in him&lt;/em&gt;, he sees his own private consumption as an act of theft committed against the accumulation of his capital. (Marx 2024, 542)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The affect driving the capitalist is a renunciation of private consumption, an obscure and alien selflessness in service of &lt;em&gt;capital&apos;s&lt;/em&gt; reproduction, not his own.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-2&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; (One cannot help but think here of the numerous reports of investment bankers committing suicide upon hearing about the financial crash in 2008. Agents of capital to the end, life is no longer worth living where accumulation has stalled.) Thus is capital a parasite on modern subjectivity, which since at least the Enlightenment has prided itself on the ability to reason first and foremost &lt;em&gt;for&lt;/em&gt; oneself. In capital, this vision of clear-headed reason is compromised. Reason itself is unsound, for conscious abstraction in its own right seems to suffer domination at the hands of the movement of value.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Johnston, Adrian. 2024. &lt;em&gt;Infinite Greed: The Inhuman Selfishness of Capital&lt;/em&gt;. New York: Columbia University Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx, Karl. 2024. &lt;em&gt;Capital: Critique of Political Economy&lt;/em&gt;. Edited by Paul North. Translated by Paul Reitter. Princeton: Princeton University Press.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Matteo Pasquinelli: Eye of the Master</title><id>https://ohrg.org/matteo-pasquinelli-eye-of-the-master.html</id><updated>2024-01-31T00:00:00+00:00</updated><link href="https://ohrg.org/matteo-pasquinelli-eye-of-the-master.html" rel="alternate"/><content type="html">&lt;h2&gt;Matteo Pasquinelli: Eye of the Master&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Today: finally, I completed Matteo Pasquinelli&apos;s new book published in 2023, &lt;em&gt;&lt;a href=&quot;https://www.versobooks.com/en-gb/products/735-the-eye-of-the-master&quot;&gt;The Eye of the Master: A Social History of Artificial Intelligence&lt;/a&gt;&lt;/em&gt;. I&apos;ve been partway through this book for a month or more, as I could never quite bring myself to finish it off. I have fair investment in Pasquinelli, as I wrote a term paper last year addressing the majority of the essays he published before this book (which I have mentioned in a previous log). This book reworks some of his arguments from those essays, and attempts to bring them together in the agenda of a &apos;social history of artificial intelligence&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Pasquinelli is at once a curious and symptomatic scholar. He is part of the new wave of critical A.I. studies, and certainly traffics in distilling citations from there and the history of science into a kind of Foucauldian theoreticism that champions itself as an &apos;alternative history&apos;. The basis for which we need an alternative here is, one assumes, the whiggish narrative of proliferating industry, total automation, and inevitable progress that is often associated with A.I. in popular media. In addition to this Foucauldian inflection in his partial background as a historian of science, he is distinctly influenced by an &lt;a href=&quot;https://en.wikipedia.org/wiki/Workerism&quot;&gt;operaismo&lt;/a&gt;, &lt;a href=&quot;24-01-27.html&quot;&gt;post-Marxist&lt;/a&gt; theoretical tradition when it comes to his understanding of technology. This tradition is sure that the take on technology in Marx&apos;s &lt;em&gt;Grundrisse&lt;/em&gt; – a set of notebooks written before &lt;em&gt;Capital&lt;/em&gt; and not circulated in any language other than German until the 1960s – is more promising as a theory of praxis and political struggle than what Marx lays out in the later and better-known work.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;em&gt;The Eye of the Master&lt;/em&gt; (Pasquinelli&apos;s first book-length project) reads as half a post-Marxist proposal (Part I), and half a contribution of fragmented episodes in the history of science-qua-A.I. (Part II). There are a wealth of cameo references to contemporary scholarship, footnotes to further reading, and generous citation of other arguments throughout the book: so much so that, at times, I struggled to make the particularity of Pasquinelli&apos;s argument in among it all.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-3&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; Pasquinelli is talented as a historian in the sense that he has found a collection of historical scenarios that, while not obviously interconnected at face value, coalesce together as a cabinet of curiosity-piquing moments that all certainly have some bearing on what we refer to today when we say &quot;A.I.&quot; It would also be hard to deny that he is well-read/well-networked. The citation-rich text seems almost as though it was written through a series of pseudo-academic call-and-response all-too-familiar to anyone who has been to a lecture in the theory-leaning humanities – Call: &quot;Your talk made me think about author X or book Y, what do you think?&quot; – Response: &quot;Let me read that and get back to you.&quot;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The over-arching premise of the book is undeniably correct: the development of A.I. is a &apos;social&apos; enterprise pace the techno-determinist (&quot;A.I. was invented, and then the world changed&quot;) and techno-fatalist (&quot;A.I. was always going to be invented&quot;) positions. In Pasquinelli&apos;s words: &quot;this book aims at rediscovering the social centrality of the social intelligence that informs and empowers A.I.&quot; (Pasquinelli 2023, 12) The attempted drilling down on this &quot;social intelligence&quot; as such through a post-Marxist understanding of labour and a Foucauldian understanding of history, however, is what misses the mark for me.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Take Pasquinelli&apos;s explication of his method as &lt;strong&gt;historical epistemology&lt;/strong&gt;:&lt;/p&gt;&lt;blockquote&gt;Where social constructivism generically emphasises the influence of external factors on science and technology, historical epistemology is concerned with the dialectical unfolding of social praxis, instruments of labour, and scientific abstractions within a global economic dynamics. This book attempts to study AI and &lt;em&gt;algorithmic thinking&lt;/em&gt; in a similar way that historical and political epistemology has studied, in the modern age, the rise of mechanical thinking and scientific abstractions in relation to socio-economic developments. (Pasquinelli 2023, 13)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Here (and throughout the book), Pasquinelli draws out a distinction between &lt;em&gt;algorithmic&lt;/em&gt; operations on the one hand, and &lt;em&gt;mechanical&lt;/em&gt; machines on the other. This distinction is further developed in Part II, which narrates the invention of Rosenblatt&apos;s perception and the growing practice of computationally understanding images as statistical distributions as a fundamental shift away from Turing&apos;s &quot;linear&quot; conception of the computer as a discretely modifiable strip of tape, towards a &quot;spatial&quot; (i.e. multi-dimensional) understanding of data. While Pasquinelli is critical of the cybernetic vantage point in its collapse of any conceptual border between the human and the computer (indeed, this collapse can be considered the heart of the cybernetic project as such), his outlook is fundamentally historicist: he cannot but see the birth of information and the computer as a fundamental development in the structure of capital that requires new eyes, new theories.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The ethics of this cybernetic historicism is deeply ensnared in Pasquinelli&apos;s post-Marxist proclivities. Part I of the book amounts to a revisionist understanding of Marxian labour under the aegis of a cybernetic philosophy of the human/machine relation. Pasquinelli&apos;s quibble is over the primacy of &lt;strong&gt;labour&lt;/strong&gt; in Marx&apos;s thought, a term which he seems to think is too rooted in its &apos;manual&apos; materialisations, and thus to which he offers &lt;strong&gt;knowledge&lt;/strong&gt; as an alternative. This positing of knowledge as the primate concept in a system of political economy is, in my view, a succumbing to the cybernetic (and capitalist) insistence that surplus value is not solely generated from the figure of the human, but rather can be transferred to and/or additionally cultivated in the machine (or computer).&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-4&quot;&gt;2&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;To do away with the idea that surplus value comes solely and specifically from the mystification of the worth of human labour by way of its quantification in/as abstract human labour (that fundamental concept in Marx) is to do away with Marx&apos;s understanding of how the human (condition) is alienated despite being formally &apos;free&apos; in capital. Pasquinelli seems to miss what is at stake, in other words, in Marx&apos;s critique of the labour theory of value: namely the capacity to distinguish human life from the life of capital, and the ability as a result to consciously value the former in social arrangements of production and circulation. By flattening labour into knowledge, we deliver our thought directly to the fetishism of subject/object misapprehension that capital &lt;em&gt;wants&lt;/em&gt;. A social relation between people is confused and projected into the objective quality of a thing – in Pasquinelli&apos;s case, the computer – and we remain unable to think the possibility of (human) freedom, as the subject/object dialectic has been collapsed.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If A.I. has &quot;always operated on the side of capital together with a hidden agenda to foster human stupidity&quot; (Pasquinelli 2023, 111) as Pasquinelli suggests, we do ourselves a disservice to disregard Marx&apos;s precise philosophical formulation of the structure at work in it by presuming that A.I. is necessarily a phenomenon historically distinct. My fundamental question is: is there really anything about A.I. that distinguishes it from other forms of computing, and is there anything about the computer that distinguishes it from what Marx refers to as the machine? Pasquinelli&apos;s book coins a collection of attractive-sounding theoretical terms, but (given the non-starter of substituting labour for knowledge) neglects to tell us much about how we can actually better think about AI, labour, and the relationship between computational automation and the social. It is, however, a great tour of recent scholarship in the space and moments in the history of technology (Von Neumann&apos;s critique of cybernetics, Hayek&apos;s relationship to connectionism, Babbage&apos;s involvement in Marx&apos;s thinking) that deserve closer attention.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Pasquinelli, Matteo. 2023. &lt;em&gt;The Eye of the Master&lt;/em&gt;. Verso Books.&lt;/p&gt;</content></entry><entry><title>Mladen Dolar, Rumors</title><id>https://ohrg.org/mladen-dolar-rumors.html</id><updated>2025-06-15T00:00:00+00:00</updated><link href="https://ohrg.org/mladen-dolar-rumors.html" rel="alternate"/><content type="html">&lt;h2&gt;Mladen Dolar, Rumors&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;First on the syllabus in Rohit Goel&apos;s current &lt;a href=&quot;https://www.bicar.org/rumors-capitalism-conspiracytheories-register&quot;&gt;BICAR&lt;/a&gt; course is Mladen Dolar&apos;s 2024 book &lt;a href=&quot;https://www.politybooks.com/bookdetail?book_slug=rumors--9781509561698&quot;&gt;Rumors&lt;/a&gt;. This short book is an extended and adapted version of Dolar&apos;s contribution to the 2022 edited volume &lt;a href=&quot;https://www.jstor.org/stable/10.3366/j.ctv2b8rwxd&quot;&gt;Objective Fictions: Philosophy, Psychoanalysis, Marxism&lt;/a&gt;, and in its first sentence it lays out the topic at hand:&lt;/p&gt;&lt;blockquote&gt;To take rumors as a serious object of theoretical scrutiny and philosophical reflection seems like a contradiction in terms…. [C]an rumors acquire the dignity of a concept?… If one deals with such an unworthy and undignified subject, isn&apos;t this a sure way to ruin one&apos;s philosophical reputation? (Dolar 2024, 1)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dolar has become something of a specialist essayist (in what he writes in English, at least). He published the delectable &lt;a href=&quot;https://aksioma.org/pdf/Mladen-Dolar_Whats-in-a-Name.pdf&quot;&gt;What&apos;s in a Name?&lt;/a&gt; (which I wrote about &lt;a href=&quot;./24-02-29.html&quot;&gt;here&lt;/a&gt;) in 2014 as an extended essay associated with an art exhibition at the Institute for Contemporary Art in Ljubljana, and there is more than a passing resemblance between this book and &lt;em&gt;Rumors&lt;/em&gt;. Both begin by rhetorically turning Western philosophy on its head. The first sentence of &lt;em&gt;What&apos;s in a Name?&lt;/em&gt; is: &quot;It all began with Plato&quot; (Dolar 2014, 6), and &lt;em&gt;Rumors&lt;/em&gt;, after a brief digression through the winning explanation of how quantum physicists understand the eerie materiality of Higgs boson (&apos;the God particle&apos;), takes us to &quot;the Socratic foundations of philosophy&quot; (Dolar 2024, 5) in the distinction between &lt;em&gt;doxa&lt;/em&gt; (opinion) and &lt;em&gt;epistēmē&lt;/em&gt; (knowledge). &lt;em&gt;Doxa&lt;/em&gt; will come to be associated with rumors over the course of the book, although it requires important clarifications. Opinions have a subjective source, someone traceably responsible for their elocution. Rumors, on the other hand, distinguish themselves in that they run on the wind, which is to say autonomously, words that appear through the grapevine &lt;em&gt;without&lt;/em&gt; a source. Rumors are a peculiar kind of language that circulate socially without a clear cause. Perhaps this is why, in the part of Vergil&apos;s &lt;em&gt;Aeneid&lt;/em&gt; that Dolar cites after his Socratic introduction, &quot;they go around like a breeze of air, stemming as if from nowhere&quot; (Dolar 2024, 6). Rumors are a substance that appear materially as an effect in the world, but with an epistemologically (and perhaps ontologically) obscured origin.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;So &lt;em&gt;Rumors&lt;/em&gt; starts with Socrates, but not directly with his more respectable philosophical ideas (which we might find in &lt;em&gt;The Republic&lt;/em&gt;, for example), but with the trial that led to his death. A more serious philosopher might have dismissed this incident as mere historical &apos;context&apos; that only bears indirectly on what Socrates has to tell us philosophically; but Dolar is no such supercilious simpleton. Following Freud, perhaps– as well as Marx, I can&apos;t help but add, another master of suspicion– Dolar&apos;s inquiry is motivated by the idea that often the most apparently unimportant aspects of a thing are essential to what is at stake in its essence. Philosophy, Dolar&apos;s gesture seems to suggest, cannot be divorced from its historical situation. As Fredric Jameson famously quipped, it behooves philosophy to &apos;always historicize&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Crucially, however, philosophy can also not be &lt;em&gt;reduced&lt;/em&gt; to a plain and simple historicization of its actors. Whereas the identity-political criticism of Socrates might dismiss him as a White Man philosopher, resultantly disregarding all his ideas as tainted and thus in need of discarding, Dolar&apos;s historicizing approach is not quite so crass. The more interesting reading of Socrates in the twenty-first century, Dolar suggests, is not to castigate the man himself but to suggest new ways to read what he stands for. (The real political impact of cancelling dead men, white or otherwise, needs some serious thinking through.) What if Socrates&apos; trial shows us (students of the history of philosophy and the philosophy of history) the &apos;first&apos; true triumph of doxa over episteme, the opening scene of a history of modernity that can be characterised by the trading of blows between these two sides of the same coin, of speech/language, of the big Other (episteme) and its shadow/symptom (doxa)? The history of Western philosophy &lt;em&gt;does&lt;/em&gt; begin with Socrates (we do ourselves worse by denying it), but its beginning there does not necessarily mean that from that day on, only White Men can do philosophy. Dolar&apos;s reading suggests something similar to the &apos;decolonial&apos; reading, i.e. that Socrates inaugurated a particular tradition of knowledge that has egotistically taken centre stage in the history of philosophy. But it responsiblizes Socrates in a very different way, refusing to dismissively cancel him on account of an inexact identity in favor of a more psychoanalytically generous approach which sees him both as a subject capable of his own decisions &lt;em&gt;and&lt;/em&gt; as a victim of the times in which he found himself.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dolar will repeat this gesture throughout the book with a canon of other philosophical and literary greats– Vergil (&lt;em&gt;The Aeneid&lt;/em&gt;), Shakespeare (&lt;em&gt;Hamlet&lt;/em&gt;, &lt;em&gt;Henry IV&lt;/em&gt;, &lt;em&gt;The Comedy of Errors&lt;/em&gt;), Mozart (&lt;em&gt;The Marriage of Figaro&lt;/em&gt;), Rousseau (&lt;em&gt;Confessions&lt;/em&gt;, &lt;em&gt;Rousseau Judge of Jean Jacques&lt;/em&gt;), Kafka (/The Trial, &lt;em&gt;The Castle&lt;/em&gt;), Cervantes (&lt;em&gt;Novelas Ejemplares&lt;/em&gt;), Gogol (&lt;em&gt;Dead Souls&lt;/em&gt;), Kierkegaard (the Corsair affair), Heidegger (&lt;em&gt;Sein und Zeit&lt;/em&gt;), Balzac (&lt;em&gt;Illusions perdues&lt;/em&gt;). The works of each of these figures inflects the inaugural gesture of Socrates&apos; trial. And it is usually the lesser considered works, or the lesser considered aspects of well known works that reveal this inflection. Doxa stalks episteme as its shadow, conceptually inseparable from it. Knowledge does not work if unfounded rumor does not cohere a social setting to aspire to it.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The one great literary and philosophical work that Dolar&apos;s book briefly touches on that I want to examine in more detail here, however, is (&lt;a href=&quot;./24-01-26.html&quot;&gt;surprise!&lt;/a&gt;) Karl Marx&apos;s &lt;em&gt;Das Kapital&lt;/em&gt;. Dolar mentions Marx in &quot;a small digression&quot; (Dolar 2024, 16) in the section &apos;Rumors and Capital&apos;, which appears between the classics (Socrates and Vergil) and Shakespeare. Rumor&apos;s tempest recalls Marx&apos;s account there, Dolar tells us:&lt;/p&gt;&lt;blockquote&gt;An analogy can be drawn with another mighty entity that expands and multiplies seemingly by mere circulation, namely capital. There, too, we encounter the expansion of something that starts modestly, then increases as if through mere circulation, and is amplified into an overwhelming force, gradually engulfing everything as it goes along in a potentially limitless process. (Dolar 2024, 16–17)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It may seem like a sophistic nitpick, but I think it is important to qualify that the homology here should really be between rumors and &lt;em&gt;value&lt;/em&gt; in capitalism. Of course, capital is the name Marx gives to value in motion, and so Dolar is not exactly wrong to say that we should see a relation between rumors and capital. But the analogy here risks suggesting that, just as rumors have haunted our pretensions to a clear-headed construction of sociality since at least Socrates, capital too is a sticky symptom that is co-constitutive with sociality rather than a particular form of social (non-)relation that could theoretically be done away with. Put differently, by drawing an analogy between rumors and capital, one risks projecting the apparent trans-historical role of rumor as an excess or surplus of language that nonetheless coheres the social fabric (a role for which Dolar makes a convincing case) onto capital, making it into an essentially trans-historical entity, too.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If we instead refine the analogy that sees rumors ghastly increase via circulation– ghastly, because it appears to contravene the third law of thermodynamics, entropy, whereby a value &lt;em&gt;decreases&lt;/em&gt; as it moves– as homologous with &lt;em&gt;value&lt;/em&gt;, then capital&apos;s stickiness as a symptom in society doesn&apos;t appear as &lt;em&gt;inevitably&lt;/em&gt; transhistorical. Capital&apos;s pernicious philosophical alchemy is to render a historically specific set of social relations based on property rights and the wage relation as transhistorically inevitable, to transmute essentially changeable social customs into apparently natural laws that misrepresent things &apos;as they actually are&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The commodity is Marx&apos;s paradigmatic example of this alchemy. In his infamous example of the dancing table (in the marvelous new English translation of volume I):&lt;/p&gt;&lt;blockquote&gt;Of course, the table isn&apos;t any less made up of wood for having been worked on, and the wood remains an ordinary sensuous ­thing. But the moment the­table begins to act as a commodity, it metamorphoses into a sensuous supersensuous­thing. It doesn&apos;t simply stand before us with its feet on the ground; rather, in its relations with all other commodities, it turns upside down and spins bizarre notions out of its blocky head, a­performance far more fantastic than if it were to start dancing of its own accord. (Marx 2024, 47–48)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Objects come to appear imbued with the qualities of subjects (living humans), and contrariwise human laborers appear as if they are just another input feeding the autonomous subject of capital rather than as social ends in their own right. Commodity fetishism naturalizes the historically specific movement of value in capitalism, and makes the entire set of affairs seem the natural state of things. While Adam Smith was convinced that man was naturally selfish and thus capitalism an inevitable social relation, Marx denaturalized both this assumption and the conceptual system built on that premise in capital in &lt;em&gt;Das Kapital&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though he makes out that he will return to the connection between rumor and capital, Dolar does so only briefly in the final section of the book, &apos;The demise of the big Other&apos;. There he takes up Zupančič&apos;s idea of &apos;conspiracy without a conspiracy theory&apos; to bring capitalism back into the narrative as &quot;just such a conspiracy without a conspiracy– a conspiracy that imposes the rule of One that subtends all conflicts and diversity, but is not orchestrated from the center by some mastermind?&quot; (Dolar 2024, 111). (Boštjan Nedoh has evocatively called this idea in Marx&apos;s theory of capital as &apos;&lt;a href=&quot;https://www.youtube.com/watch?v=KxJootyFJfU&quot;&gt;a theft without a thief&lt;/a&gt;.&apos;) Indeed, arguably what makes capital so sticky as a social relation is its ever-inventive &lt;em&gt;disavowal&lt;/em&gt; of any responsibility for the immiserations that occur and seem to deepen over time according to it. To transpose this into more Marxian language, what is philosophically remarkable about value in capital as an entity is that it structurally covers over its own cause in the sphere of production, namely the wage relation&apos;s appropriation of surplus value from the worker under the prentense of a &apos;free and fair&apos; relation. Like rumors, capital&apos;s existence in the world seems to just appear on its own steam, so to speak, &quot;stemming as if from nowhere&quot; (Dolar 2024, 6), as the fetishism at work in its machinations expropriates agency from human subjects and plants the appearance of that power in commodity objects. The process of its circulation covers over its real cause of production (labour) in the wage relation.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Here lies the real tenet of the homology between rumors and value in capitalism, I think. Both exist only and because of a lost cause, in a subject whose ownership of some thing has been disavowed, and so the phenomenon (rumors or value in capitalism) appears as a thing in itself. The subject-object relation is distorted, and the truth of the (human) subject as the object&apos;s unconscious cause goes missing.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dolar, Mladen. 2014. &lt;em&gt;What’s in a Name?&lt;/em&gt; Aksioma - Institute for Contemporary Art.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;———. 2024. &lt;em&gt;Rumors&lt;/em&gt;. John Wiley &amp;amp; Sons.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx, Karl. 2024. &lt;em&gt;Capital: Critique of Political Economy&lt;/em&gt;. Edited by Paul North. Translated by Paul Reitter. Princeton: Princeton University Press.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Mladen Dolar: What&apos;s in a Name?</title><id>https://ohrg.org/mladen-dolar-whats-in-a-name.html</id><updated>2024-02-29T00:00:00+00:00</updated><link href="https://ohrg.org/mladen-dolar-whats-in-a-name.html" rel="alternate"/><content type="html">&lt;h2&gt;Mladen Dolar: What’s in a Name?&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Today I&apos;ll report on Mladen Dolar&apos;s 2014 essay &quot;&lt;a href=&quot;https://www.aksioma.org/pdf/Mladen-Dolar_Whats-in-a-Name.pdf&quot;&gt;What&apos;s in a Name?&lt;/a&gt;&quot; (Dolar 2014). I read this essay recently in preparation for a session in a series on the subject of naming. Earlier in this series, we read the chapter &quot;Che Vuoi?&quot; from Zizek&apos;s &lt;em&gt;Sublime Object of Ideology&lt;/em&gt; (Zizek 2009); Dolar&apos;s essay responds to and develops Zizek&apos;s chapter (which I will look to address in a future log), 25 years later.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;After the misquoted opening frontispiece of Shakespeare&apos;s Juliet, professing from her hypothetical balcony, to one &quot;Janša&quot; rather than the expected &quot;Romeo&quot;, the essay opens with a commonplace idea in philosophy: &quot;It all began with Plato&quot; (Dolar 2014, 6). Yet Dolar&apos;s Plato is not read principally through his &lt;em&gt;&lt;a href=&quot;https://plato.stanford.edu/entries/plato-ethics-politics/&quot;&gt;Republic&lt;/a&gt;&lt;/em&gt;, but rather a relatively obscure dialogue called the &lt;em&gt;&lt;a href=&quot;https://plato.stanford.edu/entries/plato-cratylus/&quot;&gt;Cratylus&lt;/a&gt;&lt;/em&gt;. As the SEP entry on the latter notes, this lesser known dialogue is vexing in part because &quot;[i]t is not clear how its main topic - the correctness of names - is connected with Plato&apos;s other philosophical concerns&quot; (Meißner 2023).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;So for Dolar Plato is the beginning (perhaps predictably) of the philosophical question of names - but Dolar&apos;s Plato is heterodox, as principally the enigmatic author of the &lt;em&gt;Cratylus&lt;/em&gt;, rather than the orthodox investigator of ethics and politics as author of the &lt;em&gt;Republic&lt;/em&gt;. Moreover, in Plato there is &quot;[t]he specter of Juliet on the balcony&quot; (Dolar 2014, 7); a stroke painted with a broad brush in that the shadow of a connection across several thousands of years, between Plato and Shakespeare, is tauntingly proposed through the mutual concern for the status of a name (&quot;rose&quot;) in relation to the thing, a rose in the flesh.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As it turns out, Dolar&apos;s theory of names will propose that there is a necessary shadow of a thing introduced by a name, &quot;an x, which is an ineffable being without properties, a nothing which nevertheless appears as something&quot; (Dolar 2014, 31–32). Such a necessary shadow complicates a theory often misassociated with the orthodox Plato, namely the allegory of the cave. (This is in fact a theory espoused by Socrates in the &lt;em&gt;Republic&lt;/em&gt;; Plato is simply playing the stenographer.) In this allegory, Socrates presents the role of the philosopher as one who perceives the higher reality of the objects that motivate the shadows on the wall, shadows that prisoners in the cave do not even necessarily know are shadows. As per &lt;a href=&quot;https://en.wikipedia.org/wiki/Allegory_of_the_cave&quot;&gt;Wikipedia&lt;/a&gt;: &quot;The shadows represent the fragment of reality that we can normally perceive through our senses, while the objects under the sun represent the true forms of objects that we can only perceive through reason.&quot; For the Socrates in this conception, reason is capable of attaining to the forms of things, essentially subtracting the mirage of shadows (our senses) from their indexical source to ultimately apprehend the &apos;real&apos; reality behind them.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dolar&apos;s approaches the issue with this conception of the philosopher without addressing it directly, through the problem of the origin of names that is thematised in Plato&apos;s &lt;em&gt;Cratylus&lt;/em&gt;. If there are to be names that we consider &apos;more true&apos; than others:&lt;/p&gt;&lt;blockquote&gt;there must be an essence which the names must spell out…. Names are like tools that we need to get to this essence, and there can be tools that are more or less appropriate, and hence have a varying degree of truth or falsity. But these tools are not quite freely ours to choose, or to select better ones from, for the names are always given by some Other, the rule-setter, the law-giver, the name-maker. (Dolar 2014, 8)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This problem, of course, could be analogised to the shadows in Socrates&apos; cave. Which shadows (appearances, names) are more proximate to the essence than others? How do we, as prisoners of language and our senses, adjudicate the truth and falsity of each?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If there is to be an essence, argues Dolar, there must be some substance &apos;beyond&apos; language, an actual &apos;value&apos; that lies beneath the referential index of the shadow-games of names. In this setup, as Dolar notes in the quote above, one has to chase this value, through index after index, back to some original law-giver, an original Other. The reference to an &quot;Other&quot; here is, of course, an invocation of that term in Lacanian thought, whereby it represents the necessary exception to thought that points to something existing outside it, within it - what Lacan also refers to as its &lt;strong&gt;extimate&lt;/strong&gt; quality. (For an introduction of sorts to the idea of thought&apos;s necessary incompleteness in the Lacanian tradition, see &lt;a href=&quot;24-02-05.html&quot;&gt;24-02-05&lt;/a&gt; on Zizek.) This originary law-giver also evokes Freud&apos;s myth of the &lt;strong&gt;primal father&lt;/strong&gt; in &lt;em&gt;Totem and Taboo&lt;/em&gt; (Freud 2001) - a myth that Lacan reinterprets as a structural detail in the logical composition of language as such. See &lt;a href=&quot;https://www.nosubject.com/Father&quot;&gt;this entry&lt;/a&gt; on nosubject.com for an entrypoint into the Father and related Lacanese.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though I cannot dive deep into the details of this myth and Lacan&apos;s presentation of it here, suffice it to say that Dolar&apos;s account here of the problem in names evokes a constellation of Lacanian ideas about the structure of language and its relation to the subject as a position within it. (There is, of course, also the section later in Dolar&apos;s essay regarding Freud&apos;s naming strategy as a father, further evidence of the crypto-Lacanian sense at work here.) Joan Copjec has detailed the way that this problem relates to the Lacanian theory of the subject magnificently in the chapter titled &quot;Cutting Up&quot; in her 1994 book, &lt;em&gt;Read My Desire: Lacan Against the Historicists&lt;/em&gt; (Copjec 2015). Copjec shows how Lacan and psychoanalysis offer an answer to a paradox not unrelated to Dolar&apos;s problem of a name&apos;s first nomination: namely Zeno&apos;s paradox of Achilles and the Tortoise. (Zeno&apos;s paradox is a problem preserved, much like Socrates&apos; problem of the cave, through a prominent Greek philosopher - though in this case that philosopher is Aristotle rather than Plato.) From the &lt;a href=&quot;https://en.wikipedia.org/wiki/Atlas_(mythology)&quot;&gt;Atlas&lt;/a&gt;sian &lt;a href=&quot;https://en.wikipedia.org/wiki/Zeno%27s_paradoxes&quot;&gt;Wikipedia&lt;/a&gt;:&lt;/p&gt;&lt;blockquote&gt;In the paradox of Achilles and the tortoise, Achilles is in a footrace with the tortoise. Achilles allows the tortoise a head start of 100 meters, for example. Suppose that each racer starts running at some constant speed, one faster than the other. After some finite time, Achilles will have run 100 meters, bringing him to the tortoise&apos;s starting point. During this time, the tortoise has run a much shorter distance, say 2 meters. It will then take Achilles some further time to run that distance, by which time the tortoise will have advanced farther; and then more time still to reach this third point, while the tortoise moves ahead. Thus, whenever Achilles arrives somewhere the tortoise has been, he still has some distance to go before he can even reach the tortoise.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The answer that Copjec finds in Lacan to this paradox is ultimately the same answer that Dolar proposes in the infinite regression of name-givers: the perspective on the problem, the &quot;I&quot; in the picture, must produce an &lt;code&gt;x&lt;/code&gt;, ineffable and irredicible to any summarisation of properties, a negativity which carves and cuts up the problem&apos;s sensibility as straightforward; a contradiction that marks thought&apos;s and language&apos;s &lt;em&gt;necessary incompleteness&lt;/em&gt;. As Copjec argues, it is this &quot;cutting off of the subject from a part of itself… [that] accounts for the cutting up of the subject&apos;s movements&quot; in Zeno&apos;s paradox (Copjec 2015 p.??). There is always a &lt;strong&gt;doubt&lt;/strong&gt; that is produced by language, for it can never be completely sure of itself, and it is the absence of this surety (not a positive something) that &lt;strong&gt;desire&lt;/strong&gt; perpetually seeks. Dolar&apos;s term for this absence that produces desire is &lt;strong&gt;ghost&lt;/strong&gt;, or specter:&lt;/p&gt;&lt;blockquote&gt;It is thus with every name. No name without a specter. Naming is evoking a phantom, conjuring a ghost.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The specter of this essay, as I noted at the top, is Juliet on the balcony, reflecting on her predicament as a Capulet fallen in love with a Montague. What better name for desire than this scene, the substance of a rose&apos;s value in question?&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Copjec, Joan. 2015. “Cutting Up.” In &lt;em&gt;Read My Desire: Lacan Against the Historicists&lt;/em&gt;. Verso Books.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dolar, Mladen. 2014. &lt;em&gt;What’s in a Name?&lt;/em&gt; Aksioma - Institute for Contemporary Art.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Freud, Sigmund. 2001. “Totem and Taboo.” &lt;em&gt;Routledge, London&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Meißner, David. 2023. “Plato’s Cratylus.” In &lt;em&gt;The Stanford Encyclopedia of Philosophy&lt;/em&gt;, edited by Edward N. Zalta and Uri Nodelman, Summer 2023. Metaphysics Research Lab, Stanford University.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek, Slavoj. 2009. “Che Vuoi?” In &lt;em&gt;The Sublime Object of Ideology&lt;/em&gt;, Second Edition, 95–144. London New York: Verso.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Ben Tarnoff and Quinn Slobodian: Muskism</title><id>https://ohrg.org/muskism.html</id><updated>2026-04-09T00:00:00+00:00</updated><link href="https://ohrg.org/muskism.html" rel="alternate"/><content type="html">&lt;h2&gt;Ben Tarnoff and Quinn Slobodian: Muskism&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;After buying a hard copy of this book at the &lt;a href=&quot;https://riffraffpvd.com/&quot;&gt;RiffRaff&lt;/a&gt; launch with Quinn Slobodian—Ben Tarnoff pulled out briefly before on account of illness—it has sat on my bookshelf for a few weeks while I’ve pottered around fulfilling various obligations to others and myself (a conference, a short presentation about my dissertation, a bikepacking route over the alps from Switzerland to Italy).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;em&gt;Muskism&lt;/em&gt; reads like a trade book. At least, it reads like it has been edited by an editor who doesn’t trust readers to hold arguments and episodes in their head from one chapter to the next.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I don’t judge this ‘tradey’ nature a bad thing, necessarily. Maybe many readers don’t, and the repetition certainly does give color to the vignette of Musk as a consciously contradicatory and thus psychoanalytically coherent character who represents a distinctive brand of 21&lt;sup&gt;st&lt;/sup&gt; century capitalism. Tarnoff and Slobodian cast a thread that loops together the parts Musk played/plays in PayPal, SpaceX, Tesla, X (formerly Twitter), Neuralink, and DOGE (both the Department of Government Efficiency, and the memecoin), hemming them together with alliterative seams such as “fortress futurism”, “attention alchemy”, “becoming bot”, “cybernetic collectives”, and “sovereignty as a service”,. The apparent mistrust of the reader’s memory from chapter to chapter does, however, make one think that a more more concrete theoretical position might have been developed had so much time not been spent looping back on previously established episodes.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The book’s subtitle—“A Guide for the Perplexed”—suggests a critical introduction to the life and times of Elon Musk, and it more or less delivers on this suggestion, to my mind. &lt;em&gt;Muskism&lt;/em&gt; pieces together Elon’s erratic activities as milestones that mark a kind of progress towards a unified ideological project despite themselves, despite their apparently groundless individual motivations, and in doing so constructs Musk as iconic of his own memetic syntagm of capitalist caprice, ego, and devastation.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I’d recommend the book as a way to get churning on the empirical chaos of America’s catastrophic tech economy. Musk is certainly an important agent of this chaos, and the book covers his most notable shenanigans. In both the RiffRaff discussion and some others with the authors that are circulating online, a fair bit was made of Musk’s upbringing in apartheid South Africa, as Tarnoff and Slobodian present this in the book’s first chapter as the establishing shot of his psyche-qua-politics. Rearing its ugly head in recent years, Musk’s swing to the far-right in recent years, accentuated by his calls for the ‘repatriation’ of immigrants to their home countries across Europe and the United states, cannot but be compared to the racist and segregationist regime of South Africa’s Nationalist party. Tarnoff and Slobodian’s take here is not vulgar psychoanalysis: it is not that Musk’s childhood in South African apartheid represents a totalizing historical explanation for his xenophobic tendencies today. But this history is not &lt;em&gt;unrelated&lt;/em&gt;, and nostalgia—the (mis)remembering and (mis)valuation of past events—weighs heavy on our estimates of the present’s psychic composition. The milieu of a billionaire’s troubled childhood is fertile material for a critical snapshot of what motivates the drive for capital, or lies beyond it.&lt;/p&gt;</content></entry><entry><title>On Gods and Campervans</title><id>https://ohrg.org/on-gods-and-campervans.html</id><updated>2018-05-05T00:00:00+00:00</updated><link href="https://ohrg.org/on-gods-and-campervans.html" rel="alternate"/><content type="html">&lt;h2&gt;On Gods and Campervans&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If we characterize &apos;culture&apos; as the gestures (rhetorical, occupational, infrastructural) that Man invents to make an environment wholly livable, it is clear that such gestures will be subject to Man&apos;s historical particularity at any given moment. One normative gesture in the plans of our present cultural architecture is Science. Science&apos;s pragmatism substitutes the need and often desire for other religiosities, as its explanatory thrust is more epistemologically compelling than its misbegotten alternatives: myths, legends, and other fanciful fictions.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;We no longer have need of deities to euphemise a complex set of processes. We know how and why the sun rises. We know how and why the monsoons come, I think. In secular society, gods have no currency: science is where people can get funding. Maui, the trickster demigod who fished New Zealand out of the ocean with a magic hook, which his brothers then greedily ate to form the many valleys, mountains, lakes, and rocky coastlines of the North Island, is now only a company that sells and rents camper vans.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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gGOgByZgkKs3gpg4mFsQBXcQCK4IB11gQZaBILISCEqABA91BMEADFsAXixQCKqAZjdZi9aADLmQC6/gCpQgk66QfMlnCHmAhEhIbbK5CGX2Xmj2CWFwheEXjfpGAmlQjTERFSKhJRoiIIOgI/rUhihwB3TohMQQneMwncRQltDQjmdZDdrZDd0Aj9xZDdwZDYr/NY/fsA7lMEZflA7ZEEzXYA51SQ5ztg7cgA/y0I99QAN8uQSggICg4Jc3sHN1gJj/Ugf/uAW0sAtzMAeuSGaOEAeWgB6b8B+2wCOB4AmLAAURdQOuYAxLsGydsAqGAIy0KCDH9wqv0Aat+QmGgG2G0KIuegfSRW2wiYRQ1wVx8AmSsAIzQDl9hlXPuEJx8ANwQAKaEBQX8ia3wzLukSQJMgQnYAVTcAtQQAz4MAzGYAzTgG70MA3dcAza+aXUAKbU0A1rqVjgsF+LBUbo4FLnQA7pAA5nVA5fVA7roA7rYEZ86A7QcAtjMJhPEHn9GYhREAV1IJEjGAIhUAekEAv+/1AL5bFQwOcIK/qglWAa/0EW3xIHjiAK0AYFuVAMQkADNJAKq3AHuyAgA+Jqr+CisJmaUAcH7oWEMtmTsSqbhvCKnlgJc2AHZnACLKQBlBBcohVzXdADdkAEirZhHNESmjBOioMJCNKNhHcCJAALt3ALxDAHtIgMuoAMyGAN1UAP31kNYUqu1DCm1NCW0ZAN47kO7roN+ngOdLkO8qqeZ+QNLKUO11AO6NCv4ZANYycN+GMO1xeCf7ifQgALEul6PLeY83IHmYB5gzAHjBAHt2oInzAIXWEB/qAaXpVbd/AGftACLsALw3CA6pULyMktloCTsClEGJt8xEZmZAaEPv9YZrZqCFKXZtpWBikUBmTgSCwESSowemSQCCNgCHZQAcJJE+J0AZNRBJZwAjU5CjvVAf0CBQNDC7u4C5pgi9YQttbADuwAnlxqrtQQDdgADmzLlu/aXwYURuRQl+WwDW06TAVUDs5Qj+jQDG86ds8glsKQS+qgDtgQDuKwBWdwA08ABWEQAmMAeQQzBzxDL5lAAnvgD3MIBzoLi/EhHT2SMblgCf1QBCvgAjbQAv6AC1DgAjswCqj6ITdJBjNpgdqmZi5abYuQB65wB+sVqzq7sz0bItrlf3xUejzQAzEAAzMwAz3AfXaQCck6nPvQrH5hK7hAh1EgBPMCC1MABdz/Gwa18AZTEAU3cAu+gAvBgAy44K2l+a3VcAxcCg7NcA7REA7h8JbbAA5rGrfecJ5yC5/kgK/96kttqkVnOg3wcJ2xIAwrgAMfgAvwoA7OEA1lOw3QIA9/2GQkcAdIQ7l+IAVTsAIVUC+6kKBah4KDkB6YYAZtsAKVYAuusAe6wA+TsAQ5YAO6AAwHWAWt0HCAMwpP1pNx8G2B0AUqSqs4mweilAiJIIzWlm2wGE1UbAna1gZh0AZ30AE9YAgi0ARbUAd+UDl5EL08wRYgYQF30he4QAyEOEUDMwWxEAaiIAxSsASk0FfLtgSasAdh2745wgu5gAy7gAzFIA3/ag7H/+Se/nNGYXQN+wrA6UCn31C43iBGb5oO8skN4yAPxBALc7ACNFwgmGAN2XAN2YANYKrAoKwLvnABc0ACYeC9cwyxdnCLtDAHWhcIkoAJmCAJn3BQ41YLN1kiFpAJjEADLLAHwfAENtAErBAdRIAGPvvEr8azXSCpPgmr1eYKO+kKLXqDZgCLZOKzZlAGafYJUoAFZHAHbbADosoCF1k5PIAFz4J+VhEAFUAyTqIJg4BzpSYMtUAJsMvMbnADfaUNfUWKUKAJ7Bu2wVDIPOitvGAM0JAOZvQN/rNA5KAOdHuedDpn2IAN6qC/bpoO02AN0iAOBPAOUTQHOIACN5QMyf/AC8lgDXvrDN1ADWeqyscQDKLMI7LsB1Owq6PgJMAQDLgAymm2BikkblrwVnnwCrYAkpTgAZVwCWjQVyfgCkvQAo/QCphwHpaAsYlwzUf8mHiAhLcpq6VaC+AMmdoGPFaMzjwbBxh51WXQBDSAgFIwBxowAomwApACE/zAzxHqC7UwBqRAC5SAI+obDEqtA9BmAyHgZaQYBRagC2KLC2LrvjsMDdmg0d9wj9dwDuVwDWK0DXNruNiwnubQS387dtBACoSZAkkwUXfgG+zQCxYnAMpgyqWNDTy9rtnwDHaQC3cyCGFAx3vQDxFSCbhAC8JwRHOwZonwBowAVFoAmYb/UAnMMAqG0AVpZgdh8GVYsAtT4AJN8Aqs4Grg5gh5sLOPyc2zudZImAeJ4ApwPc4/4LN0jc5WzLNWQKlm0AQs0ALNSwI9UM88IL1Nu6wuoQnx8RfNQQt6AAu3WAsrgAu5gAMhsgOY3dd8lQNTYAHemuIPbQ2FrAv48AyTbA6ljdostQ7gsA3fQNLfkD9nZw5uyQ3AQAvEAAt+QEs08FBI8AR3QNPs8GljIwDWAA/DjQ04Dg7P8AywAAy6cBe60A/7cAlDgAvqaD/XKQ20MG5acAd7IAl5gAhd0KKX0Avw5AFlIAlRsARQEAWUIAoHuASduMtkMArzvUhQx6qqYJvV/8bE3hwMlFDXZVAuVmzF4xwIP5BmhiAK4OLCjAAFEmZvbYUFqrU8tLESFrDCgdEX/bAMxHAGWdMBexAguoAL0rMDLXBefMVXNCAFKM6tuMAO76sztZAMwZBL+chf6CCndUrS6rAN29AM9qNLxiAN0EAMqRAKb7AIoYDrGIWfd2AL7ADcNJ0MwT3a4DDS4PAN4HDctFALuTAEqC4gwRALt0Dm3ZAO3EALbwAHlVAelZAIVsDW0UQJr1AGaAAETtACNnADdqAEX90J3d2igXDOd/AJ7QWrZeaibJ3frBkMo9s22+PxPUvpZnCjqiAKV5wH8SICIpAAVsADYMAEbRAAy/8Q4RshGRo7Gl3hCzdnBYkA6isgyrqwCRUABudlA9+FBEdQAjOw6936rbEuO8Ig7M8AD3LKX+fgDelQuOVATOXeDdLwDLEAC49QCJyQB6PAbVpw69vOAnegDDTtD8nADjQt3LtEpmp73LFAAiQi5rEgBOIADcfQnfLYDeEgDcPgy8QyBHIw9kjIBTGrkXnABJ0gqkkgBAfYAi1QBfodhGpGqz85ZrUpm2X1i8WQC7bg8UHSNpZQ6YGwSI4wZqgQB2QQhKyw8BhKAiOgAm9wAjJP8xtx2H7hJHXBD7TwBH7wCI9gBXcwCHDjC5LgBt9lA8oGXlawCaWpC7tQDOzw9LX/IAw5M/Xk4OP3eJ6X/LfTQA9YnlChgAiARQdQSwSCIAql0FfbfgN74Pbhngw5otLrABDH2BWTxi1aOGhCiAmLJUSeuHHhzIGLhg0bNWrgphnrp+nCph9rnGhZZMjTp1erEq0gY8UGjRA3oCxhYWMLD0p3Et1po3MRHDxAgeLBs8ioUUOGPu3ZtSuXJUtlokr9USZQoDhwgC7Cg2iV0lZFRLS4QQPLCgwiRgVYFsDtPrdx5c6lWzfuvn2ZLvzq17GfBU35+vGzBKrTo0KJyFTit2CZBVaQOtk4YoMFCyQjLlhDhgsXMmTsgu25Q0tXsGfZyJmLhu4cuWzcuk2TRgsW/yzEnCCVNGPpQhEGm9BAeoIZCRIaN3QpY54MWTJdzqOtM8YcGTxp2aA9G/fQXWxw19CRQ4du2zds3dghY9bLX5kuXcBAcuQokZ2dJzoIE3LLQAIFFEjgvyl04QWZPXDZJRgSrHgDC6PwMCRCpAyJY5RRdNFlF12gsiQQqKzCypGtiuoqkagqkSMM5GgYAQsN3jCDrQDggssuHHOMS58L/trEgr40+cUCIDOxApRQCsGiDU0q4McCfwJRRQnKjjiCBRrm0AS0z3ThkjRa9ijmGW6oSY8b9IypjRg/UglFN67q+2SUQXokEg0wQDEOuS02Ya4ff3RhJxlerJEGHHrY0f+FHnqmQSg7cL75phxvxhuPHG+uWeebbKaxxhdNMKlkjTUSeYMEOygZBRdhFEDg1VddNYAAAwwQhh3OvHQOF9LsEMXBRMAwJI88DHEkjqt48RKXpz60yoyr4shqwkVg4OqNOz4ooow8dkCOBR6w6EEEFGq8S0d069qnn03Y/bFdTSwYkhl+MBHCjTewbbIfS8z4JKlCbEDiMhrC4IczpkDTZQ8c7piDl2KgOaYaaqo5Bh5x6ugEFkZEgYQoR1AyBI44ykCjCCA3qcSQTo47jgYofklGGX/8SUYAfw4ERx1ppqEHu2loc8ccbtIpr1LXLi3nvHS4GWYSScgwI5E57Fj/IUF8BEwAQFe3pnVWWm8NzRpr1sMlmWQG0YWSYOyYQxQ7sEjkk0AkkWpDZi1hRcRotaLWEC64ggSLNIDIAxFEXnrCByxgeKMMc99Kd/K3+PFHE3bZBUyTePvJJ59MEhEC7jsO6GeQUf6Fw5FFCrHSBhvs2MSazz5DZuGp59BlmGeMwSacW864J4USUinWE0mu+mT11QOppF0LNhnEEkeaoMFlGqboB+1NZvYeGWnUQW+acQ7FDp5puGnGPPHMMedSctLBpmljEtEiFCzIaAOHVrdGIMBXJYAAtPparWxFqF3ggjPIKIZzjFELXfjjF7rAxR3skC8s5IESTdlFMZql/7w4kIhaXOECtdggijUsAhGcYMMOWLCEGMGhCpWIXA0pl6N9aOJy7XLXL/jBOXn1gxnM8MVtRLGCIQzCDFmBwyfologW6AB2e+iHNYaRoPV0ZhS1mEMyxnQLbfQhBSlIwsCwIAc0SAUrzHNEIMrQI3YNwRLIQkQZqYCEJMTiF7xIBqCUkQwJIiMb37iGRcCRjWwgpHzp6YZB0CGRdKTDG+T5Bjq4EQtGJAIHFwjGFPz3P1nNSpSiHGDYvASa53hRGOL4D4DwEYzoGGgXtQBGLYFRi1qoilRr6IIIK4SUo6BiEZB4AxvgoIQWLIFxPrDCJsyFlxvdEEf74McmrLkJvv/0JUj94Asz4uWLPUChaknxWxzMoAtbJMIGLTgCDXCRj2IUI4G6IFsxdMHFZNDjGVugQQpYkAQWVKYNaKjEh7LiCDyoojf+aJc1DeoIMJTlOEmYwx+ZowwBANIfyODGOjbVjYpkwx0RkUY0uCENaTQSHOYIRzowRY51NEMaxoDACmgxAFcBEAEDGmCtekrKngrjdgdaji4EBMquJQABscBH2ZLRCwoGAxjCEAYWwMCFoJSoKEcpFlEQAQlI5OETa2gCEpYQh8a9oQjP3EdbpKmuAFTgmjzkpjaFJC958WMwtWBEJldhFDiAyBabMIQNqNCCEswBntbgUD1hiQVh8EL/n7dgQQqOEIKBbcFkclwi85A1COhtQo4hrE8nypicWvwRbb1AG0PZIY1trMMiFQGHIr+DSDJxQ7fcyIZL09EaboxDawPImgJIaUCflpKAA7yFUJ/zHGUII4ABChBOkyoE4n4GV/FMxK9EIQossOEoRCEKV7iCiDcYom5AgEIJoPCD/L1BE8toC17c+ta54CVzm8BENrlJ1yF1hB8+1IQdpICKr67CEWW4Zg8sg9gZMIOxtyObNSBoB2EkwxjPWIINStBOJBwBCkUYglU+QaLmDcFOm7jAKOKwvNUpgQY5SA4lJog2XjBnE70A3zoK2ciMhOMZkGRpOKSxDm5gpxvU/+CtNMLBjZwiAB8ISO4oe1rK5H4NH6Ah1MykG0D/VXcA1t1aAojxDHwMQxe92EQuZgkMUWjhDUxgg3hN5NU8ELQSPHjCE6SAghWc4A1EaGuNCo3f/ALJXQ3N3C8AzJch/eIA/BiFHVCBijxYogia2IQusPC6gvGjGLdDxi44c2Hd6ZMmH74eC6RAhCGMCA6qcIQZGKzNTZjYEarAA+tAUYIShOAOyhgU2mhWM3ZEYxvbwIZBmo0Q98UvHb1FRzae8Qz0dWPJKBWHPAQ4gAEJMMtXVi7YCHCLLYNGUQKQrlLD7e6ditlVCBCCmYlBC1zoYse8yIUr7iOKfDEhEeJdhP8WAoGJIehiBkuQwgxGEeg3XKLQmaARouVSzehFz5ra5Hg38frDA+TDF5fAxB1IQIkLaGgQLqkMDZzQj2IgDBmcsScXdbHhDiehnTRggRUwYZX6qIJklhgC9EhsBkcYQhUTMpYbjpMCWvwxxzYD5CDYMY11MNvZ3BCyOV5DjqUZrR3iEEduuUEb2hBjVgKqsnKXi2UsO5fU7C5z3QPYylgpwLpJBRAtgoE26OQCF7XwVb7ewAgz4GAPgyCBFKxAAhysoA1YyESh7WvxG2Wi4xtnF6Tr+he+3PUXzBCiJvihC2HUIkF72AFlBOYETZCNS5wZzQrmgAx8cNjDR7jBwCj/UQmka4VkbvzIXwoah6XDISmO8IQbXpKCFTAD8DlO2yDAt41CcgMcukXI0MjxfUu5Ix7xaEcktQMNaVz7FgQAd9vd/n4CFODcznWOLvrRbne/2394j5UUqDtvBSAAWsii+kuGBLkDUagaWiABXlgBK5gBEuiJHkiEyquvQ3srvKgRIIkeH+E8/+qLXxgSvRoMIfmFz5m0TSAB07iAJqgSFnACIqA5eSKbYFiBO8iw3OuwHDgCgFqC6VmeXoMDois6jfuQ5RE6Y5kQ58uBJMCFi+Ijf2AHf+iFZMs62aiI3+EOc/g+ctiGckAHd5CHeXCHZUuHkUo/aFi/9hOgt4M7/yyTP1pJN+joI/zTv/yzO1jJO3CLPyHYA5VbGEFZMzuwAwvCgRScgSawgg5ogzYAgwo0tPtCtBHcr8wBQW4Kwb6QFyHZxF/QBGbIB2boxFmoBXzQBSiwEitpgkoYNV7BhWA4BmswBlp4GJxrJxCLAkwIhF1bOuK7JgsoKF1MOjBIBERgBC3wgxJIgoKRmZzhhUDRBeuTBmcoB/QAh2bbDndwh3JIh3IoB/I4h3hwB3SgFCQLh2Yguy0ogD3kKXNrQ3I7N3xYj1GLIOkygJ3amlaqO/9Rqv8BMwSIvwK4BT+cmehIhkHRBVqghEGwgAoYAitoQSvgATLggTuApmeyuP8a4biO+zxMjDS9YgYL8CZ64QdvgjRNyASqWoIjMIIjQAI/GISYW5BaoIeYswZhuANeMAZoUEkkuIEcQAIr8AIRshCi2zgLIDFdBAMsqIJCYARESIQycAHkQAIosAVA4iNbsIVRuAB2yIZruIZqxIaDgAavi6SlQZpzMMvvqyR1kAc4XENyA6pyw7JS7KDb8Yd6vMd93Msyi5Uo6EuwuYXoYAdeyCJ2GASH8QdlICIUEIInoAERSAQfuIMOsBGMvIsf+kD/8rwBGzC8Mj3T4wfRxJy6ohdKcIEsMAIqqIMtWAEBoAdrOIZ4KgZXRBA/nIZ9akmfZAEz6AK/MQRbu4D/oySCIjCDPMACRCgEVHiDRDAESRAEIKCJgbGB5TBItNkjg/TKnsmIb+C6cfA6LuzG8ngfl1qabyCaBHjL9QObLBsl9gTIW4gFWGKHYpuyMjOgndLL/ORHvjMuPlSW9XAO0OCFObAxZlCGfliBOsCSs/CBQDM0G8IvX8ArbdJEISlNT8xQIRLNHyJJkvxAZpgEHfiCLxADFwCG5aDJptiQE/BDf/gM3NyCKwkBGmgCOfCboRsCC8AEOSADLBAFRiiEr1oER5CEIRgCNCCDJ7BFG3BCg/wjUMyHrvwGk8qIa4gGaPjOr8MUb0yHtORGsFuHcIgGcXhLKPiPuCSgdoy//wG6xyloKnZwABIQgiVwASGAgnDDu0/iRwT4y/wEGyGwPusUlGTABS0ZPUIhAWV8gh7AgkDAgj2guGjCvM7MJkwkQdILQZEUzU7sUA4VzboyQWbIBETIgi9Qgz+4gkKABEa4A0ugJ7I5BoVhB1VrScyqgkAgiuZJHkr40b4aUqJQBRC5gAtAgzwABYGxDDvIh+jYA1oQhnxLhmeYhmhAD2rEhmegBXfYUvBbjfHwxnVQB/QkILh8O58CmwKQP/67RyhAgMZrAhd4AR3QgStogiiAgjPty/wEpXukslkRAg05JT5ChmCohUxgBnbItzmogyjoAbQqAyzAAcnBPGoiTf/MEUHRDCIf6tBOzMROHMkfCsVQZQZ9CIQWMFU1SFkxyAIdKIQ7qLAK88Pck1EkSIEl6CWQMYRESIS+ijMlIFI4iBBhVbFiTQRQaEnLUCybiYUZwIIp8IP+EAdomIZqQBNsSCRxcAdw2Ibv84ZzSJry9Kgnk4dSYjuegr8BKoD/yEOdSoAlWIIdeAF5nVd6vYIX2IEdiIJ71VcEmIL99M9z4xBUIjVgIAMiOA1hsAMS6IEP6AE7IIMyeAOJhdAInZzM5CaNDdXBEM1QnESOlJcQtNR5Ib2TJdFTVQQ1WFkdUIIYsD7aoZMNIwUjoIEkUAI6mBCw0oK+wgJXkASeJVL/wGojI90WOWAC2KEBG8gBWuAHChgEKPCDMHiCt8VXIYgFYXiGRomGZgiHbDSHbHAG8SCHtPy+bvyGJ0vPASpX+KsVroEVALrTFmgBF1CCuI2ieb0C/LXbu30BeG0BKBACIehb952VAhCCTkMlBcqFOSADMqCqWiCDUZi8ETADCpZcuZjUG8ohvxhBIAlNzu1MkdXIzxOizRw9fcCE0iXRlF1hEhUDJQCDOKAESuCFYICHAvjJJ6gzREAF3V2SSkgDTMATkmA6CymDDyiDMjAEJggF2NnBJQAGXiCBe52DWAgDvbXTMBABLWiCWEC/7xUpd8haifBWlyKHb1AHSyKG/y1IR/Utt33Nw52KgjuFgvhtAbzdAReg27q12yaQ23mFVwAGkAEeICHgoyzaBWTIBVpIBBJYARzwADCwAx7YgCEwAxfDgnLJQAyeHGqyK24yvdD11FD+wE/uiFAMSc8jPV8ogixoZVM13VNVgy9oZTH4g1TdAUaghS0oARvohEIoBDnLAzNAmaMssVBwguYsiav4AR+gGkYIA1HosCbYAS2QgiVogS0QglrYAuldAnxdgijYYieQgimYgnHADicbhzB2h3YYR0nZPmIYBz+wVyiIBQMqNz6F4wTA1yiYAiGQ3/h1gTvOY7rF30fQX/ylWzsN5FghYCFAm8GdJUbggf8u8AAsEAEeMIMhQAEUoOA4eIMhsExE07xL5AuS9EROHb0Q5FDRBdXQ5aYBgzRvyoReONlWnmWcjmVYXmExuILkRYJOQARjqptK6AcElaM1eIRQAAPhG6Y3KIQwYIQV4IVfmIMwCAMXuGYXcIEWuAU7mN6AjgIlEIGrfoQmeIQd8ANYeIbscLIsPYdwyIZxEIcBIGj+dQEtiIKsfgICaF993uco2uomgN+tdgEpwFuCvgIdcIMmwN8XyN95XWhiYCWl8s8CRiUvEQZiEII2aFQR6IEj7RcU+AEP8IE8sAJ/qFzK0eAhIRIQRmUh6gvOLcHRO2nSG7BMHQwfyoeT3AT/m3blV17hVzZdnkasFogBSxgFSxiEXoieEtNFVt0NJtACJXACWgCGUeC0OwiDO7UBOq7j+G2CDrtmsWaCEeiBHggXJ9gB/N2BKYhnROKGbUgHb8PXQnCBJnADxcZrF5DjWkGqAejHBJBfeI1sf4aCrZbfHVhvupXbx76CHTjox85vvYWFWNAaACFgYggUa8iarZkCqyEDqMAQjsaBUcgFwrODX1Bty7VUzAVhUL5EEgbVUA1lGU/lJukFG7hpWO5xH29hMbgSDEAdPvqFIF4DXTQEptQCqA4FUdiFXugFXJiBKHjbgK7jBMfyHXgDh00EiuSJMpCDOGAD+n0EP4Ba/yEYB2iABwWIXzdwAoLu4/nt783mz3lDgDyeWzeIbKjF14CeZjwuaAcfdHsVAnMmBnm4hTKzbGLABVrYKXEQEBz4gCHAEEvPAA/YkFtyBWCogMv8IY0E3dCll3mJNB9aaZceDJGFNNw+yUpI4RL9cR93ZdVEAicAAkzwE01AAy/wBDh4A1SobicQBVdIBlsIhjnwA3xNcK6W32avY2pWAisQlp19EEIsAzNQASxgAidQaBeAglughWZ3gW6n2yaAghmYglh4BmjI51cxACGAV4KO7MH+7vg97EB3gz13bLltAmKIAmIghgRYv1vQywEASHvk1wQYAAroEF74kB/4Af8cgBhaGIZ+wwIb2WQccosJJeXRC0mYZvXapnGVFvlLZGneroCaHm4VXmGXX9kjoIIckHkqqPkcsAEl+IB9SINAsJ8wCIUwmANXqIRKwIE5mAK9ntsrB2+AbgEpeIMzNzwlkIIweNQZCIMmOPMm0AF5dQOAnwJ5SAitVoJ59fqA16dsgAd4wEPjUnNY2HqFVvZnx2/E1mP9tdf3FodbIIW+3hohYN9/7Ov/2ykC2INNgAoKLgMZQAFkkEWLj4MRGAGRfqtJJM0AC71MrVQODUUCm+1ukjSVDhJ+0Iff/nExOP2VrHmZz4GZV33WP4It14KrngMUSYZcAAYrzvO5nVf/pgdvrnYBfW8CJ/ADN9gBUTAVKWCE/N76JsD7yZYHd4jrW+iEFnADZOpnYoAGaNgtbOiOPOSpeLgFaKCFWJgCr3/eO/19/F7veZdXPwh4siMAe1DbtY0C45oVrvm/9DyDWAAITLosmUFRcNAeabSKsfr0g4mKABInUqxoMcC+fr/6cey48Rczfr/4MbPATFM/kScPjPz4K99Ifpp+bVSpqcI+JVm+8OzJM0sWKkKHUjFihOjQHEqh2NH1y1+tMEKguGjy4sUVHVpdcG3RwoVXsF/Fjo3ihJETJTNcSGniQkcTP8TEyRMXblo2cNmEeBUyQ8E4aHnBUfv2rZw7BAoU/yQwUKAAAQIF7MVzBy1WLFjjpnr92mTHjrdaowghNk6cgcgGEiRA4FqIkNWKB9BmLLlAgiKWLBn8YQnZMWjAcuXy4CPGGzIXl1fcF4CjhY0dOfLLh9JldWYnZ748wAy7ppAaRfY7yS8ToJ0+vwA1olQplRxCjR6NL39oCSib9tASsuSrVlcIqENWOoDV1VedjaUgVw1+BkUTTUQhlzjijJMNPNlkE440zwgRxRTjwHMhN+tgsw020ZSzjjnyKODYY5NBNs403TQDjTvjPPMMMXx59QJob8FGDDHyyGPAaq0tpgACtyi5WG0JQBYZARAMMcooP2QwSDHPNDMNcWZs4P+DDySMwhyaGO0zSBEWcLSJRtHlYx0mvdCESXj66EMTSPocINIvm1hggUwhkQfSSUQQ4UQWaqghRhZHwYcUpZTmAAoJUbTwXwsGuuBGEwJeAaobDS7YGVkKMrjDEphVKM4zGaaTjjrmuOMMj+6488w023yzTjTZnPPNNtesEw4BLz5mjz0GhNMNNd1IS0027oRzbTjQTBHFZ1IMSddjsim2JAJCIDCFArQN8CKVt62wySefjDKILtM048wrngRiBplkWlFGmmjuo0sRm8D5UXQbEREeM/kU4UgjfAAiCDOY4NFIJEQcwNJLJJH0UXna8VOBJC1EWl+lKVs6BzCcdmb/oA5XDagVqqmqiqpXUCwxxQymBZZhNumssw0625hjDq4XglNjseHIE0873GyzTTrwxKMAAdoUIA881UCLDdjcYAMO2RuOYxk0tADzjLXhxFOPPaohKdtiCaAbywAIpJbabU+sYEkuKDTQgI3NDPODGaN80q8PPViBRsAX7bNPJidccLnB0GmEiQUHzMkPGnwo4ighkRyixhd/RLLAATPlYyigIs2ppz6ZKHGfyrkn1YIlwkBRM8w7XIHVVjokeGBXCHalMxSlxQLNONJwo+Gs25CDjjfoHO1MOOJsM/Q3ZLfTjjnZcBMOOOvAY6QB4tDjNTZig01N/GQHG000zeT4/4w08ISTTTSmNw55SIYAqSlAkhJgLna1SzJnsEMauoACdlgjf9FABgpkYIZckIFxPbADESI3kclJZB/LuEMlNuGPCxgMTpv4BUo2xoxJRAIQoiPdHw6hiFNcQQ5EoIl2NMEPfnCkJUMkCTMqYQP54E53lcrBDnQhDJwByA1AmhnNGmQzsuisNHMRRza6AQ5upG9q6EAHObxxjTOGwxnZEAc6VnSNFa1jVuYDBzbq2A14cKMa9AMbILEhrW5EAxz4A4czoiENaNziFvAg2xjHyA14uONp7ZKNuQx4G8logxgV0AUviuGMe1mDFwT5hBk8YJx+8cAOlxAhRZyzjwrgAv8HKmRhCzNngTlhwnR/UAQwHXUIWXgCEn84RSTCA8SW0ARQDGPGPkJRAqI00YlDmUExBvC7sGjRKlbRivHEssWcNe+LJOIGGQ9TjjOe0RvlKEc6moG+bMgDHdfYhjrIcT0Mie0axEoHNf4YNkBOqxvcKGT6yLYNcAyABLHoHxnBsdBtOMOQ0hiHAZyEAAUKAWuRmRIBzvAAAXTjGvc6Ri4s0YVPvCIXG4jAKsmUCCxkApaxXMbAVmCBFuISTv1w0y9kAYg/OKIVnjidGgghC2bkgROngMQlODbEkPyCY7+YBcN80QYkWDN3OZjDMTwUlk0tgXnc+uZbOpWgBUEBClH/IJKF0Feiap3Ieus8GjnKQQ6qoeN/0hBHOq6ByDP6Knxj+5U56Ce/+XFjkH6kRrDCh79tZOMZHXhoIsFBLGdktpKsWcwUFIgAYkzpMZK5RTWcQQ5nHIMXgQhEHLoggy6YAQc48IAGfAAHOGDhDjW16Qj3oQkSDMICmOupwTYyi0XwQRAWqIAg+CCGQ1wiH70oZioqUYEjxoQm5RkJM/SRj0z4gKtdTVkOYmEMaCyhvWWVAhSmYAc7NIEq3CrVWA3UgrbC1ULwCOCvZmUObgjtGmvUHhr1eUYNvbEZ6TBfAKVmjnaso8JGw8YfqdFYsHUjfhiGrCENyQ1yZIMWd8Ds/0LxV8gBGsA149oobBBg2gLag0bROAY7UBABDZpBTDKIARl2kdsuwCAOdjiBc4BbQsrhQhhEOC7mWtgPTXSBDXLoXC8hcQo5yGIWwBAFI+5QgT8ZqiQneV14mXGAfZT3vOglhjHksYT6LkEKM6DEicMwByvAdwmmAktZS1MhdwAQf9+Y4zqrReAKrxPBer1eX914oW009nvuiEdlsJEOvTR2kAaNViA/fL+DRoOiA8DAQwsZQEoe6cWLeQ0CoiDjj8bIGigAggziQBxdZMADutjDHjoYA9xiIRFxSI6SLWKBKMxgCJUYwuX6kctNYEISrrDFRgY1CSwgIg2DMEUpTv/xikxoYnYiK5R2DJUJHJjXzUJ5Tw6m8IxGxmIGrZpDLKKg7yiEIRZTmEKE2uoCQVcIGmOMhmG28c40kkN/30CHOtGRjgTrlY0YEgc5rpEOdZ7jHA+enqc7LC1uKLbDYOvQjp6hIWk44xvP4EGqrzEiebRGMTZ3cRQUOAUE3GZZQghCj4Me9FHEwQdkIIMZegAGEtwBCz4QwSCSXZFlRGEJKzDDJgaxCeRuomCj0KUFMDGJPCQiFKBARClAwQhNHEAfmpCFLDDBD8+le4iZoES73Z0UeQvBGFGBwi2eMAV/38KtYaAFGWbgLSHAYi46kuRByWiOqSmcxMMKrPXOaA7/fUL6WlUDrDd89T1wfLwajQU1QeUnrWNIQxrGOEYxWL/Ia2UjFnegBT6i4TRxudjFSzIXumL0mDOcYAj8IoMqVRkH43SQDDN9Axbs4PQ3XEDqFaFFGDRBiTagYBND2HqUp/0mTGDCE51gBCRMEYpSbCITl7gE+YWI5rpXLu/VtGYOaAENO8ACFmGYASxMwRaUFSzMQRiAmRVIyBepHDoRS/ikgzvMQztIFNVQljusA8TB0xmdQ4KRw8S1ETwAlmB9Q/VEA4Z5TUCZHCCRXDdMQ//gwzAUwzDMoAseA+tBAyzc3gCxBmvcnGswCZMIQQJEgQIQQ89pwxwwwA94QPP5/0CP+UAcdFAbRN8bjEAPrAAWwMAbWID1UQQK2AEaEMEorMAJfEAlnOEF9MPlWEDBuAlHKIMvJEIpqEInhAIndEIlhMIpuEIA+MnbAZHIZAIu0IDeIQUSCAMxeMsAEuAMhMG/iYIdEAMsCMHgEYM05BHC5VXGncM8VEbQzEr6VAsGrkPFicP4LBwbOUMIFks6FBJBUYPXwE8gaVjrwYMxxGAw5OIwHIMxtF4MFgO6rEvvbdS4vNq5wJqsFcAZKOMMXEATMk5MmQEWjkAbcMEJSF8PvEEIdaFEZEIR4AAlEAEmUMIK4MD3QdvlMEDX7VQ/KEM/+IIwhAIklIL5hcIjlP9CJ4DCHGxCBfwCnmhEeYzMHtDApDjRfdRHDthAMdxCEwBgE8ACMIQBFpCA/83BHMwAKGyBFJCCOHTDN5jD0DCcxj2YXmzaOqhDOoTDOWAgsVzP07RDOpQD0WgPOISgg5HcH01LLIacQXUI7BkDUBaDDL5eDRoDLfQgbbyYi9XckgRhAihAaBVACCRAB1wADhwdmXQQ4xidD2ABFrSBD8DAB2EBGGABF3JjAGSCWuKCHewBEQxBG9zBIFRCwVwAA5xhwfgUR0xCKoTCKmyBHK6CLAhBKaxCImyCPkzZSMAEP1jAEtzfeUERMtzCf+iZns2AHYiCFMzBh0zBE0CBH2z/wTNww0e+k8KtCOmRTYX9CgZmA0huXOaJQzzIQ+VZ3IjITzXED7Q0VjX0ZgtKS4dIwzAEQzHc4i3O4Axaww3yIJQ05Q8yyUY9pQLEApPElwIIQQHMgASgAFb2AFcyjlZ2JRbwQA/AQBtIHw9YwRygZQAsA04FwCbYAXFVgCXcwQmUwRAUweXgZQoJygvZwib4QSpAQie0Ai8QQyqgAii0QgX040iUx3NZQUG6WQ6wgAcYwy14xRYAHuORhh2swBOQAuMtASkQA69ggzmYJuWZ5K8Y2MK5JktW3NOcQ17dFQhCQ9h4DTppWDf4UW+6IDwIJ3L+olDCnlDiQywQg5L8/+AASIHNQSeTJIABiRa6tMYUCIEwWMBVNmF5aqVW9oB3eqUKkIF5ksAKgIF6sufkrOk+7IEw6BQRkOMooMEQnGMKfZ8FVAIDMEA+jEIxgcIrDAMouEIn0MIlfMI+EpF2jMQHLJHeKYUTDIE03AJYCMHhgeYS3MAK3MEtbEGIQsEMMAI0TAM3mIOxzMqmfQPCPVzl6ROMQhwpokPHYY+C9VVljQOH5Wb8aBgswmLrSQMvDoMrAOUvxiAydImSFuNz/oXvuYZjEMAWJFC5XGkCzIEEnMAJNCEMNE5Ykim3hul46lYr8cAIWAEusGdzBIAF1AItuGUlTCEQ0GmdQtsK8f9U2LWCH5RCuLkCKHyCLIRCJwQDLSSDMryQBSzDFEyTu1UoLhQDPkADPSgAPnRPFEBCaNLCLZDCFviBFdzBHQiDNJQUOmhI+pzkr2TD+Jym9YDDa/5Ko5lDTNZqGz3DOHRYH2GDOmCYtFiDcB7nMPisUMpgMQRDLBAjaEEnkwLhRtHas/KgEDaPHQCBd/YLmFat1ZYnmPrACNhBB5CBV4pAK5nBPvgCugYXRujCHJDAEFyCGXwlGshrJbAQGmJOJbSCKJgCJDCCENAQKIhCKhADMyhDoBDKHcgHyuCfC+jCesEDMtCCtTzDQsSCpwqBFRgCGdQC/3zNNExDyRILBrb/A6a5A+nNyjdwgzs8nGG8bNHIpPaEg+7VrCD5kSC1oDQUwzQMJbH+rJHuAjDEQgLIQ+8Z43NGCd98FAGIwyKJwy0YQBSQgAegABdUrQZkrXdWbeNUb5hKHxaIwHiSAXGZUNmqyZpiBC6EAQiBQBuU4wfMq7PF7QX4wybU7SXYgiwoqCrYbykkgi/kg7RtAkq0AGR6VRPswjRYCzdAgzRQwzQIgT3UQRQkwhp8AuZOQ0BlQzyMgzXAw9BQ3jecQzsQGjiEw6aRjTNc4MaxLgRey/eggzyBA8122DT4kQu23jFYgzHI4Az67A0Xwzg4CdIuCRH+MD7wHGQInzgQBix2/wMxzMHzasAJWO31Wu/VwgAZgCsJYMEKdKVf2AE/LEP4ypKaSEQ/OFQHEAEa3MHVyauzgV9PSRsrdEIp0AAq3KFz8S+1aQIRMEIAq0wOOAEuSAOhLZIJSsMNLAEWsALvBin9jAMpjEEf1IM7xJFeySRrAlCqquqDmQMJ/sr1VNIc1EI6ZM/2hEPNUsP7BGcMDsMupPLPIqeRYmgPIq1roMsPbpSyxAgBjANOYlg0MG4ZwAAMYOvVDjP1kmnVRh8PaMAdXClmCgMzeHH4Mocu0MIMoEAamAHXlgGdVsIgoKN+7im1tUIidMIqmEIhTELn/FTBEAEZIMEeP9EO8PDpLv8SyUmDELwB5uJRNfyVPbyDHtTBGUCNJO+VTFKNQh2awo2sO6Dkoa1TOxBDFUxBOGRPOJTPM0CDAkvDNLweDg9DLgTDseYusTqsARUjdKILutgGAejNGdhDAYhDH2WYM0hDMsQBDMBBMD8x9n7r9UbxtlavD7QBfIVBD5CBHdQC+EazRVAO+cYCCRQBGkxh8dWpJXRznV7OBVQCGshCK6xCJwTCJIzfoGgCGmyB4VqTe0DBMMiDOWDDIlEwN8QC/8CiBevBGCRBCNiDPLSitaxIBX5PYb2TYJMDyzL00LCwOCgBCUCDN3jD0VSWJQqnNbAyUB7rUArlDB5DKhuQuED/aZUWEAEYYY1RcIZRizAMwfQCMxVTL/ZCsWuTSQ+EQXzxgHE03SC8p1I3hwk5x3DZniaUwQrYwSgMAQrgZ50+GzqeoSR8gk9Rm6AUQRFoQhSc9Tu/2xMYQzv4SodMQ86+TzeMQwG8wxi8gzbEwxGrgzpsg7VMzQivg2GQ0UCvkzMM2MbNEQeaAzRAgzE8A+1lAzQQgw0SJ3IeJzIMw2THILG+3s+SAgE0BpIwZ9UV8WPYRY/OYjc8gzFYAjBPLzF3OGv3ywy4FRYYB5hiAZL5AjTndnAtgz6Q0DTPwRAQATbfQRlUgiSUQRlIgiSgo9xuggAIgDL0Qgo5ABtqQhgo/6wT1QcS4IixTMOoqgM1SIM8aMNd53U8bJ4awVM6lA8krSbpmQPUbHA6bEM0LDQ6kGKjnUM58Igo0ILKVVYw2CAu7EJxDiky7PDPGucuzqA4UEkCtRgUHFDcPENvUkPOBhS1SMMeDMFNgyklnEBYimUU8zTWZq0PWEHziAATngAwd6UZZAIJqbjkgDpGLLMIFAEmnGfxrW8ZWDW01SkbR5ld/oIdEKJXGSIxaHI0ODm0jIMjvwOzyEM4XIM35NWXuwOs/M86XEPGXRrUoOqYH5QmB1Y5zJGsPhiPzIEoAENm/yKdD+kx3HmB4zAvAqVmrxc0ENCUtoaUkkI8hENvPv8WesfPMwSDJXwrMYvltopleXb6tvqAB2CBf8wAbIMpMH8QCoSxqC81qDvHJjzBFoTBHYBAEQS3Gawv+85r3A4CLl0OdG+CJbDAfewxyiABMWzcrpdyPPRBQMuDZi17sZdDOLRNjtjKOSjcNZyDO2jyNjQDmU8SOJwurfyK0fzPMwBDMDACIwCDHWD2DdvwkBbDnSNnR2t2LRTnaAoQ3yTALcjDM/RoQD0WhnGDNAxEv+u7a1fxMGvAv/sAD/hBq5yAB/TA9FaxpKvt+C58c6hlAFxA4PXACUhBGJCBjEsfCtTpIBj3EAwC48ctN38f/GqCFJRAQQawfNAAYKlqN0D/A8mt/Dtc4DsRe7Grt64g+4VAIMyypl6QTUOjA8uGzzdsCIYE6e5iX/TdQXEWw4HP4NAWp8AKA7cjZy3kIjC4LsKh0xu5AzxAC6IH1AlKQy34Aw70ewysNr5L8dWSCQ9Iwc7wQBSevdV2gJiBsd7H0uRowi0kAQl8AAh8wAroWRmwM9MNgeI72+J3My7NaxFoAA0ARIkSOaggoUKF4EGFBI/IS/ctWjdo3KjF6/POHDlv3sp1LJfOXUh34sS5CwfNnblt6bZx47bu2zWN5LaZixYum7Rnz6QVs1bMWLFiw0iEsQOs1jBgQYEuHaaLV69gwmjRAgYs2DFjw4yNi+Yy/1o0bNi4jcVG7Sw1at26PQt2QYMPGHNh9LB7166PHmT23iWjN8wSIVjM8O0xVy4MHyfalKmwL1OAfQEoV7Z8GXNmzZb3TY6VIswHMx/KkLYyxQ4aEHfskBkypMzrQYNeD6l0oVLuISBmCMxBIwcSgwhzJDyChIW4bdecTZtYLZ6Jd+7KbSy3bt22cyHNjSw5bpy4cdmwX7u2rRz6cujA5Xw2TdrWYsGEDhsmdBewWMLskJhTS5hhhDEGF1748QcqXe6YqiqnuvoKnHW+4iYsZ7j5ZixqqmkLlwZO0AuvvPACMUQffJhjCSisiCMOvOiqq40Thsiks81svBFHyQK4Y/8MKEhDAYjSPvjABymm4CENFFaww4cyYquNttd0++CCIZYwITjfhDuioCNYyEEgcZqRUCKKLHpnnG3ISe+b7LjrjqRxwgEvHGza1K4dj8BJR5pppnnmGGTwuy8Y++obKhZapphijliM2UWXZJjhB5c9NvFnj15w2YXBOeYY50ILo/mGwq+wcQYiao55hhcU/jLELr7a6KsHvUg8gS8yPLADiiUY8cGDu/RSbK4e2iDDAskiy5HZZinThZQtzAACiA+GoJbaIbGIQgoz0iCDhDuefK2MKAexZMhNMLGjBOAEGqgEJFzoBAkw25UHHIimAbWii6hbc5uAw2nHpHBGAg//PHea4QakeOIx56N0mskGGmOOGUbQ+w4VSqiLi9klFj3OEGaXZPxRhh9+fPGHl0FwSTCZXi7AwY45iFH4K1NH/UpCbnYaxAwThQZRrhBr9cuDbbcIowcPQIRBg7ryYgyFS2qczNmsbdxHiBvuCKLaIcUm7YMghphDCCvQSIO1Nix50skhLLFkiA8GseWDJeIViAYaSkjBBhvaRUIgIR6KiN8z/+0IHXTckUcekcRDKaRtvmmnHXHC2QadiZ/BB2NdauH4p2GO6ZhjoXApxqph/FHZl5SXOdCfQZDZIxll+lGGmU1eCeaZ8MZxZqywJgRnnGf8QcEHOOAYWoMYirUV/68TPBhhiiX86MADww5DjFYNZtxnmWW0zrozXQaRrDN+JsPiBrXrHhINcu2XAxMyjLyDiCGwsOMHTorbEM5VmyKQIAnvKs7fnsCCgRAuCfIIh76gMQ3oXCQc1blGOsKBDoNBDgHikId4HoeOclzjI9toD0+YUgxkCOpjFhvKUDT2ExrexxjByIUu+hE7X+RDF73IBTKSkQ9lHFEZuWPGL/yBCxLEghjiyAY4jDeOWOCiH90T2l9MBIcXlYgMdwhMFLCwgaIZ7TB2OUERaIS18+EIa52pgBC2sL7OmM8fS3vSB9Bgrdq85gNBKgMaiDCDJ3TrW+FyEgoGSMDaQIEGJv9IwQJT8IQ6TNIIf0PABLlxjHF0oxry8NdG1mEOg5ljHCOB3Agf547sfGMb62hPfD5GOhhyzFBcQYahhLLLYtQiGHtwBaR6wY9+7C4XSERiMpT4i19kAhe4qEXwviOOYSRjEDjwgNNMRAZvSs0QUrPVYmYABRVxMY1Sw4sGjkUEyLjxjVujTI38YUlaBGAZneFaFGLwgyIM4QIX8GPd5uekIKChnEu4wRZmUIk0tMEOjRHguIZwQAXcYgzwKoEN/MY3YnQQImWihjykQ52PGEwk40ClCIUgjnaEAxwxzUbythKM0e2il7cUylbsc59c9lQoOtzFUHexB00s4xfK4AX/O5iZRGU68xeW2sQegmEMKO7wDto8ARZG4IO/5IpERCODFczJCDKY4S4a+F4a79IGFGQiMvCM52YmU9cADIIUTxCCBWpEgi3wIA5oKEIRAlql2gypDEDgAAaksIUt3OAMZ6gDFLBQhA+sgASuic0A0WCNccADHqRIQQo2moMUEIAYx2CHNJqhDmd4chr9mo5MTBm5kqRUPOOABnhEeIst1KIWuMAsLfZjDGD0UmP3KV0uUxcM5+aCEpQgai4K5AtfJJGpSHRm7XRh1Ez4QhO6mIMlgIAFHJBhBSPgQSK82k2jmQgLQlhCLNpghhO46It3OUEv9GnXuTprD2fQqy4o/+OPJVihCz4IQhE2MViBkitIQfjBHHplyTpcuA4hqEMU2pAGM2ABCx4Awh+HwAt3pIMtsSBACKI1Dmqwwxqrgoc6slGmC05nHR5sZUjO0WOSECMW8rgFKfLq2BOkAQRowMQdKAHcYNDChffJWHLlUx8c4mIUu5AuJXLBC5vWYg+/8AUzjujMXvCCF7frBTP0wWYwM28EJxhBDzbQg656Dy9/wUL2ptABFNw3RHwp1l6OpQl82lWu/8VMXSdzhxDo9Q6UmUIUusADwTpYoB+wrGrKMAIpmPMJIRB1CLQRAslq4wlhMEMRemCHRKCgfrEZBC3goZZqVEMa0gClNYBBC/9owAMmr61gKEtaynCwMiSZG4eQhRAFhZJiCUsInBTSUC0QnOC8jMBCLYyxS4xZGSjJneEvg6ELLQ9VF5QAxoJqYYdgGAipupB3NOWNDGUsIxi4GAIGMICFNmBBL1jgwTf1az0eNHYwZWjDHQxDtLUupr5wrav5/KvoRV8mGHrYAhSCEQBcbKENMDiBJhic6Q+gYAZhCMMMpOAHZ0s2BHqQucy1IdkLHxgIQfj3HcxgmyHQGi1rqQYyrEGCGWiBB7ygxnUiMhHZuoNzxx5h5sSRgFtEYQpSCIMfntD1JWwh2pWoaBHuC4QqIB0rLryhxlJnKGCQTBebGuoOgWuHdvv/Rxf7GAQvhroHSPWDmXtYwRDCyIOIArwDAh9WrYDVgRmkiARluIMQ9DAGK9QZan7pwX1PMAh9cqZGFs8MoyljhxCA3Q78uAUtusCEMvTDHxcYxJCCIIUnRBv3T7D5zGeujVLX4QbAj8IIOFAG+45iCLYwBjzOUg1rBGMOMyABCkAQCJs9AyLHeI4o9XDiD5IEckLwww7Iv4OWdz1aW4hWy2KPAx4EgQlasMIKgEH0cZ/Ohhkz7jCiYu5o4qLLcOHDPIUR5qANNGEX7GAPMmETCgRTmqwSWiQPuMAOXKE1fIAHBu57fEADKIyhzIASoqAPAIAEhUAGBg1ENKAD1oj0/0Av0USPMwKgFjRuC2LBDoTADDKQsCyLNEzECQSjV8DusWKO92hO1C7sBm6g62CBDD5gE17DH5DhGKzh+TzlDiqBCNqA5RihZsaBHo4BHiwoHu5hOhpnlZqNW8ivCcjPCfzgBvIq2hyLbupGSUCADbRAC5iA/qzBGGxoK5CBU4CKF5IBzXJhF6BrU3jhDiBlBaxgDuyAuhbkEG2hF3ohqkhgCLrHWPIgolbgBHgAC+6ie0gACrZACs5qCsaABFfxFlCAVoqlA3CACCrDfGDwfGohCZbgCe4AClbgB97ABwarB3tABbjAB8CgCZ7AsbrusWZuDGTuCDUM+PLqCW5gCf/mAAfqpgiaCEAUUA5+YAVmYAqw4AesAAzCgBRiARrkYRyA4RbIUHMeJwGiIA3XUArMj/yigBlT5OtQADYCCQs+wBDwUAsSgQT6sJcOxbl2gRLRbBANkahGIe6CixLsYP4u4Rd2YZh2YVP6ARlowRLsq5tA8QTsAAtWIC/IwA6iYAs4rAzm4AlGkARNgCafwERcpAdQoOJe0BY1o0bs4AxqkASmAAhGwAqCQMLsDAxGgAmaEgxgQAmgQAkh6wyeUebGYNSgUcOUUBm3wOVmAODqBwdQwBJUcg4Ejgd6gAeMIgr84NOewA9gAZJCQAiIodmkQAqaoAnukS/X0AmiIP3/lsDZlgDWnOSyfqALCLIg7+AqGHMYuC0YkMEWYiYZJnMyc8HvpKvLhioYlkQU7KASbCEYoqvvckEY7OtD4kItQzEtF4MMDm7jBs8OnkCSzkAPTAAATKAP+uAGSMRYWJBGaLEn4SiOPK4OtqADyOgHtEAF1gAMuEoFwKApp5MJuAB7LEwbbrMPSm0MxiAJgA/svk4Zo00KlMANmkAJ8hDEQEwDumANuAALYAAsVU4LnGALnsAJtKAJzAkKomANyS8v9VIN/ZLrwK4/S7E0EgsIVMAD1uANtODsCpIScIAS6K8YBpGZ0IwQmckQF3GoRoEXNHMXWEMU8u3cKIGq5kAX/1agA+QiLjwAFI3RRDqAFqJtDjKAF3FzFWkyN7vzBlRAL8ggFpNlnobzfCYDWmagEVEgCKyACc6uCqhzOqNUBJhABeKrDsYgO3VTspZACjzFCsI0TNswCtzACZrACdKzCqpABEZAMWKgC8BABXhg/qYgEZQgCpJQC5TABaBACKBAL1/gBcxPL++RUJ3gTMeTHnvlR6jFLsoLDyP0DXoACxZxE5iJmXqBmWwBEHlBE7zsDgAwRIeKEl6BEu4AuCplDyjBP0DQCjqgB/qJUkOxVjCAwpYgDMZyClKABLFSJkmwD4CPBgCuB/ysAnQEWY2UWRitAmIBBaBACjhABUQgPf/VNErZoCnXNErZdATgUwhCQEv7IAWiIAzkK9qgwAX00g/0kl13QAnWdDrBIFbhQE6ZoAdQ4wOUYAvq4AlEwAl65RbS9QX2Mi8J9R79sg0NtC29Egh+wGGBQC0/AAwglBPw0F5HYAX2YDIxVVMNURd4Zxl8oR90Id8M0e+gaxdeQSM70w5igQTQoA06gARqRQOwQAR4oANglay2oM88AAWmADf1gFHmgBa2IDdzMwSC7w08oA2GgNE+j314UlktYxkYkAgu4AxCYCXzUwmqFUK1dVvBNkqt0w8uyQT04PZcIAryUwSq9A2a8g2qQAn8EkKZgA1UQDG86DmtQAqMbwb/SAHVmGAHeqU//bMJxm9g/zMv0/NMwY4em+AG3qBhHfYD1BJiIRRzq/MOVoASziyJ0mwP2EEZfCFk9UEfOuMXBkF0RnOoVLao7iAW6KsSPKAD8sAK2uANRMATOwCi9JGMzAi9RpAUiiLawsAK6mAmx+AGQmAKzOACKqO/Pk9qldWNOmMPKuoWUmALonIH0rRru/ZrwfZJw9Ze7wAmTcAal8AF0tV7IfQNRgAMwIAHRGAGyI8JwIALnqcL4GAERmAHeuAHuGAJ6kAPbkAEXgAKQGEJ3GBg3VINCzYvqdUJXCBF+rQUPaAMHPYHgAADOcAHFDMPeyARmKwSdeGFeEHM/0KWH5jhAPShhcknE3phRIPBFWoY+mBh8OzrNXsgTHGWd1dgCm7PDrbJLn5gCgDgDOxgCfogCW5ARaBgFZWXX4vgatgnnyhuaulKn/jhAu4ABQIg48ZgaVzATBH1e8EXc8V2fJlABnrgBiopPNV2DdPza5uSC6RTbquACxSj0rBgDqyAg0VgCG+gPkuxP/fSL8tvQJlACf4V96QSkDVYg0cgA8xgTQnyDRZuBcggzZCBHSjgMZahzZiBlEtZdsgnGUg2GPSDFmaPizCwLjqAB9pgBRprC+bADIKlBzTgBDTgDExgDm6hDkwgCTrBDbRACnRUeYOSH3Sk4rJ40ciHfP/YpwJm7QTCzBeEofLgkoy71wm82YzpWDHFFjCT8FzRNV3R1Fqns1ujEwtUAA7iAMTCgAx+IAaiQAgyrA5mwD6XoAWiQJEVGU3Rk5EdWTBvQApkYHIlGQtQ4BcjNQ9peQXuACp+4XSXoZTZbJRXOGVShnSXoRdqARamYBMKw6viYil9eAbuUwooIVjqoi52BQBuAWjv8wmgwA+0IAxG8GyD7xaaGXqh2ScvQ44GYQb2oAJwABd8IQDmYLRCwJwE9pu7lw3TdE/bFw+jMgWKrIKjIJ27l47h1SlhAA6MEcSsIDUolSXH4MKa4PGirR4DunvRlJEHtz8PaQQk+WGL0mH/448gmSAPlnIFeMEWZuESMrqURzmx9WGFyQwX5mAKRsFVhKYvZhlFnqDPCiMv6sIHNiAKTIAWQsAEniAVcDoM3iAMdLSA6+AWlkWo6SpZAyATKkC8dIEIisACsmq2hWEM+qBHouCQC3UHAhWcvbeR7fMZx7Orm2BQwTqr4bUYeyBOrQALZuAHguZf9aAO8goKRICC09lQqxpR3UAJGFkK/DPVAG6hNbi8RGxiIzQRuIAH7gAfgooMoCqjG9t02Wx2mMHLFIUShoADqYcMToAUnZgwHO5oNAAHTm8K6qAPbhpanQALktkEtAErNa56X/syapF94EoTUGD6LOACdhAX/3BAEzIBGLRhN1syqv2THh+XuHfgBRB1B5ZXw26PPwUUUa26bp9yLuD0tK0gEeSAGJ1tu+HQPAXTP8uvx3u8CfLwm5tgC7RABHogg/XaYdWbCzA3D+U7GHRrGqwhVf1hzBC7zWRnZGuBuJCP8RTDq0iga5bADnI5rULEDEgAAKZgC8YgBfIZoBmBB4RgpvthF2iBGIBhel8ba+AqE0J8BSzhnwar5CZaE/bh41rcD3QxRdAVndeXXf3SBY5QCQ20XZ07SqkzfsFABLhwDjjYB2ZAH5lxC2xgL7fgPO/xycO5CdgUmQ/MClRAy9l7BDQACLo8cxcuGEqixo4BAmwqGP9eJ7FNeRMSMFGGYLKHZluUcAaChjHQqIihwARgQbSfgBG2wAnC4CSfAABigahDb9GHs7/gChOGgOf4aLA24QIkYLBYoxIywR+Iwc8PCQr2kT/R9TzdgIF3YAmSILKKzEDdYLhr/F3l1qqrtBidYATmgAfkgAu4wAm6xgaUewvsmi/T9MkbOcqREQpyVwVkwGHNQMuBgAdO4Ni9nAk0ORbGQRpcgh6oMBjwodyOipRTRoYbpRbQoDC4yAPuwPYQGgfQSvNwci+6MxYmKwygQN1nAAbsQBVx4cODM96pt9H/6Q5+AASGBLcZTAJeAw3ABQe+CxhsEy71sdTPeX3T9Tz/bUDU0u/2Ol3i3ZUNwboK8BcGGEEE3mAOgqB5RoDKAXUHwiAvKRhdDTWce3wH3IAJmsANsOANYEAGYD6AZh5ngQAOIJoJ0hILYuEZ4MElTqUbrAEZgsEOFJB3ZJhBcKAIzusv4oALwkD3osDP7EIxVBPQ8OIHZgAA6gAWWvI4YYC6f0AKkJh0o7eKOXyeFkDiDqABWtQB+N0BHAAN0MABBKoIBKsMSMAOkgUHlkB5hUAKFKrUD74/1fYJaAAKdmBPm6BPAcKFGxdNdjgp6ERJQiZcVIxwMmLGCSA9YChpEkVKkyYuXEBZsmXJkig7DCZUgtKJFCVRnGCxEuOHzJk0/4H8AMJjRBAuWqpo0ZIIDJdEsYQZG2ZsGrduTK0hw2WHRK1ac8LYsWXJBxkyZtrM2BICChYzZHr4MAsjbY+1htau9QAFwJkpSW7cwAJmhpwVpADECrAvgODBhAsbPow4MeF9jCv40sTrjo8gkipt2lTEMgMLH4pcGHKhyIoZlFZcmFMnyZYpfp7cePIk5JKPs2242fHCSUItB6MQLKkbpZIqQbnMGDGHRJGKYHZwhNICShMpJaNA+UhSd8KTLBm9EbFhQ0yaP1D8+AAkw48OK4DA+PmTiQoutWI9M1as2DBp05hi648MMsLQEkYcguSCgwdkkQBFHVtY8cNZblWk1v+EFZnVwRgAhBBGHU9EwUgYW03Rhx66DBaYYiquyCJjyyyjiSWJuFKZJ5ZV0ko/AtiCxgUffDBEkEXgEMsWQpyAwhIp1AGFFFDAFpts10m3UUko9cRbSQXlNhwTDDFhxQphfGBGD10cdJ1HAm1UkEHOuYHQDkpYsYMUWIgwwg8xhCeTTTJlkJ5MH/SARRDv+aSFfD3YQcszwBRjTX7FTCNNN9gsVU011ggToQcokGGHEK/NkKCFbpUlIQwU9mDGDCYA0EcsUGwRhR9vkDFDHSYQw2Kvvqq4zzK+WHLHCRYw4E8RDBzAAAP5CNBKJZ0V8eMQnYGwwqxzVDLHDSHcAEX/FEvYtYVssxHURG67icAEGG8o4dxJXoKhghU8zLACGieYMQJHHUVRJXVuyomScy29IQUjiVjRQww++DATEECUUcbEPqwgxRJYaGAHEHD85JN8bdQCy33H6LcLLsEEIw032GDTDTfHAENGBhusMMUTdUjB1YQSmmohDD4k+SoAtzAChRsuMfLEGNr4g+KvUieWIor7+DJIBzCs0QUQE0wAAggUHOBAZkV49kFooKVNBAphPCHEHWUIkYSHQgjhWmwiQeECwMBdOS8XTGihkBbsqsAEDyLMgAYODx8E50ZSSGFdFHAaJBzhWszghxUjiBBD6HvKZF4ZKJThAxZSbJHE/xNYpA5EF4gmykMbdkDzzDHD5BcMJYF8QglS0/TXjTCWtBHGFnUI0cYPa6n684RloaqBBj3EQYYQY+jxah9SWCGKFVLckEQfwgA2dfqIMSYYY4wFgsEDNfChyB+N0HHIIZFMQEERZUswLSAJcAhFAMEd8BaGIaxgC2OowxKEsATY7I1vbXICfKrgpXbNBwwj8NIIsNADEVWCDB7oV0niZZA6eGgkWkgX4CbHBRFgIQZd2IBMbHiT0wHBDFJ4QgieMAMzfOAEJODAxxCVuJHB4lHDCMYuBmEGHwjlB2YIBj2uiA9abEEbt8iT9VYFNAudYIweCIOGTKANAADABGMoV//TQmACIbgvMFVTX/rYJ5hMBKAIHJwAGwihCDUo4hB/KKQX0qCss1GrCKAJko+KgAYQDCF5ULDDJL11g1sIYVZL6FsU/Ia5KmDQg2AAAwxoqAEs/MAKVkjDVn4wA5NohyUp2F4IHOiEJzihCkqAgr20oAKH+cBh5UEBCoBgTDRg4QlLmIMPPkAxMmABCG/oiU+wUDs7LDEYn7AECk7AHBWAAQ5mwEEwaEGCLTxBFBEyy1rKEsa0wKAsJ+gADjSBi1t0rw9r7EMftjeGOLoPfQS149ReRMcAEAEXK4hEIziBBzaoQQ2QEAQnTgGJCjDAFmeTwCIX2ZkPVAINmCACJfD/dqRBdKguI7FOuECJElFmkA3zSYuEeBCGikGsB1HwEi+FA4UU6GEMABWCDQAmlpeILiZmIF0GTgfVIZABBdA0Qxk+QAbPVRM+DOGBHWIBjFGYISdc8AEMeIBWHoAhD3vYBQlU4IMNyFNoPdAAOIEmz7WcYAiZSNEubsFPNa7xVSb4C/rYV0eD/gqPmcjEoj4QCUg4ggMgaIQY8JCGQCAiFGiwAEcvgJlNgPYCoBVtETBTBCIUgQS3eEIshoADIehBDzdYgh/YhJArWVM+Nv2BB3iAqxUQQQM3mcESEoJBXmphCdsb6hhSsAUo3EAKMLCCCDwgOhtuAAUZ+MAPPNGA/yFAVWIUgyYPnDADCZBBC4jwyQh6wINEhIERWBgBBuh1lrSWEgv8hZAPNJDXCY3xBPA8CwzgsBYUVAAweAzALrQn2HvcYg+FSaxipZaifWTCA1aQARrKAIZATOADFk2EIAQRiBn84LSlFe1lXtziy5yNCGbI2RZIsIkFNvAJUNAS5pSgBSv0pF1llQkPfmCHGRShDB6QARBukYSWyClRTNhCiYhKVCMt4WMjeJgHZGKG8WSgAd9tQAbKsAbuUrUMo4FJBySAgmq6tw1teENLQPhbuMJXrRzkb5C7ID0xDngtZn0LJhBrYX8Eoxa4YED7LHzh9C2DfZWwgweC4IAhxP8hbQ4IQiT4S4lWXPW0Lj6tqUsLWlKfbRMWIMIBSSGEFWyCFk/Qg4egEIbgXGk4b+CCIQyBvTLNgAxF+DIHrDCGJLhgB1d4gUG08IQ+vAOgY7hBFJ4ggobF1QM27IK315DmMnShARPDww+CAAQshMEKcQhCBkTwIyxgKRF5yIMdojCHO+CADKXML58z+IYqxKGubolegHtAZzJcoLGQHuhi6AjpSC82MBVYQQdA8AEGXKASZbiAAySAhg+0YRSVgCSpXXyZ0ppaxqFddQWKMAd1ToEIF9BiCH6Ia/gAzpQP84Ec5mCFtn35A1D45xKqdMI6UNuWEOy5D75cHj/9YA3/5A6EBOCwiE60JQwzmAwadpgIOXxgcD6ht72nMIM7UKINI1DBWnjAXzBksApvADQ4o0domyJ8r5oYqIXnCHiHS9yOk87EEO4AgrM14AIUA43GQVCJXvSi5CcPrcpfzOrMs/i0msiESrdgBz1uQhhguXUTZmA4DJoyBlzwgg/CYAkQmMEMQNgAKYj6hI04Ozc3aK5zHXgDs0BsJmp+6hAysAbTuQEVptiBM4Mgh0Bc1QxvkMMQ5O0TSKwiD1iIwgx4kIdEgLAHkYzDBwFe9zA+Ty1tMEPn50i1qFV48HbUB2Nw8AFJAnAIZaiMZSwgSbnQC6glYxZwGRZQBAaIGQgY/1qYl3mtlgk4QAzEgAt6ZAExpwchcAY85gRM0HbyJANhQAJt01QgMAdD1QfgQiUloXTTlgREpQdbcBekUwaBUEwN8AENIAFAAAk/kAGm4AamkAggEAQUUwZBsge10A+DYAWiVAhmhwVNoARekghtUAYmuARtQATSxASJQHdnAYZAcxbElmHBEnH0h4aEsQx71DGJt3FAACRoMASoZQEBwgyhoWoOqIAGyIcHaAF9aAEU0Fh3EAthQAlEEAD8UAtCcAY3dwPR5X0iEAYuEAaaMARm4ClEh4IOIhJtcgMlMltj8A4xeAMiQINrAIdnhgZeUEqdcAczYAqFYAoocAGnQ/8xg8AAuEAP7IAPQlZ2uIALJOAHMyACR0YBd7AFJnALg3AHVtgGWAB0gFZw0zhGQ7BgDJaG2bgiazgEUnACICBacCgBH6dIFtALymANuoCAnsFyDciABnhaFtAPCuiHf9h5l4ADczAHbaAJgsELwrAEdaAHKVBLQxUCe1ABmHhud3ADdaANz/VSTaAFXAAF9+BcMOgaVoAe5cF/aLYGkHAKpsAJpRAGWNAJkGAKEPAZ6AEkDUAP8AAP9DAHWLIC3TANzyAEYXACFAABQmACpBAMyaBPQqAJRZBVb2BgeJdgFlBQkyZ42giVAbCGmiAEKkYtQHIBzaJIRdAPytAL6cj/DL2wlauWgKZGlvOIln+olmvZWCggDHOwB5ugR5egC3MgBLf3XLGQCWWAA2aAAkQQC733QOUyG07wBliQK1gWiq/RBshkTBkAZxKAkqZQCkEYCI5gCohgCj7gBRxwAQJgDfTADfCADwKAA1iiBSOwMrUQBXZQBrFgkcLQD7HgT7EwCJuAAziABmXiTnR1Am3gASCQWFVzhlE5eGtYAetmBV7HSKOlSJvQD/3QCwGiDKhllmNpan84j2tpAZrQD5rADxbwCxbADxWQCRewB8ViBhagR5lgC3egj5uACWQhREMABaSQAq/xiCLBn0+ydBnoBzYBmUMABHEQBxJgCqfw/wiZaQpwcAqlcAeJIAnIEJpXtIv48I1w4BNl9152IAVTEAJ9MAUMUAtwdAu6oAmDMFW7CU5loSo9QGB8VZzGSaNrmAlhcB0MgwZoUAmkZVpluQnKoAwBkgzR2Q+pNpYLiAnbaY/8AJ7kyQ9RCqXmWQGacAEnsAIroAubYJ6NVQkooCBlkAYLRD7Q9VIutQQh8IK1NAbfMgVUJTHglgigcApaIIRcYAooWQqd8AZDEAi4wBTVwA4NMAFewAQe8AEjgJrtQihboAdQMAi48AQAQAp3QASNMwrQ9IrupFdt8JcJRaOhehiTFgAksG5RgJRBIEml1Q9no4DRqQvU6ZUMQP+HCQidmvAL86gJ5LmrUeqrFeCr4FmlFWCeRXACtUACK4ADKOCXUXRMc9OQD+QHZCAxEUIGKgB3L2EFc4AFn8BIgLIGiBCSpgCEbjAJiVAKqlAIfuAIgkBaZgYkg2ALlTAEdkBg2PcTiZBNS2AHg+CTejAHCEgWZSAHZICjYRAhD3MCOGABgSeqDzsYpDoD9mIFqOoDaIBI0MkAW2mA0TmkyMAOytAPrIaAfIirJNukxFqe5QmswPqrmlClRdB5FrAHU4AFd7ACrGQFYTAFUCAEc9ABqzR8MiEDfXJmGAckT5UBQVAIpVAKpvAIpxAKnUAHnQAKP4AGgiCH4nUBHOD/BUCwBvSKC/gwBCAABj+BCIlShepGIiYwBYMQI325mxU7G/41RkVAnGYIsRCLnLSSCD5gBlHAMECASPK4lZgnpMmQDLrgDwywnaymCbv6nU46pS77qyv7sn9YpZlAAlaQCUDgA1zQA243fNCUbtNEHuJhQxkAKI/5AWvgBp1wCqfwBifptKewCOMIJEMgCfx3AThYCXFVX5eKr1oACcBlB0+gjHvAD7CFA5tQr1amMS+xb3xlGDO6t2m4hpIaBT3wA28wA0/AMGJals/ZsdIpssrgD/4gsv3wC+GpluAZpS2rsivbsr7KspFLrLoQBkRQBu/1AzIwTMR3Ez0gAlI3/xMQox7pAadgoASggAqFcApW0Alo8AihEAloIAENUAYSwH+82xkeYE9FYAcrQAFoIGfxkQiLAnqqpQs4UAmYcFKBZQJkgAnMyg8FtRjZ+7Br2C0zMANAIAS0IF0M8wNEQAEEGI+Y4YbR+SzJoAzM4KSaQAHEagHEqrJYPL+Yi7/6G54kQEBYAAMy0AWhU7Q38QMVk1V+UrRxEDESkx4PoQSq4AaFIMFzcAqSkIDW13FUdwFywABoEAg8cAIXQAEUIAyjQC0igLa0I01WUAQogAODAAJuEwJrBAD2QAJtgAN9xWDYy8NQGRixEAJ3IAUe4Acf2jrDhgJpgAmYQGp/mP+kRroJ/sAOIZsPUnwATjoLl+CyjwGemYC/wTqlHYACl7ACKkDGMjAePiigEQIhNxQxaSwxoxEGPXBidRwKbpAHiyAJGxwkV2V9H4AGDYCllrCOaDAHZbBkvqjCPmAHdjDJFnABJNAXJsBGsbAHe+APGvZooQzQghELY0ACqmMHU9AhN0AKUtADMgACqhWdTIx59qgJREAE+cAO3VANAiDFv6AJvgysmKC/mSCsXfydMLsHJ3AJaCUTXUB8ZyYTZSATXUcTxgSHFDEDYdABJ1wGguAGoQAJJoYGKODB1RIkckgGnvqHoBHJkFwElgAyPwEJIyBNdlBAK6BPg3ULymr/BjkMygEdqnPQB1FQBAgdBt1iF9bGAxdLBH/ohyQbuZErnvlA1+zgFCddAftwABUwC/KLuS67q92ZCbrAA0SAAyOwATLAzOWRQ8hEE8tJExuQHj2Q0yMQUhUjCSUpCHJwHgM0QDgwwptXQB0wgkVgBu6sBfxFBjxgT1HAT/h8BsKwz5sAqmBt2yTwLXdAdGKhPKSgM0vwt2XQ1mr5YkzqnRbADMmtDwfADsjAD6wQBYawD1GqD/OrD5brpPN7AXdww69DHkorMepxTOnmvcR3L2Fg2Rh3hEZYBh9WMdbyIz9SbJxcQJ1BgERQwmmQBj0AH2nLQT2w2mcwWGMwBZSA/wO60FdlaNsAHRjBQAphUR5+QAJRoAekQAp2sQRWQAaWkAZEILkvJo9/OL8WTQTMoA/6wACpEJKQcAkHUN3YHbnzWwGYcAdDgAZrDXU2dMYVw9g2kW5HdhPnbdlocBNwaDooYC1UJUDxTSa/OQT9Q0Bpg4cwRwZEkAZtgCVlxwNrYQd10AcpAAX6hqIMtobts+ChHBi64Bp6QAIyPTl1cAZwHuc3MGxmUAQU0J27GteRK8UVbdH8IMWwEAqhkAqdwAqYcAnyu8vmKeNE0AFmkAZaQx7klR5loB4zoUw8MCgzYCcf4G6OPTG2SFVFDSRAMNR0hgJn4yOklWqh8QEz8P8BVn627JWvtQMqaXcHe/C8/nzmZ05xS3DhT8ADawDPN3AGca5CdTBdPOABQ5AGeT7FTerhFUAE5jkKFzzojPAInSAKs5AJlivMm0tg+90wNfGYll4xNn1ud8LpVgAEICDTyCQDZ3Y6QKLkS14GqH42QTKHH7AJ/o6HWKpaPpDCPwEGW94DOJObg6BHT9nrDN5XU+BASbAEp+QDyoPscB6tIPQDvOrhHu7ngC7F1J4Jm8AIhfAIqcAIqwAKrlAJ3w6sMMsP+4ADlnoWXUDGM2E6UUc6EeMDMyC45ybTzszztniE+P5KaEAtpOUZrI4ZKboCWnjaTWhNVcAIB49wfnn/T8HyIo/21Q+fjexjB+qkJFAAA0AQBQ2U7GdAPqqxnB6QWvzQDyPustVd0cR6CaKQCJ0gCKgQCq357cvwq8y4ZGbh0n9S6dWaxn2ySlJQkmkQIX2i+DfBf2c2QB6wLztqLazu9KjVAfK8CWNUC1rACFGtBWsFX2ZARwl+WDoM9nwbGG0gXeUC5tJEAxp47N5yC04CBTNwYB+gCcn918MsrAGwCUIgu6iQCrLACHbApdddBLqNBmcRE+ahHhUDKIwPBB6gbnPwAzzQYQEsAxvQAyOQEyIgQ3eg5N0lyWag+fxOWrcJ4paABSsQybgANfswCCvwEwBRqIoWLonaWMoU/0DhQoYNHT6EGFHiRIoVLTLcty/AECFQbmzZkgLKnShJbpA6U+eGlCcdoUThYaaMBSIW+PHTdLPCTX4VfO28ZCtUok6RIKUKIyqTJk0dUBTxEbXLjx8oyqAAgpXqDyA/sMywYiYIEBE8fvDAwuOEBxRDPgxBYeYOCR4fflwtguZDmSF9+266cKFIkSFzdQ3pgKNCgIwBMqHhUoURoxEnMGVKeFHzZs6dPS/MmDEKlCc3lmzps2QFFJWkQiy5VUdKiClPlrzx8QMNEZ5Mc1bYqROnL1udUp1C5afVJU1tzKTxcCIq1TIZuqL4kYErEB5gfYz1AWSOHSt2PKChQCENEf/27NOUsSPiAwo0ZcrsfTvkwhA0/IvgmOOO/+7YhLHQMsIMEzJI2COhxj6DMEIJOdNIITueIK0OkExYggcoaLhBj1ueCCGWEG4RYownnIDhhyIs8A1GTYDTSR99KsCMFeSE+OSSS3A4AQQUPOhhKyC0w0q7MoDowQoregCiqx824MEKFT5YL40gyvABLSyw6AEFENIQwY4t7ePrrfw+qM8OEvpqQxeN5sxomWX2yWROhUKbsE8//3zIgi2WEKIODW8wAYo2hAihjie2EOIOR2PRIwkaXIhpiE0wYYo3m3LqaYFlFsDTFzvswAwFAT+IaoOtqNMuSg9EeHKsH8z4oQf/HsgAwT1LVrBCitGgcCGKMObAAo0gwgjvvr38GiKvO+boAA1KTuAHotCWYWxPPgEFN9zOKgxgjhs6MrQ0DnvwIwnZoBCCURPr0GOMLazw4D72mOLnU52AWwAzTTKp4IIOHPhgAw+2ygAF66jqqso2gEDjBw/i8GAEMoog4hLoSJACii1oSCKJMUq+AQoprAjiy73sy+9FMsb7wAxcLjDwITq53bNbcX8GmqLQNFniiSY8OqO0PrbgIYwklgihj3inqFcPbcagQYowPwAhJ2Zu8o0pX3q6sYIiVhAztw2scziDJe3qwI4OPrBrK13L8LEISmYQgsQUxtCjXsDHGCMF/6Ox8MEKIK6CuQgU5iDhrhMUy4iffe68s7HGMvf2waA/B71bjWqxzQ/WNAzpie5aCiEEErYg/J136k0CCjt+6Itf3TX5qaeeNLkDhfd+iOG6roCYr8sOkH81VzLQyISINmbwKIkUkgj8HcADp91wra3gqrr6VpjhjiHawMUCb++86MDQ3/+8sSlIeckjR2FPgtYloojiljG0J1wA+1CHMJDBPhzLCaiE05PJEWE+ZrAKVrDCpR6QAXlSkgFVeOCDS2SiDHMQwg0IZzXulZCE2giBHrYQny6sIQMf6MAM7MCqFeiiZ/DDYQ4rEpp+jKh+KvlICMagBCzAbnsBHKHgoP/AAzSgoBIy0oQFdjLFPeCCCBWLktteWB0U+AAFH8DgVnjQg461IRZLMFnrTLhG7jVqZVzpAeRQgIIVdEATN9RhHvWIkcboYgsYmgIU3JU0EUrBQ9gTXB8CKLgU3KCAH7jAJiwwSd9VAAd3AAEIyhC+6tgnSvdZ3JK6soYfdKAH61lBCPXQqBvQi40lbF2jtiCFxM3ABxy4wwr84TNe7tGXOHTfHR4VrzHcwJhPeIJIeCCFOiAxgNrTw/W+tIIyDOZFFJDiBTBZhE1mcUmMG8KR7MMVu/UABJe4A2tadwZSXO2VVQucoepAqDlACQN2wIGDQPNLfupRI+ZaAhRCUJr/MyQNNVvAghVu8DdnBtAOZQhWgKI1GAtQIHi4s8oHxgKEIWjRPhHcJFV8MAIsnUCgqyQFKeDZUMClUA91OAMrl0ACM5BgBXfcZz91qsM5hYF+N7jFFgyVtGTegARFZCj3xmCC8qkmkGGwwwmiRYQVtMFxHyiCkFZwAjB28kif1MoPRhAHInigUK17gkpLOIYz3CIMYYBC4JLQKLqqZAtTsAMKNJIZnu3Ur+8LTSb8sIWURWEJQyXFFkqmtSkUbnB9kMIdlnACgnVgCkIIAwnusAcpfIA9ZTjBHC67gvnAbHERFCMX0vCBKcjzCWcYQwqFGIIw6AcHg7DADFpXB9mm/4QUT5iDgypArr8WN3ShqUAUzvASISyhlewUagqE4AGFFs4EQlhUB+7glHBa4SVSCIMQZjCDWEyBGLEgxnT3csHSuu0HURkBEEBghScYKqX0at0YSHGCQfStNGFAQyzcxVuY2hdn7jNugt+3DGYIgRRCcAEUnPvSOpCiDinoUA+icIMoUAIKyArWDJwQrDDswAVPmAEKcIEPenRDGkKgxQeswzhLeFKkKlBBGnoANVa6VIhbKIIdQgAAIZwgCiYggQ9I1KgztFJD/VBwlIEZAH3EAlJQkHB9gZjMOoCvDFSFVBROFQYrOGE0UjDNCvqBC2vQQxrPKPLiToumrURFBf9A4IAUYjpgNerXAiRI1wrQchoPHHaoKTlRtqS86PiFJgxbwLKECVvhRxFOCucJwgi2EAJUmeEDI5DCLHcwhTsko8XTkAYxaMGBxQ3BPm6zSww0UCQeMGnTsWzUKkNwhwvxGlkkCNYTUhmCVt6goHoQAqOVDTQ+ZWIOg5KwhFtp4SfoYWl3CAIRUCCFJWDhEpkkQxicgIUw7MEa3JjGNJ5BDBxwAAU15kt1LKaB7+BAZOo0VBvHQAsUkMIOd8DCCYIF3idggWqtI0Ur9UCMZTccaHm6wy0CugSK8zZwyBzgDLAkvXidoAKX4I4GZqCLaqAbHsTAh4xbzZeseMAD8zH/V65xHUsVVmALUfAAD7pjBSwICwokmIK7GmWoEMCilw5HuoT62FwJn4Y1gUvsGPoAhRNwDBMkEMIUqFmDH4ycHtOAxziEUQm6uS3eWAHCCaYAO8NtYZUmFOIKSGCCAooYDEygVRSEsJpVNjnXtDh60gXfGTtpxAJWpjiGqjeGQ/WBtihgDwPsMJomWIEW7HhzLIJBGFe7BQhBmA8JNtxSez0BkYFz6Rb68QQTzMEKYRgBE96gBSkIwQ84UGtKHKUHEgR+8L+3yKgeZIdBgSSgS67wFs5guBQPNxM94NsMgoEPfOzhAmCkG9c+sIIoPGGErrSXS7mHwn2fYOp2aAIW/5hQhSrMgOJzWMEqYToGYmziFrXwPfD1v0ON7IE0j7KNJVAr1BGhJ5iCEyACzICk6/sACbiPrPqAO7AyIXq7lwog/3mlPYiFM5gDKWgCLRCBKhABj1gCHGisodIDXAgAfugHz9m/F9yhbtmERwMJ41M+wDGoG2idW5gDHCCCCnCPIviAExA9oQIcbagDbUA9eiGcJ+iDwNkeqKOAWyAFuIqCEBzBj5ACXXAyerkFOnFBGBRDbQHDFfijGiw+RDIooVqlm5MCWogFIYiulkJCE4KpqAmBM3A8WBoDIdAE2KGFl3iDUPsIKBiEMCC2Y8O/jCAV4hrDR8QIA2mMQeg+NP8ECR0EHJUAQEQTHKvJN8FBokZBCRNIiSgMnKuZAgaotjnAMjnUkCWwAzNQiYLSEMsBQ0jERTLcExIoGjQ8DdeAp9YwJt1LIZZSJG1gpzpwvCeEp1WivyJAjVggAdIwjSUIA2g8iQoLAXxwDEfMxW+MxG7xh9p4FOP7RSEymSMaHGNUJMZLqRAwAalTqqrpw0yYAhOog1ySgim4hVhIg9ZSPmO7hTwhF28ER0jUE81JJ2SyxD/SwT5DIkVqR8JRJD1gp2qLx4pcoy24gD2oAwCwl6AigUtAsxBipxvAgW7Uk4Nkyc5pjExYjdJAppNILIcUIoqUOomUSBz8LdRopnb/hCV6sQMLwAViCKgUK4IpWIn6aiXAO5CVbMmo9Bl+qAUhOANtSDjdY0KcFCBngqmUGoNYqIV4NMVVUsItGIQ0AAELiB6TuoHaqLA6EAJ9kMq6JMMKwYVb6K2rhEKK3MmJDIGsPANhCAALUEbCiSUktLgVOoETsANyDKEKayt/MEi7lEo6WYg9WDskakaWyrcHsyGNiAUTgKfdCoE6nEWTSSxiMza0DABfqEzLbMmErJB+wAertLY+aMeJTCJtEAIVzBkLuAVmNBTFJDqLk6eh0hAbyhnZdE6J4AdcEAY5vJoxuAfdHANtuCvg7KV+SJGXSgndQ8LdSk5DEQLmfM70ibQIftCFWhAGOBSGWtgDupRE2lwGWlCpAivP5NytWMiW2FTP9ESwu9QcA4HNABiEWGinRkFCrVSjLQiGwMKjAA1Q96kQz6HNDK2QQaAF5TtNNcrDWyAB9cEcngFQCkXRz4hOYUgvIVA1XFC0E03RGfUTF5RRGsXRz3jKb7nRHPXR9kGwAf3RnQoIADs=&quot; 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}&quot;&gt;There are no longer conflicts amongst the gods. A storm is not Poseidon&apos;s anger, nor is winter Persephone&apos;s absence. They are processual protuberances whose oracle is data; and preferably big data. Life is a laboratory of uncontrolled experiments—not of the gods&apos; temperaments, but of particles, atoms, and bits.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Yet science, like many other soothsayers, has not yet proven to explain everything. It continues an impressive epistemological career, from its zealous preamble as mechanical philosophy in the 17th century (see Steven Shapin) to its trusted management and regulation of the Earth&apos;s sensitivities in the 21st. At times it is egotistical, forecasting more than it has license to understand. At these times we are tasked to note, as Thomas Hardy did for the fishes in poetic eulogy of the Titanic: &quot;What does this vaingloriousness down here?&quot;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Science does not have to be fashioned in opposition to nature, but in its practicalizations it often is. It can be a heady bastard, loathe to accept there are problems it cannot synthesize. Though I trust its good intention, its actions often read as susceptible to the destructive caprices of egocentrism. If it could live with roles that are not so clearly coded &apos;black,&apos; or &apos;white,&apos; it might come to the conclusion that the neighborhood does not need saving. Gotham is a fictional city, as is Metropolis. The dichotomy of hero and villain are never so resolutely coded in real life. Gods can be kind and they can be cruel.&lt;/p&gt;</content></entry><entry><title>On Stranger Things</title><id>https://ohrg.org/on-stranger-things.html</id><updated>2022-02-18T00:00:00+00:00</updated><link href="https://ohrg.org/on-stranger-things.html" rel="alternate"/><content type="html">&lt;h2&gt;On Stranger Things&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The set is small town America, a fictional place nested in real space: Hawkins, Indiana. The animal print clothing, Kate-Bush-heavy soundtrack and over-militarized technological anxiety attest to that space&apos;s imagined time: Reagan&apos;s 80s, as the Cold War runs out of breath.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Russia is not the only enemy, however. In fact, it is small change in the grand scheme of a larger threat. Creatures and consciousnesses from the &apos;Upside Down&apos;, a dimension that mirrors the world in spatial equivalence, creep in and render life precarious in all its forms through fissures known as gates. These faceless monstrosities are kept at bay only by a young girl with psychic powers named Eleven, who is the product and escapee of a top-secret government experiment that was being conducted in a laboratory close to Hawkins in the years leading up to the show&apos;s present. Both the program that produced Eleven and its Soviet analogue, it is eventually revealed, are responsible for incubating ruptures to the Upside Down. They are the structural supports that sanctify the show&apos;s bestial bloodbaths, bureaucracies whose ideological contours enable and perpetuate ST&apos;s phantasmagoric violence, its psychoanalytic perversion and (thus) its captivating plot points.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This is a picture of Netflix&apos;s Stranger Things (hereafter ST), a television series now with four complete seasons as of July 1, when the final two episodes went live. (Television no longer “airs”). Unpacking the entirety of the show&apos;s history is a complicated matter for two pages, so I focus on the episodes released July 1 as a relative present; though pasts necessarily seep in. ST in general, and these last two episodes in particular (which together have a running time of almost four hours), televisually details the extent to which this (our 21st century space) is a production of a political unconscious that some would call &apos;neoliberal&apos;. Whatever we call the zeitgeist, it depends on technologies of global simultaneity.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The plot lines are hard to cold start; but when the curtain raises at our chosen beginning, the unit of fourteen heroes (all American, naturally) is separated into three groups in geographically distinct locations: Hawkins in Indiana, the Kamchatka peninsula in Russia, and somewhere in a desert in Nevada. The unit is, by self-assignment, collectively fighting a monster who used to be a human, Vecna, to keep him from killing a fourth teenager. If he manages to commit the homicide, it will ensure a fundamentally ruptured distinction between the Upside Down and the nostalgic world of an American nuclear family.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The Upside Down is, I think, a conception of the future projected from fragments, flashes of the past. As was realized earlier in the season, the materiality of the Upside Down is locked in a state years earlier than the Right-side Up, the world in which our protagonists primarily live. Vecna&apos;s threat to rupture the two worlds is in service of a (rather unimaginative) dream; a dream that he and his monsters might ravage and roam in 80s America. The expansion of his dominion is the future the Upside Down threatens, and in stellar capitalist-qua-colonizer fashion it seems (at this stage) to be only for its own sake. With each new victim, which he consumes as “everything that they are” parasitically becoming stronger himself, Vecna increments towards the vision of a tentacle-and-bat-rich wasteland spatially double to the world he inhabits now.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Vecna weaves his futurity into the present (80s Hawkins, which is naturally also a past) by finding sites where some fragment flash of it already exists. This is in the mental manifestations of teenage suicidal thoughts, material unhappinesses of domestic violence, or lonely White suburbia. Understanding it (his futurity) enough to resist its advancing inevitability requires journeys to the past, journeys which are often traveled by way of the flashback and other filmic techniques. Another way to think of the Upside Down is simply as purgatory. It is a futurity rooted and undetachable from multiple pasts which unrelentingly seep into the present, a Messianic combustion that enacts violence and makes way for more of it.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;ST suggests that, in order to keep Vecna&apos;s futurity at bay, we are currently relying on ambitious children. More specifically, on the ambitious American children who are top of the class in the national cults of reckless independence, of familial normativity (with just one unconsummated exception to prove the rule), and of freedom enforced by jingoistic heroism.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Now: it is not jingoistic heroism or heroistic jingoism that keeps the world&apos;s impending collapse at bay. Nor is it the profits of technological solutionism, whether they are cashed as a psychic superhero girl, as a sentient AI, or as a global carbon sink. Nor is it the serendipitous simultaneity of jingoistic heroism, technological solution, and one or more other Liberal hopes joining forces in conspiratorial reveal, as it does in small town America in the penultimate progression of the final episode of season four. The final scene depicts an environmental line that divides two worlds that are both the Right-side Up; one which houses happy memories, and the other which rains ash, storms and earthquakes. I cannot say what it is, exactly, to progress, but let me say this: human life is not held together cinematically with the charm of second-rate acting from child stars who have grown out of their adorability. We will need a revolution of a different kind.&lt;/p&gt;</content></entry><entry><title>Rebecca Carson: Immanent Externalities (chapter 2)</title><id>https://ohrg.org/rebecca-carson-immanent-externalities-chapter-2.html</id><updated>2024-01-27T00:00:00+00:00</updated><link href="https://ohrg.org/rebecca-carson-immanent-externalities-chapter-2.html" rel="alternate"/><content type="html">&lt;h2&gt;Rebecca Carson: Immanent Externalities (chapter 2)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Into the deep end: today I prepared a chapter of Rebecca Carson&apos;s &lt;em&gt;&lt;a href=&quot;https://brill.com/display/title/63249?language=en&quot;&gt;Immanent Externalities: The Reproduction of Life in Capital&lt;/a&gt;&lt;/em&gt;. This book emerged through her dissertation work with Etienne Balibar, and it is a work of incredible precision apprehending and extending the conceptual system in Marx&apos;s &lt;em&gt;Capital&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;One way to understand the book&apos;s project is to see it as a response to &lt;strong&gt;post-Marxism&lt;/strong&gt;, a school of thought that posits Marx&apos;s critique of political economy in &lt;em&gt;Capital&lt;/em&gt; as in need of some kind of fundamental update so as to be relevant to 20th and 21st century social life. Post-Marxism holds that some event (or set of events) has taken place since Marx wrote &lt;em&gt;Capital&lt;/em&gt; that jeopardise one or more of the core principles in his system. Financialist post-Marxists, for instance, see the &lt;a href=&quot;https://en.wikipedia.org/wiki/Gold_standard&quot;&gt;demise of Bretton Woods&lt;/a&gt; as a historical moment that effectively uprooted capitalism in some way; and there are doubtless &apos;crypto post-Marxists&apos; who see/saw the invention of Bitcoin as a similarly disruptive moment. Technological post-Marxists argue that capitalism has transformed into something else (something worse, usually) through a technological &apos;revolution&apos; of some kind. (This position is nowhere better summed up in the title of Mckenzie Wark&apos;s 2019 book &lt;em&gt;&lt;a href=&quot;https://www.versobooks.com/en-gb/products/887-capital-is-dead&quot;&gt;Capital is Dead: Is This Something Worse?&lt;/a&gt;&lt;/em&gt;. This is a book I have not yet read: but &lt;a href=&quot;https://homintern.soy/issues/3-22-20/capdead.html&quot;&gt;these&lt;/a&gt; &lt;a href=&quot;https://cosmonaut.blog/2020/10/12/worse-than-dead-a-critical-response-to-mckenzie-wark/&quot;&gt;two&lt;/a&gt; [scathing] reviews in partnership with the very expressive title make it hard to imagine that Wark&apos;s position is anything other than the picture of technological post-Marxism.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The post-Marxist position in technology studies is, I would argue, much more mainstream than value-theoretical approaches. This is perhaps an ontological hazard of the disciplinary orientation of &apos;technology studies&apos; as such, in that &apos;technology&apos; is assumed to represent a fundamentally distinct consistency in the world (that can be uniquely studied). The assumption that technology &apos;today&apos; consists of something fundamentally &apos;modern&apos;, i.e. distinct and evolved with respect to its pre-modern counterpart, is commonplace; perhaps because of the widespread belief the electronic computer effected a critical shift in the logic of societal composition at some point in the mid-20th century. The phrase &apos;information revolution&apos; is not only corporate pamphleteering for senseless restructuring and redistribution of wealth: it also denotes the tacit assumption at work in much &apos;technology studies&apos; scholarship that the stuff of computers is &lt;em&gt;not&lt;/em&gt; the stuff of other things we call technology (such as hand tools, steam-powered machines, etc). Computational sociality is something for which Marx could not have accounted, the common, post-Marxist wisdom asserts: for he was not writing &lt;em&gt;Capital&lt;/em&gt; at a keyboard; was not writing Engels email; was not editing his writing with generative language models; and so on.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Carson&apos;s book is much more addressed to the financialist post-Marxists, however, than their technological &lt;em&gt;mon frères&lt;/em&gt;. Her overall thesis is that &lt;strong&gt;fictitious capital&lt;/strong&gt; (a term she takes from the French post-Marxist critical economist &lt;a href=&quot;https://www.versobooks.com/en-gb/products/320-fictitious-capital&quot;&gt;Cédric Durand&lt;/a&gt; to refer to the appearance of surplus value that emerges in financialised flows of money traded for other money) is &lt;em&gt;immanent&lt;/em&gt; to the production component– that is, his value-theoretical argument– in Marx&apos;s &lt;em&gt;Capital&lt;/em&gt;. More precisely and poetically, for Carson &lt;em&gt;fictitious capital fills in the gap of dead times in the production process&lt;/em&gt;. Unlike the post-Marxist position, which sees in financialised capital a premise for sunsetting Marx&apos;s value-theoretical approach, Carson&apos;s re-reading and re-theorisation of Marx seeks to systematically link the proliferation of financialised flows to the movement of value that &apos;originates&apos; in the production process, i.e. in the production of commodities by way of the wage relation between capitalist and worker.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though I have read sections of the book before (chapter 2, &quot;Money Form&quot;, in particular, which I used for a term paper in early 2023 to recognise &lt;a href=&quot;http://matteopasquinelli.com/&quot;&gt;Matteo Pasquinelli&lt;/a&gt; as technological post-Marxist by way of Carson&apos;s critique of the Italian Operaismo approach to the gold standard), today&apos;s focus was chapter 3, &quot;Fetish Character&quot;. Like the rest of the book, this chapter is dense, precise, and difficult. (That this book was essentially Carson&apos;s dissertation is humbling and intimidating.) The first section, 2.1, argues that the movement of value in Marx should be understood with reference to its Hegelian foundations, and that &quot;interest-bearing capital&quot; (money breeding money, financialised flows) constitutes a particular value form in capital that is intimately related to the other value forms, namely wage (surplus value from the worker-capitalist relation) and rent (surplus value from land ownership). The second section, 2.2, goes on to clarify (and critique) Marx&apos;s use of the terminology &apos;person&apos;, and to recognise a fundamental relationship between capital&apos;s &lt;strong&gt;impersonal&lt;/strong&gt; forms of domination (such as the commodity) and its &lt;strong&gt;personal&lt;/strong&gt; forms (such as the contract). Essential to Carson&apos;s argument is that while impersonal forms are historically specific to capital(ism), its &lt;em&gt;personal forms of domination are not necessarily&lt;/em&gt;, and as such can occur in other modes of production such as feudalism. Seeing personal forms of domination as immanent to their impersonal mirrors is a cornerstone of Carson&apos;s argumentation throughout the book, and represents her chief rejoinder to the post-Marxist complaint that &apos;capital is dead&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In re-reading this chapter, my project became to draw out the development of three related yet distinct characterisations of capital, all of which figure in &lt;a href=&quot;24-01-26.html&quot;&gt;my attempt to chart the computer-capital relation&lt;/a&gt;.&lt;/p&gt;&lt;ol&gt;&lt;li&gt;Capital as &lt;strong&gt;abstract&lt;/strong&gt; subject&lt;/li&gt;&lt;li&gt;Capital as &lt;strong&gt;autonomous&lt;/strong&gt; subject&lt;/li&gt;&lt;li&gt;Capital as &lt;strong&gt;automatic&lt;/strong&gt; subject&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;These characterisations represent waypoints in Carson&apos;s development of her (Hegelian) understanding of the movement of value, as well as her insistence on reading out of Marx a &lt;strong&gt;monetary theory of value&lt;/strong&gt;.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-5&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; Capital operates as an abstract subject because it is independent (&apos;abstract&apos;) from the will of those engaged in exchange. It is not a concrete, sensuous object, nor is it an evanescent, fictive ideology in the minds of exchangers.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-6&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; The status of capital as an abstract subject can be understood with respect to the essential Marxian theory of &lt;strong&gt;abstract labour&lt;/strong&gt;. Abstract labour is a notion that represents the measurement of some kind of concrete, particular labour by way of socially necessary labor time.&lt;sup id=&quot;loc-3&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-7&quot;&gt;3&lt;/a&gt;&lt;/sup&gt; It is because the commodity is valued by way of abstract labour that is a sensuous-nonsensuous thing; a &apos;notion&apos; that &quot;exists neither at the level of being, nor at the level of immediate objectivity&quot; (Carson 2023, 78). Carson argues that value moves abstractly, i.e. in this reflected/refracted realm of neither objectivity nor subjectivity. The Marxian economist Alfred Sohn-Rethel famously referred to this kind of notion as a &lt;strong&gt;real abstraction&lt;/strong&gt;– and I recommend (Toscano 2008) for a good introduction to the philosophical stakes of this term.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It is value&apos;s abstraction in this sense that makes capital also an &lt;em&gt;autonomous&lt;/em&gt; subject. As Carson puts it: &quot;Value is a social relation that is &apos;autonomous and dominant&apos;&quot;(Carson 2023, 79). (Abstract) value moves by itself. Not for the sake of the human subject involved in its exchanges, but for its own sake as subject. When capital is dominant, &quot;accumulation and the reproduction of value are the driving force of the process&quot;(Carson 2023, 80). Human life is nothing but an object instrumentalised to service the life (reproduction) of capital&apos;s forms. The movement of its things (commodities) takes place autonomously, on its own, without the (conscious) control of individuals (humans). Capital as autonomous subject, in other words, services its own needs– the accumulation and reproduction of value– not the needs of the humans that happen to be its constituents.&lt;sup id=&quot;loc-4&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-8&quot;&gt;4&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Capital is an automatic subject in a slightly different sense still. Carson has an &lt;a href=&quot;https://www.animateassembly.org/capital/&quot;&gt;entry in the Animate Assembly project&lt;/a&gt; which goes into the meaning of this term specifically: but the basic idea is hopefully already clear from the previous characterisations. Capital automates out the place of the (human) subject, replacing it with the inhuman drive (greed) for surplus value. Moreover, its autonomous movement takes place &apos;automatically&apos;; that is, &lt;em&gt;without the trace of its genesis in the measurement of abstract human labour in the sphere of production&lt;/em&gt;, exclusively at the apparent level of circulation. It is here that capital&apos;s status as automatic subject sheds light on Carson&apos;s sophistication of the post-Marxist account: capital &lt;em&gt;wants&lt;/em&gt; to appear as no-longer-just capital, as financial flows untethered from its productive underbelly, as this mystification is at the heart of its autonomy and abstraction.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Carson, Rebecca. 2023. &lt;em&gt;Immanent Externalities: The Reproduction of Life in Capital&lt;/em&gt;. Brill.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Heinrich, Michael. 2012. &lt;em&gt;An Introduction to the Three Volumes of Karl Marx’s Capital&lt;/em&gt;. NYU Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Johnston, Adrian. 2023. &lt;em&gt;Infinite Greed: Money, Marxism, Psychoanalysis&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Johnston, Adrian, Boštjan Nedoh, and Alenka Zupančič, eds. 2022. &lt;em&gt;Objective Fictions: Philosophy, Psychoanalysis, Marxism&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Toscano, Alberto. 2008. “The Open Secret of Real Abstraction.” &lt;em&gt;Rethinking Marxism&lt;/em&gt; 20 (2): 273–87.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek, Slavoj. 2009. &lt;em&gt;The Sublime Object of Ideology&lt;/em&gt;. Second Edition. London New York: Verso.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Streams of thought in my dissertation</title><id>https://ohrg.org/streams-of-thought-in-my-dissertation.html</id><updated>2024-01-26T00:00:00+00:00</updated><link href="https://ohrg.org/streams-of-thought-in-my-dissertation.html" rel="alternate"/><content type="html">&lt;h2&gt;Streams of thought in my dissertation&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The posts on this website have one or more of the following tags:&lt;/p&gt;&lt;figure&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;code&gt;CaS&lt;/code&gt;&lt;/td&gt;&lt;td&gt;code and systems&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;code&gt;WiG&lt;/code&gt;&lt;/td&gt;&lt;td&gt;writing in general&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;code&gt;BgS&lt;/code&gt;&lt;/td&gt;&lt;td&gt;before graduate school&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;code&gt;DiH&lt;/code&gt;&lt;/td&gt;&lt;td&gt;the question of dialectics in history&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;code&gt;SiP&lt;/code&gt;&lt;/td&gt;&lt;td&gt;the question of science in psychoanalysis&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;code&gt;MiT&lt;/code&gt;&lt;/td&gt;&lt;td&gt;the question of mathematics in the twentieth century&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/figure&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The first of these is the most generic. &apos;Writing in general&apos; is how I refer to musings that don&apos;t expect any particular interest or specialization of the reader. They are designed to be broadly readable and digestible to anyone.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The remaining tags or &apos;streams&apos; require a bit more explanation. As a third-year graduate student in MCM at Brown (see &lt;a href=&quot;24-01-25.html&quot;&gt;here&lt;/a&gt; for more context), I have composed and am reading three separate lists of books and articles. Each of these lists represents a field of thought in which I want to participate, giving them the name &apos;fields lists&apos;. In many graduate degrees, fields lists– and the fields examination that one sits as their culmination– are determined by faculty or the department, as the passing of the exam is supposed to represent a shift in one&apos;s status from being a PhD &lt;em&gt;student&lt;/em&gt; to being a PhD &lt;em&gt;candidate&lt;/em&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This terminology is somewhat particular, I believe, to the U.S. 5-8 year PhD model. Students entering the U.S. PhD are not generally required to have a Masters degree, as a transitional Masters is achieved in the first 2-3 years of a PhD, during which period the student takes classes and assists in teaching. Around the three-year mark, students properly elect their PhD&apos;s focus, select advisors, and move away from taking classes in an exploratory mode toward researching and writing parts of the dissertation proper. Adam Tooze, in an episode somewhere in his &lt;a href=&quot;https://podcasts.apple.com/us/podcast/ones-and-tooze/id1584397047&quot;&gt;Ones and Tooze&lt;/a&gt; podcast, describes the difference between the U.S. and the U.K. upper ed model as similar to the distinction between getting street food at a bazaar and fine dining with a multi-course meal. In the U.S., PhD students are expected to select from a smorgasbord of academic possibilities– represented by faculty across different departments– in their first few years; whereas in the U.K., students&apos; work is examined by faculty-qua-food-critics. It is certainly interesting that in one half of this analogy, students are the gastronomers; whereas in the other, they are comestibles themselves.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The graduate program in &lt;a href=&quot;https://mcm.brown.edu/&quot;&gt;MCM&lt;/a&gt; is built in the image of students as gastronomers par excellence. Not only are we entitled to select our own advisers, we are also given the option to conjure our own fields lists. These two freedoms go hand-in-hand, in a sense, as a major constraint on how one can compose a list is whether or not it will be possible to find a faculty member who will advise on it. The fields examination in MCM is a three-hour affair, interview-like, during which one&apos;s advisers &apos;assess&apos; a student&apos;s literacy in the list&apos;s contents. The form and intensity of this assessment depends largely on the temperament of one&apos;s advisers.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My primary adviser is &lt;a href=&quot;https://en.wikipedia.org/wiki/Joan_Copjec&quot;&gt;Joan Copjec&lt;/a&gt;, with whom I have a list titled: &lt;strong&gt;The Question of Science in Psychoanalysis&lt;/strong&gt;. Though I have only become seriously interested in psychoanalysis recently– in the last academic year, through the influence of friends and in taking a class with Joan– it is quickly coming to be something of a backbone in my dissertation&apos;s inquiry. Whereas it is easy to misrecognize psychoanalysis as a lascivious enterprise bent on locating illicit sexual thoughts as the underbelly of all conscious life, it is in actual fact a rich philosophical tradition that critically inflects a range of staid attempts to reckon with the complexities of human life without accounting for desire in any way. Philosophy from a psychoanalytic standpoint works to think through the world equipped with notions such as the unconscious, drive, desire, and so on; all of which gesture towards the opacity of certain elements in the human subject and its civilizations. More on these particulars later, no doubt.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My first list&apos;s project is to study the question of &lt;em&gt;science&lt;/em&gt; in psychoanalysis: two terms that have a troubled and intimate relation to each other. Freud infamously thought himself a man of science, and painted psychoanalysis as a scientific enterprise.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-2&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; If this characterisation is curious to the 21st century imagination, it is because &quot;science&quot; has been imagined as an undertaking in cold, hard, objective fact. The psychoanalytic bestiary of dreams, repression, and sexual fantasy is forcibly held at a distance from the safe havens of rationality, logic, and science: because to admit a permeable lining between the two would be to threaten the security of one&apos;s conclusions.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My first list is interested in this lining exactly. Jacques Lacan– a philosophical reader of Freud to whom we will certainly return– reportedly designated the psychoanalytic enterprise a calling card at the doorstep of Science, capital S. The premise of psychoanalysis as a philosophical project– that rationality&apos;s ghosts cannot simply be banished, but haunt the whole kingdom of thought and action– is a critique of the commonplace scientistic doctrine that everything, in principle, can (eventually) be known.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My second list is with &lt;a href=&quot;https://en.wikipedia.org/wiki/Peter_Szendy&quot;&gt;Peter Szendy&lt;/a&gt;, and is titled: &lt;strong&gt;The Question of Dialectics in History&lt;/strong&gt;. The scope of this list is, in some ways, much easier to explain than the first: by way of it, I want to cultivate an understanding of Marx&apos;s adamantine three-volume book, &lt;em&gt;Capital&lt;/em&gt;. My focus in this gargantuan task is on the status in that work of what will come to be theorized (later in the 20th century with Freud, Lacan, etc) as the psychoanalytic subject. In terms more germane to Marxian literature, I am asking about the status of subjective &lt;em&gt;freedom&lt;/em&gt; in Marx&apos;s thought in general, and in the philosophical project of capital in particular. (There is a dimension of overlap between this list and my first on psychoanalysis which addresses work written at the interface of Marx and Lacan; these two names both acting as stand-ins for the philosophical projects of the critique of political economy and psychoanalysis respectively.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My third and final list is with &lt;a href=&quot;https://en.wikipedia.org/wiki/Suresh_Venkatasubramanian&quot;&gt;Suresh Venkatasubramanian&lt;/a&gt;, and is titled: &lt;strong&gt;The Question of Mathematics in the 20th Century&lt;/strong&gt;. It consists chiefly of names such as Alan Turing, Gödel, Von Neumann, and other early 20th century mathematicians who built the conceptual basis for the emergence of the discipline of computer science. This list will be, I think, something of the substance of the main course in my actual dissertation: the expected confection that comes out of all this degustation. The idea is to write some thoughts on the question: what is the relation between computing and capital, in the 20th century and now? Has it changed since the emergence of the computer&apos;s concept, or is it structurally the same? What bearings can such an undertaking provide (if any) for the critical apperception of the place of the computer in society today?&lt;/p&gt;</content></entry><entry><title>Svitlana Matviyenko and Sarah Pourciau</title><id>https://ohrg.org/svitlana-matviyenko-and-sarah-pourciau.html</id><updated>2024-05-02T00:00:00+00:00</updated><link href="https://ohrg.org/svitlana-matviyenko-and-sarah-pourciau.html" rel="alternate"/><content type="html">&lt;h2&gt;Svitlana Matviyenko and Sarah Pourciau&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Today&apos;s log discusses two projects, Svitlana Matviyenko&apos;s and Sarah Pourciau&apos;s, as a follow on from &lt;a href=&quot;24-04-24.html&quot;&gt;the last log&lt;/a&gt;.&lt;/p&gt;&lt;h2&gt;Svitlana Matviyenko&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I came to Matviyenko&apos;s work through &lt;a href=&quot;https://www.iwm.at/event/garrison-colony-and-soviet-atomgrad&quot;&gt;an event here at the IWM&lt;/a&gt;, which took place this past Friday. She is currently an &lt;a href=&quot;https://www.sfu.ca/communication/people/faculty/svitlana-matviyenko.html&quot;&gt;associate professor at Simon Fraser University&lt;/a&gt; (SFU) in the School of Communication, and she was previously (I seem to remember, although I cannot now find the Internet proof of this) an assistant professor in NYU&apos;s department of &lt;a href=&quot;https://steinhardt.nyu.edu/departments/media-culture-and-communication&quot;&gt;Media, Culture and Communication&lt;/a&gt;. Both of these departments/institutes are at the forefront of a particular kind of media theoretical critique in the American academy; though like many American things it has something of a European and global reach. &lt;a href=&quot;https://www.sfu.ca/communication/people/faculty/wendy-chun.html&quot;&gt;Wendy Chun&lt;/a&gt;, who used to be a professor in &lt;a href=&quot;24-01-25.html&quot;&gt;my department&lt;/a&gt;, received a big grant to kick-start SFU&apos;s &lt;a href=&quot;https://digitaldemocracies.org/&quot;&gt;Digital Democracy Institute&lt;/a&gt; circa 2020, and ever since has surely played some kind of instrumental role in bringing together an impressive range of up-and-coming names in critical accounts of computing (&lt;a href=&quot;https://www.sfu.ca/communication/people/faculty/stephanie-dick.html&quot;&gt;Steph Dick&lt;/a&gt;, for example– &lt;a href=&quot;https://www.sfu.ca/humanities-institute/about/profiles/a-toscano.html&quot;&gt;Alberto Toscano&lt;/a&gt; is also currently visiting faculty there).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Matviyenko did her dissertation with &lt;a href=&quot;https://en.wikipedia.org/wiki/Nick_Dyer-Witheford&quot;&gt;Nick Dyer-Witheford&lt;/a&gt;, a scholar who is best known for his first book, published in 1999, &lt;em&gt;Cyber Marx: Cycles and Circuits of Struggle in High-technology Capitalism&lt;/em&gt; (Dyer-Witheford 1999). Matviyenko&apos;s dissertation is titled &lt;em&gt;Lacan&apos;s Cybernetics&lt;/em&gt; (Matviyenko 2015), and attempts to track the relationship between Lacan&apos;s presentation of psychoanalysis across his seminars (which took place annually between 1953 and 1981) and cybernetics, an intellectual movement/field of thought whose first wave is typically traced to circa 1948, the year in which Norbert Wiener published &lt;em&gt;Cybernetics: or Control and Communication in the Animal and the Machine&lt;/em&gt; (Wiener 2019), and which is generally understood to have had a second (1960s), third (1990s), and sometimes even a fourth wave (2010s?) in the ensuing years.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There is no doubt that Lacan knew about cybernetics: he first treats the subject explicitly in his second seminar (1954-55). Though this seminar has come to be known as his cybernetic seminar, Matviyenko makes a convincing case that there is development of the ideas in seminar II, in at least seminars III, XI, and XX. Matviyenko&apos;s contextualization of Lacan&apos;s position on cybernetics is extremely useful, even if the specificity of an argument beyond contextualization is at times hard to make out. Her dissertation&apos;s general task is to &quot;contextualize Lacan&apos;s work in the variety of debates on cybernetics&quot; (Matviyenko 2015, 27), and to situate &quot;the cybernetic episteme&quot; as an influential discourse in and on Lacan&apos;s thought. This argument consists of what I find a confusing kind of historicism, i.e. through a set of claims that pose cybernetics as a Foucauldian episteme which &quot;serves as the framing for knowledge upon which psychoanalysis operates&quot; (Matviyenko 2015, 43).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I find this confusing as a methodological stipulation in relation to Lacan&apos;s seminars because the figure of the Foucauldian episteme seems to me very much in tension with a &apos;Lacanian&apos; notion of &apos;discourse&apos;, of tracing cause and effect in the language of Lacan&apos;s seminars. For example, Matviyenko&apos;s summary of her method in chapter 1 is as follows:&lt;/p&gt;&lt;blockquote&gt;To summarize: the cybernetic episteme organizes the subject of science&apos;s relation to knowledge as the mechanism of blackboxing maintained by the institutional power formed within certain conditions of mediality. (Matviyenko 2015, 43)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;To start, there are a number of terms in this summary that need elucidation. This sentence comes after a section that present the basic context of terms such as communication, control, and homeostasis in their cybernetic formulations, and in the section preceding this summary the Lacanian notion of the &quot;agency of the letter&quot; (Matviyenko 2015, 41) has been mapped. I understand Matviyenko&apos;s claim to be meaning to say something to the effect of: cybernetics&apos; presentation of the world as nothing but traceable cause and effect, i.e. its behaviorist and scientistic basis, is an intellectual basis upon which Lacan&apos;s idea of the agency of the letter, as well as his related presentation of the notions of &apos;repetition automatism&apos; and &apos;the subject of science&apos;, can be developed. Yet Matviyenko confuses this point in the quotation above by introducing an idea of &apos;blackboxing&apos; (a term not properly developed at this stage, nor later in the dissertation) and by suggesting a hazy relation to &apos;institutional power&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In other words, Matviyenko&apos;s attempt to chart the relationship between cybernetics and psychoanalysis by way of Foucauldian &apos;archaeology&apos; results in a mystification of the specificity of her historical claim, preferring instead to lean on Latourian/Foucauldian language of mediality and power in a way that I find obscuring rather than enlightening. Throughout the dissertation, she wants to suggest that there is something Lacan&apos;s thought shares with/inherits from cybernetics– an unproblematic claim in its generality, given the aforementioned direct treatment Lacan gives to cybernetics– but I have a hard time making out what exactly the substance and consequence of this relationship is in Matviyenko&apos;s view. Though ample context is provided about Lacan&apos;s views on automatism and cybernetic notions of the subject, the strongest kind of claim Matviyenko herself makes is so generally media-theoretical that it seems barely to be a claim at all: i.e. &quot;psychoanalysis reflects contemporary conditions of mediality&quot; (Matviyenko 2015, 54), or &quot;[Lacan&apos;s] thought seems to be caught in the changing condition of mediality&quot; (Matviyenko 2015, 55).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Whatever one can critique in the historicist flattening of argumentation, though, it is undeniably still very rich on context. The dissertation&apos;s second chapter, &quot;The Subject of Science&quot;, is particularly useful for me in this regard, as it lays out the connections from Norbert Wiener&apos;s thought to Leibniz and Pascal, as well as Dutch mathematician and astronomer Christiaan Huygens (working and writing in the 1650s), and putting these references in relation to Lacan&apos;s conception of modern science (via Alexandre Koyre) and automatism (via Descartes). Matviyenko convincingly posits both cybernetics and psychoanalysis as taking up the challenge of &quot;the model of the body as a system-coupled-with-the-environment that transcends Cartesian mind-body dualism&quot; (Matviyenko 2015, 78): that is, the problem of the subject in science, of the material/ideal dialectic, of thought&apos;s relationship to the world at large (read: ontology, epistemology, phenomenology). It seems clear to me that psychoanalysis should be seen as a &lt;em&gt;critique&lt;/em&gt; of cybernetics (rather than, as Matviyenko seems to see it, as a complementary or comparable system of thought, similar in the sense of similarly deficient and perspectival)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Chapter three, &quot;Freud&apos;s circuitry&quot;, is similarly rich in its presentation of determinism and thermodynamics as influences on Freud&apos;s thought. Lacan&apos;s notion of &lt;strong&gt;structure&lt;/strong&gt; is then traced as the sublimation (to use Freudian vocabulary, rather than Matviyenko&apos;s) of Freud&apos;s reckoning, and the apparent allusions to Claude Shannon&apos;s concept of error in Lacanian repetition automatism. The relevance of these 19th century discoveries on psychoanalysis is clear and undeniable, and again my main quibble of the dissertation&apos;s method would be in that Matviyenko doesn&apos;t do much argumentatively with this context other than provide it. Though perhaps I should not be so quick to judge such an argumentative lack, as the text is certainly immensely valuable as a reference for further study (which is perhaps all one should ask of a dissertation).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A slightly more substantive claim is reached by the end of the text; namely that &quot;both psychoanalysis and cybernetics belong to the epoch of &lt;em&gt;graphocentrism&lt;/em&gt;, which began in the nineteenth century and extends to the present moment&quot; (Matviyenko 2015, 193). In making this claim, Matviyenko gestures to the ongoing relevance of cybernetics and psychoanalysis to contemporary ideologies and epistemologies of science and the subject, and I certainly agree on this point. Chapters 5 and 6 offer an intriguing tour of more recent theorizations (Kittler, Latour, Foucault, Didi-Huberman, Florian Cramer, Alex Galloway) in an attempt to link graphocentrism with what is seen as its current instantiation as &lt;strong&gt;interpassivity&lt;/strong&gt;. There are many names and theorists in these two chapters (as there are in the earlier ones too, I suppose), and I again find myself somewhat confused by the blur of terms: a &quot;dialectic relation between the modalities of extension and prosthesis&quot; (Matviyenko 2015, 172), &quot;parasitic passivity&quot; (with reference to Michel Serres), and the ultimate argumentation that today&apos;s interpassive subject has &quot;lost meanings and practices of solitude, of sensations of mild joy&quot; (Matviyenko 2015, 190).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I don&apos;t necessarily dispute these claims, but I am suspicious of the idea that our &apos;digital condition&apos; is something distinctly different from some previous historical/social condition, when attention was more integral, and desire not quite so distorted. Or at least, I am yet to be properly convinced by an argument in this vein. Perhaps it is just my dormant computer utopianism, instilled in me by a formal education in computer science, which will not allow me to believe that computers render us necessarily more distracted, alienated, or less capable of freedom than what came before. But I still can&apos;t quite stomach this media-theoretical kind of thinking that slaps new terms on new conditions and figures it critical. Something I need to work through, I think.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I had wanted to also briefly touch on Matviyenko&apos;s most recent book, co-authored with Nick Dyer-Witheford (Dyer-Witheford and Matviyenko 2019); but it will suffice to say at this point that I was similarly underwhelmed by the theoretical effects of this &apos;psychoanalytic&apos; and Marxist conception of cyberwar. I am not sure that I feel the stakes of the theorization– not in material-political terms, as it is obviously evident that the term &apos;cyberwar&apos; denotes something perverted and violent going on at global scale– but in the sense that I am not sure what more I understood about it through the reading of this book. Again: perhaps this is a function of a shallow kind of reading on my part, and it might benefit me to work through it again at a later stage.&lt;/p&gt;&lt;h2&gt;Sarah Pourciau&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have not considered Pourciau&apos;s project as extensively as Matviyenko&apos;s, as I have only read one recent essay of hers in Critical Inquiry titled &quot;On the Digital Ocean&quot; (Pourciau 2022). This essay, in contrast to Matviyenko&apos;s writing, I found something of a revelation. It sees something problematic in the discourse on &apos;digitality&apos; in the comparison of data to the ocean, and marks this problem as one that stretches far beyond the historically &apos;computational&apos; per se into the reaches of philosophy that feminizes and passivizes matter, posing the mind as a master of the seas:&lt;/p&gt;&lt;blockquote&gt;From the book of Genesis through the twentieth century, the oceans of the past figure the feminine matrices of divine and human creation, the wombs and tombs of the earth, the fertile yet deadly milieu of the sirens and the mermaids. They are figures of endless flux and fecund formlessness, and thus of infinitude, in the oldest sense of &lt;em&gt;what cannot be fenced in or finished&lt;/em&gt;. (Pourciau 2022, 234)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The problem of the digital ocean, in other words, for Pourciau is an age-old problem of conceptualizing infinity. A certain computerized conception of the world wants to render it totally calculable, atomizably &quot;composed of distinct digits (0s and 1s), which is to say that it is remainderlessly divisible into discreet bits, which is to say that it is per se accessible to the logic of conceptual definition and analysis&quot; (Pourciau 2022, 235). One ideology of digitalization, in other words, is that it flattens ontology into epistemology. Everything is knowable &quot;as a digital sea of quantum bits&quot; (Pourciau 2022, 235), and thus there is no part of the world that is not conceptually, hypothetically, available to know.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-2&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Pourciau goes on to give, in the course of some thirty pages, an enormously erudite review of set theory&apos;s impact on the philosophical conception of infinitude, covering Cantor in the first section and Turing/Gödel in the second. The major consequence of this review is to call into question the ontologizing of a 20th-century mathematical conception of infinity: As the essay concludes:&lt;/p&gt;&lt;blockquote&gt;Turing&apos;s implicit thesis is that the countable set of computables is big enough–as big as an ocean, even, albeit not an &lt;em&gt;apeiron&lt;/em&gt;–and the question we need to ask and answer in response is: Big enough for what? We will have a better chance of making headway on this problem, I think, if we stop calling on the remainder of Woman to do the work for us. (Pourciau 2022, 261)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There is an explicit thread in this essay from these mathematical notions of infinity to Lacanian and post-Lacanian thought (&quot;the remainder of the Woman&quot;), and thus I believe Pourciau&apos;s project will be extremely relevant to mine.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;“Devs.” 2020. Drama, {{Mystery}}, {{Sci-Fi}}. DNA Films, FX Productions, Scott Rudin Productions.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dyer-Witheford, Nick. 1999. &lt;em&gt;Cyber-Marx: Cycles and Circuits of Struggle in High-Technology Capitalism&lt;/em&gt;. University of Illinois Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Dyer-Witheford, Nick, and Svitlana Matviyenko. 2019. &lt;em&gt;Cyberwar and Revolution: Digital Subterfuge in Global Capitalism&lt;/em&gt;. University of Minnesota Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Matviyenko, Svitlana. 2015. “Lacan’s Cybernetics.” PhD thesis, The University of Western Ontario (Canada).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Pourciau, Sarah. 2022. “On the Digital Ocean.” &lt;em&gt;Critical Inquiry&lt;/em&gt; 48 (2): 233–61. &lt;a href=&quot;https://doi.org/10.1086/717319&quot;&gt;https://doi.org/10.1086/717319&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Wiener, Norbert. 2019. &lt;em&gt;Cybernetics or Control and Communication in the Animal and the Machine&lt;/em&gt;. MIT press.&lt;/p&gt;&lt;/div&gt;&lt;h2&gt;Footnotes&lt;/h2&gt;</content></entry><entry><title>Sweet Tooth (for baristas)</title><id>https://ohrg.org/sweet-tooth-for-baristas.html</id><updated>2018-04-19T00:00:00+00:00</updated><link href="https://ohrg.org/sweet-tooth-for-baristas.html" rel="alternate"/><content type="html">&lt;h2&gt;Sweet Tooth (for baristas)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A collaboration with Michelle Lord Goldman and Cecily Polonsky. Directed by Jhor van der Horst, edited by David Lopera, and featuring Natalie Plonk, Ben Diamond, Raheem Barnett, and Ysa Ayala.&lt;/p&gt;</content></entry><entry><title>Taming jagged intelligence with beads and jj</title><id>https://ohrg.org/taming-jagged-intelligence-with-beads-and-jj.html</id><updated>2026-07-17T00:00:00+00:00</updated><link href="https://ohrg.org/taming-jagged-intelligence-with-beads-and-jj.html" rel="alternate"/><content type="html">&lt;h2&gt;Taming jagged intelligence with beads and jj&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;video id=&quot;full-setup&quot; src=&quot;/static/context-engineering-demo.mp4&quot; controls=&quot;&quot; playsinline=&quot;&quot; class=&quot;video-embed&quot; loop=&quot;&quot; autoplay=&quot;&quot; muted=&quot;&quot;&gt;&lt;/video&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There’s no need for a prelude on how agential harnesses such as &lt;a href=&quot;https://claude.com/product/claude-code&quot;&gt;Claude Code&lt;/a&gt;, &lt;a href=&quot;https://openai.com/codex/&quot;&gt;Codex&lt;/a&gt;, and &lt;a href=&quot;https://opencode.ai/&quot;&gt;Opencode&lt;/a&gt; are changing the political economy of software engineering. The entry barrier to writing code has never been lower. LLM-enabled agential harnesses won’t replace software engineers wholesale; but their existence and reasonable accessibility (at least while frontier labs maintain monthly subscription pricing) dramatically refactor the economic calculus of building, customizing, and maintaining software. Paraphrasing a comment from &lt;a href=&quot;https://steveklabnik.com/&quot;&gt;Steve Klabnik&lt;/a&gt; at &lt;a href=&quot;https://scale.ohrg.org/&quot;&gt;a conference I organized&lt;/a&gt; earlier this year, the hysteria around the imminent demise of software engineering and (sometimes, even) computer science is an ironic phenomenon with a touch of poetic justice. Software engineers have been threatening to automate humans—and every so often following through successfully on the threat—in other industries out of their jobs for decades. In 2026, our LLM overlords have deigned to descend from on high to give the most talented doctors of 10-times (computerized) capitalism a taste of their own medicine.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I’m lucky to be a &lt;a href=&quot;./streams-of-thought-in-my-dissertation.html&quot;&gt;graduate student&lt;/a&gt; in &lt;a href=&quot;./what-is-modern-culture-and-media.html&quot;&gt;a humanities program&lt;/a&gt; in the midst of this 2026 overture to the &lt;a href=&quot;https://ia.samaltman.com/&quot;&gt;great age&lt;/a&gt; of &lt;a href=&quot;https://blog.samaltman.com/the-gentle-singularity&quot;&gt;gentle singularity&lt;/a&gt;. Courtesy of the generalized inexistence of career trajectories in the not-explicitly-scientific academy, I was graciously disabused many years ago of the fanciful notion that I should expect a full-time job (let alone one that pays reasonably) to be waiting for me upon graduation. The economy &lt;a href=&quot;./karl-marx-capital-volume-1-chapter-22.html&quot;&gt;isn’t structured to prioritize the kinds of work we should care about&lt;/a&gt;—but I digress. We are here to &lt;strong&gt;walk through what agentic engineering can look like&lt;/strong&gt;, and how I use the terminal as my daily driver for research and development with LLMs.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For context, I am currently writing and maintaining a &lt;a href=&quot;https://github.com/freecomputinglab/rheo&quot;&gt;CLI tool in Rust&lt;/a&gt;, a distributed system in O(x)Caml, an interpretability research harness that is mostly Python, and several full stack platforms (Node, React, &lt;a href=&quot;https://github.com/janestreet/bonsai/&quot;&gt;Bonsai&lt;/a&gt;, etc.). I &lt;a href=&quot;./using-nixos.html&quot;&gt;run NixOS&lt;/a&gt; on &lt;a href=&quot;https://github.com/breezykermo/nixos&quot;&gt;both my desktop and laptop&lt;/a&gt;, and have primarily viewed, edited, and written code in a &lt;a href=&quot;https://github.com/breezykermo/nixos/tree/main/home-manager/server/neovim&quot;&gt;customized version of Neovim&lt;/a&gt; since approximately 2019. Despite this relatively unique personal computing configuration—and intractable codependency on &lt;a href=&quot;https://www.eng.buffalo.edu/~yearke/unix/vi12.shtml&quot;&gt;vi shortcuts&lt;/a&gt; and &lt;a href=&quot;https://en.wikipedia.org/wiki/Text-based_user_interface&quot;&gt;text-based user interfaces&lt;/a&gt;—I believe that the workflows detailed below are nonetheless fairly general. One could set up similar environments on Mac or Windows, with VSCode or other code editors using analogous plugins.&lt;/p&gt;&lt;h4&gt;Planning with &lt;code&gt;beads&lt;/code&gt;&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;a href=&quot;https://steve-yegge.medium.com/introducing-beads-a-coding-agent-memory-system-637d7d92514a&quot;&gt;Beads&lt;/a&gt; is “a coding agent memory system” that &lt;a href=&quot;https://steve-yegge.medium.com/&quot;&gt;Steve Yegge&lt;/a&gt; built and released in October 2025. It has since become the foundation for two relatedly wild software projects, &lt;a href=&quot;https://steve-yegge.medium.com/gas-town-from-clown-show-to-v1-0-c239d9a407ec&quot;&gt;gastown&lt;/a&gt; and &lt;a href=&quot;https://steve-yegge.medium.com/welcome-to-gas-city-57f564bb3607&quot;&gt;gascity&lt;/a&gt;. Both of these urgently require critical attention from close readers, if only for the &lt;a href=&quot;https://gastown.dev/&quot;&gt;conceptual&lt;/a&gt; &lt;a href=&quot;https://gascity.com/&quot;&gt;aesthetics&lt;/a&gt; of their documentation. I don’t believe in the full-blown ‘no code’ approach these two latter frameworks incline towards, in part because I don’t trust that AI agents will (always) write better code than I can in a shorter amount of time. The heart of my scepticism, however, lies in the suspicion that refusing to look directly at the code as a matter of (quasi-religious) principle bases itself on a misconception of the value of code in the enterprise of software engineering, whether it is small-scale or industrial.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When I have an idea for a software system, I refine my conception of it through observing the ways in which existing programming languages allow me to realize it. Code is one of the most essential mediums of this conversation between me, the machine, and the material social history of software in public or otherwise accessible libraries. Code is the way in which I ‘see’ the functionality and performance tradeoffs that have been made in every piece of software, including the software that I am actively developing or maintaining. Delegating the art of looking at code to an LLM is like building a house purely in 3D simulation, refusing ever to step foot in the physical space. It might be possible to build a house this way; but why would you not visit the construction site when the option is available to you?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;What Yegge has got right, I think, is that LLMs can do better when we package the work we give them more thoughtfully. LLMs exhibit a &lt;a href=&quot;https://karpathy.bearblog.dev/year-in-review-2025/&quot;&gt;jagged intelligence&lt;/a&gt; (putting to one side the obvious &lt;a href=&quot;https://caiml.org/dighum/announcements/digital-humanism-salon-capital-and-the-computer-by-lachlan-kermode-2024-06-24/&quot;&gt;pitfalls of surrealizing a machine’s capabilities as ‘intelligence’&lt;/a&gt;). If it is right to think about the ability to set an agent to work through an agential harness as analogous to &lt;a href=&quot;https://www.ben-evans.com/benedictevans/2025/1/the-problem-with-better-models&quot;&gt;having infinite interns&lt;/a&gt;, then it is clear that we shouldn’t just let them loose on every half-baked thought that crosses the mind as we build out software. The &lt;code&gt;beads&lt;/code&gt; CLI is one of the best tools that I know for packaging work in bite-sized pieces, so that an agent can chew through them without choking.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
  &quot;spacing&quot;: {
    &quot;min&quot;: {
      &quot;ratio&quot;: 0.83,
      &quot;length&quot;: 0.0
    },
    &quot;max&quot;: {
      &quot;ratio&quot;: 1.5,
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}&quot;&gt;I currently use a fork of Yegge’s original codebase called &lt;a href=&quot;https://github.com/Dicklesworthstone/beads_rust&quot;&gt;beads_rust&lt;/a&gt; (&lt;code&gt;br&lt;/code&gt;) and a TUI to visualize beads in a repo called &lt;a href=&quot;https://github.com/ChrisEdwards/abacus&quot;&gt;abacus&lt;/a&gt;.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-4&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; Here’s how abacus looks when open in a repo:&lt;/p&gt;&lt;img 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&quot; 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}&quot;&gt;Each bead represents one ‘unit’ of work. I create the majority of my beads via a planning process in which I work collaboratively with an agent in order to file features and bug fixes as epics (associated sets of beads), although I also file and refine beads through review as work progresses. My planning process is aided by a &lt;a href=&quot;https://github.com/breezykermo/nixos/blob/main/home-manager/server/llms/global-claude.md&quot;&gt;global CLAUDE.md&lt;/a&gt; detailing codebase-agnostic workflows combining beads and &lt;a href=&quot;#vcs-jj&quot;&gt;jj&lt;/a&gt;. The only general directive I currently give here for beads creation is:&lt;/p&gt;&lt;pre&gt;&lt;code data-lang=&quot;md&quot;&gt;&lt;strong&gt;**&lt;/strong&gt;&lt;strong&gt;Bead names:&lt;/strong&gt;&lt;strong&gt;**&lt;/strong&gt; Keep them as short and simple as possible. Prefer concise 3-4 character identifiers over descriptive hyphenated names. For example, &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;rwq&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; is much better than &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;airborne-splash-rwq&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;. The bead ID carries the identity; the name is just a local shorthand.
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}&quot;&gt;Beads are a useful way of structuring complex work and keeping state as a project progresses in their own right, rather than relying on an agential harness’s in-built memory. If you run out of tokens mid-feature, another agent can always pick up work from where the active bead begins, provided you’ve kept their scope in check. They also shoulder some of the state-keeping burden that agential harnesses do mostly (as far as I can tell) through writing Markdown files to disk. It’s not likely that we’ll get away from Markdown in agential harnesses any time soon, as I suspect that it’s effectively packaged in as part of the reinforcement learning stage of model training. But I’ve found that working first to architect beads epics representing a project’s roadmap seems to free up space for the agential harness to run through tasks more effectively, as it’s common knowledge by now that these models perform more reliably when the scope of the prompt is smaller.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Beads really come into their own, however, when coupled with a version control system like &lt;a href=&quot;https://github.com/jj-vcs/jj&quot;&gt;jujutsu&lt;/a&gt; or git.&lt;/p&gt;&lt;h4 id=&quot;vcs-jj&quot;&gt;Version control with &lt;code&gt;jj&lt;/code&gt;&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Because LLMs cannot be depended upon to write high quality code, version control (VCS) is an essential part of agential engineering.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-5&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; Jujutsu is a lighter touch, more powerful, and back-compatible VCS in comparison to git, which is why I use it almost exclusively as my version control system.&lt;sup id=&quot;loc-3&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-6&quot;&gt;3&lt;/a&gt;&lt;/sup&gt; I imagine that the processes explained below, however, are mostly reproducible using &lt;code&gt;git&lt;/code&gt; as a substitute for &lt;code&gt;jj&lt;/code&gt; if you prefer.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Here are the elementary steps that I define in my CLAUDE.md to harness beads and jj together:&lt;/p&gt;&lt;pre&gt;&lt;code data-lang=&quot;md&quot;&gt;&lt;strong&gt;**&lt;/strong&gt;&lt;strong&gt;Per-task sequence:&lt;/strong&gt;&lt;strong&gt;**&lt;/strong&gt;
1. &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;br update &amp;lt;id&amp;gt; --status in_progress&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;
2. &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;jj log&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; — if empty unnamed commit below working commit, name it: &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;jj describe -m &quot;...&quot;&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;
3. &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;jj new&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; — fresh working commit
4. Do the work, run tests
5. &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;br close &amp;lt;id&amp;gt; --reason &quot;Done&quot;&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; — close BEFORE squash; this writes &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;.beads/issues.jsonl&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; into &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;@&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;, which gets included in the next squash
6. &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;jj squash --use-destination-message&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; then &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;jj describe -r @- -m &quot;Present tense description&quot;&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; — using &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;--use-destination-message&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; avoids the interactive editor that pops up when both commits already have descriptions
7. &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;jj log&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; — verify history shows correct author on each commit; &lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;@&lt;/span&gt;&lt;span style=&quot;color: #6b6b6f&quot;&gt;`&lt;/span&gt; must be empty and unnamed
&lt;/code&gt;&lt;/pre&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As an agential harness is working on a beads issue, it is marked &lt;code&gt;in_progress&lt;/code&gt;, so that I can easily locate it in my abacus view. Once it thinks it has completed the work, it squashes it into a distinct &lt;a href=&quot;https://steveklabnik.github.io/jujutsu-tutorial/branching-merging-and-conflicts/revsets.html&quot;&gt;revset&lt;/a&gt; so that it is packaged and ready to review. I use a combination of neovim and &lt;a href=&quot;https://github.com/agavra/tuicr&quot;&gt;tuicr&lt;/a&gt; to review the changes, which gives me a rough equivalent of the GitHub PR feature set, i.e. adding comments to independent lines, blocks of code, or on the changes in general, and seeing everything with syntax highlighting—but all locally on my machine. I’ve also configured my editor with a slightly enhanced form of &lt;a href=&quot;https://github.com/NicolasGB/jj.nvim&quot;&gt;jj.nvim&lt;/a&gt; so that I can easily switch between jj commands, real neovim, and tuicr:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;video src=&quot;/static/nvim-tuicr-demo.mp4&quot; controls=&quot;&quot; playsinline=&quot;&quot; class=&quot;video-embed&quot; loop=&quot;&quot; autoplay=&quot;&quot; muted=&quot;&quot;&gt;&lt;/video&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This set of customizations to Neovim makes it my one-stop shop for code review. I ferry reviews from &lt;code&gt;tuicr&lt;/code&gt; sessions to my agential harness through the beautiful simplicity of copy-paste: I have a shortcut to &lt;code&gt;:clip&lt;/code&gt; the full set of comments (a &lt;code&gt;tuicr&lt;/code&gt; feature) to clipboard, and then I navigate into my other tmux pane where Claude Code or similar is running. A screencast of the side-by-side setup of tmux, abacus, neovim with jj.nvim and tuicr, and Claude Code is at &lt;a href=&quot;#full-setup&quot;&gt;the top of this post&lt;/a&gt;. I refer the detail-oriented reader to &lt;a href=&quot;https://github.com/breezykermo/nixos&quot;&gt;my NixOS config&lt;/a&gt;, which contains the mechanisms for neovim customization, versions of software, etc. (If you are part of the lilliputian part of the population who doesn’t use NixOS, point an agent at my post and the repo and ask: “how do I get the same Neovim/tuicr/jj.nvim setup in my terminal given I am not on NixOS?”. Your mileage may vary.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I generally instruct my agents to package revisions in response to review as new jj revsets. The exception to this is when the work they’ve done is wrongheaded in some fundamental way, in which case I just squash their fresh approach into the revset with their first attempt. In projects where I am making related changes &lt;a href=&quot;Rheo&quot;&gt;across multiple repos&lt;/a&gt;, I generally start an agent at the root and then selectively file and work on beads issues in individual repos.&lt;/p&gt;&lt;h4&gt;Reflections on context engineering&lt;/h4&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The power of automatic interns comes with a kind of responsibility, though one more gentle than the ethical responsibility we should have if the interns were real people. While I don’t have &lt;a href=&quot;https://simonwillison.net/2026/Feb/15/deep-blue/&quot;&gt;deep blue&lt;/a&gt;, I do think that the art of software engineering is changing dramatically. I don’t think that the category of software engineers will be automated out of existence. (This thought suffers from a category error regarding why software engineers exist in the first place.) Engineering is about working with meaningful concepts at the boundary of scientific understanding and machines. &lt;em&gt;Computer&lt;/em&gt; engineering is about working with concepts that map scientific understandings of how computers and code work to what concrete computers and code actually do. As long as we want computers to do things for us, some form of computer engineering will exist.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My undergrad advisor Arvind Narayanan recently gave &lt;a href=&quot;https://www.cs.princeton.edu/~arvindn/talks/icml-2026-annotated-slides/&quot;&gt;an excellent keynote at ICML&lt;/a&gt; puncturing some of the inflated notions about the death of computer science. He grounds a set of his claims in an historical analogy between electrification and LLM-ification. In the same way electricity illuminated (pun intended) an entirely new scope of what was possible in physical space, LLMs and their effective deployment in agential harnesses change the way we (should) think about software production and maintenance.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Maybe now more than ever, we need careful, calculated, and critical thinking about how software works and how it is deployed and maintained. We need to be able to adjudicate when software can help us do something more effectively, and this shouldn’t just mean ‘faster’ or ‘at lower cost’. It is ridiculous to think that LLMs will be ‘better’ at tasks ‘in virtually all domains of interest’ (Nick Bostrom’s definition of &lt;a href=&quot;https://en.wikipedia.org/wiki/Superintelligence:_Paths,_Dangers,_Strategies&quot;&gt;superintelligence&lt;/a&gt;), as this would require us restricting the domain ‘of interest’ to exclude activities like ‘having sex’, ‘enjoying a meal’, or ‘watching sport’. But LLMs do change the state of the art of software development in a meaningful way, and one ignores shifting goalposts in artistic and scientific arenas such as computing only at one’s own risk. As local models become viable, and as frontier labs stick their heads in the sands of the arid inevitability of climate collapse for the sake of competitive advantage and profit, we ought to take political and social action accordingly. Getting a practical sense of how these jagged creatures do and don’t work is par for the course.&lt;/p&gt;</content></entry><entry><title>Terry Eagleton: Why Marx Was Right</title><id>https://ohrg.org/terry-eagleton-why-marx-was-right.html</id><updated>2025-02-05T00:00:00+00:00</updated><link href="https://ohrg.org/terry-eagleton-why-marx-was-right.html" rel="alternate"/><content type="html">&lt;h2&gt;Terry Eagleton: Why Marx Was Right&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Over the holiday period (which I count as the entirety of January, as my wedding took place on the 11th January, and I have not seriously returned to work until very recently) I read &lt;a href=&quot;https://en.wikipedia.org/wiki/Why_Marx_Was_Right&quot;&gt;Why Marx was Right&lt;/a&gt; by Terry Eagleton. The book was given to me by my father– over in Italy from New Zealand for the aforementioned wedding– as he had gone out and bought it after I had sent my dissertation prospectus to the family group chat, a document that makes clear that Marx&apos;s thought is a very major focus in my current work.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I hadn&apos;t heard of the book before, and was delighted to discover what I think is a very accessible introduction to many of the key aspects of Marx&apos;s thought that drew and draw me to it. Indeed, I wish that I had known about the book when putting together the syllabus for my class on Marx last semester (&lt;a href=&quot;./24-12-27.html&quot;&gt;discussed in the first section here&lt;/a&gt;), as it guides the reader towards the salient aspects of why Marx remains relevant without assuming that they have already laboured through &lt;em&gt;Capital&lt;/em&gt;. Now that I have laboured through it, it has become the gateway drug I propose when accosted with the by-now-seemingly-age-old question, dredged up equally often in non-academic and academic discussions; &apos;but why study Marx&apos;?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Each chapter in Eagleton&apos;s delectable little book takes a misconception about Marx head on, explaining why it is unfounded. The &lt;a href=&quot;https://en.wikipedia.org/wiki/Why_Marx_Was_Right&quot;&gt;wikipedia page&lt;/a&gt; does an excellent job of outlining the lines of argumentation in summative depth, so I&apos;ll just bullet them here:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;Marx&apos;s critique has no bearing on 21st century society, as it deals with 19th century concerns such as factories and food riots.&lt;/li&gt;&lt;li&gt;Marxism in theory is for faux-left academics, as in practice it always becomes ``a monstrously oppressive state&quot;.&lt;/li&gt;&lt;li&gt;Marx&apos;s notion of history was overly deterministic, positing a &apos;necessary&apos; transition to socialism/communism that never came about.&lt;/li&gt;&lt;li&gt;Humans are inherently selfish, and so the dream of communism is hopelessly utopian and fundamentally unrealistic.&lt;/li&gt;&lt;li&gt;Marx&apos;s thought was too invested in economic reduction, and as such is fundamentally less rich as a tradition of thought than more contemporary, more pluralistic alternatives.&lt;/li&gt;&lt;li&gt;Marx&apos;s &apos;materialism&apos; drains humanity of everything spiritual, crudely envisioning the world as nothing but what there is, and as such always ends up in undesirable states of society when applied, as the history of the 20th century proves.&lt;/li&gt;&lt;li&gt;Marx&apos;s conception of class is limited to his time, and can&apos;t help us to understand the diffuse hierarchies of social standing in today&apos;s world.&lt;/li&gt;&lt;li&gt;Marxist revolution is inherently violent.&lt;/li&gt;&lt;li&gt;Marxist revolution can only end in a Foucauldian all-powerful state, and thus the theory is inseparably married to unfreedom at some fundamental level.&lt;/li&gt;&lt;li&gt;The political Left today is not well-explained or supported by Marx or Marxism, and thus we should prefer other theories.&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Needless to say, as the sanguinely simple title of Eagleton&apos;s book implies, all of these allegations are unfounded at best; and more likely they are just plain wrong. It is, in fact, astonishing how relevant Marx&apos;s thought remains today, given how much political and historical distance there is between us and him. Indeed, we live in wake of an executive order given by a popularly elected president of the U.S. &lt;a href=&quot;https://rollcall.com/2025/01/27/trump-white-house-orders-freeze-on-federal-grants-loans/&quot;&gt;to root out &apos;Marxist equity&apos;&lt;/a&gt;; and I will continue to argue that conceiving clearly of what such equity would look like if it were to appear is some of the most important scholarly work one can do. If philosophy and critical thinking are to remain a valued part of organized society, we should carve out space and time for them at universities, even as the capitalist assault on the enduring value of critical thought intensifies (t)here.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Eagleton&apos;s book is not just an accessible introduction, however. Its footnotes are concise yet sharp, pointing the more interested reader towards secondary literature and sections of Marx&apos;s ouevre that deserve closer attention. The influence of Fourier on Marx&apos;s political philosophy of utopia, for example, is a connection that I intend to follow up on in the coming months, having as it may interesting ramifications in the course of my study on what mathematical contours exist in &lt;em&gt;Capital&lt;/em&gt; and Marx&apos;s other works. Balibar&apos;s book &lt;em&gt;Philosophy of Marx&lt;/em&gt;– which I had bulleted on my &lt;a href=&quot;./24-01-26.html&quot;&gt;lists&lt;/a&gt;, but have still not yet read– is also mentioned for Balibar&apos;s characterization of Marx as an &lt;em&gt;antiphilosopher&lt;/em&gt;; a nomination that accords with my continually reinforced conception of Marx as one of the great masters of &lt;a href=&quot;https://en.wikipedia.org/wiki/Hermeneutics_of_suspicion&quot;&gt;suspicion&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There are also some comments in the book that help me to carve out space to concieve of Marx&apos;s system as a philosophy (or anti-philosophy, perhaps) of the subject. (No doubt this is the terrain that Balibar will cover in that book, when I finally come around to reading it.) In the chapter on why Marx is not a crude materialist (chapter 6), for example, Eagleton cleverly shows how it is really capitalist &apos;philosophy&apos; that is culpable of painting everything simply &apos;as it is&apos;, leaving no space for an imagination otherwise. (This being the source of Fred Jameson&apos;s / Mark Fisher&apos;s &lt;a href=&quot;https://www.reddit.com/r/zizek/comments/w0u7ca/who_actually_said_its_easier_to_imagine_the_end/&quot;&gt;quip&lt;/a&gt; that &apos;it is easier to imagine the end of the world than it is the end of capitalism&apos;) The unfreedom of imagination otherwise in capitalism, Eagleton argues, is a feature and not a bug for that system&apos;s zombified reproduction:&lt;/p&gt;&lt;blockquote&gt;The prejudice that thought is independent of reality is itself shaped by social reality. (Eagleton 2011, 135)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It is not too far to go from this claim to the insight that consumed the working life of Alfred Sohn-Rethel, for which I quote from my prospectus:&lt;/p&gt;&lt;blockquote&gt;Though Sohn-Rethel is best known for coining the phrase &apos;real abstraction&apos; (principally popularized by way of its mention in Adorno&apos;s &lt;em&gt;Negative Dialectics&lt;/em&gt; (Adorno 2014)), the radical claim on which his sole philosophical monograph, &lt;em&gt;Intellectual and Manual Labor&lt;/em&gt;, rests is this: &quot;Exchange abstraction is not thought, but it has the form of thought&quot; (Sohn-Rethel 1978, 99). The idea that there is a &lt;em&gt;formal&lt;/em&gt; relation between the transcendental subject (&quot;thought&quot;) and the political economy, i.e. the structure of a set of social relations that cannot necessarily be simply reduced to the sum of conscious operations of its constituents, situates Marx in a mathematical-philosophical lineage with which he is not always directly associated.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Marx&apos;s work, as Eagleton recognizes, is not just a sociological, historically-specific treatise on the unjust structure of nascent capitalism in the 19th century; though it is certainly that. It is also ``a theory of how historical animals function&quot; (Eagleton 2011, 158), which is to say, a philosophy of the (human) subject, a serious reckoning with whether or not there is anything philosophical (trans-historical) that can be said about society, or whether we are doomed to never be justified in abstracting from a specific time and a specific place, wherein not only is the map not the territory, but the map is never anything useful or justified at all.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Adorno, Theodor W. 2014. &lt;em&gt;Lectures on Negative Dialectics: Fragments of a Lecture Course 1965/1966&lt;/em&gt;. John Wiley &amp;amp; Sons.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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      &quot;length&quot;: 0.0
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}&quot;&gt;Eagleton, Terry. 2011. &lt;em&gt;Why Marx Was Right&lt;/em&gt;. Yale University Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Sohn-Rethel, Alfred. 1978. &lt;em&gt;Intellectual and Manual Labour: A Critique of Epistemology&lt;/em&gt;. Humanities Press.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>The Towpath to React and Redux</title><id>https://ohrg.org/the-towpath-to-react-and-redux.html</id><updated>2016-07-28T00:00:00+00:00</updated><link href="https://ohrg.org/the-towpath-to-react-and-redux.html" rel="alternate"/><content type="html">&lt;h2&gt;The Towpath to React and Redux&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When you visit a URL, you are redirected through the internet to a server somewhere in the world, and code is triggered on that server, prompted by your request. Sometimes that code makes requests elsewhere, retrieving other resources from a database or elsewhere before returning files to your browser, which we can call the &lt;em&gt;client&lt;/em&gt;, that made the request. This is how the Facebook page that you see when you visit facebook.com is different from your friends’. Even though you could both be at the same URL; the page is customized at the server-side before it is returned to your browser through the login parameters that you sent.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In simpler sites, such as &lt;a href=&quot;http://lachlankermode.com/&quot;&gt;lachlankermode.com&lt;/a&gt;&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-5&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;, when there are no required exterior resources and no customization, the server simply directly returns HTML, CSS and Javascript files to your browser. Browsers have been programmed to interpret these filetypes. They know how to render in color and glory the wonderful web pages that we can browse on the internet. This was really the paradigm in which the web was originally designed; it was built as a forum for the retrieval and consequent display of HTML documents.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;However, we have come to expect much more of the web in 2016. Sites ought to be dynamic, viewable and beautiful from many different shapes and sizes of device, and they should interactively update based on where I click, swipe and hover. Back in 1994, &lt;a href=&quot;http://speakingjs.com/es5/ch04.html&quot;&gt;Brendan Eich created Javascript&lt;/a&gt; at Netscape. Javascript was conceived to run in the browser on the client side to make the experience of the web more dynamic: through Javascript, the browser could partially update and modify HTML documents in response to events, such as clicks and hovers. Event handlers in Javascript could also asynschronously request resources across the web, read and write to the user’s local file system, among many other capabilities.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Javascript’s relationship with the original conception web of documents is really the core of how the web works today. It enables the dynamic experience of data and documents that we expect and encounter every time we open a browser. The web is more than just an organically organized global file cabinet; it is an enormous network of theatrical data exhibitions that personally interact with each visitor, exhibitions that communicate with each other in non-trivial ways.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The web’s origin and history are inscribed in its practice today. The exhibitions we call websites are built on top of original document structure of the web, and the friction between what the web was and what it has become is keenly felt by those of us who develop on its platform. Programming for browsers, which we can more technically call the &lt;em&gt;Document Object Model&lt;/em&gt; (or the &lt;em&gt;DOM&lt;/em&gt;), is a matter of negotiating many minute updates to an HTML document in response to a range of events, all computed against the dimension of time&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-6&quot;&gt;2&lt;/a&gt;&lt;/sup&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Libraries like &lt;a href=&quot;https://jquery.com/&quot;&gt;jQuery&lt;/a&gt; emerged to provide ways of managing these updates and manipulations, and they were soon followed by frameworks like &lt;a href=&quot;https://angularjs.org/&quot;&gt;AngularJS&lt;/a&gt; and &lt;a href=&quot;http://backbonejs.org/&quot;&gt;Backbone&lt;/a&gt;, which offer extensive suites replete with solutions to the common and immediate complexities of developing with the DOM in Javascript. Equipped with these tools, developers were able to build softer, warmer single-page-application flesh around the web’s document bones. The experience of HTML in the DOM grew into the performative and interactive showcase we know and adore day-to-day in our quotidian rituals.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;But as applications like Facebook became larger and larger, and increasingly complex, developers discovered that it was very hard to keep track of everything that was being updated on each event. Developers found that in attempting to change one thing, often something that seemed simple and straightforward, they would routinely break some other part of the system. In more complex applications, it was difficult to know which events were being triggered where, or how exactly data was being fed into the DOM.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In this era of complexity, unidirectional data flow was born, pomaded by a sexy midwife, &lt;a href=&quot;https://facebook.github.io/react/index.html&quot;&gt;React&lt;/a&gt;. The basic idea of unidirectional data flow is explicitly simple: data should flow in one direction conceptually for the developer, so that it is easy to keep track of. Updates to the DOM ought to be administed one at a time, in a traceable way, and preferably from one single source of truth, so that the range of updates and insertions are transparent to the developer. Parts of the DOM should not be able to reach out to a distant cousin of the DOM and change it without telling anything else. &lt;a href=&quot;https://facebook.github.io/react/index.html&quot;&gt;React&lt;/a&gt; is a very popular library that breaks up the view layer of an application into citizens that listens for changes from some authority, and it calls these citizens components.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A React component is rendered with a set of input values which are called &lt;em&gt;props&lt;/em&gt;. Each time the props for a component changes, the entire component re-renders. In other words, a React component is a UI expression of the data that is passed into it. When the input data changes, the function is called again with the new data. React components can call functions that make or request changes to an external store, from which they then in turn receive their props. Data flows in one direction, and can always be intercepted and explicitly monitored in the application state&lt;sup id=&quot;loc-3&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-7&quot;&gt;3&lt;/a&gt;&lt;/sup&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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OTa1sgGuOmbsez/tj4KY6HVB/b2+ZHYiDOXVMDrc5hZ7i5UCJqTKtV3FWEwRDDpvHqyOJjGZ5NQ5MSnq/CVcqG1DS5c4Q5cR6u9ou+I0o6peebth2zcxcEhhd5jdS7vms/u0/8vGOq1tM/HA+tT+O6ifLL9nJabt/VD0qrfgy7I2MQHMTnfqPKxIl5NyHFPUtEwRhOdbrokwbZMX1512yFC/D+X6GCgv99eO3VFeWIzEz5VdzsrLmBn4nvhjSvbGH33rJAy3pas/d2Ycek/cDZApdzGWOfS0Kh/b/zvUsiXOyRZtXiTa3IhPxIM6li8XP4vNJfirZRx8Ev512/X40w/exG5DCY6K2/83iuumsVi8tmQehZuXiP8oBVHy9OcwiKrMqlCAAhRwFKgqN4iAKcN6O9lxa/93tuAqCpueXIOPHt4jJiYBTZXVeP4lNVIT71fevAY/35JruU1fV3ZJPVEDHhKPbR0sab2W9vvNz+4/scN++1BeuwqIh3IeyzFtrTit3pY8+taHuO2tQc4kV0hwSu7raMTeHe+IZ8Grtzedjuv31q4sUybaBYT9dhz+B3XFattOTRj4D4mIcGvgHxvVPyj1vCSeX3een9P1niN6fbjOYlifjsTPVf8ChOCbt4qe7IPi7kBHET4quV6Z1NRWitcKlGv2wVvnDtprOeSyxUzBjaJL96j4j8o7n1fiKRGoVhw9K/7AESkrR6zykY7VIpDeLQLpdw7V4sZvp+PsV+oY5qlzMX/k/zPRn2gMP2GgOobYzIoCFPAvgR61P6+posFyCzpxgOL1dKtBVUKoQ0AblZ6LV9+chuMHz2Df4RLsO1GHMjVY27drD25tMOOTR8QvPbuhnJvFRKAp/foSbZl3iQBuTqLdAeqmkQ8a4pA3bZSCuKlictbKeGiTTGy1U1+JW+xd0VNgtyCCZYO7Oh7Z8YoIUtVJZskpePSWuZg9/QpMSY5HVFsRNv5kvzJ+r19G4oPR/k1nbarBMrJtF53ADil3YaZX4449ve5sOTpk5+GbUbw+BiiBVxZWe2CoP1euihI1cwG2JB+zjBl/8cNS3PNQDkr3n7D8QQpk4iZPZtQPuWzhWLoqEygQY5qPnUMN5uDQp8ofwBtumGUp7pWrxPCAg6LX9dNzaP12DD7/QrmgVq7M8uo6clV3f/tseNewv9WG5aEABSjghUB8QqzYW0yMEGPB8sVtYsdJE/YnsptAkZ3u4hdBDBYvX2r5elgc1lhditf/8Al+V2BEk+iV+fr7C0VHiBz0KcdMpuPOb1+NgRfDss97dF9bbyePRDYxk7Bc3HUsEEMhVq68Eptvc38b3KvsOivwBzVIzV23Bi9/P9cx9pyQbB0yYT1vzERrWQ4fvygmfY2e+DStbSuLxZjCFVjqpkfLVFerBjpiBVxluKq1uEN7Mfh1J5fUGk4a0etjOAVxc6zVfsR/ruKxcWM6dmyvRtPe4yjdOgWf/U0JFpdszvNoKMlwypa2aI5YgaJc9KLWYf/RU+r40zisXaSMT02cM08ZHmC4gL8fnYDDlj+OQ3HTsuC67S+bnZOp3Fz8/JgCFAh+gRlL5S8DmcQyTa/ku+3jLPjLZ+oEChHMLptsOUL7x1hdjA8OOi4jk5g+A/+wyXFUZOzkSeoSVNV49PeF2uGO3zur8cwTb2JvtfMkJcfd/OVd/ydTRWGOujTXvp0fYK86RtS5vKW7d+HhHQUul/5x3tfy3mSy7rvqutmOQarYwfD1SXV8nmhJ69DeGGRmKH0xR9/ai4PaMFKHDLpRKh+G4CpFet6PY2vbFvyvnXIQiKvUhh3/cVDdkI7lmcOLVD297lyVxB8+63/tDK1UNvuR/7nK+GaeOkmvDv+5/RPsEn+AQdzw/4e1jj/b7ko+rLLFZ2KT/NtW/FfpGW2d46wsqItkAJHp2CBWB5B/aP/suYPKsIDkbFyZOpwhJe5q4tvPGaj61p+5U4ACvhSYOBuic86Smg5+hjt+uR+l4ulE1iSeqLP3tddw7xvquEgxI319ji3AMJYcwvKH38eTv3wdz+yptgW6pga8t6vCehrZKxWauhDPrlOOLfv4Qzz4+2Mw2E0rb60uxM9+/CbeKK7GIw/vRIHdNuuJ/OSFNn72VJHlN7f4XWqEoVkG1+KZ5/etUYP/Fjzyg1fwQaFdICj2O/KXt7HppfOQwyLufs1mNGDVIiOgzVt54cV9KLWbMW8oOIQHf3lePbwF+ZXaxhDc+A8rrOvTPvTAa9hbrm0Tu5ua8cGvX8amn7yMe3cU2tpOK0hlLcrVNmitb7YGytpm+++Wtr1Zbdu9e3CvU9uamqvx4s/+H16wTIYRD27YumqQZY3sz97/tTfXXf+jffuJ+2tnaOUa1Z+ryBm4W12pYd9e2bspUt6VbnvMnWswvLJFYfnadIdTrr8ux25cbAiWXDvNYfuS67KtS1k5bAjwN57/yRjgFWXxKUABCvQXCMeN/3oHvrhXzKAVG8vEbfpN4ithapy4ldyDo5X2Awmj8Mtn1yHN7iRRV4gF4cX7feLrje0iyHw1CkvSw3C0WAwnUNO0dcuhDWdb+v07sO3sK5aA5ahYomid+MrNSkFUU71YOcA2sWjztluQazd4U/vlrp1zJL/3uD2ZrTyOu4QgRi3bvp1ipYOPxAx+g6iv9uSr+Bz87olKrHtaDnNowJM/fRlPJsdhpRjbm1/cYBtHKnp/nr/d1jM1YB1D03G3CAT3ydv/coH+fzyNaWKB/pimBsswA8fy2b0Tfxzs2FaJ216QgWwdHvnJHwBZlhRRlgJbWaoabLmHiseyKqlaPL3rBeSKXq2CyjDxZKqt1vVZ7XKwvly65S48WvSyZQmyAmvbipUfOsX6lnbX0bRVq/FTuS6tp0k0g/1VKA/z9rrzNCtX+3l/fbg6i/bZINdO/z8XtAOV7y4s5Iah/lw5ntz1u2/evADYe1hZZF/cXt92s6tVMlwfKz8dTtlmLJ2NBDE507J2qghR1y12vG6SF8wVy2idtw4nuXFJqvuCBPAW9qgGcOOx6BSgwAgIiFtoT78qgow8EXCpqamyxSG4kE9teum3D2CV8221+Bn41R824kHt6UgdIiixC1LXb1yDV76fo51WfE/C/f93K369eZba0yeCoOI6a5CaMDUTzz3zgJiEZP8LSfxyV8c8Dud2adQELQCzK464ie5uDGK0Zfyu2NduQohyZDg2Pfot9ZaoWOlABKnyF2lCuO2WY/Litfj8V98ST+hSe5/FPvusQWqoePLSGnz6m/WYYQ3GB6/j0i3fw3PWp2aJPyrE+eRYWCAOjz+xEY/nKvWLFctf2aeMlTfj02dWY/1Utf6yLNYgNQpb7rvVMtlN04mauRy/vlkZByhvuxZUiuhIKDk79feMxz1P/xDb78tWe5Rl24qF+bUgVTxN69FH7sLbDy206xWzlTTK3RJpojfZcgfYfsCD19edLR93r/rXR+45lOvDXQ7y84GvHe2a88rCkt1Qfq4GKqdtW2jmfGyTDSDHgMo7KtrPum0Xh1f9HYdRtokzcY/S+OIBFHORp91W0HIUqwNsUq97WbalAzxKWTskEL+P6xMpEAvOMlOAAhQYaQFTWzNKxDJSF1uUHrbwqDhMyUhFxsR+0Vq/rE1tbaipbxOhTQgiY6KQGB/jsI5qvwPEgvSGWnlLORyh5m6ExccjOWbwfPqfx1efdKOmulkshWpGaEQM0lJj7EMpa6GMwtRQ342omBAYO0OQnC5m6Vu3ev/C1Cmc66SzCKPEjKS01HiX+bo6s7FZlKXJ6NGxRrFeq6Gp29KesROTRNs4BsCuzm/7zIzGWrmSRDiiRNv2RAqficOpte3Mzq+8v+6cz+CL955dO0MrmT//XPlz2YamPRZHMVAdC2XmQQEKUIACFKAABSjgtQBv/XtNxgMoQAEKUIACFKAABcZCgIHqWCgzDwpQgAIUoAAFKEABrwUYqHpNxgMoQAEKUIACFKAABcZCgIHqWCgzDwpQgAIUoAAFKEABrwUYqHpNxgMoQAEKUIACFKAABcZCgIHqWCgzDwpQgAIUoAAFKEABrwUYqHpNxgMoQAEKUIACFKAABcZCgIHqWCgzDwpQgAIUoAAFKEABrwUYqHpNxgMoQAEKUIACFKAABcZCgIHqWCgzDwpQgAIUoAAFKEABrwUYqHpNxgMoQAEKUIACFKAABcZCgIHqWCgzDwpQgAIUoAAFKEABrwUYqHpNxgMoQAEKUIACFKAABcZCgIHqWCgzDwpQgALeCpiacWTfMXxwsAImb4/1+/27UXq8AO/sKYQh+Crn9/osIAUCSSA0kArrSVk/+KIQtZdbPdmV+1AgaAQWZKXiynlTg6Y+rAjQWngEW184DUTPw9XLM5AYTCht5Xj06T0oQxS2X5WD5Bg/qZypDcePFOHL0xdxqd6IrohQTEq6AovysrAsN1WUlokCFBhrgaALVMcakPlRgAIUGBWBUPU/zxNCEXT/oQ4NQbJAK0OY+J9/pJrj+/HQ08dEmZxTOXbsOiY+TMEvf7UJq9LDnXfgewpQYBQFeOt/FHF5agpQgAIU8H+B1pJDuMkuSJ2Wm4lt9yzHL+7Lw0oZUVtSHR55eCcKOrX3/E4BCoyFQND9oT4WaMyDAhSgQCAJGGuL8dePyhCzIA8bFieNSdF9kefQKtaGPz9/WD00FI///B+wOcc2FuHG9Vfik1+/gsf2GrF56xrkRNpyCZw62srMVxQINAEGqoHWYiwvBShAAS8FTJfL8PwuMd71U+D6HWsR6+XxQ9ndF3kOpZxou4S9BuXIJRtvdQhSlU+jsPahB/DxPWYkxzve9g+YOg4JhgdRwD8EGKj6RzuwFBSgAAVGTSBUG+86cez+k++LPIcEKEi0SVLLFqe6OYUYUxsf0m9bwNSxX8n5AQUCR2Ds/qsVOCYsKQUooBMBU1sDKupFT1lmssteRmO9ARfbzAiNSULGRFtvWqv43NAGTBbHySDHUF6BE8W1qGvqAsIiMCUjHQvnpyNxkP/CmpobcOr0BZyr6UCPmDIVk5yIBdmZmJEaNeAEKlnur4+dx6madpFfKCJEnjNmZmCx08x0U1szKprN6KgS+8nU2Y7y6gbEmbrFklci+OpXbzNqSspx4lwdGtrFulGyLuK8eeK8nvbCep2nxciIouMlOFvRiPoOk3CYjBViNYA02x14pfwO/w6/rJbTiWoa1fPu+vs53J+T65CLqzde11GcpLG6Gvlnq1ElrxHRukmirXNyZ2CG3XVln5cljzojEjNTxYoPYqmyA0U4Z5DHRmDR6jzkTlQCZ3ktnDqpXUNATIK4hnJnWq4h+/PxNQUCVWCQ/4wGarVYbgpQgAKDCJiq8ZN/fBP7RNCw/eVtWOoiKCrc9Rbu22VEwrqb8Nn3s5QTdpbihz94DwUiRH3u59fh9O/ex45KV3mFYsvWW/HwmgwXG434ZMc7eGxXnYttQO7y5fjXb7ra1Ia9r+3GI29Vu9h4ECLyxOvP3Y5sS12M2PHYy3hBva1tOcBwHvc+fF491rHepvpi/OKn7+Md+/0te4rzIg5P/fxObLAbu6mexOmbh3laf/OE4uKpY/jv5/bjqMOZ8vHM9j3Y9tjduH9J/zG1I1NWNcOYBMyLBgo6xCoEe/fgwXAznv3HhQP8keFhHbXrqbkCv3r2PewoFhGxi5S7fBme/dHVSLOayJ2MeP1/vIznxXW1fuNCdLyVL65TW3p8ySIRqAJH3n0PW3eW2zZYX+2xXEP/+cjS4FrWzFo/vtCTgMOPhp4qzrpSgAI6F+jsQr2FINrtEklh4bK/1Igp4Y63fZVbxUY8JgI7JYVi5ap5WJUdh7YLFXjx43I0iT7LHdvfwjHDTXj1O2qQa9m5DTuf+AOeL1YPjY7Dlm/NwewE4Fz+Wew41oKCgwdxr4wPZbKbvFP0lz+LILVF+Tw6CVtuycK8hBCcPnAcOwpEv6ChHHc9fQifP321pQd0clYSlqSEwVBQpy67FIolIsKJFv239V1JiNZ+A9QX4I4fyHVNlZSbl42br5wkzleB374l69KCn/30D2j7+Vbck6PUXt213zeP87Qc2YAnRZAqU0LWLPzgOrEW8IUzeOZjGcCb8MJz72D+y/c5/hExgmW1ZIwk3L8tG288V2R5e/Tjz3Ddx/uxft1CbLhuHubPTLIODVD2Fz3pnro2F+PBB963BuHTsjKxaUU6Yrqbsfej09gn/igoOHgYN52ox7sv3owMrT1ERrLvVKbdIkhVUhw2rJuErpoQLEoJwcHf78BDH6vXgvhDYvPGOchLBo59egxviKBYXkPXGczWa0E9Cb9RIOAE7H4sAq7sLDAFKECBoQuI//oNHHJ5eOqsefjr/1iLGdaAMg/33GvAi//+R7wggtGCt97HG0t/iM0zlaEDFXt2W4PU3HVr8Jvv51pvq9+4/mpsrS3Ev/3oQ1sPmt1ySNnf3oRtp19H1dK1eHL9DOvwgLVrlmLNu2/i3p2ip7X4JM62XS2Cuyjc+Mj3cKOohqlkP5Y8LtYCnboQ//HUCqd6G7HzeS1IjcMvnrkTN87UugPzsPn2Wvzqx69jhwiqnv/PL3DDb9Za1kB1reNhnnZ1kufZsPUOPLUmXT3lQqy7UgSLT8sArQXvfGnA0jUiArOkkSyrekrxLXnJerz7SCS2/DJfBOUymbD742OWL3mVbN58De7fkItky29MD+uIbrzxrC1I3fbE93C/3YoLG267DsdFj+h9ske04zz+5eVivK312osSRFjKofwzbdUKvPJQnvU6MRbux11qkJortv3GbtvaNVfjzn27sekFEXgXH8aLx+fi4cXxdmfjSwoElgDXUQ2s9mJpKUABfxKIzsS7T9sHqWrhIpNx/7/fgfXq22dePKaMgzTV4rfb1dv2WcvwO7sgVatWVGoOfvXbNZimfeDwPR73P7UVT9kFqdrm3NuWYYnlTf9F9I096m3nThOcYkQYS76yBs6PPnOPXZCqnjkyFQ//fDVEh6/oYT2N9wq1EZ3qdjffBsrT/pCEvBV40hqkKlsSF1+FR9UHrZ2ttj1pcLTKKnPNWL4an732AF59ZBk2ZNn/CWPEG2/swbrvvIYjShe8tfgD1dFYchjPqL3m6++7yyFIVU4QgsW33Y5fr1LyKhO9uMfFuOd+KTobv7MLRCEC4PdeEX90yJQrriGHbcrHM1aux3PLlX6oHa+ehE1Q2c5/KRBIAuxRDaTWYlkpQAG/Eti89Tq4GoFqKWRoOh64Lx27XxKBaVMbZAwS1dkBbTjro99b5NSzaVe1ibn4/1YdwEN7XQeFlklY5ypx7vwlXKhtQ0uXCES7jNBGE9idqd9L5//oN1Y1q/skYUZoA4pKzP2OCRMTr+TgBTmOtNvUf3u/A5w+cM7TfvM9G+Zae4Ztn0dhkRybWtkArW9Xbhv1sobGiLGdV1u+npQT1r7Mx39tzxfjkWWqw9Yf78b7O9YjzfLe8R/nOjbWaa6ZeGC9u9UEgOX3rMS0vR+KYRct+LKsTUyIs68xsHLjYqce7GZcUP/WWTI7UYz2qIbRefirePLXhNQ4UcAGMYHOJPqHmSgQuALOP1uBWxOWnAIUoMCYCkQhb4ZjUOGcfaKYvW9JhkpcEJFqZFW5GvSEYsZk+1475yOBOStnAHtPO20wYq+YhPWIm0lYTjt79Lau7JK6XwMe+snrgx6jjZ0cdEcPd/Am8B3LssqVHpauWY1XV+Xivx/7I34n/8LoKMLuwlViZYCB205Wva5YdZ2a4BRoOsFEhFuD8dgox7HQcs/52U637dtacVpM/JLp6Fsf4ra3lNdu/5WrNzBRIIAFGKgGcOOx6BSgwDAExO9vpb+yBaerjFjsIvjoGbAvyoiGLtm72D+40EoVKpZ3UlKoZcJWaNQE9X2Ytovb78b6/iHhkR2viCBV7WVNTsGjt8zF7OlXYEpyPKLairDxJ/vVMZZuT9t/gzJ01vL55s3LMGWAOneJoGdOot0B/c/m5SdxyJs2cLDvcEK7rMesrKHJ+KfHVuDPP1JsPQ6srWUd7NesbbvoFO+XBsxv6iw8vjIePT39DlM+EEM+uqKn2M/Hc7MjP6aA/wrYfkL8t4wsGQUoQIGRF4iMgFjhx5L6h4Ty426cPqrNqlb2c/730AkDNmdqk4CctwJnD6k3+pOnQsZjUaFXIFfsViBC5E9ONGD5SnF722XqxpG95x23dFbgD2qQKidhvSzGtzr8B3xCsvX2vOOBA7+bliMHg8qe23Tc+e2rIfpxxzQNHrLbiuOzsiZ4b2sta2UxzjavwFKnjlGtVqa6WrWXXUygGryjViyUOgnLxdyyAjG5beXKK7H5NvfDCrQ8+J0CgSzAyVSB3HosOwUoMHSB0CRcKWM0kQ4XiLF8TslUfgp/VeNMp03Wt/t27sLeWutbxxe1+fhXdWZ2wjz1gQKREy1BhtzxnRf2odTNXVnD8X34mTIw0nZOk0ntAQZWXTfbMUgVexm+PmldBsnobhhppENoazl37ORJykQpVOPR3xfa8rN/1VmNZ554E3uru+0/9ey1izw9O7D/XqNTVjMK9uzC6i273LZH6WeHrbaubs/DRR1tZW3B/9rp3Jha3dqw4z8Oqm/SsTzTk0g1CnOylHbct/MD7HWa4KWduXT3Ljy8Q/5JxESBwBZgoBrY7cfSU4ACQxYIQYy6pNTRNz7CByW2X+mt5QX4obiNXjbouY145Ecv4Y3jBocb5jWFR3Dvjz5Tb8PH4dl7tN7PeNzzzwvVs5Zj0z+/jSO1tnxhMuK4CDDWPW03NlVb9squB/iFF0WQK8a8aslQcAgP/lLrgW1BfqXdRm0n+b2yFuXqtP/W+mZLEBOauhDPrlMCpLKPP8SDvz8Gg7qPPKS1uhA/+/GbYm3Oajzy8E4U2G2T2wdNLvIc9Bg3O4xGWYve/SPu3X4eTWKJqE3/vAtHqu3tui1B7CY5IU6m6Fm4bqaLYNJFHS1lvVl1FQ8SuNfJ1dRcjRd/9v/wgvrH0Pqtq8RkNiWbgf8Nwar7tFUhWvDID17BB4XaxC1xpLiGjvzlbWx66Tz27dqDu1+rGPh03EoBPxfw6MfCz+vA4lGAAhQYgkA4rv9enljIXi7104InH9+O/z01Sdw+b8HRSjddnS5zacEzT/8Rz0RHYcmMKBhLGyxPOdJ23fbEJofbvrE5YoLOPZeVNU/FAv1bf7QdCclxyBLrPxUXt/QfYyoCQ0tpxCoCd4vAZ5+8/V98Gpv+8TSmiYXnY5pEfuI28EApVDxmVUnVuPfeF5ArepILKsPEE7m2WhbTX/r9O7Dt7CuWoOmoWCZpnfjKzUpBVFM9jhpsFpu33YJcLXAeKEOxbcA8xXYtPHc3vFKtdb9cRrqs2Tetx5aP/mhZJxbiyV1b5ZO7RHusTAlFvuhpV9ZVlcUQTyJ71nHG/4B1FEM9lm65C48WiSdMieUYCqyu4gECnUZxjWkCwLRVq/FT61qxSpVdD0dROeJz8LsnKtU/aMRDE376Mp6UZU4QZS62K3NyNp6/3e26FOrJ+I0C/i3AHlX/bh+WjgIUGEWB2JwVePexPOuapU1iOSQlSA3Fg9s24qXNKZbco8K1QM++MEl4VQR62zdnKrfOO0TwIQIb+ShOmablZmP7f/1QrJ/Zf3Bi7m134GOx8P56ZQV5NBlEcKwFqeJJVdse+y4+fWaZcqKUSOtkmKVbvofn1illkhvLRFCiBKlxePyJjXg8VylnrFieyD5FzVyOX9+sjYcVTy2yBOL2662KpzP936349eZZ6jAAEVgV11mD1ISpmXjumQfExB0xONLDNGCeondYGXWhTDJzdcrohFjlY+ukJG2vES6rmCz18G8ewHM3p1vrDtEe++yC1Gm58/DqHx7A2lRvXUUP+tM/xPb7sq3XWIFoM2uQKp4u9ugjd+HthxY6LVUmevvVyybcqS01heTFa/H5r76Fzdqar7LM1iA1FBs2rsGnv1lv9yAK7Uh+p0BgCYzrEymwijxwaT/4ohC1l7m88cBK3BpsAguyUnHlPHXAZbBVbkzq042acgNaTSGImhCF5FQxi95dvp2lePDe98SYxTjRI6k93rMbhlpx+zUqCj1tRkTFJyExxjGocXc6Y3MzDE1G0WsagkjxNKlJE2P6jT91PtbU2YaaujZLT2uomIGTJsrrKpR2Ps7Y3CDy6rbkFTsxCckuy6jUxYhwhJq7ERYfL/brFy06n9rte8/ydHv4IBtGtqzytnlFtQFVl1rQLbp6w6PiMG1GKtLiB66/Z3U0o7G2QSy+H44o4doTGYO0iW6vskHq7bjZ2CauofpuRIn2NHaGIDl9gOvX8VC+o4DfC3jy3za/rwQLSAEKUGB4AuFIG2D2vrtz22ash4vgVu1tjPdiuSVx4igRCGaIL29SqAhyMjK9y0eeXwbQGYNmZVcXbwrlZl/P8nRz8KAfj2xZERolXDPE16AZO+zgWR1DkCiukUSHI0fmTZTofs3w/nIYmcx5FgqMsgBv/Y8yME9PAQpQgAIUoAAFKDA0AQaqQ3PjURSgAAUoQAEKUIACoyzAQHWUgXl6ClCAAhSgAAUoQIGhCTBQHZobj6IABSgA90srEYcCFKAABUZCgIHqSCjyHBSggH4ETGZoy5ZalyfVT+1ZUwpQgAJjKsBZ/2PKzcwoQIGAF4jJxEu//R5MoTFI9nDx+4CvMytAAQpQwEcCDFR9BM9sKUCBQBUIR6JYg5SJAhSgAAVGX4C3/kffmDlQgAIUoAAFKEABCgxBgIHqENB4CAUoQAEKUIACFKDA6AswUB19Y+ZAAQpQgAIUoAAFKDAEAQaqQ0DjIRSgAAUoQAEKUIACoy/AQHX0jZkDBShAAQpQgAIUoMAQBBioDgGNh1CAAhSgAAUoQAEKjL4AA9XRN2YOFNCtQP65Gpw8d1G39WfFKUABClBgeAJcR3V4fjyaAhRwEjCZe/HJoXP44wfHUXC+Dv92/2osmD3ZaS++pQAFKEABCgwuwEB1cCPuQQEKeCDQ1GrEX/ecwhsf5eNSQ7sHR3AXClCAAhSgwMACDFQH9uFWClBgEIGSqnr8SfSe7vr8LLq6zYPszc0UoAAFKEABzwUYqHpuxT0pQAFVoK+vDwdOlOGP7x/HoZMVdKEABShAAQqMigAD1VFh5UkpEJwCxq4e/G3fGdGDegJlNY3BWUnWigIUoAAF/EaAgarfNAULQgH/Fai93IrXPzyBv4gxqG0d3V4VVM76j4zgf2q8QuPOFKAABVSBqxZkIiUpRrce/O2h26ZnxSkwuEB3jwnPvLQX7352GubevsEPcLHH+/sLIb+YKEABClDAe4H/evw2Bqres/EIClBADwLhYaF49HvXYubUiXht9wlU1TV7Xe2ZU5IwOTnO6+N4AAUoQAE9C5woqvH6DlYwerFHNRhblXWiwAgKTIgKx3dvXIzvfGsR9h0rtUyg+upMlcc53HnDQmwWX0wUoAAFKOC5wN2P/wlnSi95fkCQ7slANUgbltWiwEgLjB8/DquXzLR8FZUZLAv67/6iCD0mLkk10tY8HwUoQAEKKAJ8hCqvBApQwGuB7GnJ+PcfrsNH/30/fnDHVUiKj/b6HDyAAhSgAAUoMJgAA9XBhLidAhRwKyADVBmoyoBVBq4ygGWiAAUoQAEKjJQAb/2PlCTPQwEdC4SFhuDWVXMtX8fE+NU/iidVfXa0BOK5AEwUoAAFKECBIQswUB0yHQ+kAAVcCeTNnQL5VX2p2bJSgJyMxUQBClCAAhQYigAD1aGo8RgKUGBQgfRJ8fjJlpWD7scdKEABClCAAu4EOEbVnQw/pwAFKEABClCAAhTwqQADVZ/yM3MKUIACFKAABShAAXcCDFTdyfBzClCAAhSgAAUoQAGfCjBQ9Sk/M6cABShAAQpQgAIUcCfAQNWdDD+nAAUoQAEKUIACFPCpAANVn/IzcwpQgAIUoAAFKEABdwIMVN3J8HMKUIACFKAABShAAZ8KMFD1KT8zpwAFKEABClCAAhRwJ8BA1Z0MP6cABShAAQpQgAIU8KkAA1Wf8jNzClCAAhSgAAUoQAF3AgxU3cnwcwpQgAIUoAAFKEABnwowUPUpPzOnAAUoQAEKUIACFHAnwEDVnQw/pwAFKEABClCAAhTwqQADVZ/yM3MKUIACFKAABShAAXcCDFTdyfBzClCAAhSgAAUoQAGfCjBQ9Sk/M6cABShAAQpQgAIUcCfAQNWdDD+nAAUoQAEKUIACFPCpAANVn/IzcwpQgAIUoAAFKEABdwIMVN3J8HMKUIACFKAABShAAZ8KMFD1KT8zpwAFKEABClCAAhRwJ8BA1Z0MP6cABShAAQpQgAIU8KkAA1Wf8jNzClCAAhSgAAUoQAF3AgxU3cnwcwpQgAIUoAAFKEABnwowUPUpPzOnAAUoQAEKUIACFHAnwEDVnQw/pwAFKEABClCAAhTwqQADVZ/yM3MKUIACFKAABShAAXcCDFTdyfBzClCAAhSgAAUoQAGfCjBQ9Sk/M6cABShAAQpQgAIUcCfAQNWdDD+nAAUoQAEKUIACFPCpAANVn/IzcwpQgAIUoAAFKEABdwIMVN3J8HMKUIACFKAABShAAZ8KhPo0d2Y+4gLjQiKRk3UFMiZOQGREKEJ6+9DZ1Ym6mnqcKW+BEX0jnidPSAEKUIACFKAABUZDgIHqaKj66JwpM2Zg7YKJCO+X/wSkpkzEwsWdyD9wFscMpn578AMKUIACFKAABSjgbwK89e9vLTLE8sSkTcNNdkFqd3s7KirqcOZCPVp7tJNGYuE1ucjqH8lqO/A7BShAAQpQgAIU8BsB9qj6TVMMvSDjEImrFierJ+jF+WMF+Lyyy3rCwyercOWKeZifFApDSTlKe8aJbcoQgHEIw7yFU5Ee2Y1Tx6tQ0209jC8oQAEKUIACFKCATwUYqPqUf2Qy74uOwaQw5VztF0sdglT5aV9fN47uz8eFmBBctnWvKgeMG4fUKRORLo+vNaCm3BbgKjvwXwpQgAIUoAAFKOAbAQaqvnEf2VzNgPi/JdXXtLo+d1+vCFJ7XW4zqx+bxcQrJgpQgAIUoAAFKOAvAgxU/aUlhlOOEED835JSp08CKmsGPdu4iGhMTQxHl3k8otSRylEJsUjp7EZESAhMxjbUNDtOukpITsCM1DjEi9UEgF4YO4yoqWlARZN1EKxDvqHR0UhLCENrXQuaxkVh3uwrkBwtjzWhqrgSxc1qYDxuPFLSkjD9ihhEhYnC9JrQUt+McxXNaGXs7GDKNxSgAAUoQAE9CTBQDYbWNhrRKrpUI0W0Gp6Ujs3XAB9/eRGNZvdR3oT0qVizIM6h9skzZ+CmmcpHZkM5dhy4pLyJScKN10xHqhbR2h01d3YGOhsN+PuBMtTZxbXjxoVjxcp5mB4BNF1sQMjkJMTaHWcWwXSxCIRD4lNw8zczMFEdumDdJSNFrFLQg6JjZ3HAbrytdTtfUIACFKAABSgQ9AKc9R8MTdzXjoOFLdaaTEhOx+23fAMbr5mB3DTRSwk5ecoxtV1qQr2xE63ttujS3NWF1rZOtHf0oKlNnVUVk4LNa2Zag9RuYzsuXKhDUUWTdTWByMRk3LQ+B2lat66alfY2wRqk9qDe0CrO3YLKRhPGxafhO6ttQWpncwvOl1zE+Yvt6lCGMGTnLcDqqVymwLH1+I4CFKAABSigDwH2qAZJO9cXF+HDkJlYm5OkDgMYj4TkiVgqv8StdkNVLQ6dqMVlk9rL2laHdz+qEyFsGFatX2Tp+awuOIM9lbbAVW5bcU0GJqhGFSfF9tJ2m5i4ZT9ncQ6uzhB7hMTiuqsmYafWCyv20sbNygO6Gy7i3f1V1lv5ssd11ep0dc3XHpw5chZf1tgmcn0ekYAb12QhVfS0Tl+QiVNV53G5z30Psa1QfEUBClCAAhSgQLAIsEc1WFpS1KOmsASv/O0U9hcaRG+pLeAEQpE8ZQpuvTkXufFOvati1r/W8xkyXnuloESkTcWsKOV104VzjkGq/FhM0Dr79Rkca1DyCk9Ow5xoZX+Hf80t+HB/tTVIldsiJk/BdPXcF44UOASplmO7mrD7ixol2A1LwKIpzmMDHHLgGwpQgAIUoAAFglCAPapB1qh95k4UF5ZZvkKiJ2DOzFQsmJkkVlqVKRJLr50Nw64i1Nl1Ttr3fNpzxMdpwWE7vjppG1pgv498nX+8BvOvzxC9o2HISI7AWaclrlpFb65zb2i8mGSlpC409E7A9DSnAFps7BVrvXaK77JHN2R8/+3K8fyXAhSgAAUoQIFgFWCgGqwtK+pl7mhHwakSFJy5hBvW5SBdTGxCSBzmTwlHXeXgK/snJahdnmLsaqP6gACXXN1mEVQqqbvHLgJWP2u8bOx3WFKcem5EIO+q2f22O3/g2NfrvJXvKUABClCAAhQIRgEGqsHYqs51Mrfio8MXseXayZbb/B73TmrR50BBqsxLDAHQUojWUap9IL67zM92iBg/ewlt1gEIdgeqL0PCxsFgdNfv239/fkIBClCAAhSgQHAIMFANjnYcvBZtHdbb6IPvrOxx8bKYOJWWIAaUxiFzwjgUtPXvLZV7hiTGqEMLRC+u6yVV+2VpPTc6kH+sAhWcKNXPiB9QgAIUoAAF9C7AyVTBcAWI2fdZ87Ox5ZYcZIS6HsuZMWeydfa+q9vzksH5yVRtTR3WZaIWfWOyS6lxIkRd/Y0UdVsHSi55Fqnazh2Na5eLhxS4SuEJuOWGuchL5t9Trnj4GQUoQAEKUCDYBRioBkELT188DytmxiFELBG15oZs5CYrU6dk1eQSUzKIXTNdnY4vhgGcueg4PlUb/5kongxlOSY0HFfEhsHUUI1j6ir+8kECdy+fgisibIFwSEwCrl87Dxly7KtITSWiZ1Rb/kr5yO2/lnMbtNUCMsRDCtIdzh0zKQW3rc1CctQELLwmF1lcStWtJTdQgAIUoAAFglWAXVVB0LIX8sswZ3KOZc1RhMVi6TXzsbSnB61iklP0hEi70Z8mFBxwnPEPccu9Wx0vGps5E1vSMoAwMdBUfTLV6S+LkLxOPGFKzH2KnDQZt66fjM6OLpjFY1YnWB6lqgB2N9Rg96k2B00tAHb40O5NwcFzSP3WXEugO0EsbXXr+jRx7k6Yw8IxQT5KVU2Gc+dR7Bhba5v4nQIUoAAFKECBIBawRQNBXMmgr5roJd39/imcqtNu1Ysai2Az1i5I7W5vwv49J3CkwXGcaR96cOBwBbRl/EPEcTLANPcq0WtfXwf2fiSOu9ACLVaMjI6wBanmLlwoPIedn1fDaD/pSgbA6lKuzkMKrO0hnqj19w/zcayqxfpwgMjoSGuQau4SqxYcOYm/nXEMgK3H8wUFKEABClCAAkEtwB7VIGleueLo0UOn8ZW4bT95YgwmxYmeVBFxmno6UXupBXWt9g8AcKy0uakOf36nAZPEkIEIcZCp24i6Ri0sFZP6RTBbkF+EgpPiaVeJExAtnnTVFRKK0J4u1DXZ9rM/qzzm80+O4nP7D1287uvrRv5XRTj5VRiSkkT+4txmcW5zeycui0e5MlGAAhSgAAUooF8BBqpB1vZ9pm7U1DWIL+8qJgPLOsMggaFYhqqpoRVN3p3ao71l/vUNg+Tv0Zm4EwUoQAEKUIACwSLAW//B0pKsBwUoQAEKUIACFAgyAQaqQdagrA4FKEABClCAAhQIFgEGqsHSkqwHBShAAQpQgAIUCDIBBqpB1qCsDgUoQAEKUIACFAgWAQaqwdKSrAcFKEABClCAAhQIMgEGqkHWoKwOBShAAQpQYKwF+sTa2TKdLVWWnNHej3U5mF/wCTBQDb42ZY0oQAEKUIACYyowbtw4XKhuwKGTFZbv8j0TBUZCgIHqSCjyHBSgAAUoQAEdC/SYzDhSUGkRkN/leyYKjIQAA9WRUOQ5KEABClCAAjoWOHamCu1G5UmF8rt8z0SBkRBgoDoSijwHBShAAQpQQKcCDc0dOHvhkkPt5Xv5ORMFhivAQHW4gjyeAhSgAAUooEMBOWFKfh04USa+OwLI98rnyj6OW/mOAp4LMFD13Ip7UoACFKAABSigCsgJU7Ln1NDY7tJEfi63c2KVSx5+6KFAqIf7Bcxu31w8DSZTb8CUlwWlwEgIREaEjcRpeA4KUIACHgsYu3rw9dnqAfeX26enJyGK/40a0Ikb3QsEXaAaNyHSfW25hQIUoAAFKECBYQnI2/2yl/RLsRRVd8/As/vl9sNiv1VLZlqGCbB3dVj0ujyYt/512eysNAUoQAEKUGBoAjLYvGhosayX6skZSsX6qnJ/BqmeaHEfZwEGqs4ifE8BClCAAhSggFsBc28vDuaXu93uaoPcXx7HRAFvBRioeivG/SlAAQpQgAI6Fsgvuojmtk6vBOT+8jgmCngrwEDVWzHuTwEKUIACFNCpQEt7J04VDy3glMfJ45ko4I0AA1VvtLgvBShAAQpQQIcCcgKVTIcst/CdFk310MPc22c5Xu6unc/DQ7mbjgUYqOq48Vl1ClCAAhSggCcCciJUSWU9qi+1eLK7233k8fI8nFjllogbnAQYqDqB8C0FKEABClCAAo4CPWKZqSOnKx0/HOI7eR55PiYKeCLAQNUTJe5DAQpQgAIU0LHAURFcGjt7RkRAnufomaoRORdPEvwCDFSDv41ZQwpQgAIUoMCQBS43taOozDDk410dWCQerSrPy0SBwQQYqA4mxO0UoAAFKEABnQrISU8HT5RjaNOn3KPJ81nOq07Scr8nt+hdgIGq3q8A1p8CFKAABSjgRuBMad2o9XzKHlV5fiYKDCTAQHUgHW6jAAUoQAEK6FSgQ4wl/fpszajWXp5f5sNEAXcCDFTdyfBzClCAAhSggA4FtDVOvzxZjh7T6M7Ol+eX+cik5atDclZ5AAEGqgPgcBMFKEABClBAbwJyjdPqS80oq2kck6rLfGR+XFt1TLgDLhMGqgHXZCwwBShAAQpQYPQEzOZe6xOkRi8XxzNbnngl8mWigLMAA1VnEb6nAAUoQAEK6FjgeFENWtq7xlRA5ndC5MtEAWcBBqrOInxPAQpQgAIU0KlAc1snCs7X+qT2p0S+Mn8mCtgLMFC11+BrClCAAhSggA4FtIlMB/PL0Ns70qumegYq85X5y6SVx/KG/+hagIGqrpuflacABShAAQrAMpGpuOIyLhpafcoh85fl4MQqnzaDX2XOQNWvmoOFoQAFKEABCoy9QHePCUdPV459xi5ylOWQ5WGigBRgoMrrgAIUoAAFKKBzgSMFlejs8o/gUJZDloeJAlKAgapOr4O/7jmF//7zIZRfHJt18nTKzGpTgAIU8HsBQ2MbzpVf9qtyyvLIcjFRgIGqTq+Bt/5egO1/OYyKi006FWC1KUCYNLWLAABAAElEQVQBClCgt68PB04oT4byNw1ZLlk+Jn0LMFDVd/uz9hSgAAUooGOB02JJqIbmDr8UkOU6fb7OL8vGQo2dAAPVsbNmThSgAAUoQAG/EWg3dkMu7u/P6XhRNWQ5mfQrwEBVv23PmlOAAhSggA4FtDVKD50sh8nk348tleWT5ZRJK7cOm0zXVWagquvmZ+UpQAEKUEBvAnKN0sq6poCZoyDnUsjycm1VvV2pSn0ZqOqz3VlrClCAAhTQqYDJLHop8/1zApW7JpHlleVm0p8AA1X9tTlrTAEKUIACOhY4XliNto7AGvcpyyvLzaQ/AQaq+mtz1pgCFKAABXQq0NRqREGAzqSX5ZblZ9KXAANVfbU3a0sBClCAAjoU0CYiHRRrk2qvA41BlluWX6ZArUOgmftDeRmo+kMrsAwUoAAFKECBURSQE5GKygyorW8dxVxG/9Sy/OfKDZxYNfrUfpMDA1W/aQoWhAIUoAAFKDA6Al3dJhw7UzU6Jx/js351ugqyPkz6EGCgqo92Zi0pQAEKUECHAtot8iMFlegMkuBO1kPWRyatfjpsWt1UmYGqbpqaFaUABShAAb0JyFv+deJ2eXHF5aCquqyPrBfXVg2qZnVZGQaqLln4IQUoQAEKUCDwBXp7xQSkAFsz1VN1WS9ZP6bgFmCgGtzty9pRgAIUoICOBU6dr0VjS3Au6STrJevHFNwCDFSDu31ZOwpQgAIU0KlAW0cX8otqgrr2sn6ynkzBK8BANXjbljWjAAUoQAEdCmgTjL48WRH0jx2Vj1WV9ZRJq7cOmzyoq8xANaibl5WjAAUoQAG9CcgJRmU1DaiobdJF1WU9y2oaObEqSFubgWqQNiyrRQEKUIAC+hToMZlx+JSyfJNeBA6fqoCsN1PwCTBQDb42ZY0oQAEKUEDHAl+frUa7sVtXArK+st5MwSfAQDX42pQ1ogAFKEABnQo0tnTgTGmdLmsv6y3rzxRcAgxUg6s9WRsKUIACFNChgJxIJL8OnCgX33UIIKos663UX7HQp0Lw1ZqBavC1KWtEAQpQgAI6E5ATqIrKDLjU0KazmjtWV9ZfOvCJVY4ugfyOgWogtx7LTgEKUIACFBACnV09+OpMFS2EgHSQHkzBIcBANTjakbWgAAUoQAEdCmhrh8pZ/t09nPUuLwHpoK16oPno8NIImiozUA2apmRFKEABClBAbwLyFnft5VaUVNXrreoD1ld6SBcOARiQKSA2MlANiGZiISlAAQpQgAL9BXp7+3Awv6z/Bn5icZE+TIEtwEA1sNuPpacABShAAR0LnCy+iKbWTh0LuK+6dJE+TIEtwEA1sNuPpacABShAAZ0KtLZ3Ib+oRqe196za0kc6MQWuAAPVwG07lpwCFKAABXQooE0QOnSyHGbe2h7wCpA+0kkmzW3AA7jR7wQYqPpdk7BAFKAABShAAfcCcoJQaXUDquqa3e/ELVYB6SS9OLHKShJQLxioBlRzsbAUoAAFKKB3gR6TGUdOVeidwav6Sy/pxhR4AgxUA6/NWGIKUIACFNCxgFzQvqOTC9p7cwlILz4QwRsx/9mXgar/tAVLQgEKUIACFBhQoL6pA4WllwbchxtdC0g36ccUWAIMVAOrvVhaClCAAhTQqYCcDCTXTOXKoEO7AKSbxU84MgWOAAPVwGkrlpQCFKAABXQscPbCJRga23UsMPyqSz/pyBQ4AgxUA6etWFIKUIACFNCpgFGMsfz6bLVOaz+y1ZaO0pMpMAQYqAZGO7GUFKAABSigQwFt7c8vxaz17h7OWh+JS0A6Sk+ZNN+ROC/PMToCDFRHx5VnpQAFKEABCgxbQK79WWNowQWxDijTyAlIT+nKtVVHznS0zsRAdbRkeV4KUIACFKDAMAXM5l4cPFE2zLPwcFcC0lX6Mvm3AANV/24flo4CFKAABXQskH/uIlr4rPpRuQKkq/Rl8m8BBqr+3T4sHQUoQAEK6FSgpa0Tp4oZSI1m80tf6czkvwIMVP23bVgyClCAAhTQoYA2wedgfjnMvVzzczQvAekrnWXS3EczP57bewEGqt6b8QgKUIACFKDAqAnICT4llfWWyT6jlglPbBWQk6qkNydWWUn86gUDVb9qDhaGAhSgAAX0LiCXTzpSUKl3hjGtv/Tm8l9jSu5xZgxUPabijhSgAAUoQIHRF/jqdCWMXVyQfvSlbTlIb+nO5H8CDFT9r01YIgpQgAIU0KnAZfGIz8Iyg05r79tqS3fpz+RfAgxU/as9WBoKUIACFNCpgJzMcyC/TKe1949qS39OqvKPttBKEaq94HcKUIACFKAABXwncLqkDvVNHb4rAHO2+Mt2yJ2V6nONf3vgOrR3dCNnerLPy+LLAjBQ9aU+86YABShAAQoIgY7ObhwvrKaFHwjIdpgxJQnRkeE+Lc18PwiWfQqgZs5b//7QCiwDBShAAQroUkC7zfzlyQr0mPg4T3+4CGQ7yPaQSWsffyiXXsvAQFWvLc96U4ACFKCAzwXk2p1Vdc0oq2n0eVlYAJuAbA/ZLlxb1Wbiq1cMVH0lz3wpQAEKUED3AmZzLw6pT0bSPYafAch2ke3D5FsBBqq+9WfuFKAABSigY4HjRTVo7ejSsYD/Vl22i2wfJt8KMFD1rT9zpwAFKEABnQo0txpRUFyr09oHRrVl+8h2YvKdAANV39kzZwpQgAIU0KGANkHngLi13CvWTmXyXwHZPrKdZNLazX9LG5wlY6AanO3KWlGAAhSggJ8KyAk6xRWXUXu51U9LyGLZC8h2ku3FiVX2KmP3moHq2FkzJwpQgAIUoAC6uk04WsDnygfSpSDbS7Yb09gLMFAde3PmSAEKUIACOhTQbh0fPV2JTgY9AXUFyPaS7SaT1o4BVYEALiwD1QBuPBadAhSgAAUCR0DeOr7U0IZz5ZcDp9AsqVVAtptsPw4BsJKMyQsGqmPCzEwoQAEKUEDvAnJizsETZXpnCOj6y/bjBLixbUIGqmPrzdwoQAEKUECnAqfP16KhhUsdBXLzy/aT7cg0dgIMVMfOmjlRgAIUoIBOBdqN3TheyMXjg6H5ZTvK9mQaGwEGqmPjzFwoQAEKUECHAtrEG/k4ThMfxxkUV4BsR+2xt1r7BkXF/LQSDFT9tGFYLApQgAIUCHwBOfGmorbJ8hX4tWENNAGtTTmxShMZve8MVEfPlmemAAUoQAGdC5hMZnx5Unmykc4pgq76sl1l+zKNrgAD1dH15dkpQAEKUEDHAseLatDWwfGMwXgJyHaV7cs0ugIMVEfXl2enAAUoQAGdCjSKGeIF5+t0Wnt9VFu2r2xnptETYKA6erY8MwUoQAEK6FBATrCRXwfzy/gUoyBvf/t25sSq0WlsBqqj48qzUoACFKCATgXkBBv5FKO6+jadCuir2rKdZXtzYtXotDsD1dFx5VkpQAEKUECnAvK58F+pz4XXKYHuqi3bW7Y708gLMFAdeVOekQIUoAAFdCgg7vZb0pGCCnT1cDa4ni4B2d6y3WXSrgM91X8068pAdTR1eW4KUIACFNCNgLjjj9r6VpyvqNdNnVlRm4Bsd9n+8jpgGjkBBqojZ8kzUYACFKCAjgV6e8UEqhNlOhZg1WX7y+uAaeQEGKiOnCXPRAEKUIACOhY4db4WTa2dOhZg1WX7y+uAaeQEGKiOnCXPRAEKUIACOhVo6+jCCS7+rtPWd6y2vA7k9cA0MgIMVEfGkWehAAUoQAEdCmhrZx46WQGzuVeHAqyys4C8DuT1IJN2fTjvw/eeCzBQ9dyKe1KAAhSgAAUcBOTamWU1DaisbXL4nG/0LSCvB3ldcG3V4V8HDFSHb8gzUIACFKCATgV6TGYcPlWp09qz2gMJyOtCXh9MwxNgoDo8Px5NAQpQIOAFOjq7+bzyIbbi12er0W7sHuLRPCyYBeR1Ia8PpuEJMFAdnh+PpgAFKBDwAvIRkDf80x/wP3/7iVgD9HLA12esKtDQ3IEzpXVjlR3zCUABeX3I64Rp6AIMVIduxyMpQAEKBI1At3iyzjufnsa3f7ITD/77X/H5sVJOBHHTunKCjPw6INbM5FOI3CDxY4uAvD6U60S5ZsjivUCo94fwCApQgAIUCGaBIwWV4nGQlchITcB3blyE21bNRXRkeDBX2au6yQkyhRcuwdDY7tVx3FmfAvI6KSozIGf6JH0CDLPW7FEdJiAPpwAFKBCsAhVi5vKzL+3Fuh/8Ac+/8jlqDC3BWlWv6mXs6sFXZ6q8OoY761tAXi/yumHyXoCBqvdmPIICFKCArgTaOrrx6q6vcfOPXsajz+/C8UJ9ThDR1sQ8ImZzy6ESTBTwVEBeL/K6kUm7jjw9Vu/78da/zq+AVvH0DA701vlFwOrrXqCp1eiRgXyG+d8Pn7d8ZU9Pxr03fQM3LJ+NsNAQj44P9J3kLf+Lole5pKo+0KvC8vtAQF43szOvwOTkOB/kHrhZjhORvRjqy6Q3ge/+22s4XcLZqnprd9aXAiMtcEVCNO68YSHuXLcACbFRI316vzqfubfXMuGsua3Tr8rFwgSOQHxMJDZcNw8h43lD29NWo5SnUtyPAhSgAAX6CchfvEnx0YiMCOu3Ldg+OHmuFgxSg61Vx7Y+8vqR1xGT5wLsUfXcintSgAIUCEqBC9UNuP2RV7yq2zWLpuG7Ny3G8oWZXh0XqDu3tHfi7b8XwCyGPzBRYDgCIePH4fbrcxE3IXI4p9HNsRyjqpumZkUpQAEKDE8gMiIUt6yci++KJaumpSUN72QBcrQcHSfHph7KL2eQGiBt5u/FlH/syOvphuXZlolV8vpici/AQNW9DbdQgAIUoIAQSL0iFnd9ayE26rAXSAYRpaLHufoSl+biD8PICcjrSV5XM9L18QffcOQYqA5Hj8dSgAIUCGKBhbMnW27vX79slm4nf8hlhQ6fqgjiVmbVfCUgr6upk+IRFqaPVTOG6sxAdahyPI4CFKBAEAqEhozH2quzxO39xcidlRqENfSuSsfOioXaO7lQu3dq3NsTAXldfSWur6sX6GOctycmrvZhoOpKhZ9RgAIU0JmAnL3/7bXzsVksNTUpKUZntXdd3ctN7SgsveR6o/bpuPGYKNbFnCDW0DF1G1HT0KVtGfD7uIhoTE0Mh8nYgZrm7gH3DYSNC5cvQl58Jw4dOo+zTSZo9XMse694Kxcb6kVHixGXO4LnD4BxodFY/s1szBpfjz9/WgkjPJt0J6+vrIwrcEXCBEcqvrMKcNa/lYIvKEABCuhToKvbZPm1GhnOvgvtCpCTqP627yxksDpQGocwrFi/CLMi5F6d2LOrABWmwYOUhdfmIS9JBm2d+Oxvp1AZn4Y7r01HJHpQcKAARwymgbL1q22RaTNw99KJljJ1VhbjT8eaEJOZhTsXJwxYTrOxHWfPXMCRSs8eODHgyXy8MWPBfKyZoczirz15Eh+UevYHiyy2DFJvWTnHMmnPx9Xwy+zlTwkTBShAAQroWCBCBKgMUh0vgLMXLg0apMoj+kRgebKoST04EnMywh1P5OpdeBJyLEEq0N1wCRfE01jTMieKIFWmMCRGB86v5nHjwnH1QiVIBdqxVwSpliQejqAls7kX1i/tQ/E9JGoCcvNysXFhvN2ngfmy4lQpDOpTdVPnZCARns/kl38MyeuNybUA/3x27cJPKUABClBApwIdYuzgsTPVHte+qcKApgUJkP2H6TOTEXKhGuYBHvqYMiMZ2o3eiiLlcaw15Q3ozEyz9Kg2dtiCPI8L4aMdx09Kw3RLbzJQe/oCapzL0dWAtz4sQatdJ3NUdDRmZk3F0unKo0QTps/AwvLjyNfifedz+NH7yKQUXJ0dh+66Ghwotett72vH/tMt2LhA1CksAXlTw7Cn0vMhHfJ6k0u+RUcG/4MzvG3OwPmzzduacX8KUIACFKCAFwLaE8XlbOwek9o95snxpiacq1XHW064AnO0KNTFsbIHcq4aoKGnCafqlHxMDdX40ztH8dI7JwLqtn9udqJSS3MLjpx38WhZF1GGsaMDBflFeP+ctuRXKFKT1GjXhZk/fRQaG4fpKQnInpeGWKdO0+YLlahVL5uMLPEHixfro8rrTVtdQrsO/aneviyLi0vIl8Vh3hSgAAUoQAHfCMg1U6svNUM+qcvbdLZEOyYMs2cqPYWuztGXOAkZakzWVFGLRg8n3bg6l88/C0nA7CTlxqysy+UBepFdlbWuyCAGC6jJi78LtEN88d2kDWkw9e/17uvrwImyDqVYcRMxO9yuG9mDwsrrTl5/fACAIxZv/Tt68B0FKEABCuhUQI6jPCieGDSU1Gu4hIqeFGSIO7cJUyYhMb/FZRA6Z9YVUFbN7MHZklaHrCLjYzEpahwa61ocbpVrO4VET8DsjEQkx4RbztHd1YnKmnpU1DtO3IkR50mKCkFXexvqWh0nZcnJX5NSJyBCzLxvvCzycdyMyNgJmDRBVKK3G9UG44BDGCJTkhBrKVwXzhY3a8X0+Ps4sdLEQDe6Pa2vfYbymDnTJiI1VpzZ3CeeJmZCQ0MzzpW1DDgTXx6XnZ6AK+IjLLbmni5crLmMYoNiGyqGK6TFjEdEgho2jQ8TD8KYgNiQMIRKS7XNas7VoX3mdDG0IwIZqeE4W+757X9ZD/nEqtuvy0WIWCaOSRFgoMorgQIUoAAFKCAE8s9dRGu7Y9DnKUyfmL1/pqIDGTOjLWMU5yYDBwxOR49LwJw0JTQzNxlwVu18s+wlJljdtnqmCHB6ceSjr1FgtOuNE0tg5S7OwdKM/mMKsmemo7OxDrv3VVoCYzm04Kpv5lgCZnTV47XdFxwCtAmZ03CTOhvfcPoU/lZsd7te5LPoqrmYa8mmBW+/c06c032anKKWx9iCsg55H9yuzNph4nGhpj4X20Jicf1V6dCmnskHK1iTF/XVjhknRvcuXjYTiyYLf6c0PSMFefPa8dmnZ3DBaYEBGbgvWDYbeS6OmzU9DcuNTdj7RQWyVs1TTLVzh8VixTVz1Xe2NhvX1Ywq0U2cLWgmpohl3sTYY29Si7j+5HX4jTnp3hwW1PsyZA/q5mXlKEABClDAE4Hmtk6cLL7oya5u96kpqRPhqpKmzxKRqlNKmJ5smXAlP64uMThuDR2v9rSaYR5nF/CJoG3h1QvsgtQeGC5ewilxvMGo3H6OTEzB7TdkWsZM9vV1o6RGLUVEDKZF251L5Dg707ZGbvJU0btrP45yfBymqrFnZ229yx5hrdAywEu7Qgkz25uaHYJhbR/L99AJWJg1CXk5aZavJfMzsOaaedhyiwimo9Q92+vwZY0aqHpZXy2vaXk5tiDV3IXaKoMwqkNtu9plHDYBq6+d5jCuVNbhylUL7IJUk8X2jLRVjwuJSsD112WI3ulOtLcbYesf7bW8bxWfd3a0o0v03sokV4GoaVT8IxPjHPLTyjrYd3kdyuuRSRFgjyqvBApQgAIU0K2AnLgixwQezC9Dr+j9G1YyNqC4JRPz48YjPCUZGaEG65qqMiiaN1OuCyCSuRWnqmwhj/KZ+NjywvGfyCnTkDdJ6YXtrL+Iv31RZRsWcKoMGXOzsWa2GBMblYwV0+vE+p1GVJQ3wpw5WQS+8vZzBM5qa3qGJmCaOqbUkktcEmaEVaFYLYrtVj5QVTHIFHxhFiWCa5maaq0jTS3vHf4JicTceRkOH9m/Mbc34MPPKkSgq6Sh1FceWfb1OVQkZWPCpUrsOllvG7IgJsZlfWMeVmSIntaoRGRGllt7q+NF7/L8BKUO5hYD3v+s3DbOVtim5WTjWzkxuHC6BvvVGf4hYs3YLXLN2K5GvPeJY2+1WgUY6kRX+RSx2FhoCEJd9SZrO7r5Lq9DeT2uvyYH2vXpZlddfMweVV00MytJAQpQgAKuBGSQWlJZj4sGx/GirvYd9LO+XjHuVAvwoh3WVO2LTcJ0tbeyvfoi6jyIiWVwu3SuukZpuwFv76+2BalqYSrOFOFUk9Kzmpo92dKD19vYAIO6CEHyFDU4FvvHTJ6o9Oiae9Bu2R6BrEytWxOYqnWniilO52ucBq+6qLwtsHaa/u60b6foHWwVX522AwARGH524CR2fFKCOjWrodZXZicnMu355Djezb9sC1LVchR/fVGdtCXGrKq91TKvxXM1m3Z88mmZLUhVj6spLBKrMBzDZ3bLUEWFqHUdLwcbDJ5M9r3jg+9u3UNej/K65MQqEe9bVfiCAhSgAAUooDMB+VSuwwUVI1brtvJLqF+cBBle2q+pOn3WJHU8pgmFHk486hOhULw6iLO9pQOJKfFIVWZi2corbjl3G0WXaIIIm0TwJHvw+tCB4sudSJ0cifD4RKSMq7MExjPVZbHaL5bjUFca1ojxtKlTJyLkfDV6+yIw4wol9Oo21PdfD9WWo3evxDjZt/eoPY+xKbjn+gyLg1nUo9bg2Ks81Praj40NEZPBslPFpKikaMRHhSFMmEBMTHIOKmVeMWoEVH+uckj1tQShHvzB4R2YbW95XU4RbS4fyKHnpO/a67nlWXcKUIACFMBXZ6rQ2TV476HnVK04c7ETK0SQCMuaqtU43S56V+WtYJna63Gu1cXkImWr47/REWJWufLRhMmZ+NZkx8393o233SQtLWtVyhAyAdOvAOouJ2Cmetv/YmUjKjujYRaBaoi8/T9e3P6PjkeyOgW/tmKgKVT9ch34A7Xn0XJrv7UOB8onYXVmJEImJGNdjgHvFtoNGxhGfeUkssXLsrEo1TkkdVM8u7zahziBzs2ZR+xjeV0eE9fn8kXTRuycgXgiBqqB2GosMwUoQAEKDFvA0NiGojKnSU3DPitwvrgByyeniTGiYk3V6dE4W5ts7QmtFRN8jK5mxw+Wb1crztd1y85B10nckg7pabVO5jLX1aMeyaJndzzSxHJUIeOT1IlcrSi6JE/RiNqeNKSHiZ7UKeEwhCeoPb4dYjKWY0+n6wxFR6W7DU6f2/c8XjhehgWZOZYe54k5M5BVeso6RtbhMC/rO++qeViUooY0PZ24UCWGPzR0wNDaga6IZNx2tRyz6yYpIyfcbBzex0MZo2qfY6G4PrMyr0Byom0SnP12PbxmoKqHVmYdKUABClDAQaBXTKI6cKLc4bMRe9MoJlGJW+vy0aIJaVNwbYI2DrQdJ7SJTR5kNq6jDfViLGm66Olsrb2Iz497s1apGON4qQcTxUSs2ORkfCNGGSDbbWhQx8d2oLSuE+mipzc5cxJyoCzrZG5qwgX7saTuyin8utUAb6Jcpqrc02W9WrHvZJN41KgcHxqJZUtSUHygzpLLkOsrlvaapwapnZeq8cahi47jVMM7LAG8OkRYycvYYbWdmCZWgxXjQUcqJacolujusf7hMJxzy+v01lVzxcgOdXzscE4WgMe6+9ssAKvCIlOAAhSgAAU8EzgjejYbmu0XMvXsOE/2kktEnbmgPh40Sjxyc6I6a7/mkldjIfvGdYtlkpRoMDZzOvLiXeeesTAbd1yVhig4BjJllUoZQuKSMT9FuSVefUGb7AWUliuBb3jSZMxVhwUYKi67zsTpU7kMU2W9bRkm57yddnd421xahiL1jn94cgauUYPMIdfXurQXcKnskmOQKnKeOCNZrE+rpHC1W1Wue9usLu81YfJULFSeXOBQTjnhKiNVDTodtog3blaIkMekJSrW7Y2tQ+s9d8pLXqfyetVrYqDqk5bvRunxAryzpxCGkRwa5ZO6MNOBBEzNtdi75wj2FnrTEzLQGbmNAhQYrkC7mHz0dWH1cE8z4PF1pXaPB7Xs2Yvz573stROrCHx9rEpduzMMC1cvwFVTtd5ZYFxoOHKvnIs1YpJUbGo6Ni1LdChT28UG2MJSuakdRXa39c2X663PplcO7EJxlac9o1CWYZIHimDceb1W5Xyu/5VB7sEjNdbluLKvzESiDLKHWl8xllNd5AAZ86cjI9oWsE/MnIb1OdojbcXTpJLU59eKvA6fqFXLEIa86+cjL0XdJoo9LjQay67NxRoxpODuq1Ic15uV1YqIQqo6pjc2Idr6R0JfeCymqFFxfZ3d+FvXFB5/Kq9Xed3qMfHW/0i0usmI0sISHD1VicLaTnSJH5qI2BhMmZKGZVdOQ26605/BbeV49Ok9KBOX9varcsTj8EaiEDyHPwqceuddPLLLiIR1iVj1/7d3LnBVVun+//Vng4AIiKEocgklULciEZqcPKAhhXlG8hJWXk5WUkcrzcbx6Gn8N33sMP7H7Mw4zVinPKRn0nEicyxLzUsWpUR4gRRR5CKKIjdFN+Km+T/vbd/YwH43G92wn9UH97vf911rPeu71tt+3mc961nRFuPgDgpcV1mC774rw/GKelyVx+uQiBAkjLkXEf2UvWLuoIBcNRPoAgJKTMrvKbam3spe7Q6tspliqtaGYbQSt5Tibp6ss22JuJtp7E1agLTruC+milPlvTA8Tovho27R1qct8PaiRUmK0Leu4uujFoug9PUorddjtLztZ3OtxWr+f1zHuUu3ECTvlgWKaVpyS1DybJOz8VIdqb4B4nahwyL9cPKY7S/k/2ioxJELgRgn1O0egAkjryD7BOW3p70t9ThJMa7GCJZZCtCfnHI/RUK4iZ81veApK5MKJtPPf9RWYs9pHzwixKElNwRhY4WYW8S2mdj2NrJ19zSqSno5sD/IVWL85DjEk17v2UvYmeooxWcFBkUFydbbmygjn2JHJWG8CuP2oTFDXS62qpG+o2i6VDk65PztK6zcesbirVWBUIT1m+k4MBjrVk5BUrD8JkxBgAPpdClNEbTzDCmF8KdKAvqqAjz94l4UwBdr3p6NScF3TvFy9xD6XIfBynyTyrY4/HZ9LTb/bhvW5inhtU1qOFCEtR/sReKUZPznPC29RnFiAj2LgBCTsuJSPcouWCh0XdTMn87UYfQY4f/2ZH08d6FVDFTr1f5s2OVIuV5TUoy/Ng7AhNhBCPSin2138julPyn9jJqL5L96+KLVnaRKzjVitLxlatW51u0+R1t8jhs0QCyquqK21bS5IoPVz1v1KKEYrkLQfP/QINx9/KohFqmelD0xtbNQ6eSPpbSlbKS4yMs/nPIXSPntaW/h94XwGheFkf2laXcPL8U6egtnjpcDQ+7B0N7/h/xqzZXwCxSH9pP6YEyICYJ/L5pkNmOrR9W5CnxpsoFA08VS5F3qTdZXoR4KeyVWI+0mdtdd3hgtb3PbUn/F+iIxiYpd/wrjVhi/IQOU+K92FdPtMt1Fb5jmvdbtmnCHBG6qROYr27C12lh/eGQwUu4Lw8DeN1F66jyyci4ZL9LR0lVPY7aWrGpNJVgwZwdySZH6YON8xLJF1YxTZ7+UfPoRpm+W2C9YlYEXtHdO5Sr46EPMya6FdsovsGleRGeb1sn8OmxdsQGZxUoxvkhLuQcxZE1oLDiNtQeM4zV82jR88kSociN/MoEeQUDf8jOyvzqBxhuOs3TdbjBe3t7o66vBTYqe38v9Z9RVNznED9LedniGRODJOGlTgqrCAnxebOUl2N7CKZ/a9mo8PNE/wFMMEq9vvolLtJ1pi41qjlcfYtvbw6a8nhSvNaC3O937M25cbcSVGz/DPyJSXiRGkR+O5ONrGzZNUIvGx9sD08hNQdNm+Ae1JTr//WxRtaeP9FV4fc42bJfz+mtH4A+LEqE1nTJNBRa/0IDPN32KlbtrxTvXfvATpr81ji1V9jBXkSd07HBoSVEVLKpD+xomxlSUoO5WXVUxPv6yFD6j4pBGgb6dNV0r+MagpPrHjUX28nHkFyanxDhMnZKHua8eQmngULwxOVi5In52lzaaCc1fmIAFgaOnLnRrJVVoju7GDfqzaNgd/Hqz4gIqR/UTIxMERYdhUPEpVQvGOhJdbXv1zU24QC549iQdhbIS/mxJTdeu44LZZmZ9kCi6Z1Dum7XIv9g1C1CEl6yjRRdw//DBtojZI+5hRdWObszZ8KlBSdWmJGPjc1rrW3x5+mHyc3MxsO82ZNXdizeei2El1Q7earNogmKwaVuM2mx236+/Uoq1OwuBfcBDWZNgZfGo3WU7MmMZ+VBLKQBvLTZRUuWzfcLisG1jFG75+LQap92ljY7kxWX1LAL113Q4caaqZzXKCVojrJ4/fFION+XWB6MjeuGCihBcTtAEh4gQel+4GBtWKKy8oMJGNw/7qj5RXIWhtKOYf587N1ton+T25eJV/yq56SvzsPKAPLURGYd32lJSTcqNnTETb5OS6qwKjImofGgHAY1Gft/r5+zvfbJ8IfcgWnLjatVajRUlVbip+7SxVZP4hIsTULzbcigWpXLs4kgc3nwh3NRPV39Gy9Vq5JXbHjXA4YLcwQIvl1xENTW9mRZo7T+vxCDoGoGEcSyMZyG5wph29l/WrunlTpR6ZPsPhoVTqzISOq98ij2gQ1H+WZykbetqbujhEzgQ4ykawKA2fVdbcOFsCY4UVIn393LXwMc/EKNiI6yu2K6rrEKd3g0DwwLJUqa2LgGWUF8Zjp6muIPX9eRr7o2QqGDERgdRec0oJ2d8Pa09DaTyWyvj5nlBu6AMHhKKOG2QlXvljmmkaZPj53D6wg0x5IiPEKx6dARClU2vbeg/XU01LjbSOjZTmZoaKMC1DhqfAISSm8a1qkrkFVTifP113LzliWGxUUiItn3qXt/YgPKGFtw4f12SqOk6yipr4atvNvAwiio9avbUqSceJ0x5+PfFKO0QRASpe5u+RXuai6niJxyuGY8kya3MKKKVI1vaaNbnTbTTz8lScSw30v+rzceKlQpobFVXVuMafBAR7IO6smIcpJAxQl6fQWGYkhBqmK1wFAdJCnXPkMiBxk7fsCByl2jAkW+LcFr4VUIvjJ4QR24/iouJHePdGhY+5zACwgKqYooNWlVjNk/rsPK5ICFGwC18vy8P37swjCZaPPX3XbbFoHUEJmE8C+M6MpT2x+3hiRVVVR2sw8mzijV1LB4OU36cVBVicrMGF0/k4U9rDtHCKtN0DJkb9mLRsifxTLy54lR39hj+39r92GWyiMs0Z9r8mViVauJfSAu3Xlq8g/w1vbBq2f34XEVdQrl68r/89W8+a6O+AVi9ZAjeW5dDEQw02LBxEcaYKNf6mmKsfu0zbG8law6V7ItVbzyOtGiTDHS2/OAuTF1fJFTdKrVqW6s75BNN5Xj5+Wxiai5TwScf08KmqwhPGo/nfAqxcqfkO2woJvsw/LUx+N+VEzCowydDh6xlG7HetG3VZzBn8Rm5OKluJVS0F6rxedYBlXW24MinO5CxWXpzNsgpHuyFNiEBv18yxuhnan5Dq28DIvvTOSEAuA5Lnv8QazKnYdIQc/7mmWxro9LnBXt34cUNRYYXOfOyfLF0RRpmW/jw6k59jZTXjlGklzAsevAa1sv+3GLeyF54WFRUHctB9TNEvLb8eiPWkudE6rQY3Mg+hoMmjVseP1pUVO0Z7ybF8GEXEbhJL2i5NBXLiQn0NALCuA4N8kcvjw5/sLp1093+L6Vu3YLbKnw9dv/lBArJ2qNNiMPjow1LUdRJoa/D3z8pIodzHfZ9Wy46nvtHDsXimTF4sJ8O35wVLHQUl+3bc7hvciwM0ZX05Vjwwi7kyL7e8QlRmDt5FB4aqkFZoRTY+VT+T+gbFwNtgBy6hOr6QqxLj4Nq6hJaRGGepr/4JX6Q6/MPCcbCGSORIsScu1yNshvXse/7Clkx8cG0tFgMVCJB1VDe57/E93JebVwU5v9iOB4MuwsFJxvIq+kmDu7/kRYgxWDU3ZKsglvFxN/8KLP0wrxpcUgd5kX319L9gNi2sfdB69/BC0JTDf76aREuk5XOVKbLBSfwyUkd6kvLse+08MLhhTSqY/4/D0ZzeSW1hwIyXL6EnJv9MavDvqWwJafP4ZqfLzwuX5cZaBCvDURk/17o4zcQEybcS0IfE+u8cFptnS3IeS8LL3xyWebhi/RpozGPZA24egmFtT/jckUFso7+A089FEJ2vY5Tn5AB+MeBo8gT+0SHPXt/xFbqP42nB+6+uw/6tAqhZVsb+9P/I49QdIP5m8+L/SRynRKD9An3IKpPM/JKhfF8E98dOoZLA4YgKby3QdimK6XYuJ+iDdwiK6X8EhiuDcPUoZ6IjhuJCZG9HcvBnmeI7OO5X+bhCOn4Z05egvTaIERMCME9XoF45OFo3N2gfrwbIPBBlxAQpkQFa+r3x8twqZamVzgxgR5GQIhiIbyIhQ7s26Njq/ZsNdzRg7LxGgplxSukv2Ir63wlaRlkBU1WrKAxSLl/Pya+SVYmsn5t/74aY5IDpUo0oXhrRQwWbLqOX69MQawhykAM0h4px4qns7GL7tyy7zzSh0RaFczmukiJ3rxG2JRASvMWzcLixCBDmWkzJiL/02xSTioN54wHlHetktcXqzMfx2SD5S4O6Y9V4e1XtiCLrJFrf/8NHn5nkhhX9sIZinUnJLKubdnwGKJkP8r0CQV4jOKihk1LRopBa5dutfovjeoOJ8W9h1IdUwx1TEoejvdXkIW0mOLb7jyGkqfIjaLdp8MLk5fMxWQSQH/2EOKX5wEhMfivVePN6i4wFVBFnbpTOVi4W7B+0ksRWYDfWRhncJWYlDwOj5PlebpgeS4+jPfzh2NxLIU96zD54YW3noLHb7OxXohMTam+ohJr19MfHYfTy9LLz5BLwBClLNvaqDv7HTIoBJeYImPw2W9MLNLJY/Dc7BKsfmkHttOzs319NiaNzkCCUoWUS/7Xi8bKUyZjhWy/pw45loOdz5Dpi4Bgkf/QpD8EC/Xm36gf72ZN5y8OJyAoqZdoevR02e2bjnV4I7hAJtABAWF8C9P/A/qZOWF1kKt7XebFVHb215XrjonD5x83HisNSqokTN/YB7A0RDo+WWnuVxUYOwGfvDXFREmVG+ATinnpkpuATyvLmHSPmrp0Z38QpzqFnImzZ5opqVJpboidOhPrklqrhGJeUviEtDRztpniIZ70DMLiNyaIQZ5RXYgdpySl6aoS6+NGE8hV15iCtPjkoxfx9hNa9G1XeTRmaf9Ig9VvphqUVOlePzw5V4kUUIcrKqKb6G7JwjbpZYuitdrV1NmMHR+S4isk7Vi8a6YUSacjElOxJkGCkbXpOPl42pg8A/EMxZbd9/Y0rJoShnCTbKXFZ7Bk+UYs+EjuPJNrbbeRZH3/sHxnMD42VVLlsxq/CKx6K1muS4c/bS8xKdl4mL5klsVY6RoOnXmG4B3Vqj/sHe/GlvNRVxD4mQK75xyT7N9dUT6XyQSchYAwzoXx3lOTQ372eyqcVu3y6Y8EMm4WkCVQR4uKHJFmpw03LBYxlueF0YJvKu0SYt2DUFqwUUiLm86cr8HlRh1t2wpcKZcscMZyzI/U1FV9XrZCkHXzlamKtde8POFb0uxEhB/4wmB5Fc7VnW8QPigFkFWyFkVn5R1KpJPiv+60+Eqw+ebSXzNtBSikIbGknYuWuUuY//R6pKYI1uUw3BsRhEEqFlKJhbX3T8gIjA9u7T7gFR6GeBwTZZKcEdorxPq1Nh8oVXU24JxsqI6/ty+qyyqhsxxutLtZ7yBywQBZMklBtrxsXTrj2b7BoUibJ/zRWCorwa7sQ1ifI42f3OzPkBk2F8sTpBcfYy7pyLyNjQZZUzOS2rZC99PilynfknVUh4LDZbhGmx+Yv/8H47ExlmbWruRg3zOUOC1WtP6bMrF3vJuWwceOJ1B4lhaRXpVegh1fOpfIBJyHgDDOhfE+MnKg8wjlQEnMf3McWHDPLMoNfeTp6IJ95GNKP7aDOtlQRUmztRhd2TG8/Ov9yJVdEGzNJ9ynpq6a0jqpaKqntc3UpNZeHvJ2sMZzl0oVv8paLHx1i/FCG0ekY4vJK/qfsC6lAkvEBTV67NqdJ/6JF4VtaH9F29CGtSuNXFI3/zBxMcnN/gJTsztoT6demtwwKCwSzyyJROrYPXh0XaFY2da/FWJhwngLZdKKHI31BneYIYOtv1YpuXw9BPWfFAd/+SFSLgifIXe3XsDWRRw68wyNjLJUpgF7x7tp8/nYsQQab9xEPgX358QEXIWAMN7vCQ6Aj7epo1LPaD0rqqr60WjpxI0i/DU3AYvjW/9w2V6kL+LC2/9xNyur4RSefHW/wXqZmBKHR0cHIXRQP/Qni+MP7/0PluW0ZVtTV5e7soow0MeKxddUKitDSFlQRbelp4/F4HbsfTdJyRrWV8nggSTaIOHrySX46usiHMgtx8EK2SJSXYklr76PNX94AZOCWltDTSXq6FgbE9axAtZRISqv211nyFAsT/TDrVttVEhuBze9B8OK6tdGhrZPD0qYiDXEfVkejSE7rLRtlyxfUcZUkxW/CiunzMpzFIdOPUNtvOwpw5cEVjfezVrIXxxAwLiAqhzCQhNOTMBVCAjj/fvj5Uh+ILLHLayyomW4Srfa107tY0mIzxZCHwFZa3YjddNMC19Ha+W2UJzUMvSnOKeWcQLUTDEX7TkiK6m+WPeHeUiyUNgGKlPB1kSgc2rqChtJUwjCNDz5kO4+m0iLs0x+jU3KrztZJLIwOYXwaMHBVrDMBePxGeOgdof7PsERSHtC+KMiKC5n/jff4TcbCqnterzzZRkmkSW7RycTF5PExPuRPtW4iK1r2y3E2iV3gjzqd1uTiawHDp/HM9GRbeRsxpnTsmuKp7QPdxs3Gk+blO0oDp19hozCGY86O96NJfFRZwkIC6jKL9ahvKq+s0VxfibQ7QgI414Y/0IUgJ6UeDGV2t70DMV/ZCg+m5WY9cpOFHUQ+aRk1w7MenMHJs7bhiM1rf01bRXhhrJoJyQSYy2UVMFXcecXkoLR2Nz5hV59woeQv6aUMimOapE1ixfFSf3Vm9JUsWkb+gzsLy2UQiWWvnfK9JLxuKkSmSu24UClqazNyN+bhxJTnp4+iE1ORIocZEGF/dlY1+068nTUe58XhkVKZR3c/DkO1FhvQMmunVicVSBMptuWGsqR+cp6vL63yvr9+kr8RVm976+xbklv1UajrAU792FPG0XXFXyL1wska3/i+HvadycxSGcs21EcuuIZsn+8GxrKBw4icIv83b8jqxInJuCqBITxLzwHPSk56pe1JzHpsC2hyVOx+sRGrMwhFYGCvM96egMWZEzCjAfDEOhpnJa+VlOFr7bsxusHZAsVLWV372W83mFFFjf4eQv+mWSVqsjD/+RE4oUE2dKmr8XW323DVtlvtTS/AnWIbmW9tSiu/a8+EaSQUzzLDbRq9kYZZs35EMuXPYSUYYHQtDTiZG4efkVWTmt2C01QDH6b8j0yaOFM6e4vsADXsXpOHLGRqrxWeQpvrf5C3Ahg6+LN2LRpPrSezdi64h1kCgvOsy9j03+mQOsnsaouyMNuO3xy229gF1ytqEIZKfRaaue1mgZo+tnrFuKGpPm0Sj5HWKR2VQzOv/qNqZgcLZen1+HI9i+QsVVY0XwGT3r44pMnQttvECmhC56VZgKwYQtw/VG89GikIYqCrqYEG1bvEMObCQWlTxlh3T3CShuT5j9Msn5Gsuqw7MUPYSYr7TxVkrMPz8i+rwAtzkuVx237EtNVx3PoimfIvvHeYeP5BjsI1NTfQAgFQOfEBFyZgPAcBFFs7J6SWFG1qyc9KIbm0/AP+hgLsy9RCTq8u2EH/VEsypAAUSGrpq00S82UqwHY8OfHESuYBMliqFjB2nI9pOicrSSLSIpF+GZphf2767ZQfV6ID3ZHbrE8pWrIYb1b1dQlFBWa/Bg+uL5NjpVai8w125BpqKP9gzHPzcSikx9ifQWt7N99CCn0p40cAK/6GuRWG9uWvuhfRMUO8MC99w2guKDEs7oIc54tEln6NNWKURak2rzwwhR10/5tt9mK/CSW0i9WrrZ5SkNb2EqpEnPmrIeWPB8KKtxpp64MeFvpR7OC2qrTLxrvrqhAimixrsXK1+jFKNAXiWTpPFYsbe4glhMYhbWPdaCkCjdqgvEfS6IwdV2RmG37ZtoxbDMp1UKf0AYJuRXGPglPmoBXLVb8t9fGMX6RJCtFaBBj/8qyevsingLRVhfQcyDWKPzjizVvP4q2pDVKYMgAOJiDvc/QTRORrB2qH+/WSuFznSUg/Dj3pB/ozvLg/EygJxDgqX+7e9EDCU88gX2/ewTztOTXJ6dSCimVS4qEUUml3Y/Sk7H7oycwRtkP3LMXBC9O0h7a9Bv19pffhkxdQ+lH+8PMCYhX9hq4oTMoqcJ2mptWxElS0KpqRXWSTthRl5xRiJX69du/wNKkYIR7K6VqSIkcgEUZ05CzaRoSjZWYHAXgmbcy8Mf0obIbAClvpIQqSqp/SBht4fksLRQKNOSJnfEENmWMkONtUuB9YimEAhOTsOr/d3OR0M9wuw0HGhhENrnbS1nUY3JOPDTpF8tL7X33GpKAP05RQjnpSUkVVC53sW+VfrSnzsDYScT+EaRHypEOqq/ioEFJ1dCuWsnY904qImRLdXsyCtdCE1Kxj8ZPaojSj3KfGJRUL5oZmIZtC2NajZ/22iiULcQmzfnDo/QsyLLeuErbVhqV1Hjaye3jjfMxyWLDBo27LDy5FBilEko0JodysOsZcoOPbMz2oLBg1pP68W69HD7LBJgAE2ACpgTuolWSPTdKrGlLu/hYT4t+LlRexnma5Q+iPSWrLt9Ev0H9ERrsZ6M/nhoBW1BXVYu6m4IfCoXM6kdWXJ+2fkDVlGvHvU0lZEXcgQKylm0gRUTZ9928pGZUVzWQtdKD3Aaa4e7nR/KaauDmd4Omi5X2aTQetB2pD/q2e79l/jvzXddQi+r6ZrKhOr5PdI0NqK5phhf1s67JDYGdHFfXamgL3PIaXBECtJJF+O7+/TEkLKDDsWpLG/WN9CzU6ODl7wFdYwv60vhUwrp1tmccx8E4xhz/DKkd752lwvmZABNgAj2XACuqPbdvHdAy+sFtIKVI9hW1VmB17k6krDlDlwLI13SuPI1v7U4+xwSYABNgAkyACTABdQR46l8dLxe6W4ftme8i5dks7DFbmW+CgFburxOVVDoXNwLRNk5Bm5TAh0yACTABJsAEmAATaJMAW1TbROPaF3RnDyFheZ4BQuqUBDyZHIWwfuSDeFOHssKf8Pt1hw0xVJdn/lubsVYNhfABE2ACTIAJMAEmwARUEGBFVQUsV7u1Ov8QHn8zz2oIKlMWC5bNxQvxymIi0yt8zASYABNgAkyACTAB+wmwomo/O9fISeGhDuynOKaHSvBdsc6gtPpTqKSksVrMmhKHKCWagWsQ4VYyASbABJgAE2ACt4kAK6q3CTRXwwSYABNgAkyACTABJqCOAC+mUseL72YCTIAJMAEmwASYABO4TQRYUb1NoLkaJsAEmAATYAJMgAkwAXUEWFFVx4vvZgJMgAkwASbABJgAE7hNBFhRvU2guRomwASYABNgAkyACTABdQRYUVXHi+9mAkyACTABJsAEmAATuE0EWFG9TaC5GibABJgAE2ACTIAJMAF1BFhRVceL72YCTIAJMAEmwASYABO4TQRYUb1NoLkaJsAEmAATYAJMgAkwAXUEWFFVx4vvZgJMgAkwASbABJgAE7hNBDS3qR6uxlYCtGXpnp2H8VlhvZjDO3wkXpunRXV+AX6s0eCfkqIR6Gq9pm/AkW/P4Ip7IFISQtG9mt+MkvzTOO6qfWfruOf7mAATYAJMgAlYIdC9fvOtNKBHnWooxoJnP0OuaaMK7sYv073x8pt7UQovbHiAFFUf0xt6/vG1U0eQsb4Q8B6BcaSo9u1OTW4sw9I73nctqK6sxjU9oOnlg9AgGwdQUwNKLumg8fFDaD+v7kSdZWUCTIAJMIEeQoAVVafpyBYc+OBLWUn1wtIlkxDv24waTX9SzOoRSHKWwp3+c8GkkYdpb42N1lRi+d7/YsnuWmiTJuDdhTGk4t+hpHFzgr5rwb61W5BZITAYgI8/egIRNjz5Oe9vwsIDpN1Sni2UZ8iVAjz94l4UwBdr3p6NScEedwgqV8sEmAATYAKuQoB9VJ2mp3U4WywoBUDi7KmYnRCBKG00EqIDnEbCbiOIvgrbSUkVUkFhLSSq3Ub6LhDUAylzRsjlXsKXJxo7rqOpHP8jKqlAeFIsokixLT98gpRUIV3FmbqWjsvgO5gAE2ACTIAJdJIAK6qdBOi47G7o5SmVNjLKz3HFOqgkXVUxNmftwfZ8SQF0ULFdU4wmCGlJvmLZ2hEBNlphOyNKM47sOoQ/fZSH8qbOlNN1efuOHIlUufh3dxR1qLxf+PG4wQVl1pQIMWfo2OHQike+GNrXreuE5ZKZABNgAkyACcgEbJgAZFa3m0Cz3vmsVforpVi7k/xE9wEPZU1Cn9sNRVV9bkhaOB/5C1Vl6sTNLTjx9zy8W01FjIzCC1obfUA7UaPqrILyPsUXu3ZeJTPzMfzYEIcxbb4P6bDvb2ekKgJHICVMmuLXBMVg07YY1VVzBibABJgAE2AC9hJgi6q95Lownwf5NTpb0ih+ov343cZa3yjWcGfsO0Xe+5Ile6gwdb89p0o53fqz6ie8L/qzAqnTRnevxWutW8NnmAATYAJMoBsTYK1DdefJK6jhg4hgH9SVFePg0So03gJ8BoVhikn4JH1jLU4cP4fTF26ALsPHvy9GaYcgIshkaY+8stpT04wr8rRx9fmLuNCnD5rIuTIwLNAm66VNdVlpq5jvZAVOl10VZXTv7YsRo4ZAS20Tkr6xAeUNLbhx/rqUu+k6yipr4atvpuljWijUSr4WXDhbhqOnL6H2OjXAvRcGDwlFnDao3XboG4hVocJKA59AYhUVJrKyb5DqUF7WQNADaMW6cdFPXWUV6vRuGEhye0GHovyzOFleh5obeqpzIMZTVIVBthpE2+27FlotT3X3lrCJ/4oNsadO+5ia1CxVHzwciwJzsJ4sv7v+fgK/TA2yqoTm7z9Gy/eE5IuZDwjL+IxJV1ONi+Ti2rrfpXtsGod66pvKBho/HtQPAa0WuuloLFysb24j2kAzLpTVQnhU+gwIRKCn873UGWnxERNgAkyACXSWgH06QGdr7cb5dae+RsprxyhUUhgWPXgN6+VFO2KTInvhYVFRbcGRT3cgY3OZlZbuhTYhAb9fMkZUEq6dzMH0N4vM7tu6YQe2imc02LBxEca020u212VWCZqR89GnWJhdaX5a/LYf/pEj8P6KB7F/2UZRsTHcVH0GcxbL08Lk/SnKJyt2+ppirH7tM2wXpsDNUg5988WqNx5HWrSlFqjDnqztWLbzklkO5YvA6lcPKt9s/yz62zbM2loL/5RHsf+5SCljUwleWryDFgR5YdWy+/H5mkMGP0zphmPI3LAXi5Y9iWfiO17E1n7fQap7jqJIaXDxRB7+pLJO+5i2xckHk6YFY/0G6vPqQhysnIi0YEU+JU8VtmWTewAl/4Q4xJp2Fy2wevn5bGJm3u9STtvH4bUz32Dqa+RGQmlp5r9h9hDjiwTo5eEv//6hPOaGYve2KWLUBKkOenGqPIpHXxXGEzBvxbNYbCagchd/MgEmwASYQE8hwFP/KnuSbIRSulFmUFLDtWGYlzAA6eODSQVqQc57WSZKqi/Sp43FmoyxSI+UNM6CnBxMXPEdrlFJfSKGIi0yAIlao5XVP0T4HgBtZDi8O1BS1dSliA5SUvese9dESfUSZVwtyCjLUV9ciOmLvoEfyRavHYBwQ2aN+L2VfDUFmPm8UUnVxkVhecZ4LJ8WBn8x71W8/tp/Y/MpnaEkoBGbV2wwKqnevphHrFbPH4t5cdJiKIHVnDX0YiAkebGZ9KX9f28JJmxKgz3MFTGJsg6vywqjf+RQknMClqcMkDKQnW/9mu04YsPC+Lb7bgDiI32RNNhbLlP4qMVKtXXaxdSkSiuHoQ/EyQuigKy9Ja3uqMs/gV3y2dmp95pfO/I9dAAADVVJREFU1+tJjRSSt0WYNJVjfuhwJMolf3nEwgWh5iw2Cy86Iroz+LbS3F+7/PhZOacvEiJNtWj5NH8wASbABJhAjyLQrhrUo1raJY3xwurMpzB5iPEHU3fqEBbulixS2qTxeGdhnGHKe1LyODx+cBemrycLavFhvJ8/nCxCkVj1pmDxa8bmV97B2gpg9oJZeCbaxMrUxkpy3akclXVJq2fqCg5iWY6kcvvHjcVfl48zWK0mk4xP5uzC1HVnsfTlOMyIDcAMkk5/9hDil+cBITH4r1XjLaZrddi8VtiQQEi+xORxEyZxSH+sCm+/sgVZpICs/f03ePidSWJ95Xt3YW2xmAnalGS885zWwGpy6jhkVJ3Cv7/4BQ5Kt0Cc71WOHfCZljETq5KD5ZJikHL/fkx8U1CKyYfz+2qMSTaf9m5VpZ8tfWeuDNpep31MW8loecInDHPjNFiWp0fpzqMoeSrSJKZqMw7ukCyd8B6K1Gjjy5NYDP3fwuKMeFr9OAzCoyTDQZKh4FAR6p4wbuJQcuSk5HZwQxL8868rkUbXpaRD7qFL0mHkMIw0Pnbydf5gAkyACTCBnkaALaqd6NH0JbNMFDKhoGbs+JCUOSFpx1KgeaOSKp0EIhJTsSZBej/I2nRctKpK11pwU76pmfw/O0721tWMzz6QlRGEIctESVXqDE1IRf62RZhNSqqSdLdkWzI5zlrqzbqzPxgUzqWZsy2YUAmeQVj8xgTJskpTzjsEqyrFOv2zMAUtpEhiZaKkSidJKQqKxtt/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}&quot;&gt;React’s conceptual simplicity is made performant through some very clever way of hacking the DOM’s core architecture. Because the DOM was designed to render entire documents, it is not really very good at making incremental changes to those documents, and therefore as developers we want to limit DOM updates to those that are necessary; we don’t want to overwrite parts of the DOM with nodes to refresh entire components in the DOM when only a small part of the UI has changed.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;React affords developers the conceptual benefit of full component re-rendering, but also only makes necessary changes to the DOM by using a &lt;em&gt;virtual DOM&lt;/em&gt;. When a component’s props change, the virtual DOM handles the component re-render in a less computationally expensive virtual arena, and then uses a &lt;a href=&quot;https://facebook.github.io/react/docs/reconciliation.html&quot;&gt;clever diffing algorithm&lt;/a&gt; to determine which specific updates need to be made in the real DOM. This wonderful abstraction mediates between the developer’s experience of application development and the DOM’s anatomical requirements.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A core contributor to React’s popularity in the web development community is the canon of state management solutions that is conceived alongside React itself; architectures for the external store to which React components subscribe and from which they receive their props. The most popular of these at the moment is &lt;a href=&quot;https://github.com/reactjs/redux&quot;&gt;Redux&lt;/a&gt;, a library written by &lt;a href=&quot;https://github.com/gaearon&quot;&gt;Dan Abramov&lt;/a&gt; inspired by techniques in Elm and other functional programming languages. Redux offers a very robust architecture for managing the external store in React applications.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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}&quot;&gt;Redux popularity skyrocketed after Dan Abramov &lt;a href=&quot;https://www.youtube.com/watch?v=xsSnOQynTHs&quot;&gt;demonstrated what was possible&lt;/a&gt; in the way of developer tools—explicit changelogs, hot reloading, and even time travel. Redux became the most popular &lt;a href=&quot;https://facebook.github.io/flux/&quot;&gt;Flux&lt;/a&gt; implementation, Facebook’s suggested solution for managing state in React applications. One of the keys to Redux’s popularity is its extensibility. It is an architecture for state management, not an already constructed building you have to drop into your application. Managing updates to the store from asynchronous data sources, for example, is not a prebuilt capability in Redux, it rather has &lt;a href=&quot;https://github.com/gaearon/redux-thunk&quot;&gt;several&lt;/a&gt; possible &lt;a href=&quot;https://github.com/yelouafi/redux-saga&quot;&gt;solutions&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;React’s ethos of hacking existing anatomy to ease cognitive burden for the developer is unsurprisingly popular in the developer community, as it makes programming applications easier and, more importantly, more fun. This ethos has found its way to mobile development as well, in &lt;a href=&quot;https://facebook.github.io/react-native/&quot;&gt;React Native&lt;/a&gt;. React Native allows you to write native mobile applications for iOS and Android in Javascript using React, by running a Javascript thread alongside the native language (Objective C for iOS and Java for Android). These threads communicate with each other through a bridge, over which data and event notifications are passed. This allows React Native to leverage the perfomance of native UI views and code for computationally expensive operations, and to program less expensive application logic on the Javascript thread through React. &lt;a href=&quot;https://www.smashingmagazine.com/2016/04/consider-react-native-mobile-app/&quot;&gt;There are potential benefits here&lt;/a&gt; for developer cognitive burden and experience, just as in React for the web.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;React and its contingent libraries are most interesting to me not as ways to improve iteration or application stabilty in industry software development (the standard evangelizations of React), but as a robust and elegant philosophy for dealing with complexity. If there is anything I can believe in, any concept of ‘productivity’ that seems worth striving for, it is simplifying complexity. This is one of the reasons I like programming; programming is the practice of using abstraction to manage complex anatomies, often otherwise unassailable. This is possibly the imperative of all thought we inscribe as meaningful—science, philosophy, political science, literature, music—it all looks to ‘explain’: to rethink complex anatomies via ‘simpler’ abstractions, thought configurations that are more sympathetic with the current river of our consciousness&lt;sup id=&quot;loc-4&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-8&quot;&gt;4&lt;/a&gt;&lt;/sup&gt;.&lt;/p&gt;</content></entry><entry><title>Using NixOS</title><id>https://ohrg.org/using-nixos.html</id><updated>2025-01-27T00:00:00+00:00</updated><link href="https://ohrg.org/using-nixos.html" rel="alternate"/><content type="html">&lt;h2&gt;Using NixOS&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;https://github.com/breezykermo/nixos&quot;&gt;My NixOS configuration&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For about a year now, the operating system that I use on my daily driver has been &lt;a href=&quot;https://www.reddit.com/r/linux4noobs/comments/1cktkfc/can_someone_explain_nixos_to_me/&quot;&gt;NixOS&lt;/a&gt;. I moved to the distribution from Arch Linux, as I was sold on the idea of having all my dependencies declaratively specified, and thus no longer having to mess with stateful package management (&lt;code&gt;apt-get update&lt;/code&gt;, &lt;code&gt;pacman -Syu&lt;/code&gt;, etc). I was one or two years into grad school, and off the back of working professionally with &lt;a href=&quot;https://www.terraform.io/&quot;&gt;Terraform&lt;/a&gt; as declarative infrastructure for cloud systems. How great would it be to have something similar to provision all the software on a desktop machine, I reasoned. The rumours that that Nix and NixOS were useful in theory but prohibitively arcane in practice didn&apos;t dissuade me. If anything, I thought, I would be able to learn more about Linux through incorporating the ecosystem in my day-to-day life as a grad student&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-3&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;These visions of perfect declarative management haven&apos;t completely come to fruition, but they also haven&apos;t been &lt;em&gt;completely&lt;/em&gt; blown out of the water. It has taken me a year or so of idly hacking away at my configuration when I have wanted to install something new to finally begin to feel as though I have a handle on the language and the ecosystem. I am still not totally sure what the best resources for learning more are. Mileage varies in the official documentation, and there seem to be both a wide range of use cases of Nix, and a wide range of parenthetical softwares.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This range of parenthetical software made NixOS especially difficult for me to adopt, as I was consistently unsure as to whether the complexity that I was trying to scale was inherent to Nix, or whether it was embedded in additional tooling that I had unknowingly chosen to adopt. Let me count (a few of) the ways that I feel my NixOS journey was made difficult.&lt;/p&gt;&lt;h2&gt;&lt;a href=&quot;https://nixos.org/manual/nixos/stable/#sec-installation&quot;&gt;NixOS&lt;/a&gt;&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The first fundamental confusion for me was the boundary between Nix, the language and package management ecosystem, and NixOS, the Linux distribution that is configured by way of Nix. It was the idea of NixOS that drew me to the ecosystem– as I wanted declarative management for my operating system software specifically– but I realise now that I probably would have been better to have started off by understanding pure Nix well and good, and only moving to NixOS once I felt competent there. This is because NixOS works by way of Nix (of course), but there are also peculiarities of NixOS that one should not confuse with the peculiarities of Nix. What arguments are passed down to which files in a modularized NixOS configuration become a lot easier to understand if one has a clear mental model of how NixOS builds upon Nix.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;em&gt;Note to past self&lt;/em&gt;: build a good mental model of pure Nix before hacking together your first NixOS configuration.&lt;/p&gt;&lt;h2&gt;&lt;a href=&quot;https://nix-community.github.io/home-manager/index.xhtml#ch-introduction&quot;&gt;Home Manager&lt;/a&gt;&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As I built my NixOS configuration by referencing an active installation of Arch Linux, I made the relatively unconscious decision early on that I should install softwares at a user level, rather than at system level. Relatively unconscious, because I am not sure why exactly I made this decision, and had I thought it through a little more carefully, I would have realised that this decision also brought an unnecessary amount of complexity into the picture.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Home manager is a community package&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-4&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; for NixOS that makes it possible to install software in a configuration on a per-user basis. It also exposes a different and higher level of abstraction through which to install software than the &apos;standard&apos; approach when working in the Nix ecosystem, which is to reference packages in a repository with Nix-built artifacts, the primary one being &lt;a href=&quot;https://search.nixos.org/packages&quot;&gt;Nixpkgs&lt;/a&gt;. As an example, with Home manager one can install the &lt;a href=&quot;https://fishshell.com/&quot;&gt;fish shell&lt;/a&gt; as follows:&lt;/p&gt;&lt;pre&gt;&lt;code data-lang=&quot;nix&quot;&gt;programs&lt;span style=&quot;color: #d73948&quot;&gt;.&lt;/span&gt;fish = {
  &lt;span style=&quot;color: #8b41b1&quot;&gt;enable&lt;/span&gt; &lt;span style=&quot;color: #d73948&quot;&gt;=&lt;/span&gt; &lt;span style=&quot;color: #d73948&quot;&gt;true&lt;/span&gt;;
  &lt;span style=&quot;color: #8b41b1&quot;&gt;interactiveShellInit&lt;/span&gt; &lt;span style=&quot;color: #d73948&quot;&gt;=&lt;/span&gt; &lt;span style=&quot;color: #198810&quot;&gt;&apos;&apos;&lt;/span&gt;
&lt;span style=&quot;color: #198810&quot;&gt;    set fish_greeting # disable greeting&lt;/span&gt;
&lt;span style=&quot;color: #198810&quot;&gt;  &lt;/span&gt;&lt;span style=&quot;color: #198810&quot;&gt;&apos;&apos;&lt;/span&gt;;
  &lt;span style=&quot;color: #8b41b1&quot;&gt;plugins&lt;/span&gt; &lt;span style=&quot;color: #d73948&quot;&gt;=&lt;/span&gt; &lt;span style=&quot;color: #8b41b1&quot;&gt;[&lt;/span&gt;
    { &lt;span style=&quot;color: #8b41b1&quot;&gt;name&lt;/span&gt; &lt;span style=&quot;color: #d73948&quot;&gt;=&lt;/span&gt; &lt;span style=&quot;color: #198810&quot;&gt;&quot;&lt;/span&gt;&lt;span style=&quot;color: #198810&quot;&gt;bass&lt;/span&gt;&lt;span style=&quot;color: #198810&quot;&gt;&quot;&lt;/span&gt;; &lt;span style=&quot;color: #8b41b1&quot;&gt;src&lt;/span&gt; &lt;span style=&quot;color: #d73948&quot;&gt;=&lt;/span&gt; pkgs&lt;span style=&quot;color: #d73948&quot;&gt;.&lt;/span&gt;fishPlugins&lt;span style=&quot;color: #d73948&quot;&gt;.&lt;/span&gt;bass&lt;span style=&quot;color: #d73948&quot;&gt;.&lt;/span&gt;src; }
  &lt;span style=&quot;color: #8b41b1&quot;&gt;]&lt;/span&gt;;
};&lt;/code&gt;&lt;/pre&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In addition to the &lt;code&gt;enable&lt;/code&gt; option, programs installed thus also provide a custom set of attributes that are configured via Home Manager through which one can customize the installation.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;One could also, however, install the fish shell directly from Nixpkgs (in a &lt;code&gt;configuration.nix&lt;/code&gt; file) as follows:&lt;/p&gt;&lt;pre&gt;&lt;code data-lang=&quot;nix&quot;&gt;environment&lt;span style=&quot;color: #d73948&quot;&gt;.&lt;/span&gt;systemPackages = &lt;span style=&quot;color: #8b41b1&quot;&gt;[&lt;/span&gt;
  fish
&lt;span style=&quot;color: #8b41b1&quot;&gt;]&lt;/span&gt;;&lt;/code&gt;&lt;/pre&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The benefit of Home manager&apos;s approach here is the configuration optionality. In addition to the basic availability of &lt;code&gt;fish&lt;/code&gt; on my system (the result of both approaches), I can also declare a string that will become its basic &lt;a href=&quot;https://fishshell.com/docs/current/language.html#configuration-files&quot;&gt;configuration file&lt;/a&gt; (&lt;code&gt;interactiveShellInit&lt;/code&gt;) and a list of &lt;a href=&quot;https://arnesonium.com/2022/09/some-great-fish-shell-plugins/&quot;&gt;plugins&lt;/a&gt; that will be installed alongside the shell itself.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;On one level, this is great: all my configuration is in one place. Home manager has an &lt;a href=&quot;https://home-manager-options.extranix.com/?query=fish&amp;amp;release=release-24.05&quot;&gt;option search&lt;/a&gt; where one can check whether a package exists, and what options it provides. In theory, if the documentation of options isn&apos;t clear, one can go to the &lt;a href=&quot;https://github.com/nix-community/home-manager/blob/release-24.05/modules/programs/fish.nix&quot;&gt;module declaration&lt;/a&gt; to try to reverse engineer which option will result in the desired outcome. In practice, though, I&apos;ve found it cumbersome to do this effectively, especially if I&apos;m new to the software in question and don&apos;t have an intimate understanding of its configuration options.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The main issue is that raw NixOS doesn&apos;t provide an obvious way to manage dotfiles. Home manager fills that void by providing a level of abstraction on top of Nixpkgs that incorporates a sense of the current user (and hence paths to the user&apos;s configuration files); but this additional level of abstraction is constructed in such a way that it is not always clear how to map &apos;configuring new software X based on its documentation&apos; to &apos;configuring new software X declaratively in Home manager&apos;. (This is not even to mention the more complicated case in which new software X is not supported by Home manager, in which case one would have to add the new module to Home manager upstream, or work out a workaround.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In summary, though Home manager is still useful for me due to its dotfile management utilities, it confused me early on, as I didn&apos;t always have a clear notion of whether I was installing modules via Nixpkgs or via Home Manager, and whether a configuration option was provided by Home Manager or by NixOS.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;span style=&quot;text-decoration: underline&quot;&gt;Note to past self&lt;/span&gt;: When installing new software, work first with a basic installation from Nixpkgs before trying to find an appropriate module in Home manager.&lt;/p&gt;&lt;h2&gt;&lt;a href=&quot;https://nixos.wiki/wiki/flakes&quot;&gt;Nix Flakes&lt;/a&gt;&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Flakes are kind of like a new version for Nix, much like Python 3 is when compared to Python 2. The overall use case is the same, but the tooling is (arguably) better with Flakes, and there are some features (such as pinned versions in a &lt;code&gt;flake.lock&lt;/code&gt;) that you fundamentally don&apos;t have in vanilla Nix without flakes. I personally adopted flakes when I first started using NixOS for no particularly good reason; just because they seemed like the &apos;modern&apos; way to work with Nix, a recipe for getting in over one&apos;s head with the Nix ecosystem, as has come to be the central theme of this post. As with Home manager, I don&apos;t regret the decision to use Flakes exactly, as I do think that they were and are useful for my use case. Like Home manager, however, choosing to adopt them steepened the learning curve in a way that probably could have been avoided had I had a better sense of &lt;em&gt;why&lt;/em&gt; they were useful for me.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I think of flakes as essentially a different and more integrated way to write Nix configurations. They&apos;re not actually fundamentally necessary for my NixOS configuration, as it&apos;s not primarily a &apos;library&apos; that is intended to be used by others: it&apos;s really just a standalone software that serves a purpose for me. Where flakes come in handy for me is when I am writing Nix files in association with particular coding projects, where I want a development environment, a build process, and some set of artifacts that are produced from the project. For more on how NixOS with Flakes works in this context, I refer the reader to the excellent section of the open source book &lt;em&gt;NixOS in Production&lt;/em&gt;, ``&lt;a href=&quot;https://github.com/Gabriella439/nixos-in-production/blob/main/manuscript/BigPicture.md&quot;&gt;The big picture&lt;/a&gt;&quot;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;span style=&quot;text-decoration: underline&quot;&gt;Note to past self&lt;/span&gt;: don&apos;t use flakes with your NixOS configuration; learn about them afterwards and apply it to dev environments.&lt;/p&gt;</content></entry><entry><title>Using two ReMarkables</title><id>https://ohrg.org/using-two-remarkables.html</id><updated>2024-11-06T00:00:00+00:00</updated><link href="https://ohrg.org/using-two-remarkables.html" rel="alternate"/><content type="html">&lt;h2&gt;Using two ReMarkables&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I&apos;m a PhD student currently, which means that I spend most of my work life reading, or thinking about what I should read next. The timelines for my reading schedules range from what I need to read before a class or meeting next week, to what I ought to read for a paper or research trajectory that won&apos;t have any meaningful check-in until next year.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I bought the &lt;a href=&quot;https://support.remarkable.com/s/article/About-reMarkable-1&quot;&gt;reMarkable 1&lt;/a&gt; when it first came out in 2017, and was a pre-order customer of the &lt;a href=&quot;https://remarkable.com/store/remarkable-2&quot;&gt;reMarkable 2&lt;/a&gt; when it dropped in 2020. When reMarkable announced and released the new &lt;a href=&quot;https://remarkable.com/store/overview/remarkable-paper-pro&quot;&gt;Paper Pro&lt;/a&gt; this September, 2024, I had ordered it within an hour. This is partially due to the undeniable fetish that I have for tech, software and hardware alike, being a tinkerer and early adopter by nature. It is also because I resonate deeply with reMarkable&apos;s vision and design ethos, which is to recreate the tactile and organizational experience of paper in an electronic tablet. As I often remark to observers when they ask about my tablet(s), the reMarkable will not replace your iPad, and therein lies its beauty. It is at its best when you are jotting down notes as if it is paper, or reading and annotating a PDF or EPUB in place of having a printed copy in front of you.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;ReMarkable&apos;s exquisite execution of this design imperative, to keep the thing as &apos;just&apos; or &apos;better paper&apos;, has consequences in a digital workflow. Switching between a PDF being read/annotated and a notebook in which notes/thoughts are being transcribed is not the smoothest experience. One has to swipe down with two fingers from the top of the device (a somewhat error-prone operation given the e-ink&apos;s diminished responsiveness when compared to a touch-screen smart phone), select the notebook to switch to, and then wait a second or so for it to open. This is arguably a software deficiency that could be improved, but the fundamental problem can be articulated in terms of the &apos;better paper&apos; design ethos: a reMarkable tablet is only one piece of paper at any given time. Switching between a notebook and a book therefore naturally has some overhead.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Given my already admitted fetish for new tech, I therefore use &lt;strong&gt;two&lt;/strong&gt; reMarkable tablets in my current paper- and book-reading setup. The new Paper Pro is the tablet on which I view the paper or book that is being read. The bigger screen makes a huge difference when it comes to double-column papers, and the color display means that I can employ a range of highlighters to give a better map of the document when I return to it. (Yellow is for generally important phrases, blue for definitions of terms or critical concepts, and green for terms or references that I want to look up after reading.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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&quot; width=&quot;486&quot; height=&quot;647&quot;&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My reMarkable 2 sits to the right of my Paper Pro, and serves chiefly as a notebook where I write down important points as I read. This notebook is my main &apos;map&apos; of the paper or book that I return to if I want to understand what I figured as important while I was reading. I employ a similar colorized strategy for notes, where black is my default color, and blue indicates a thought in apostrophe or otherwise adjacent idea. Green is for references or things to look up later, and red is reserved for particularly important ideas or notes to self.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Thoughts about what I should read or do next often occur to me as I read, and so I use a notebook on my reMarkable 2 as an inbox for &quot;todo&quot; items that occur to me throughout the day. In the month or so that I&apos;ve been using the Paper Pro, I&apos;ve found that it&apos;s not (yet) as responsive as the reMarkable 2, presumably as the team hasn&apos;t yet optimized the device&apos;s software through bug reports and iteration. So the reMarkable 2 serves as my notebook, but also as the device where I can context-switch to jotting down a TODO.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My one other major nit with the reMarkable is the lack of a fluid way to flick to endnotes or references in a document, especially in PDFs that don&apos;t have the relative links embedded. Even where the relative link does exist, meaning that the tablet allows you to click on the endnote or reference and jump directly to the page, the return link disappears after 3 or 4 seconds, which is almost never long enough to read the endnote or scrutinize the bibliography entry. In the event that I go over time, the link back disappears and I need to manually find my way back to the page that I was on.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When the link doesn&apos;t exist, the best way to navigate I&apos;ve found is to swipe up with one finger from the bottom of the screen, and then drag the slider to the approximate point in the document where one understands the relevant endnote to be. Not only is this endnote discovery error-prone and relatively slow; the same issue of returning emerges. The document slider retains a reference to the page that one comes from, but it times out in 3 or 4 seconds just like the backlink for endnotes. Moreover, if one doesn&apos;t jump directly to the correct page for the reference (which is almost always the case, given that the slide operation is approximate unless one directly keeps track of page numbers), then one similarly loses the reference to the original page.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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      &quot;length&quot;: 0.0
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  }
}&quot;&gt;Having a second reMarkable gloriously solves some of these problems, as I can use my reMarkable 2 to view the endnotes and references as I read on my Paper Pro. This has the added benefit that, when referencing endnotes, one often wants to retain the last page that one viewed an endnote on, as the next one will follow in sequence.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I am fully aware that having two reMarkables is not a particularly low cost solution to my usability issues. But because of the aforementioned fetish, I had both tablets in any case, and have found that bringing the two of them with me to a cafe greatly enhances my productivity. The experience of reading with one tablet and note-taking with a second has allowed me to conclusively leave my laptop at home in most cases, as I would previously take notes in a text editor on it while reading the text on my reMarkable. Because the full reading/note-taking experience is now all in reMarkable(s), I am much less likely to get distracted and idly open up email or a browser tab, as I disconnect my phone from the Internet when deep concentration is needed.&lt;/p&gt;</content></entry><entry><title>What is &apos;modern culture and media&apos;?</title><id>https://ohrg.org/what-is-modern-culture-and-media.html</id><updated>2024-01-25T00:00:00+00:00</updated><link href="https://ohrg.org/what-is-modern-culture-and-media.html" rel="alternate"/><content type="html">&lt;h2&gt;What is ‘modern culture and media’?&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As the new year has now turned around, I am (once again) promising myself that I will write something more regularly. I am entering the latter half of my third year as a PhD student at Brown University in the department of Modern Culture and Media– a department that, unless you happen to be invested in the landscape of a particular kind of institutionalized humanities in the U.S., requires some context.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The department is generally described, and generally describes itself, as a &quot;media studies&quot; program. The discipline of media studies approaches the question of so-called &apos;media&apos; from a wide berth of lenses. Rather than working in a specifically productivist manner towards improving existing media or imagining new forms of media, media studies is a disciplinarily polyglot designation in which scholars research and theorize the effects of media in society.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Some media studies programs branch off or out from English departments, in that they treat more modern forms of media critically in much the same way a literary theorist or commentator might treat a text. Though departments and scholars will stretch themselves to stress that they work on &apos;many&apos; or even &apos;all&apos; forms of media, the moniker &apos;media studies&apos; is usually a not-so-veiled reference to film. Film studies emerged in the late 20th century, as the medium was popularised and academicized: but as the recognition that it is possible to read more than just film as &apos;texts&apos;, many programs sought to rebrand from &apos;film studies&apos; to &apos;media studies&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though &apos;media&apos; originally referred specifically to technological, man-made media (as this was the arguably narrow-sighted focus of the first &apos;media studies&apos; scholars, i.e. &lt;a href=&quot;https://en.wikipedia.org/wiki/Marshall_McLuhan&quot;&gt;McLuhan&lt;/a&gt; and &lt;a href=&quot;https://en.wikipedia.org/wiki/Friedrich_Kittler&quot;&gt;Kittler&lt;/a&gt;), in recent years the berth of media&apos;s lane has become broader. At least since John Durham Peters&apos; 2015 book &lt;em&gt;&lt;a href=&quot;https://press.uchicago.edu/ucp/books/book/chicago/M/bo20069392.html&quot;&gt;The Marvelous Clouds&lt;/a&gt;&lt;/em&gt;, it has come to be acknowledged that we can sensibly talk about almost anything, material or immaterial, as media: the clouds: the Earth, the Internet, animals, architecture, and so on. This opening from media-as-technology to media-as-everything is not dissimilar to the shift from departments of film studies to departments of media studies: while the former designated a relatively limited field of study, the latter presumes to sidestep those strictures and open out into a more collaborative, more inclusive sense of itself.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This rebranding has opened up a pandora&apos;s box of opportunity in media studies departments. Freed from the constraints of any particular methodological or disciplinary backbone, &apos;media&apos; is now an invertebrate term stretched every which way. Do you write books that interpret TV shows through a Marxist lens? That&apos;s media studies. Do you study the political effects of radio broadcasts between U-boats in World War II? That&apos;s media studies. Are you working on the multispecies relation between dolphins and kelp? That&apos;s media studies.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Though these &apos;opening outs&apos; almost certainly originate in a motion on the part of many scholars towards a more inclusive academy, they fall somewhat sweetly into the pockets of an administrative desire to collateralize humanities departments under one big roof. The &quot;humanities&quot; are increasingly imagined as one, big department, rather than a collection of atomised disciplinary inquiries. In other words, the utopian rhetoric of the &apos;collaborative humanities&apos; often effects the defunding and deterioration of humanistic pursuit under the guise of modernizing (and even sometimes &apos;decolonizing&apos;) the academy.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-4&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; Departments were once conceived as shelters from the storms of executive profiteering, from the need to find immediate &apos;cash value&apos; (i.e. quantifiable according to the wayward metrics of the neoclassical economic imagination) in certain forms of literary, philosophical, or scientific study.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In 1991, a graduate of the Semiotics program at Brown made a significant gift to that program. The Semiotics program was an undergraduate specialization formed in the English department in 1974 in response to student interest.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-5&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; As such, Semiotics combined with the program of Modern Literature and Society to become the department of Modern Culture and Media, then and now committed specifically to &quot;projects designed to promote and contribute to scholarship and production dealing with theories, practices and histories of modes of representation as they engage mass mediated culture.&quot;&lt;sup id=&quot;loc-3&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-6&quot;&gt;3&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;So Modern Culture and Media– or MCM, as it is colloquially known– is something of a typical media studies department in that it originated in the theory of language and literature in an English department; but now encompasses a range of scholarly pursuits related to media of many forms.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I heard about the department as an undergraduate through the work of one its previous faculty members, &lt;a href=&quot;https://en.wikipedia.org/wiki/Wendy_Hui_Kyong_Chun&quot;&gt;Wendy Chun&lt;/a&gt;, who was a Professor in MCM until 2020. Chun works with the training of a literary theorist (her Ph.D. from the Princeton English department) to theorise and critique &lt;span style=&quot;text-decoration: underline&quot;&gt;digital&lt;/span&gt; media. I studied Computer Science in my undergrad (alongside a smattering of seminars in German, where the media philosophy was being taught at my institution), and had come to really enjoy coding and learning about software as an intellectual pursuit. Because Chun was at Brown, MCM had a reputation for literary and philosophical studies about computing in general and software in particular. (Though Chun is no longer at Brown, many current graduate students and faculty still work in the orbit of computing as media in some form.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I started a PhD program in MCM at Brown in September 2021, and am currently working towards my field examinations; which I will sit in September 2024. Next up: a primer on my fields and current course of study.&lt;/p&gt;</content></entry><entry><title>Why we should give feedback to students</title><id>https://ohrg.org/why-we-should-give-feedback-to-students.html</id><updated>2024-01-29T00:00:00+00:00</updated><link href="https://ohrg.org/why-we-should-give-feedback-to-students.html" rel="alternate"/><content type="html">&lt;h2&gt;Why we should give feedback to students&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Today&apos;s work doesn&apos;t fit on one of my three tracks, as it consisted of grading papers from a course for which I was a TA (Teaching Assistant) in the Fall semester, &lt;em&gt;MCM 0150: Introduction to Modern Culture and Media&lt;/em&gt;. I submitted final grades for these papers for the students in my section in late December, but I had (until today) neglected to return students their final papers, annotated with comments. Though returning these papers is not something that the course&apos;s professors nor the University would strictly enforce, as from their perspective a final grade is all that needs to be formally booked, it feels churlish to not do so. As best I can, I am trying to avoid the commonplace duplicity of suggestion in academic life, in which professors consciously or otherwise suggest that they are &quot;always&quot; happy and available to review work, but then rarely actually get back to students when they receive it. I recognize that this attitude is produced by the increasingly neoliberal labour politics of the academy, in which the boundary between work and life is supposed to exist only for those who are not intellectually or emotionally equipped to deal with their collateralising. As an aspiring academic, in other words, one feels one &lt;em&gt;must&lt;/em&gt; be open to be intellectually or pedagogically available to all opportunities, especially those that are not obligatory and/or are unpaid. To refuse these would be, to use a phrase from my duologic life as a software engineer, to signal oneself as a bad &apos;cultural fit&apos; for the academy.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I am against comporting oneself to such suggestions for their own sake, or for the sake of &apos;staying with the trouble&apos;. But giving time to students is an undertaking that deserves a different category, not least because it can often entail a rejection of the strictures and norms of the academy&apos;s labour expectations, rather than succumbing to them. My interest in properly attending to papers students send to me is really more a reflection of the experience that I have had as an undergraduate student, as a working person, and also as a graduate student of struggling to find friends or fellows who will &lt;em&gt;actually&lt;/em&gt; read and discuss academic work. There is a lot of posturing regarding interest in reading groups, extensions of seminar, and so on; but very few who want to make good on the promise that they will read something together, or offer comments on a work in progress.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There is of course an element of comfortability and community at play here, and I am not suggesting that everyone ought to be comfortable reading everything with everyone, or that anyone in particular should be comfortable reading any particular text with me, of all people. But it is somewhat surprising that in a graduate body of nearly 3000, at least a third of which are notionally committed to some form of close reading as an occupational hazard, it is not straightforward to find others who want to make time to work through texts. As an undergraduate at Princeton, I felt much the same. (I effectively failed to start an extracurricular book club within a group of people who had &apos;literary&apos; inclinations.) During a stint working in Silicon Valley, I somewhat hilariously proposed to read Lampedusa&apos;s novel &lt;em&gt;Il Gattopardo&lt;/em&gt; (in the English translation of course) with aspiring tech aesthetes in an entity titled &apos;Club Book&apos;. After the first session (7pm after work on a Monday), it was clear that most attendants&apos; idea of a book club was substantiated much more by alcohol consumption than it was reading or discussion. As a researcher working at a human rights research group in London, I semi-successfully initiated an after-work reading group called &lt;a href=&quot;https://argnotes.club/&quot;&gt;A.R.G&lt;/a&gt; which ran more than 20 sessions; but even here there were really only one or two other regularly committed attendees.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The aesthetic of humanities at universities like Brown tells us that reading, writing, and thinking critically is important; yet the apparatus of attention around those activities (especially when they are not directly legitimised by institutions with names, or professors with titles) is often quite alienating. Perhaps this is a luxury unique to the Ivy Leagues, which are admittedly the only schools at which I have formally pursued courses of study. Indeed, many of my best experiences within these institutions have been with professors or students who have spent significant time at public institutions, in the U.S. or elsewhere.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;So I spent three or four hours today annotating papers the grades for which I have already submitted.&lt;/p&gt;</content></entry><entry><title>Writing Academic Essays</title><id>https://ohrg.org/writing-academic-essays.html</id><updated>2025-01-01T00:00:00+00:00</updated><link href="https://ohrg.org/writing-academic-essays.html" rel="alternate"/><content type="html">&lt;h2&gt;Writing Academic Essays&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As an undergraduate student in the US, I feel like I never properly learned how to structure an academic essay. This was no doubt partially due to my being a bad student who never asked the right questions; but I do think that there is something in the structure of an interdisciplinary liberal arts education in the U.S. in the 21st century that regretfully avoids giving students strong guidelines on how to write a coherently argumentative essay. The following are a set of principles that influence how I have come to write essays– which is to say that they might be totally inadequate for many forms of writing, and don&apos;t necessarily stand up as guidelines for getting writing accepted anywhere for publication. They are rather my own reflections on what I have come to see as &apos;good&apos; academic work, i.e. work that I find valuable and meaningful in its own right, regardless of where/how it is published.&lt;/p&gt;&lt;h2&gt;Have a thesis statement&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This is an almost brazenly obvious point, but it continues to surprise me how much writing I read where I cannot seem to make a clear argument out. A thesis statement is a sentence that can be formatted as an &apos;I argue that…&apos; phrase. There are good arguments (defensible, well-evidenced, offers some bearing on something important) and bad arguments (unfalsifiable, shoddily evidenced or under-substantiated, apparently correct but unimportant).&lt;/p&gt;&lt;h2&gt;Each section and paragraph of the essay should service your argument&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If the relationship between a paragraph or section of your essay to your thesis statement is not clear, then you should provide orienting notes so that the reader can follow along. For example, &apos;In order to show that [argument], it will be instructive first to look at [content in this section] to establish [the basis for a dimension of the argument that I will go on to outline]&apos;. Tidbits or references that are not directly in service of an essay&apos;s argument should either go to a footnote (&apos;Though it does not bear directly on my argument here, …&apos;), or should not be included in the essay.&lt;/p&gt;&lt;h2&gt;Start with a clear presentation of one concept or object&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A thesis statement is often composed of terms or objects that the essay will mobilize in a particular way. It is important to show your reader how you understand these terms, a demonstration that can but doesn&apos;t necessarily need to reference theorists or texts that use the term in similar ways to how you understand them. For example, if your argument is that &apos;cycling shoes are a commodity that epitomize late capitalism&apos;, it is normal and perhaps advisable to structure your essay according to a progressive unpacking of the terms in your argument: &apos;I first define cycling shoes as a variant of shoe that first appeared in the 60s… I then indicate that a commodity is an exchangeable object by way of Marx&apos;s theory of the commodity in &lt;em&gt;Capital&lt;/em&gt;… and finally I argue that late capitalism started in the 70s and persists until today&apos;. A writing advisor once told me that all good essays in both undergrad and grad school are simply extended detailings of singularly enigmatic terms (&apos;late capitalism&apos;), and I am not sure that they are wrong.&lt;/p&gt;&lt;h2&gt;Don&apos;t try to predict the future&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I don&apos;t know if it is the increasing instrumentalization of the humanities by &apos;the sciences&apos; in service of solving their ethical conundrums or something else in the academic air, but predictive arguments about the future seem on the rise. Arguments of the structure &apos;I argue that [X] will happen because [Y]&apos; are generally on shaky ground (I would argue). Even if you are convinced that you know how something will play out, it is almost always better to temper the tone of your argument to something a bit more moderate, i.e. &apos;I argue that [X historical or philosophical concept] reveals something important about the [current situation of Y]&apos;. Admittedly, this tempered format is less falsifiable, as it doesn&apos;t presume to know what &lt;em&gt;will&lt;/em&gt; happen next in some area of social life. But if you want to write an essay that will withstand the test of time, you should be &lt;em&gt;very&lt;/em&gt; careful about what straightforward predictions you make.&lt;/p&gt;&lt;h2&gt;Provide the reader with insight they would not obviously get by reading your essay&apos;s sources&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This is the difference between an essay that simply represents other arguments and one that makes its own. Representing and interpreting other arguments is an important part of academic writing, and you should not shy away from doing the work of explaining how you understand another text or writer in your essays. Often this is the most important work in an essay, i.e. showing the reader how you understand other texts. But your argument should not be a simple addition of the texts together (argument X + argument Y = my argument). You should rather provide the reader with something that they could not obviously get simply by reading your sources; i.e. to show that a dimension of argument X can be better understood by taking into consideration the claims in argument Y.&lt;/p&gt;&lt;h2&gt;Don&apos;t assume that the reader is familiar with the texts/sources you are discussing&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Good writing does not assume that a reader has read the texts and sources under examination carefully. Rather, it shows the reader the important aspects of these texts through careful interpretation in service of an argument. If my argument is that Freud&apos;s method of interpreting dreams allows us to read tweets as emanations of the unconscious (an argument of which I would be highly suspicious), you should not assume that your reader has read Freud or has any clear notion of what he means by the unconscious. You should rather present a reading of what you understand Freud to mean when he talks about the unconscious in service of showing its relevance to tweets.&lt;/p&gt;&lt;h2&gt;A greater number of citations doesn&apos;t always amount to stronger evidence&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Citations are an important part of academic writing, as they show that your argument is situated within a body of work and that you are not writing &apos;off the cuff&apos; with no idea of what has previously been said about your object or subject. But citations should also be employed judiciously. As a general rule of thumb, if you do not go on to offer a direct interpretation of a sentence in terms of its structure or word choice, then it is almost always better to paraphrase the original point (while still providing the appropriate page reference from which you drew it). Paraphrasing is a form of interpretation; it shows how you understand a text or object, and what you see as important about it for the sake of your argument. You should &lt;span style=&quot;text-decoration: underline&quot;&gt;not&lt;/span&gt; drop in extra citations for the sake of it, or simply to show that you know about the existence of a text or book (except occasionally in a footnote, if you want to flag that some text exists but is not being addressed or bears some tangential relevance to your argument).&lt;/p&gt;</content></entry><entry><title>Writing in Typst | Hacking on Neovim with Claude</title><id>https://ohrg.org/writing-in-typst.html</id><updated>2025-11-01T00:00:00+00:00</updated><link href="https://ohrg.org/writing-in-typst.html" rel="alternate"/><content type="html">&lt;h2&gt;Writing in Typst | Hacking on Neovim with Claude&lt;/h2&gt;&lt;h3&gt;What is a ‘good’ writing system?&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have been &lt;a href=&quot;devonthink-part-i.html&quot;&gt;incrementally&lt;/a&gt; &lt;a href=&quot;devonthink-part-ii.html&quot;&gt;hacking&lt;/a&gt; &lt;a href=&quot;devonthink-part-iii.html&quot;&gt;on&lt;/a&gt; my writing environment for some time now, since at least 2013 when I started seriously using computers in undergrad. A couple of years ago, I migrated to Orgmode as the best markup syntax for my needs, and &lt;a href=&quot;writing-setup.html&quot;&gt;wrote a post about how Emacs and Orgmode serviced my writing needs&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Here’s a summary of that post and the core tenets of what I consider an acceptable writing environment, parsed out over the five or so years I’ve been experimenting with one through grad school:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;strong&gt;Flexible, powerful and distraction-free&lt;/strong&gt;. In short, this means that the environment needs to be an extension to a modal editor in the terminal. I started using a &lt;a href=&quot;https://carlosbecker.com/posts/ed/&quot;&gt;modal text editor&lt;/a&gt; around 2018, and use a range of ergonomic keyboards in &lt;a href=&quot;cycling-typing.html&quot;&gt;funky ways&lt;/a&gt; that make using a mouse undesirable in most cases. (The web browser is the one environment where I still get some mileage out of a mouse. I do a lot with keyboard shortcuts via &lt;a href=&quot;https://vimium.github.io/&quot;&gt;Vimium&lt;/a&gt;, but there are still some contexts where it’s just quicker or more comfortable to use a mouse.) One of the main reasons that I settled on Orgmode rather than, say, Markdown at the time was because of its &lt;a href=&quot;https://orgmode.org/manual/Citations.html&quot;&gt;more standardized bibliographic management&lt;/a&gt;.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;strong&gt;Non-proprietary and sane markup format&lt;/strong&gt;. Microsoft Word documents and Google Docs are great for a lot of things, but I refuse to rely on either of them as a primary format for all of the writing I do, as their formats are too hard to parse (to write custom software for) and bound to Microsoft’s and Google’s ecosystems respectively. The ability to run Unix-style commands on a simple markup format from a terminal to search and replace, for example, is an essential. Writing documents in a plain-text markup language also gives me the safety of knowing that, if it really came down to it, I could write my own parser and compilers. My writing archive shouldn’t strictly rely on some company’s infrastructure to host, search, or otherwise make use of the thought it contains. Using such a format also means that cross-platform editing is made simpler and possible. (I run linux mostly, but still regrettably use Android as my phone’s operating system.)&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;strong&gt;Multi-format export&lt;/strong&gt;. &lt;a href=&quot;https://willcrichton.net/notes/portable-epubs/&quot;&gt;Most of the world’s documents are still PDF&lt;/a&gt;. There’s no getting away from needing to export writing as PDF in many cases– for e-readers like &lt;a href=&quot;using-two-remarkables.html&quot;&gt;the reMarkable that I use&lt;/a&gt;, or for submission to conferences. But we increasingly read writing on a web page of some sort, and so I also need a workflow to export fully functional documents to HTML and CSS, too. Other formats that are interesting if not essential include some kind of presentation file (PowerPoint, or better: just a website that has slideshow-like interactions), Markdown for rich formatting to copy somewhere, and plain text.&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have up until very recently used Orgmode as my markup language of choice, exported them to PDF with &lt;a href=&quot;https://www.latex-project.org/&quot;&gt;latex&lt;/a&gt;, and exported them to HTML with &lt;a href=&quot;https://pandoc.org/&quot;&gt;pandoc&lt;/a&gt;. But I am very attached to the Neovim ecosystem for my code editing and writing, and so it was clunky to open up an Emacs installation (that I barely understood) exclusively to edit Orgmode. So I switched to editing Orgmode in Neovim along with everything else, &lt;a href=&quot;https://github.com/breezykermo/nixos/blob/f79c84baa8433767189c9d7b434137ba80c63531/home-manager/server/neovim/init.lua#L765-L990&quot;&gt;using plugins&lt;/a&gt; and &lt;a href=&quot;https://github.com/breezykermo/nixos/blob/f79c84baa8433767189c9d7b434137ba80c63531/home-manager/server/neovim/init.lua#L765-L990&quot;&gt;custom functions&lt;/a&gt; to get towards the writing experience that I wanted.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This has actually worked surprisingly well, but it has some sharp edges. One of the more significant ones is that any time I want to produce anything more complicated than basic, formatted text with citations and footnotes– for all of which pandoc transformations produce reasonable output in both HTML and PDF– I need to start embedding LaTeX into Orgmode, and deal with the LaTeX toolchain / dependency management in order to compile a PDF. Similarly, if I want to produce an interactive HTML document, I need to embed the source code directly in Orgmode and ensure that the export process handles dependencies and the like appropriately.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Some of this is unavoidable. If I want to run custom Javascript in a website that is well beyond the expressive capacities of a markup language, at some point I just want to be able to write Javascript. But what I found frustrating about my Orgmode / LaTeX / HTML workflow is that there wasn’t any reasonable way to work towards extending the markup language in &lt;em&gt;some&lt;/em&gt; ways, unless I was willing to start developing my own bespoke flavor of Orgmode plus plus. I also don’t particularly like wrestling with the LaTeX ecosystem, because– and this is hardly controversial to say– &lt;a href=&quot;https://tex.stackexchange.com/questions/222500/why-is-latex-so-complicated&quot;&gt;LaTeX has a lot of bloat&lt;/a&gt;. What I wanted was a more &lt;em&gt;extensible&lt;/em&gt; system which had saner defaults.&lt;/p&gt;&lt;h3&gt;Enter: Typst&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A few months ago, I started seriously considering &lt;a href=&quot;https://typst.app/&quot;&gt;typst&lt;/a&gt; as a potential replacement for LaTeX. At the very least, I thought, it would be more fun to wrestle with a modern ecosystem when struggling to produce some custom table or figure in my output PDF, as typst has a &lt;a href=&quot;https://typst.app/docs/reference/layout/&quot;&gt;layout system&lt;/a&gt; that uses terms that are a lot more intuitive to me than the black magic of laying out LaTeX documents.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It just so happened, however, that I started to follow typst development more closely at a time when the final touches to the &lt;a href=&quot;https://github.com/typst/typst/issues/5512&quot;&gt;basic foundations of HTML export&lt;/a&gt;, such as footnotes and bibliography, were just about to be added to the upstream. So I made &lt;a href=&quot;https://github.com/typst/typst/pulls?q=is%3Apr+author%3Abreezykermo+is%3Aclosed&quot;&gt;a few contributions&lt;/a&gt; to spirit it along, and started more serious experimentation using typst as a unified way to produce &lt;em&gt;both&lt;/em&gt; PDF and HTML in my writing environment. Pandoc &lt;a href=&quot;https://pandoc.org/MANUAL.html#typst&quot;&gt;can convert to and from typst&lt;/a&gt;, so I originally intended to keep writing documents in Orgmode and then transiently convert them to typst in order to produce PDF and HTML both. But I quickly found that the typst syntax natively accommodates all of the features that I make use of regularly in Orgmode such as citations, footnotes, headings, links and text decoration– and then some.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;So why not write my blogs, papers, and documents directly in typst? I considered the critical features of my Neovim / Orgmode writing environment that I didn’t want to abandon:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;strong&gt;Shortcuts for markup&lt;/strong&gt;. The &lt;a href=&quot;https://github.com/nvim-orgmode/orgmode&quot;&gt;nvim-orgmode plugin&lt;/a&gt; makes writing Orgmode in Neovim pleasurable, providing shortcuts to insert a link and basic text decoration while composing.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Citation and link picking&lt;/strong&gt;. Though I’ve gone without it for a few months for reasons that are immaterial here, I used to have a shortcut to bring up a fuzzy finder for all of my bibliography entries to easily insert a citation. The same fuzzy finder would make it easy to link to local files (in a website, for example, to link to other posts).&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Document folding&lt;/strong&gt;. The ability to fold away all of the text beneath a heading is very useful when navigating larger documents, as it helps me to compartmentalize writing tasks and organize longer documents such as a dissertation chapter.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Export shortcuts&lt;/strong&gt;. I have customized my Neovim editor so that I can easily export the active Orgmode document (through the pandoc and LaTeX processes described above). Personally, I don’t feel that I need a real-time live preview of the document as I type, as I generally just want to check that it looks reasonable at certain junctures in the writing process, rather than continuously.&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The one other feature of Orgmode that I have come to rely on heavily is its &lt;a href=&quot;https://orgmode.org/manual/TODO-Basics.html&quot;&gt;TODO functionality&lt;/a&gt;. I typically only use this in notes related to projects or tasks more generally, however, and not in documents that are intended for publication such as a paper or blog post.&lt;/p&gt;&lt;h3&gt;Enter: Claude Code&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;At this point in the past of a new writing technology’s prospecting, I would go searching for a Neovim plugin for typst and hope that it provides features that satisfy a majority of these requirements. I’ve spent a fair bit of time &lt;a href=&quot;https://github.com/breezykermo/nixos/blob/f79c84baa8433767189c9d7b434137ba80c63531/home-manager/server/neovim/init.lua&quot;&gt;tinkering with my init.lua&lt;/a&gt;, the entrypoint for customizing Neovim, but I’ve never had the time nor interest to sit down and write a plugin from scratch.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;LLMs, of course, are at time of writing taking the coding world by storm. I have started moderately relying on &lt;a href=&quot;https://github.com/anthropics/claude-code&quot;&gt;Claude Code&lt;/a&gt; when writing some– though certainly not all– kinds of code. As is well-known by now, Claude is especially good at scaffolding hacky scripts or modules from scratch, when no large codebase or domain-specific knowledge needs to be kept in context. A Neovim plugin, I realized this morning, is a pretty ideal domain for LLM-assisted coding. The ‘codebase’ is often just a single configuration file, and the domain-specific knowledge is the Neovim editor itself, a well-documented and expansively customized software for which there are many examples on Reddit.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-2&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;So I fired up Claude Code earlier this afternoon, and– fast-forward an hour or two– I have a fully functional writing environment for Typst that essentially has feature-parity with my Orgmode environment. Moreover, my &lt;a href=&quot;https://github.com/breezykermo/nixos/tree/main/home-manager/server/neovim&quot;&gt;Neovim config&lt;/a&gt; is now much more comprehensibly modularized; and I have a tried-and-tested method for extending it without needing to spend days learning the ins-and-outs of Neovim’s API; and &lt;a href=&quot;https://github.com/breezykermo/nixos/commit/67cdbbae0dd77db766289b7f6eb278091ab937dd&quot;&gt;some bugbears in my NixOS config were eliminated&lt;/a&gt; while I was at it. (If that last bit means nothing to you, count yourself lucky!)&lt;/p&gt;&lt;h3&gt;My new writing environment&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I use &lt;a href=&quot;https://tree-sitter.github.io/tree-sitter/&quot;&gt;treesitter&lt;/a&gt; for syntax highlighting, and Typst already looks pretty good with it. I get function completion &lt;a href=&quot;https://github.com/breezykermo/nixos/blob/main/home-manager/server/neovim/lua/plugins/lsp.lua#L17-L24&quot;&gt;by integrating an LSP for the format&lt;/a&gt;, for which I’m using &lt;a href=&quot;https://github.com/Myriad-Dreamin/tinymist&quot;&gt;tinymist&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As I noted above, I haven’t had dynamic link or citation insertion for some time. It was one of the features that got lost in my move from writing Orgmode in Emacs to writing it in Neovim. I use &lt;a href=&quot;https://github.com/nvim-telescope/telescope.nvim&quot;&gt;telescope.nvim&lt;/a&gt; for general search and file-picking when coding in Neovim, and I figured that I could use a customized pop-up to dynamically pick available citations from the relevant &lt;a href=&quot;https://www.overleaf.com/learn/latex/Bibliography_management_with_bibtex&quot;&gt;BibTeX&lt;/a&gt; file, too. After a few minutes of &lt;a href=&quot;https://simonwillison.net/2025/Oct/7/vibe-engineering/&quot;&gt;vibe-engineering&lt;/a&gt;, I have the following:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;video src=&quot;/static/typst-links-citations-demo.mp4&quot; controls=&quot;&quot; playsinline=&quot;&quot; class=&quot;video-embed&quot; loop=&quot;&quot; autoplay=&quot;&quot; muted=&quot;&quot;&gt;&lt;/video&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When I am writing in Typst, and I want to bring in a reference, I can open a panel. Note that the search is full-text, not just using the reference ID. I also have a shortcut to specify which bib file to use through the &lt;code&gt;#bibliography&lt;/code&gt; function in Typst. I can insert links in the same way as citations, both references files relative to the current one (blog posts on the same site), and external links. Both the citation and link insertion work either by highlighting text and annotating it, or to insert new links/citations. I also have a similar shortcut to add footnotes.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This is pretty functional now for generic writing!&lt;/p&gt;&lt;h3&gt;Future work&lt;/h3&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Typst isn’t ideal for producing fully-featured websites currently, as HTML export is experimental. Even when it becomes better supported, the project is– understandably, given its priority supporting PDF– taking a &lt;a href=&quot;https://github.com/typst/typst/issues/5512&quot;&gt;relatively conservative approach&lt;/a&gt; to HTML generation. Anything that doesn’t have a robust analog in a PDF document, such as videos and hover panels, will have to be ‘embedded’ in Typst with HTML/CSS/JS, rather than being written in Typst syntax. The current experience isn’t much worse than Orgmode with Pandoc, though, and the Typst roadmap promises that it will become much better in the relatively short-term future.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;There is a longstanding issue that I’ve had with links in Orgmode that I haven’t yet tackled with Typst. When I’m writing, I like hyperlinked text to appear as it will in the final document, i.e. without the underlying URL on display. When editing any particular line, though, it’s better that all of the links are ‘expanded’ to their full source syntax (&lt;code&gt;#link(&quot;...&quot;)[...]&lt;/code&gt;) so that it’s feasible to edit the markup without requiring any fancy shortcuts. The effective shortening of lines that occurs when hiding these URLs results in different Neovim line-wrapping requirements, with which the Orgmode plugin I have been using does a bad job, giving ugly linebreaks in documents with long links. This link presentation will likely be the next feature I add to my Neovim Typst plugin.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I’ll add to the capabilities in &lt;a href=&quot;https://github.com/breezykermo/nixos/tree/main/home-manager/server/neovim/lua/typst&quot;&gt;my Neovim config files&lt;/a&gt;, and might eventually release a separate plugin if the features become significant/mature enough.&lt;/p&gt;</content></entry><entry><title>Writing Setup</title><id>https://ohrg.org/writing-setup.html</id><updated>2024-02-07T00:00:00+00:00</updated><link href="https://ohrg.org/writing-setup.html" rel="alternate"/><content type="html">&lt;h2&gt;Writing Setup&lt;/h2&gt;&lt;h2&gt;Introduction&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;A slight digression from my regular train of thought to put to paper the environment in which I write &lt;a href=&quot;index.html&quot;&gt;these logs&lt;/a&gt;; which is also the environment in which I have written academic papers for the past year or so.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I write entirely within a terminal-emulated version of &lt;a href=&quot;https://github.com/doomemacs/doomemacs&quot;&gt;Doom Emacs&lt;/a&gt;, exporting to either PDF or HTML documents as is necessary. This environment supports &lt;em&gt;all&lt;/em&gt; of my writing - papers (single or double column), abstracts, syllabi, blogs, wikis, meeting notes, etc. I even write my slides in Emacs, which I can export as &lt;a href=&quot;https://github.com/hakimel/reveal.js&quot;&gt;reveal.js&lt;/a&gt; presentations&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-8&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;. The markup language I use (for all of these tasks) is &lt;a href=&quot;https://orgmode.org/&quot;&gt;Org Mode&lt;/a&gt;; a format that is actually the main reason I started taking notes in Emacs (being a long-time &lt;a href=&quot;https://en.wikipedia.org/wiki/Vim_(text_editor)&quot;&gt;vim&lt;/a&gt; user for coding tasks) in the first place.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Org is a plain-text markup language like Markdown, but has extensive capacity in its syntax for things like jotting down &quot;todo&quot; bullets (with dates, deadlines, notes included), and as such works basically as a way to powerfully organize a whole system of notes written in it. Markdown is great as a plain-text markup language for single documents, such as READMEs, but it isn&apos;t purpose-built for organizing a whole collection of documents in the way that Org is. Apps like &lt;a href=&quot;https://obsidian.md/&quot;&gt;obsidian&lt;/a&gt;, &lt;a href=&quot;https://roamresearch.com/&quot;&gt;roam&lt;/a&gt;, and &lt;a href=&quot;https://www.markdownguide.org/tools/notion/&quot;&gt;notion&lt;/a&gt; have done a great job popularising the idea of note &apos;vaults&apos; as the best way to organise thought in writing.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-9&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; These apps/systems strive to serve as good interfaces for a common plain-text markup format such as Markdown; but they inevitably all have their own quirks and costs, financial or in terms of platform support, interoperability, etc. (Not to mention that &lt;a href=&quot;https://en.wikipedia.org/wiki/Markdown&quot;&gt;Markdown itself has many variants&lt;/a&gt; that are not always compatible with each other.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It is true that obsidian has a much lower learning curve that Emacs/Org Mode, as many who want a vault-like note-taking experience are familiar with Markdown (or find it easier to learn if they are not yet familiar with a markup language); but Org Mode in Emacs is a fundamentally more flexible, powerful, and more reliably free&lt;sup id=&quot;loc-3&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-10&quot;&gt;3&lt;/a&gt;&lt;/sup&gt; way to keep notes. Plus - and this is an important point for me - it works seamlessly in a terminal (rather than as an independent GUI or web app) via &lt;code&gt;emacs -nw&lt;/code&gt;. And though Org Mode is tightly coupled with Emacs in some ways (it was originally developed as an Emacs extension by Carsten Dominik in 2003, and has been included as a major mode in every Emacs release since 2006&lt;sup id=&quot;loc-4&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-11&quot;&gt;4&lt;/a&gt;&lt;/sup&gt;), there is nothing in principle to stop me moving to another way of interfacing with my vault of files if a better option appears or something happens to Emacs.&lt;sup id=&quot;loc-5&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-12&quot;&gt;5&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;h2&gt;Flexible, powerful, distraction-free&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My main editing environment, as I have already noted, is Doom Emacs running in a terminal. Not only is this a distraction-free environment (I have a shortcut to turn off all notifications when I&apos;m in a terminal) over which I have essentially full control in terms of colours, styling, etc; it also requires no context switching to bring up shell to run some &lt;a href=&quot;https://williamjturkel.net/2013/06/15/basic-text-analysis-with-command-line-tools-in-linux/&quot;&gt;basic text analysis commands&lt;/a&gt; such as word count, pattern finding, systematic replacement, etc. Both Doom Emacs and &lt;a href=&quot;https://github.com/tmux/tmux/wiki&quot;&gt;tmux&lt;/a&gt; - my preferred terminal multiplexer - have tiling window systems that allow me to easily view other notes, shells, or terminal applications for reference while writing.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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8Pisq6vr6uqiUCgff/zxvXv38OZXVlaazebGxkafz/fFF1/guxjDsKGhoaGhIYSQRqMxm81qtfqJDS+ongThvVRbW7uwsPAP//APeMJgtVptNptPnDhhMplsNtvumMWampqFhYXf/va3+JoGg8FsNhsMBoPBsLq6iu9N4m0nvo9KcXYQ73niZzFxy8vLy8vLp0+fNpvNFoulr68PT53+NER6vhS9VNARQvDsINjz+BvJZPLCwsLIyMilS5euXLnicrn6+/tnZmYuX7586dIliURCJpOz2WzR7zIluoIR30fz8/MSieTy5ct40LPdbmexWK2trXV1dQ8fPnz06FE+RVZNTc2pU6eYTCa+zUQigVfSbDbjV4xAIIBntCJeOvH9TvxIJn7GleIacmB+v9/v9zc2NuIzGAAAAAAAAACOsmjQvTDwB8vIDYSQtuGUtuE0iUR6fLVcLpfLZRFCFBq9zHgyjSVdK2OZVFKsqeGI5GQKRaKt9m9Uea3TVDpTWd0sK69HCCVjYefSaNC+IquoVxqaaAz2t7dKKjOe1De9xuQI4pHQ5sx91/IYncUpbzyrNDSqqpuT0a3lh9dT8UgqHrXPP+SI5IqqE4rK49GAc3Xbr6g8pqpppdDosW2fff5h0L5SUMPxR1oSiTQ7Ozs0NPTmm2++9dZbTqfz9u3bU1NTb7311htvvCGVSikUSqGPseFwOBwOV1VVVVZWhkKhf/7nf37idDq1tbXHjx/3er3Xrl0bHR1FCFGp1AsXLuDzF62uruZ/i1sKJpOpu7ubQqH84Q9/+PLLL/GnSIPBcPXq1dbWVp/Pd/369fzsSQRbVFdXd/z48XA4/PHHH9+/fz+bzXK53MuXL585c4bBYOBPo6VrEQBHXDCaCEQTJ3TS41qpLxz73z56MGHz7j4nuCxWEMOMbLaQ+uQvDcU0mphKDWBYoPBxm2eWXlKHW/orSyiUCgTSUOh+LBYxGE5UVTWw2bxwOLSyMulwWDKZb44iPMdzJpNWKMpbWs4pFDqESH6/Y2Fh1G5fSae/GeO12y0Ox6peb6qqOj45OZDNZhBCSmW5Xl+fzWYdDmsotN9w/YuRy6ajm9PRzek9y0kUKl2goHHFWDSARQMIIRpPSudKsYg/FfHumYYCC3tTES9bUU3nSQvaJvE1Xz7E245FfO7Bf9m1xhM+eQIAAAAAAACOuL2ZLcCBxePxeDyu0WgSicQXX3xhsVgeH0WlUCh6vV6n083Ozo6Pj+fHbVdWVsbHxzEM0+v1KpUKIUQmk1UqlUKhWF5eXlhYwOOZdnZ2pqenNzY2qE8ZdSoifKa/3//+9/lcpHh6DIfDIRaLxWJxoW0nbmdnZ319PRgM6nQ6jUaTX04mk7VabVlZmc1m2x0JV3RcLpfL5eIxZ/mGRCKRzz777O/+7u/u37+PLyS+N0tKKBQKhcJQKLQnp+njHA6H3W4vKyszGAwqlSoWizkcjt3BlKXreTyldDAYdDgcyWTS5XK5XC61Wv3E4DmPxzM/P4+HwSGE3G43Xk+BQMDj8RBCFApFpVLJ5fLl5eWlpSV8d2AYNjMzs7S09PgXY0SOTyqVqtfrNRrN7OzsxMREPlbSarVOT08nEomKioqnhfo9TaH1LMjOzs7MzAwe1IgQcjgc8/Pz4XC4rKxsz1EXiUSmpqbya1qt1tXVVRKJJBQK8f48QNuJ7KPDPTsInsUl9cyeL2kvETxCinv1xnm9Xq/Xm8vldnZ2YrEY/mc2m41Go/F4nMFg4D/aKfpdphRXsIL2UTabHR0dHRkZqa2tbW1tZbPZjY2Nra2tKysrw8PD+Tl5KRRKVVVVeXn5zMzMyMgIHu6MENrc3BwdHbVarTQaTSQSFVp6vhMIXhmKqBTXkOeB3xDpdLpQKGSz2c9+AwAAAAAAAODwZLBkNOAK2leC9pV4+NkhOFQ6M4dylpEbY5/8X5M3/mn54SexbR9CiMWTsPhihBBfphHIdSQyOZfLOeaHlu595Fx8tHjvI9fy2J4czxyRXKKrZfHF2Ux6c3Zw9dGnYd+mf2NxZajPa50lkckSrVGsqcZX3vbY7HMPIwEXhUZXGVsNbZdUxlaetCyDpezzQ67l8YM1P/8EHY1GY7GYx+PxeDyZTCYSicTjcSaTeYC0F/gTtE6nSyQSn3766crKyhOf9K1W64cffviv//qv+Zl20un02tqa3W6XSCQl/QUplUqtqqrS6XTT09NjY2P5p8jV1dWJiYlEIqHX67VabUEtIpPJarVapVItLCzMzc3hA57RaHRiYmJ9fZ32lJy1ALw6oolUNInVlUl2kth/uTs9vr435DeYTgcxTESjib7+7qmZx/tlWdnrYrGURkMIialUMY0WxLDAriwDxSq9pA639FcTk8nhcPjZbIbLFZjNP//5z/+Xc+f+XUfH5YsXf/zLX/7vZvPPhUJpfmUajU6l0k6c6P7Rj/6n1177QUNDZ0NDx9mz3//FL/7mypWf7V7Tap25e/dPsVjk7bf/m/ff/7sf//g//Pt//7/+4hd/o9MZBwY+Ghu7c5Rz+fMr24XG7nRsO7o5ndpyIYQoTB6Fyc0ko5lElMaVVLzxP7f9x9H6X/6TwNCZSe5kkjsUJo/C3G+k9PFtPv+aL59Xue0AAAAAAAC8xCDHc9FkMplMJpNOp5eWliwWyxPXEQqFUqkUIeT1evMz0ePwAW58QNnhcHA4HD6fTyaTg8Hg7kjWzc3Nzc3Nurq6krYFIRQMBvEakslkNpvNYDDIZDKTycST1O4ZJibS9oLgqTrr6up0Ol0+oYhKpdJqteFw2GazRaPR5y/lafBh9JqamsbGxkAgkN9TeJLR/GrE92bpqooQwsMHU6lUPhjuaba3t+12u8lkamhooFKpdrvdbrfrdLrd65So5/F0zmtra06nEyHk9/udTmdjY6NGo5FKpXuyUwcCgXwYHC6RSCSTyfyBx+fzhUJhNpsNBoP5IEL8jX6///HvPIgcnyKRSCKRZDIZr9e7J3bc6/X6fD48BLOg9DaF1rMg+DG2ewl+zvL5fD6fv3s5Hl+e/zObzcZisUQiQafT6XQ6OlDbn7mPDv3sIHgWl9Qze76kvUTwCCn61RshFIvFYrFYfuOJRAIP6sX/pFAoFAoFleYuU/QrWKH7aGdnZ2hoSCKRtLa2cjgcsVicSqWGhobW19fzbxSJRFKpNJvNejyePWfc6OgonljrYKWjQq4MRVSKa8jzSKfTyWQyk8ng90f8aAQAAAAAAAC8NAKbS4GNRTwb4k7IsxPysgUyKp1BpTERQkyemMUXIYQSkVDY78CSMYRQcmd727uR3AkzON88GXHFSp5EhRBKRLfiYX8ulyNTaQih2LZ/J+RBKMcRK7liZX59t2WSI5Ib2i7zJGWcdvNXC1cn7HMP06nEwdoSjUbxB1X8sRcfzUAIpdPpdDqdf4IuCP5eDMPm5+eXl5eftho+PQ5CiEKhcDic/FN5NpstyqPZPsRisVQqzWQyLpdrz7Oh2+12u934027+8Z9Ii7hcrkAgIJPJu0eBEEL4j58bGhpK1xwAvhNSmSyWzqTSmYerrrF17+MrhDAsiGE8CkVIpZIRktPp35fL35XL53d2frO5eTsUEtNoIhrNnkgEC494fmbpJXW4pb+aaDQ6lUonkcjHjp1yOtc+/PDvV1enaDR6U9OZtraLbW0XE4nY3bt/TKUS6Oscz/H4ztTUvZGRm8GgVyCQtLSca24+29Z2MZmM3b37p2QyjhDK5XIu1/r8/CMOh6/RVGs01QihRCK2uDhmsczE4yX80vA5cdQmVdd/xdEc8wx9EJy7hS8kU2gkCi2XSeeyaUQikWlMCpNHpnNIZGouk85lMDKVTqI89Xb8xG0+55ovn1e57QAAAAAAALzcIOK5aPCp8QKBgNfrfdpsg2w2m81m53K548ePKxSK3S/hoVG5XI7D4SCEmEwmk8lMJpOJRGJ3ZCSGYTs7O8+MbX1+JBKpqqqqu7u7traWy+Xuzkfr8/n2rEyk7QXxer1ra2v19fU6nU4sFuPj1FqtVqvVljrBM0LI6XTOz8/rdLre3t7Ozk673b64uLiwsOBwOHb3PPG9WVL4lxBEIp4RQna73e12G41GPA/o42mhS9HzfD5frVZzOByHw4EHgOZyOafTmU/zvCfiOf/tTl42m93963w8iO3x1fDYSuyxIVfi52YsFtvZ2dnz0s7Ozs7OjkQiYbFYBTW80HoWBK/V7iV4QTweb0/6nydWYHc/HKDtz9xHh352EDyLS4pgz5eolwgeIUW/eiOEMAzbfXjvaTWJRMJvKKW4yxT9CnaAfeRwOIaHh6VS6alTp+Lx+BdffDE9Pf34Nh/fQUUpnfiVoYhKcQ15Tvg9sdRf0gMAAAAAAAAORSISSkS38H9nsGQaSyKEEImMp3CmMVhUBhshlErsYPFvHlKweDQVj+6OeKYxOTQmGyHEFkhPvP6zE6//bE9BFCqNweHTGGw8bDqbxuzzQ2yhXNtwikyhIIRCLqt97uFOyHPgtuSfoPHH3qc9QR9AIBDA00U/bQUSiVRdXd3b22symXg83u6CPJ6Dt4gIDofD4XDy0d674U+RMpns8Rl79m/RoY+lA3DE5XK5HEKOUNQWCKczTxiBySIUSqcjmYyQRuNTqZUsVgWTaYnHcwhVsFgoFBLRaGIqdfpAOZ6fWXpJHW7pryYymUwmU6hUmtNp/fLLPyx/PRPCl1/+MZVKvPbaD/R6k8UybbHMIITGx7+0WmcjkdDWli+TSSOEEomdzz//f2OxcG/vu5WVx6zWuZWVSYRQWZn+tdd+aDAcn5sb+rd/+z+9XjuTyT52rKut7eKPf/wfbt/+t9HR27nckdvFvIoW7YW/5OtbfRMfuwf/FYvu+qkPiYRQDj0tN87Tk+bst82DrvnyeZXbDgAAAAAAwHdZ7uv/9gMRz0WWT2b5RHhmDhqNptfr9Xr94yuEw2EqlZpf84kBQARjW59Tc3Oz2WyWyWTr6+u3b98OBALpdFomk7W0tDxtjvj9214oPFVneXl5eXl5MBhks9kajYbD4dhsNrfbXaxSniiTydy/f9/hcHR2dtbV1VVVVRkMBrPZ7HQ6b9++PTExkUwmUSF7s6SoVCqVSt0TYvg0TqfT4XDU1dX5fL6nJY4tes/j4YZer9fpdKbTaXwhnv725MmTGo1mdnZ299cV+Hc8+2xwn7Njn/cSOTf3fLGEwws6QFqdg9WTIDy9zeP1JJPJ5G9P0vrMOMIDtJ3gPjrEs4PgWVxSBHu+RL1E/AhBxb56Ezy8S3SXKe4V7GD7CJ+NQaPReDweu92+5+KMX7SJBPgeoPSC9nuxlOIa8pzweyLe1aUrBQAAAAAAAPDi5bLZTDqVzXz14JPL5dC3n63IFCqZTEEI5bLpbPabh5RMGsukvzWgSqHSyFT6/sVRqHQKjY5HPCOEEpFgxGfHkjE6k4MQigZckYDzuZpTsoejx39ousfJkyevXr2qUCisVuvnn3/u9/sxDJPL5e3t7U97Ki+Wg43C7d+ifbaZTCZfwCgQAIeCTCar1WqVSrV7YTgcdjgcT5zmLprEoomnfrUUxLAAhgmpVBGVWslisSiUe1tbagZDz2Qq6XQRlSqk0QLpdD7Hc3FLL3Sb363SXzWZTBqPXbbbVx2O1fzyXC67ubnqcFik0jKhUIYv3NrybW3tzX+RyaRttkW73SKTqUUiOUKIRmM0NHTV1raMjd25det34XAQIRSPR+/d+3MiETt//gfHjnV5PBsbG0svqJEEkMgUccMF9blfMSVa94P/zznw21T4myzj2QyWS6dITB6JSsMifutHf2P96G/wl5iSchKFhq9Q0DYPtubL51VuOwAAAAAAAK8ICAQpsv1jmPBQpGg02tfX19/f/8ztPDFEiXjk5YETgYhEorq6OoVC8eDBg08//TSfCbiiosJoND5t1Lu4CRrtdvv6+np1dbVOp5ubm9NqtTqdbnNz02azFfebgCf2UjabtVgsFouFTqerVKra2trjx49rtdrvfe97LBarv78/m80S35slhVeDYCbLZDK5vLwsk8msVqvdbn/iOsXteRKJpFary8rK6HT6L37xi1/84hd7VlCr1Uql8mnh10+0z5cf+8S3ETk3n7hNfOHjcYQlqidBjx+3+3y1s79StP0onB1EzuJDqVheSXupoCOkuFdvIkp3lynuFewA+4hCoTQ1NR07diyVSpWVlTU3N7vd7t2z9BKfm/gApRfxykBcKa4hzwm/J774cgEAAAAAAACHLpv5KtCZRP4q9BlHplDJFOqeNXOZNEIoGnAtPfjYufjomRuX6OpUxhY83BkhpDA0RvyOtfHb+QjsF2yfsd/9n6DFYnFDQ4NKpRoYGPjzn/+MT5GEEKqsrKyvry91xDP+sPbEwbF9niL3b1FJR+EAOMooFAqd/q0fb1Cp1KdfGXKZ7FPHx4LpdBDDhFSqnsWqZLFCGDawtXVKIDjO5R7jckU0WiKTCWIYtmuErYilH2Cb36HSXzXJZDyZjCGEcrm9l+5EYice36HR6DTaM+aji8d34vEojUanUmkIIZFIJpWWJRIxl2sdD3fG5XI5r3fT63VIJCqJRHl0Ip7JNJb85LtlZ35BIlM2b/69d/jfMslvzWyQiYfT8QhTWkFlcPe8l8LiUZm8TDycToQL2uYB1nxuhIbcSYiESKXKx7HHC2w7AAAAAAAA4NDAYN8LhU/Mx2KxnjlwjCefoNPpDAaDRCLl47SoVCqPx2MymY+/5fExbnw6vwPUUyQSiUSiSCSysbGRD0RDX885eIANHkA6nV5fX3c6nVqtVqPRaDQatVo9ODi4sbHxPJsttJdSqZTNZrPZbHfv3j137tz58+f1ev38/LzH4yG+N0sKz/lNp9P3jK89zdzc3NzcHP7vJw7AFbfnFQqFVqulUCh+v397e3v3S0wmUyQS4UUUFPGMnx2P7zgGg8FmswvNxIyLxWKxWOyJRzibzWaz2fgKBW2zFPXMY7FYLBZr95L89J2F5q0pRduPyNmB2+csPtyKlbSXiniElELp7jLFvYIdYB81NDS0t7f7fL7h4eGKioqmpia/33/79u385Az4CcVmsx9vKZlMxq8MmUwmm80eoPRD2e+luIY8J/ye+GLmxAAAAAAAAAAcKVgynk7EEEdAZ3HorG9CiBgcAZMj2L1mKh5NxiIsvoTO5u5e82lYfIm6rl1UZsiksdi2j0KlsQUydX3HTsjrXp0ofkse8/io5uPPgASJxWKxWBwOh9fX1/PhzgghLpfL5T67K54T/rTL4XAeLwt/tMRXKGibTxtLp9FoTxtLB+AlkM1m8enOirK1IIaFMExBp5/gcitZrNVYbDYa1TAYnQLBcS5XQKUGMCywayqz4pZe6DZfvtJfJhiWikRC8fgOm83ncHjx+DfxpnQ6k8FgYhiWTqcQQmQymc3msVi8WCyys/Ot749YLA6LxU0m46lUAn8jnc7IZjO7J3DAZbPZXC5DpzOeGUX9wlAYHGXnT1Q9P8eiQced/xyYvpHL7v0lTyrswyJeOk9KFygQiYxy34SGMwRKukCZiviwsK+gbRa6JkFslVFY05OOb28t30ttufCFZBqDTGOmY6FcZtcMh7kc+iq++dtZOZhcCrPkHzBQCdoOAAAAAAAAOJog4vmF2t7e9vl8mUwGn/HK5XLlXxKJRGKxeGtrKxgM5nK5aDQaiURIJJJQKOTz+flQUZVKpVKp9oxu47O374l55fP5YrH4YBks8BkV96TToFKpWq1WpVKFw+F93ltE6+vra2trra2tTU1NPB5ve3vbZrMlEomDbY14L+FhuKFQaHcW5GQy6XA4/H5/fgvE9+bujTMYjNraWr1eHwwGFxcXvd7nnUqp0IhnIorY83jEocvl6uvrm5qa2v2SUCg0m81dXV1qtZrJZBLffjgc3t7eplAoYrGYz+fnD0iFQqFQKA5QSYRQKBTy+/1kMlmhUIjF4t1f9igUCrlcbrVa/X5/QdssRT3zpFKpVCpdW1vLL8G/rLLb7Xsiy5+pFG0/2NlRRATP4gPAL49PTMBfqJL2UhGPkFIo6V2miFewQvdRWVlZW1ubQCD47LPP7t+/7/P58BmB/X7/yMgIvs4+Z1xbW5vZbA4Gg319fcvLywc4Qojv9yIeyaW4huxW6H2TSqUyGAwKhQIRzwAAAAAAALyC4uFAPBLkSlRMrognVdOYbCwRY/ElQmUFnc3bvWY06N4JuoXKCjqLJ1JVetdmYls+hBCDzS8ztgqUFYnolsc6HXKsIoTIFJq6rl1V00IikXzrs5aRL+T6hsrWiwK5Tl3fHg15ogHnnppwhHJF1QmuRJVJpzyWKb9t4cCNwkc1GQwGg/FNLFcpxn7Ly8vVavXW1tb+b3zm9plMZn19fVVVVSAQmJ+fd7vdu1/FnyIpFIpKpZJKpbsfGJVKpVKpXFlZ8fl8j211P9FoFB9MEIlEAoEg34SysjK1Wg1ZVwEgIohhwXS6ksUycbl8KnUtkdhOp9fi8UgmU8/hIIQCGBbcFfEMwD68XrvXu6nVVms01X7/N6OaMplaKlVvb/u3twMIIblce/78D2trW+7c+fDu3T/lo5lJJJJKpVcqy73ezWDQixCKx6Px+A6Hw+fzxVQqLZ3+5lDk80U8njgWi+4OrT5EJApNfvI9VffPkyGn/dZvQgtfPnG1dCwU961lkjtslZElr4p7VvDlZCqDU1bHklf5xj6KeS0FbbOgNYnjqOoUHT/IxCNYNPBVxDOJRONKaRxxzLWIxb8Zds6lU9l0ikxnkWnf/CKLxpXShSoy5amz1OZQjliq6GcoRdsBAAAAAAAAR9MLmkQG4LLZrNVqXV9fr62tbW5uzifh4PP5vb2977///uuvvy4QCBBCmUzG4/H4/f7q6uqamhp8NQ6H09TUpNfrsW+PK0UikUgkIpfL5XI5voREItXV1RmNxmdO9ofP/L7npWg0Go1G+Xy+RCLBXyWTyc3NzUajMR6P7xleP3BXPK30vJ2dHTxMra2tra6uDs/SeuASifdSfX39j370o8uXL5eVleUXMhgMjUYjlUpDoRCekZT43tyNwWDU19dfvHixvb1dKpUeuDl5eH3whKnPvzVcsXqeTqer1WqZTLa5ubm5ubnn1a2trc3NzWg0iidhJb7ZdDrtdrv9fn9tba3JZMLD9fCzo7KyMpPZ+xN/IjKZzNra2sbGhslkamxszB+WBoPhxIkTVCrVarU6nXu/u3rx9cyTSqUmkyl/MCuVSqPRyOPxnE7nnq+RnqkUbT/Y2VFEBM/iA4jH4/F4fE/Y+v6XsqcpaS8V8QgphZLeZYp47yhoH7FYrLa2NpPJNDY2NjY2ls1ml5aWRkZGmExme3u7Xq/HV8tkMhaLxWazNTQ0tLa25hNN6XS6xsZGoVBos9nwC+YBjhDi+72IR3IpriG7FXrfxG+IyWRya2vrBeeWBgAAAAAAABSExuTw5Vqxphr/j8WX4MsZLK5AWY4v5EnLqPQCEvRG/I5tz0YumyGRSOr6jtrT39OYuurOvKswNGYzeHTvV8GvOyGPf2MpHgkhhFTGlvoz75UZW5WGpvqz/87Y/T1twylRWRWZ/NUMXYqq4+r6DhqDtRPyupZGg/Zl19Kob30OIaSoatTUdzxeSQZXqDCcKD9xRnfsNF+mfZ6O2t7e3t7e3v0ERyKRjh8/bjKZ9hn73Qc+TCoQCGQyGf6bcDKZfPLkydra2p2dnX0mxCMyoosQYjAYx44dM5vNp06dkslke15Np9Orq6vr6+vHjh1raWnJb6qmpqa5uZlCoayuru7+BTsRu0fhamtr8YUcDqe1tbWqqgp+DQsAEaF0OohhfCq1hs2OZTLWeBwhtBaPr8fjBjbbwGYH0+kARDwDYmy2Rat1TiSSt7Sc0+mM+EK93tTSck4kkm9urtjtqwghr9dut69ms9nm5t6WlnN4kmYKhdrQ0Nnaep7BYK2vLzgcqwihUMjrcq1jWKqhodNk6sjf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}&quot;&gt;This is certainly not the right setup for everyone. But for those of us who know and love the terminal, and who have already invested the time in basic proficiency in the shell-as-workstation - why use a specialized GUI app (or browser tab) for note-taking?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;One essential feature of Org that I use extensively is its outlining and folding capabilities. Every line starting with one or more &lt;code&gt;*&lt;/code&gt; characters becomes part of a tree structure that can easily be expanded and contracted like a shelf. As an example, here is one the &quot;index&quot; (entrypoint) documents I use for my life as a graduate student, first fully &apos;folded&apos;, and then partially expanded:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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ZGIAAAAAgKjJxAAAAAAAUZOJAQAAAACiJhMDAAAAAERNJgYAAAAAiJpMDAAAAAAQNZkYAAAAACBqMjEAAAAAQNRkYgAAAACAqMnEAAAAAABRk4kBAAAAAKImEwMAAAAARE0mBgAAAACImkwMAAAAABA1mRgAAAAAIGoyMQAAAABA1GRiAAAAAICoycQAAAAAAFGTiQEAAAAAoiYTAwAAAABETSYGAAAAAIiaTAwAAAAAEDWZGAAAAAAgajIxAAAAAEDUZGIAAAAAgKjJxAAAAAAAUZOJAQAAAACiJhMDAAAAAERNJgYAAAAAiJpMDAAAAAAQNZkYAAAAACBqMjEAAAAAQNRkYgAAAACAqMnEAAAAAABRk4kBAAAAAKImEwMAAAAARE0mBgAAAACImkwMAAAAABA1mRgAAAAAIGoyMQAAAABA1GRiAAAAAICoycQAAAAAAFGTiQEAAAAAoiYTAwAAAABETSYGAAAAAIiaTAwAAAAAEDWZGAAAAAAgajIxAAAAAEDUZGIAAAAAgKjJxAAAAAAAUZOJAQAAAACiJhMDAAAAAERNJgYAAAAAiJpMDAAAAAAQNZkYAAAAACBqMjEAAAAAQNRkYgAAAACAqMnEAAAAAABRk4kBAAAAAKImEwMAAAAARE0mBgAAAACImkwMAAAAABA1mRgAAAAAIGoyMQAAAABA1GRiAAAAAICoycQAAAAAAFGTiQEAAAAAoiYTAwAAAABETSYGAAAAAIiaTAwAAAAAEDWZGAAAAAAgajIxAAAAAEDUZGIAAAAAgKjJxAAAAAAAUZOJAQAAAACiJhMDAAAAAERNJgYAAAAAiJpMDAAAAAAQNZkYAAAAACBqMjEAAAAAQNRkYgAAAACAqMnEAAAAAABRk4kBAAAAAKImEwMAAAAARE0mBgAAAACImkwMAAAAABA1mRgAAAAAIGoyMQAAAABA1GRiAAAAAICoycQAAAAAAFGTiQEAAAAAoiYTAwAAAABETSYGAAAAAIiaTAwAAAAAEDWZGAAAAAAgajIxAAAAAEDUMps/zGaz4XL5sxYFAAAAAIAfz9HEAAAAAABRy3z9LnybfD7farXq9Xq73X7//v0PfvRyudxqtfb39zdv7Ha77XZ7NBr94IVZ29/fb7VapVLp8vLy/Px8sVhs/vbs7KzVaiWTye+xnPV6PTz0cDhst9u9Xu8N//jfhq3EppOTk1arlcn8/8+LwWDQbrevr6+/5Z4AAADAL0Um5kfLZDK1Wq1UKj08PPT7/SeNGPjVjEaj6+vrdDqdzWaLxeKb3BMAAAD4pcjEn5XL5Vqt1uHh4fv379vt9idrZiqV2tvbOzo6KpfLyWRyPB5fX193u93xePzjF/iTRqPRn3/+eXl5mUgkms3m4eHhW/3lTCbTarVOTk4uLy8/t30+qVar1Wq11WrV7/fv7++f32Hdjkej0Ww2e6sFhjfx1T1DMpmsVquHh4fVajWXyy2Xy9Fo1Ov1er3eZDJ5xSPu7u62Wq3d3d3nv1oul+12++Li4jVrkkgk/lqdo6Oj0WjUbre73e7z+9ze3t7e3iYSiWq12mq1stns5/7a9vcEAADgpTa/b2az2eVyORgMer3e9fW1fvLreHUx++lk4k/L5/Onp6eNRiOZTH7uPplM5t27d8fHx4lEYjKZLJfLfD7/22+/VSqVdrv9+Pj4A5f3sxaLxXA4DP+uVqur1eoLa/QixWLxFUcL5nK5Wq1WLBb7/X6/319+6pKJDw8PDw8Pb7GM8Ma+umdIpVLHx8enp6fZbHY+n49Go3Q6XSqVKpVKrVZrt9uveG2nUqlUKjWbzcbj8Xw+3/zVcrn8xkGpUqlUKpUSiUShUCiVStfX1598VwIAAPBzZTKZk5OTk5OT9UR/6XS6Vqvt7u7u7e2dn5//IiWK1xWzX4FM/H+k0+lCoVCr1ZrNZj6fX61WX7hzo9E4PDwcDAbn5+fhALpisRimIR4MBsPh8O9dW173og+HEi8Wi36/rwW/rWQy+eVX7D+dX2eNtt8z7O/vHx4eJpPJdrv94cOH+XyeTCb39vbOzs5qtdpwOBwOhy8dSAyZ+OHh4XuMP4VMHFpz+Lc3JgAAwC+o0WgcHR2FRjyfzyeTSSaTyeVyyWSyXq/P5/N2u73NOay/znftv6sfmYnf9tmUif9XoVBotVrNZjORSIzH4/Pz83w+f3Jy8sk7l0qlkDs/fvwYGnEikRgOh+fn5zc3N1+96lo6nT49PT09PQ3p55NzL/wwoW4fHBwkEonnx8MfHBy0Wq1isTiZTMLVzFqt1unp6foOYUXCvx8fH9vt9s3NzScfKIS2QqFwc3PT7/c3X8dbXmpvfbewMP1+v9lsNhqNXC43m806nc7V1dV0Ot1ctaOjo3q9nk6nh8Phhw8fEonEJ98/yWSyXC43m83d3d3QAQeDQbfbXZ+4kUwmj46Ozs7Ocrnckwu7rTfgarW6urpqt9uby7CNbDYbRh3y+fxsNguPe3h4GF5+5+fn7XZ7tVrt7e21Wq1KpRK282AwaDQajUajUCiEFdxcqnQ6vbe312w2y+VyJpNZLBaDweDq6urm5uZJptx+K20vlUrt7u42m81KpbKeeOHm5qbX620+oS9aoy230rcs9idtv2dIpVKlUmlnZ+fjx48fP34MR/6uVqubm5vwIVEoFAqFwmAw2Pyvstlsq9U6Pj4Oe4P1/mTzz6ZSqeVy+eYjT8VisVwuT6fTbrdbKBR2d3dlYgAAgF9QyFC5XC6RSNzd3bXb7bu7u2w2G05zT6VStVrt/v7+6uoq8U/yXfvNrad66HQ69/f3BwcHpVLp5ubm8vKyUCicnp4Wi8W7u7vLy8v1197ty0kmk9nb22s0Gut7jsfj29vbbre7rhzpdPpFxeyrJSp40bP5rdvwTf7K38NyuXx8fFwsFnd3d3d3d7PZrNVqfe7O68PuniSVwWDwpAE9l0qljo6Ojo+PB4PBxcXFz23EiURiOBw+Pj7u7e2l0+kQs9YrlUwmi8Xizs5OIpF4fHz8xiMZw6HE8/m83++/7k+tS1kymdzZ2alWq81mM5z+H3YHmUzm/Pw85LlKpdJqtfb29sJ/W61Wd3Z2hsPh8+kC0un08fHxyclJ2OEGu7u71Wo1TBQwHA5Xq1Wv19vZ2Tk+Pi4WiwcHB+HI0FQqdXBwEB7l7u6u0+m8ohGfnZ0dHR2lUqmwImdnZ5VKZX2H1WoV9siz2SzsKfL5/O7ubr1eX6/+E7lc7t27d+u/mUgkwmdGpVJ5//795eXleu6C7bfS9nK53Onp6dHRUTqdXj96pVKpVCr1en1zt7j9Gm2/ld7c9nuG8CIJL4wn00LN5/PFYvG6hfx+mTjsx0LBD9u/VCpls1lzWgEAAPxS1hMGzufz6+vru7u7RCIxm82ur69DQc7n86VSKZPJzOfzf4rv2t9PpVIpl8s7OzvJZLLRaOTz+TCnczKZPDg4mE6no9FoPp9vX07y+fzZ2Vmz2dy8ZzabXVeO6+vrly7kNiUq3Lj9s/ntZOL/NZ1O379/v+Wd8/l8Pp/vdruz2SxMBJPJZKbTaQigX34LHRwcHB8fTyaTi4uLfr//Fsv+rR4fHweDQbVafXLW+c7OTrFYTCaToZSFWvr+/ft+v394eBgOQO52u1dXVyFgLRaLz53gUCwWw8BXr9d7vtbD4fCPP/4IV+IKl9r78is+nU43Go3FYtHr9ZbLZYib4W1fqVRub2/T6XS9Xq/VaolEYjab9Xq9u7u7Wq1Wr9fXk/ishWckl8tNJpNOp9Pr9TKZzPHx8f7+fr1en06n5+fn4W3Z6XQKhcL+/v7e3t5wOLy4uNjf3z84OEin0+PxOAxYvXTjh0dJpVLhsn69Xq9QKBwcHBQKhSf3XO8aMplMo9FI/FUwQ61eLpfruheWKpVKTSaTq6urfr8f9iPZbDZMihIGml60lbaUTCbDM5hOp2ez2c3Nze3tbS6XazQaYU99dHQ0nU7DOMGL1mjLrfTmtt8zhKG/5wNFmUxmZ2cnk8mMx+NXXMUuZOLValUsFpvNZnhLhrb78PDw6g/scOxzOLp/OBxms9nhcBj2AL/IfgkAAIAgl8uFnjgajTZP0g0/hu/14T6bmfhX/q79/RQKhQ8fPvzxxx8h7Ozu7r5///7i4uLk5GRvby8Evfl8vmU5SWxspcfHx06nMxgM0un0wcFBONaq0WiMRqMww+T2xWzLEpV4STn5djLxa2QymWw2u1qtcrnc77//3mg01uMJ7969u7q6ury8/FwMqtfrp6eny+Xy8vLyc5Mz/HjhsOhqtZrL5TYPJ1xPpzIcDgeDQQhS4Xp96wkiptPpw8PDV6dbDYcSh5K+HhJZC5MShD3d7u7uVxc4JMjLy8twPkWz2Wy1WoVCIbzbE4lEqVQql8thipZOpxMOMQ4N9+joaPNPhXPt8/n8crkM9wxv4DCrbL1e393dvbu7C0NDYY9QKBTCAcXrTbRYLDqdziuGjzKZTKlUCsvc7/fDJc6SyeR8Pj87O8tkMpsDd/P5PIxlJZPJXC43Go3+/PPPbrf7JBSG/XvosPf3991udzKZLBaLQqFQr9fDvAfhnttvpe2VSqVqtRqW/Orq6vz8PLw2JpNJq9UKv61Wq2HxtlyjF22lX0oqlQplvF6vh0/c5++U5XJ5e3sbJpb65Hw1IRMfHByEAYn17cfHx1/e23xZKMKTyWQwGIRrXQ6Hw/39/XCFyVf8QQAAAL6HVCqVyWRCelpHw2Dzx0wms565+O/9XfvLZrNZqFjhbO/wtXcwGITvzul0Op1Ob19OwjbMZrOJROLm5mZ9GFl4iEKhEM4/DjduWcxeVKK2fDbfxK+ViavV6tnZWbVaff6r+/v78/Pznz4/QxCqTSKRODg4eHx8/M///M9+vx+Obz08PDw6OlosFhcXF89fB7Va7fT0NJ1On5+fv9W8IW9isVg8Pj6ORqNw+HCYriVM7BDeGN8440S5XK7VaplMptPpvFWBur+/DydZ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  &quot;spacing&quot;: {
    &quot;min&quot;: {
      &quot;ratio&quot;: 0.83,
      &quot;length&quot;: 0.0
    },
    &quot;max&quot;: {
      &quot;ratio&quot;: 1.5,
      &quot;length&quot;: 0.0
    }
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}&quot;&gt;&lt;img 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&quot; 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}&quot;&gt;This folding capability means that I can keep single documents that contain enormous lists (of running meeting notes, for example), yet still fluidly navigate to the section of the document relevant at any given time. I have a general shelving structure for classes, for example, that contains top-level headings such as &lt;code&gt;details&lt;/code&gt;, &lt;code&gt;seminar&lt;/code&gt;, &lt;code&gt;reading&lt;/code&gt;, &lt;code&gt;assignments&lt;/code&gt;. Each Org document is a continual work-in-progress that is frequently edited, updated, and re-organised.&lt;/p&gt;&lt;h2&gt;Cross-platform editing&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It&apos;s also a massive boon that all of my notes, for everything, are readable plain text. Even if I am viewing them on an editor or viewer that doesn&apos;t support Org Mode, they are still fundamentally understandable, and also effectively editable. The thought occurs to me that I should rephrase the opening sentence of a paper when I&apos;m out for a walk? Bring it up with any basic editor on my phone, retype it out. (I would normally do this in &lt;a href=&quot;https://orgro.org/&quot;&gt;Orgro&lt;/a&gt;, a reader/editor that does support Org. But any app that supports viewing and editing plain-text files would work almost as well.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I use Dropbox to synchronize my vault across devices, so while each device has its own local copy of every note - which also gives me distributed backups - changes are propagated to all other machines so long as the Dropbox daemon is running on it. Conflicts across devices are never really an issue for me, as I am only ever working on one device at a time, and no-one else is editing my note vault.&lt;sup id=&quot;loc-6&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-13&quot;&gt;6&lt;/a&gt;&lt;/sup&gt; In the rare case that some device has fallen behind and Dropbox presents a conflicted version, I just take the version of the note from the device that most recently edited it. For example, I just stepped away from writing this post on my desk computer (running &lt;a href=&quot;https://nixos.wiki/&quot;&gt;NixOS&lt;/a&gt;) to my portable laptop (running &lt;a href=&quot;https://archlinux.org/&quot;&gt;Arch Linux&lt;/a&gt;) to write this section elsewhere; and am now seamlessly picking it up back on my desk.&lt;/p&gt;&lt;h2&gt;Multi-format export&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This section is the real reason that my system works for all my writing needs. Extensive tooling has been developed over the years that allows one to export Org documents to a range of other formats. The important ones for me are &lt;strong&gt;PDF&lt;/strong&gt; and &lt;strong&gt;HTML&lt;/strong&gt;, though I also occasionally use ODT (to get writing into a Google doc) and Markdown (for a README, say).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I can export any Org document as a PDF directly from Doom Emacs with a simple shortcut. The text goes to an intermediary LaTeX document, and then uses that technology to create the final PDF. Because of this intermediary LaTeX, I can use any LaTeX feature or package to format writing exported this way. Org has all of its basics built-in to the exporter - hyperlinks, bold/italics/underline, images, even its &lt;a href=&quot;https://orgmode.org/worg/org-tutorials/tables.html&quot;&gt;plain-text tables&lt;/a&gt; will end up beautiful by way of the LaTeX ecosystem.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The absolutely critical feature for my &lt;a href=&quot;https://www.ohrg.org/24-01-25&quot;&gt;life as an aspiring academic&lt;/a&gt; is the support I have configured for citations. I manage all of my citations with &lt;a href=&quot;https://www.zotero.org/&quot;&gt;Zotero&lt;/a&gt;, clipping books and articles from Google Scholar with its &lt;a href=&quot;https://www.zotero.org/download/connectors&quot;&gt;browser extension&lt;/a&gt; and then editing entries if needed in the Zotero app itself. (I don&apos;t yet manage my Zotero library with a &lt;a href=&quot;https://en.wikipedia.org/wiki/Text-based_user_interface&quot;&gt;TUI&lt;/a&gt;; as I haven&apos;t yet found one that works effectively. If you know of one that works well, &lt;a href=&quot;mailto:hello@ohrg.html&quot;&gt;please let me know&lt;/a&gt;!) I have the &lt;a href=&quot;https://github.com/retorquere/zotero-better-bibtex&quot;&gt;Better BibTeX&lt;/a&gt; extension for Zotero installed, which synchronises whatever I do in the app to a &lt;a href=&quot;https://en.wikipedia.org/wiki/BibTeX&quot;&gt;BibTeX&lt;/a&gt; file (similarly stored in Dropbox) that represents my library of possible citations when writing.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;With all this in place, the magic of Doom Emacs (with the &lt;a href=&quot;https://github.com/breezykermo/.doom.d/blob/master/init.el#L90&quot;&gt;biblio module enabled&lt;/a&gt;) is ready to do its work. Perhaps I want to cite the following passage from Joan Copjec&apos;s first book, &lt;em&gt;Read My Desire: Lacan against the Historicists&lt;/em&gt;, in which she criticizes the misinterpretation of the psychoanalytic notion of &apos;the gaze&apos; in much of late 20th century film theory:&lt;/p&gt;&lt;blockquote&gt;The gaze is conceived as a point constructed by the textual system of the film from which the subject is obliged to look; it is the condition of the possibility of the viewer&apos;s vision. The gaze acts as a kind of key hold, the only opening into the visual pleasure the film affords.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Once I&apos;ve typed or copied out the quote and noted the page number, I have a shortcut that brings up a shelf at the bottom of Emacs that presents me with all of my Zotero citations, and a fuzzy search bar. Once I&apos;ve filtered/selected one, I get something like this in the plain-text of my Org document: &lt;code data-lang=&quot;verbatim&quot;&gt;[cite:@copjecCutting2015]&lt;/code&gt;. I then insert the page number so it becomes &lt;code data-lang=&quot;verbatim&quot;&gt;[cite:@copjecCutting2015 p.41]&lt;/code&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;When the PDF exporter comes across syntax like this in my Org note, it becomes this: (Copjec 2015, 41). If I add the line:&lt;br&gt;&lt;code data-lang=&quot;verbatim&quot;&gt;#+print_bibliography&lt;/code&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;anywhere in the document (as I have down the bottom of this one), the full listing of this citation will displayed, properly linked to the reference above, deduplicated (if there are multiple references to the same citation), and alphabetically ordered, etc.&lt;sup id=&quot;loc-7&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-14&quot;&gt;7&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;My system is configured to interpolate the appropriate bibliographic data for many kinds of export, most notably PDF and HTML. This allows me to seamlessly transfer source text between papers, blogs, notes, slides, and any other kind of document I have in Org. Here&apos;s &lt;a href=&quot;writing-setup.pdf&quot;&gt;this post as a PDF&lt;/a&gt;, generated from exactly the same source text as the document you&apos;re reading. (All the bells and whistles of how exactly the PDF looks, how images are formatted, etc are configured using commands similar to &lt;code data-lang=&quot;verbatim&quot;&gt;#+print_bibliography&lt;/code&gt; in Org. Here&apos;s &lt;a href=&quot;https://ohrg.org/writing-setup&quot;&gt;the Org plain-text of this post&lt;/a&gt;, if you&apos;re interested in seeing a full example.)&lt;/p&gt;&lt;h2&gt;Conclusion&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As you can see from this post&apos;s sections, I also make use of Org&apos;s sectioning capabilities when writing. This is super handy for compartmentalising writing tasks and organising longer pieces, a method I use that is deeply inspired by &lt;a href=&quot;https://www.newyorker.com/magazine/2013/01/14/structure&quot;&gt;John McPhee&apos;s plain-text writing method in Kedit&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;To see some examples of what I&apos;ve produced recently using this system, check out some of the entries in my &lt;a href=&quot;index.html&quot;&gt;grad log&lt;/a&gt;. An example of a PDF product is &lt;a href=&quot;conference.marx-and-philosophy2024.pdf&quot;&gt;this abstract&lt;/a&gt; that I recently submitted to a conference.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;If you&apos;re interested to know more about exactly how I set this up, refer to my Doom Emacs configuration. Though I don&apos;t actively maintain this any longer (as I now mostly manage my configuration in Nix), it should give a workable example of how to get something similar on your computer, provided you already have Emacs installed. Don&apos;t hesitate to &lt;a href=&quot;mailto:me@ohrg.html&quot;&gt;reach out to me&lt;/a&gt; if you&apos;re looking for some pointers.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Copjec, Joan. 2015. “Cutting Up.” In &lt;em&gt;Read My Desire: Lacan Against the Historicists&lt;/em&gt;. Verso Books.&lt;/p&gt;</content></entry><entry><title>Writing weeknotes</title><id>https://ohrg.org/writing-weeknotes.html</id><updated>2026-06-07T00:00:00+00:00</updated><link href="https://ohrg.org/writing-weeknotes.html" rel="alternate"/><content type="html">&lt;h2&gt;Writing weeknotes&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;These past few days I have been inspired by &lt;a href=&quot;https://anil.recoil.org/&quot;&gt;Anil Madhavapeddy&lt;/a&gt;’s and &lt;a href=&quot;https://www.jonmsterling.com/&quot;&gt;Jon Sterling&lt;/a&gt;’s online presence to start a practice of weeknotes. &lt;a href=&quot;https://www.jonmsterling.com/019X/&quot;&gt;Jon’s weeknotes&lt;/a&gt; offer a complete example of what weeknotes are, and I also recommend his post on &lt;a href=&quot;https://www.forester-notes.org/QHXS/index.xml&quot;&gt;intellectual junkyards&lt;/a&gt; as an overview of how the practice emerged. As he notes in that post, there was a kind of organic friction with the ‘timeless’ design architecture of &lt;a href=&quot;https://en.wikipedia.org/wiki/Zettelkasten&quot;&gt;Zettelkasten&lt;/a&gt; note-taking that pushed him towards weeknotes:&lt;/p&gt;&lt;blockquote&gt;Anil’s research group at Cambridge has a practice of internal blogging and weeknotes: pretty much everyone is writing about their work in blogs that are then syndicated into a Matrix channel. Then, discussion proceeds organically in the chat and in person. These blog posts are not the transient/fleeting notes discussed by &lt;a href=&quot;https://andymatuschak.org/&quot;&gt;Matuschak&lt;/a&gt;, because they are not scraps—they are evergreen in the ‘free’ sense of being permanent discourses on a moment in time.&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I have experimented variously with the practice of academic journaling, a public-facing grad log (which turned into this &lt;a href=&quot;./index.html&quot;&gt;very-much-not-daily blog site&lt;/a&gt; which consists mainly of book reviews), and time-tracking softwares such as &lt;a href=&quot;https://github.com/nikolassv/bartib&quot;&gt;bartib&lt;/a&gt; to try to organize the grand structurelessness of time that is the making and breaking of the graduate student (in the &lt;a href=&quot;https://en.wikipedia.org/wiki/List_of_research_universities_in_the_United_States&quot;&gt;R1 American institution&lt;/a&gt;). These writing exercises have been valuable, and have helped me to crystallize and record aspects of my thought in ways that would have been otherwise lost to the vagaries of individual memory. Reading about Anil’s group, however, reminded me that I still do crave the self-imposed structure of a regular interval through which I can hold myself accountable, given that no-one else will in the ABD (All But Dissertation) period.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-3&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;What I love about the idea of weeknotes and how Anil’s research group seems to work (though note that I have no first-hand experience of it, I have just been browsing their activities online) is how a set of relevant notes can be federated (using &lt;a href=&quot;https://en.wikipedia.org/wiki/RSS&quot;&gt;RSS&lt;/a&gt;, the great untapped potential/protocol on the web) to form a &lt;a href=&quot;https://anil.recoil.org/network&quot;&gt;notes network&lt;/a&gt;. This network can then serve as the basis for a richer collaborative undertaking, wherein sets and subsets of individuals can follow each other’s research activities without the cumbersome ceremony of video/in-person catchups. Meetings of course still have their place: but there is much than can be shared, refined, and progressed through a practice of sharing regular writing in advance. As Jon Sterling &lt;a href=&quot;https://www.forester-notes.org/QHXX/index.xml&quot;&gt;writes&lt;/a&gt;, “[j]ournalling in the most progressive sense is simply &lt;em&gt;blogging&lt;/em&gt; with a restricted audience”. Federated research journalling, through weeknotes or otherwise, is exactly the kind of collaboration that the Internet makes possible—yet there are too few of us who take advantage of this information highway out in the open, sharing our activities semi-publically online.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Weeknotes also seem to me exactly the kind of structure that could cohere an ABD graduate student’s final few years, especially one in &lt;a href=&quot;./what-is-modern-culture-and-media.html&quot;&gt;a humanities program&lt;/a&gt;, meaning one with an intellectual commitment to the production of writing. As I have &lt;a href=&quot;./why-we-should-give-feedback-to-students.html&quot;&gt;noted before&lt;/a&gt;, it has often seemed to me—perhaps counterintuitively—that there is greater intellectual generosity on offer in the computer sciences than the humanities: ‘perhaps’, as given the sharply precarious political economy of the latter in 21&lt;sup&gt;st&lt;/sup&gt; century University, this may come as no surprise to some.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-4&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; The point of the Research University, to my mind, is to facilitate the production of knowledge that structurally escapes the imagination of the private sector, and to allow this knowledge to be shared in ways that challenge and subvert the vociferous demands of financial and economic reason. While I do not think that making information ‘free’ for all is a wholly sufficient measure to take against capital’s inexhaustible drive for surplus value, privatizing writing and research for the sake of a symbolic hierarchy (so as not to dilute one’s peer-reviewed writings with off-the-cuff thoughts in paltry blog sites, as the standard academic reasoning seems to go) seems a much more suspect route to take.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It also excites me that many in Anil’s group are building their own homebrew infrastructure to host their notes and research. Anil’s website runs on a system called &lt;a href=&quot;https://anil.recoil.org/notes/bushel-lives&quot;&gt;Bushel&lt;/a&gt;; Jon Sterling has an impressive tool called &lt;a href=&quot;https://www.forester-notes.org/index/index.xml&quot;&gt;Forester&lt;/a&gt;; Patrick Ferris uses Forester with a preprocessor he wrote called &lt;a href=&quot;https://patrick.sirref.org/graft/index.xml&quot;&gt;Graft&lt;/a&gt;; Michael Winston Dales has an &lt;a href=&quot;https://digitalflapjack.com/blog/the-partially-dynamic-web/&quot;&gt;OCaml static site generator&lt;/a&gt;. My weeknotes will of course be written and published using &lt;a href=&quot;https://rheo.ohrg.org/&quot;&gt;Rheo&lt;/a&gt;, the CLI tool I have been &lt;a href=&quot;https://github.com/freecomputinglab/rheo/graphs/commit-activity&quot;&gt;working on&lt;/a&gt; for a few months now that is part of the &lt;a href=&quot;https://chi-star-workshop.github.io/src/assets/pdf/papers/DocumentInfrastructureForAugmentedReading%20-%20Will%20Crichton.pdf&quot;&gt;document infrastructure for augmented reading&lt;/a&gt; we are working on at the &lt;a href=&quot;https://freecomputinglab.ohrg.org/&quot;&gt;Free Computing Lab&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I intend that these weeknotes will allow me to continue developing Rheo not only as a more fully featured static site generator, but also to add a &lt;a href=&quot;https://roamresearch.com/&quot;&gt;roam-style&lt;/a&gt; &lt;a href=&quot;https://github.com/freecomputinglab/rheo-packages&quot;&gt;package&lt;/a&gt; for HTML export to allow backlinks, tagging, and many of the other features that exist in Forester and Bushel. One of my complaints about roam-style systems is that they are hard to adopt/navigate unless one is already quite familiar with the architectural ideas that support them. Thus I want to keep ‘vanilla’ Rheo un-roam-like so that it can still be used as the driver for sites like the &lt;a href=&quot;https://lolm.ohrg.org/&quot;&gt;Language of Language Machines&lt;/a&gt;, &lt;a href=&quot;https://screening-the-subject.ohrg.org/&quot;&gt;Screening the Subject&lt;/a&gt;, the &lt;a href=&quot;https://digitaltheory.ohrg.org/&quot;&gt;Digital Theory Lab website&lt;/a&gt;, and the &lt;a href=&quot;https://rheo.ohrg.org/&quot;&gt;Rheo docsite&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;And so, announcing my research weeknotes, started the day of this post—June 7th— which you can find publically available at:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;https://weeknotes.ohrg.org&quot;&gt;https://weeknotes.ohrg.org&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;</content></entry><entry><title>Writing with Rheo</title><id>https://ohrg.org/writing-with-rheo.html</id><updated>2025-06-09T00:00:00+00:00</updated><link href="https://ohrg.org/writing-with-rheo.html" rel="alternate"/><content type="html">&lt;h2&gt;Writing with Rheo&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;You’ve no doubt already heard about &lt;a href=&quot;https://github.com/freecomputinglab/rheo&quot;&gt;Rheo&lt;/a&gt;, the hot new typesetting and static site engine from the &lt;a href=&quot;https://freecomputinglab.ohrg.org/&quot;&gt;Free Computing Lab&lt;/a&gt; (FCL). In the unlikely event that you haven’t, let me clue you in. With Rheo, you can flow a folder of Typst files into various different publishable formats, such as PDF (paged documents), EPUB (reflowable documents), and HTML (websites). It’s developed and maintained by… well, me, with contributions from colleagues at the FCL and beyond.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;I’ve written before about &lt;a href=&quot;./writing-setup.html&quot;&gt;what I need in a writing setup&lt;/a&gt;, and more recently about how I’ve been &lt;a href=&quot;./writing-in-typst.html&quot;&gt;experimenting with Neovim and Typst&lt;/a&gt; towards a modern implementation of such a setup. I outline in the first post how I’ve hackily realized many aspects of my writing environment with Orgmode, Emacs, Pandoc, and LaTeX over the past few years. I don’t like LaTeX. It’s complicated, labyrinthine, and I don’t understand it. But it has always been necessary to cobble in as part of my writing system, because it is the only reasonable way to produce sophisticated layouts in PDF such as tables, maths, careful image placement, and so on.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The only reasonable way, until &lt;a href=&quot;https://typst.app/&quot;&gt;Typst&lt;/a&gt;. Typst takes the ergonomics of Markdown and combines it with the power of LaTeX, packaging it as a modern programming language with a &lt;a href=&quot;https://github.com/typst/typst&quot;&gt;performant and well-maintained toolchain&lt;/a&gt;. (You can read more about why I see Typst as the best foundation on offer for a modern hypertext writing system on the &lt;a href=&quot;https://rheo.ohrg.org/why-is-rheo&quot;&gt;Rheo docs site&lt;/a&gt;.) The Typst compiler has excellent support for producing PDFs, and experimental support for producing HTML: but the syntax is designed in a way that it’s not unreasonable to demarcate sections of its syntax and find an appropriate representation in a range of different document formats.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Rheo is my first pass at how this could work. Because EPUB is essentially just HTML in a straitjacket, it wasn’t too difficult to take the HTML that Typst produces and wrap it up nicely as a valid EPUB. There are a few essentials of modern websites such as CSS that Typst isn’t scoped to provide, so Rheo bridges this gap as well. Leveraging this kind of wrapping and a &lt;a href=&quot;https://rheo.ohrg.org/spines&quot;&gt;little bit of thinking&lt;/a&gt; about how to expose packaging options to the user, Rheo is now basically functional as an &lt;a href=&quot;https://github.com/freecomputinglab/rheo&quot;&gt;open source&lt;/a&gt; static site engine for Typst.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;In the past couple of days, I’ve ported almost all of my writing projects to Rheo. My most recent projects were already using Typst, and so for these it was as trivial as dropping them into a folder and adding a &lt;a href=&quot;https://rheo.ohrg.org/rheotoml&quot;&gt;rheo.toml&lt;/a&gt;. A few of the websites I maintain—like this one—were largely written in Orgmode (as per my old/original writing system), so I used &lt;a href=&quot;https://pandoc.org/&quot;&gt;pandoc&lt;/a&gt; to get Typst from the original source and added a few post-processing steps to the conversion where pandoc wasn’t capable of capturing the syntax.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This means that I now have a &lt;code&gt;writing&lt;/code&gt; folder on my machine which contains all of my various blogs, academic papers, my dissertation (in-progress), and job materials. Each document consists chiefly of Typst, and different subfolders contain CSS, Typst templates, and images and other assets as appropriate to the targeted formats. All of the writing in this folder is, in principle, exportable triply as an EPUB, as PDFs (combined or individual), and as webpages.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Besides being consistent, which makes it much easier to copy-and-paste writing between projects among other things, it is also all essentially editable in my text processor of choice, &lt;a href=&quot;https://github.com/breezykermo/nixos/tree/main/home-manager/server/neovim&quot;&gt;a customized Neovim&lt;/a&gt;. It is also highly interpretable by agential LLMs such as &lt;a href=&quot;https://claude.com/product/claude-code&quot;&gt;Claude Code&lt;/a&gt;, a product that has slowly but surely become a key part of my coding workflow. There are many justified concerns about how LLMs will impact writing in the humanities and beyond. But if you wash away the fears AI ideologues are stoking regarding the imminent automation of intelligence, a fear that I believe &lt;a href=&quot;https://caiml.org/dighum/announcements/digital-humanism-salon-capital-and-the-computer-by-lachlan-kermode-2024-06-24/&quot;&gt;thoroughly misapprehends how mercurial the notion of ‘intelligence’ really is&lt;/a&gt;, LLMs can do amazing things in a writing workflow. In a matter of minutes, for example, I fixed some forty typos in this blog with a prompt to Claude Code as simple as ‘find typos in this blog and fix them’. Some of these typos have been around for years! Furthermore, because Typst encodes formatting in a well-documented and well-structured way, I can let an agent loose on other editorial tasks such as finding incorrect citations, inconsistently formatting book titles, and so on. All of the Typst files in my &lt;code&gt;writing&lt;/code&gt; folder are code-like, and so I version-control them using &lt;a href=&quot;https://github.com/jj-vcs/jj&quot;&gt;Jujutsu&lt;/a&gt; and &lt;a href=&quot;https://github.com/&quot;&gt;Github&lt;/a&gt;, which means that I can always roll back or discard any reckless changes an LLM agent might suggest.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Rheo is now working smoothly for these personal writing projects. In the coming weeks, I’m excited to attempt to port editions of a major critical journal to Rheo. This will avail the journal’s readership to new formats (webpages and EPUB in addition to the PDF that is already available), and avail the editorial team to LLM-enhanced techniques to correct spelling, formatting, and more. I expect to push a few features and fixes to Rheo through this first real case study in what it offers to the open publishing ecosystem. If you’re interested to follow along or have questions about how to use Rheo in your own projects, please &lt;a href=&quot;https://freecomputinglab.zulipchat.com/join/dit724hcwgbhic3xxwkdpkqs/&quot;&gt;join our Zulip&lt;/a&gt;.&lt;/p&gt;</content></entry><entry><title>Slavoj Žižek: The Sublime Object of Ideology (chapter 1, part 1)</title><id>https://ohrg.org/zizek-sublime-object-of-ideology-chapter-1-part-1.html</id><updated>2024-02-07T00:00:00+00:00</updated><link href="https://ohrg.org/zizek-sublime-object-of-ideology-chapter-1-part-1.html" rel="alternate"/><content type="html">&lt;h2&gt;Slavoj Žižek: The Sublime Object of Ideology (chapter 1, part 1)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This post continues thinking regarding Zizek&apos;s 1989 book &lt;a href=&quot;https://en.wikipedia.org/wiki/The_Sublime_Object_of_Ideology&quot;&gt;The Sublime Object of Ideology&lt;/a&gt;. For some thinking on the preface and introduction (in the 2nd edition published by Verso), see &lt;a href=&quot;24-02-05.html&quot;&gt;24.02.05&lt;/a&gt;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Here, I want to unfold the thinking in the book&apos;s first chapter, titled &quot;How Did Marx Invent the Symptom?&quot;. This chapter sets up a constellation of thinkers and theories in connection with each other, the basis of which can be summarised in a diagram as follows:&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;&lt;img 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}&quot;&gt;&lt;br&gt;As shown here, Marx&apos;s thought serves as the connecting tissue for Zizek between Kant and Hegel on the one side (of history), and Freud and Lacan on the other. The key term missing from this diagram (but which should be considered to effectively bracket it) is the chapter&apos;s titular one, &lt;strong&gt;symptom&lt;/strong&gt;. Zizek&apos;s question is essentially this: what understanding of this term, symptom, can be unfolded to make sense of Lacan&apos;s statement that Marx invented the idea of it, an unfolding that bridges the apparent gap between Marxian and psychoanalytic thought?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The philosophical stakes of this unfolding are relatively high. Marx is understood to be a thinker first and foremost of capital, of social and political struggle, of the possibilities of collective undertaking. Freud, to the contrary, is a thinker of the individual, the &apos;self&apos;, of psychoses and sexuality. While Lacan is obviously and avowedly a reader of Freud, he is not obviously a reader of Marx. The non-obviousness of his thought&apos;s relation to Marx is one of the reasons (among &lt;em&gt;many&lt;/em&gt; - including his controversial &lt;a href=&quot;https://inthesetimes.com/article/the-ambiguous-legacy-of-68&quot;&gt;reaction to the May &apos;68 student protests&lt;/a&gt;, and his controversial invention of the &apos;&lt;a href=&quot;https://www.lacanonline.com/2010/07/the-short-session/&quot;&gt;short session&lt;/a&gt;&apos; in clinical work) that Lacan is sometimes regarded as being &apos;not political enough&apos; for the Left (at best), or even as distinctly conservative (at worst). Zizek is perhaps most famous for introducing his readers and viewers to a Lacan of the Left, pace those who dismiss him as yet another complacent and over-intelligent white man who calls himself a philosopher.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;To see the project of (Lacanian) psychoanalysis as bearing a distinct relation to the Marxian critique of political economy is to throw it into relief as a potential philosophy for and of (leftist) liberation, rather than to disregard it as a blimpish ideology that masks and justifies the sexual deprivation of the rich and powerful.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-2&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; Zizek&apos;s first task, therefore, is to lay out the &quot;fundamental homology between the interpretive procedure of Marx and Freud - [and] more precisely between their analysis of &lt;strong&gt;commodity&lt;/strong&gt; and of &lt;strong&gt;dreams&lt;/strong&gt;&quot; (Zizek 2009, 3). What Marx sees/theorises in the commodity, Freud does too in dreams.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Freud&apos;s work in the interpretation of dreams, Zizek argues, is not to decrypt the hidden content of the unconscious that is masked by their form. The vast majority of people - including me, before I started this PhD - if they have heard about Freudian psychoanalysis at all, will understand its method of interpretation to be exactly this: the gun in my dream that I shot at a duck is &lt;em&gt;actually&lt;/em&gt; a penis; and the duck is &lt;em&gt;actually&lt;/em&gt; a &apos;mother hen&apos;, which is in fact my mother; and thus the &lt;em&gt;real&lt;/em&gt; meaning of the dream is that I have a desire to sleep with my mother that I cannot represent to myself consciously. Freud&apos;s method of interpreting dreams, Zizek says, is vastly more sophisticated than this. The dream is not simply a mask (the &lt;strong&gt;form&lt;/strong&gt;) for some body of meaning (of &lt;strong&gt;content&lt;/strong&gt;) that &lt;em&gt;actually&lt;/em&gt; resides in the unconscious that is struggling to get out, to express itself. To put it differently, the dream&apos;s content cannot be excised (as if it were a tumor) in a singular, scientific, authoritative rationalisation of its form. For Freud, rather, to interpret a dream is to try to understand why the stuff of the unconscious was made to surface as a dream in the first place - and not what this &apos;stuff&apos; &lt;em&gt;actually&lt;/em&gt; is, however juicy those details might seem. The &apos;secret&apos; of both the commodity and the dream is not revealed by unveiling the content of value or of desire respectively, but rather exists in the way that &apos;content&apos; is structured through the form itself.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This chapter does the enlightening work of detailing this difficult conception of the interpretation of dreams as a necessary &quot;working through&quot; - and not a functional process of inputs and outputs that could in principle be automated - with respect to Marx&apos;s conception of the commodity and its (determinate) relationship with &lt;strong&gt;value&lt;/strong&gt; in his system. This work/connection is enlightening to me precisely because of the &apos;monetary theory of value&apos; that Rebecca Carson expounds in her 2023 book &lt;em&gt;Immanent Externalities&lt;/em&gt; (Carson 2023) (about which I wrote in part in &lt;a href=&quot;24-01-27.html&quot;&gt;24-01-27&lt;/a&gt;). As implied in the explanation above, as the commodity is to value, the dream is to &lt;strong&gt;desire&lt;/strong&gt;. Both forms - the commodity and the dream - represent a sensuous-nonsensuous thing that bespeaks an entire and hidden system of captivation and capture, of mystification (something appearing formally where it is not), and of fetishism (the subject-object conflation).&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The &lt;strong&gt;symptom&lt;/strong&gt;, then, is the name that Zizek gives to the commonality of interpretative method that Freud and Marx share in their (dialectical) treatments of their respective objects of concern. Against Habermas&apos; idea of &quot;inter-subjective communication&quot;, there is always a &lt;strong&gt;structure&lt;/strong&gt; at work in the mediation of value/desire:&lt;/p&gt;&lt;blockquote&gt;The structure is always triple; there are always three elements at work: the &lt;em&gt;manifest dream-text&lt;/em&gt; [form], the &lt;em&gt;latent dream-content&lt;/em&gt; or thought [content], and the &lt;em&gt;unconscious desire&lt;/em&gt; articulated in a dream [structure]. (Zizek 2009, 6)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This structure (unconscious desire, or value) is neither strictly objective nor strictly subjective, but rather consists in the impossibility to strictly divide those two domains. It is structure that determines &quot;the real subject matter&quot; (Zizek 2009, 6) of the movement.&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Carson, Rebecca. 2023. &lt;em&gt;Immanent Externalities: The Reproduction of Life in Capital&lt;/em&gt;. Brill.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek, Slavoj. 2009. &lt;em&gt;The Sublime Object of Ideology&lt;/em&gt;. Second Edition. London New York: Verso.&lt;/p&gt;&lt;/div&gt;</content></entry><entry><title>Slavoj Žižek: The Sublime Object of Ideology (chapter 1, part 2)</title><id>https://ohrg.org/zizek-sublime-object-of-ideology-chapter-1-part-2.html</id><updated>2024-03-03T00:00:00+00:00</updated><link href="https://ohrg.org/zizek-sublime-object-of-ideology-chapter-1-part-2.html" rel="alternate"/><content type="html">&lt;h2&gt;Slavoj Žižek: The Sublime Object of Ideology (chapter 1, part 2)&lt;/h2&gt;&lt;h2&gt;Introduction&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Today I worked properly through the first chapter of Zizek&apos;s &lt;em&gt;Sublime Object of Ideology&lt;/em&gt; (towards an essay I am currently writing, outlined at the top of &lt;a href=&quot;24-02-28.html&quot;&gt;this log&lt;/a&gt;). I&apos;ve reported before on the introduction (&lt;a href=&quot;24-02-05.html&quot;&gt;this log&lt;/a&gt;), and the opening of the first chapter (&lt;a href=&quot;24-02-07.html&quot;&gt;this log&lt;/a&gt;) - in the latter of which I outline Zizek&apos;s homology between both the (Marxian) critique of political economy and the (Freudian-Lacanian) project of philosophical psychoanalysis, and also the more particular similarity between the commodity and the dream which serves as a starting point for stitching those two projects together. Here I want to work more closely through the rest of the chapter, in which Zizek elaborates from the commodity-dream correspondence to argue for a &lt;strong&gt;value-desire correspondence&lt;/strong&gt; These two &apos;systems&apos; of Marx and Freud respectively are &lt;strong&gt;movements&lt;/strong&gt; that articulate for Zizek an excess or &lt;strong&gt;surplus&lt;/strong&gt; at work; a surplus that illustrates why Lacan conjures the idea of &apos;surplus-enjoyment&apos; as an evocation of the Marxian &apos;surplus-value&apos;. This pedagogical move of explicating Lacan via Marx (as well as some other thinkers, such as Hegel, Sloterdijk, Kafka, Althusser) takes place repeatedly throughout this chapter to introduce the reader to a collection of psychoanalytic concepts - symptom, hysteria, fantasy, transference - that will ultimately service Zizek&apos;s grander argument about &lt;strong&gt;ideology&lt;/strong&gt; in the book as a whole. Recall that the pedagogy of Lacan&apos;s system and sense is one of the threefold aims of the book that Zizek details in its introduction. In addition to re-actualizing Hegel and contributing a critical theory of ideology, it aims:&lt;/p&gt;&lt;blockquote&gt;to serve as an introduction to some of the fundamental concepts of Lacanian psychoanalysis: against the distorted picture of Lacan as belonging to the field of &apos;post-structuralism&apos;, the book articulates his radical break with &apos;post-structuralism&apos;; against the distorted picture of Lacan&apos;s obscurantism, it locates him in the lineage of rationalism. (Zizek 2009, xxx)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For my part, the homology between psychoanalytic desire and Marxian value is useful, because it lays the foundation of how to think about the capture and closure of desire in capitalism; the condition of unfreedom that its logic of production and circulation engenders; and the structural illusion that this capture generates in the apprehension of computing&apos;s artifacts.&lt;/p&gt;&lt;h2&gt;Sohn-Rethel as a reader of Marx&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek&apos;s first move is to read Marx through &lt;a href=&quot;https://en.wikipedia.org/wiki/Alfred_Sohn-Rethel&quot;&gt;Alfred Sohn-Rethel&lt;/a&gt; in a subsection titled &quot;The unconscious of the commodity form&quot;, as Sohn-Rethel is seen as the best theorist of the surplus at stake in the Marxian commodity-form; and thus the best reader of Marx to link his work to Lacan. Sohn-Rethel&apos;s theory of &lt;strong&gt;real abstraction&lt;/strong&gt; operates as a critique of the Kantian transcendental subject, in that it undermines the plausibility of an a priori frame of knowledge, an objective gaze through the fantasy of which so-called &lt;strong&gt;scientific knowledge&lt;/strong&gt; (knowledge that straight-forwardly &apos;exists&apos; without accounting for its subject-position) comes into being. Sohn-Rethel&apos;s thesis is that &lt;em&gt;money is the formal &apos;cause&apos; of transcendental consciousness&lt;/em&gt;. This thesis is a &quot;disquieting fact&quot; (Zizek 2009, 11), because it proposes that the foundation of our clear-headed (transcendental) consciousness is the something essentially external; namely the strange social operativity of &lt;strong&gt;money&lt;/strong&gt;. The idea that our &lt;em&gt;internal&lt;/em&gt; state of mind is contingent upon something partially &lt;em&gt;external&lt;/em&gt;, i.e. socially mediated, is what justifies the name &apos;real abstraction&apos;. &lt;em&gt;Abstraction&lt;/em&gt; - internal thought, which appears to us as transcendent, in the sense that it seems to have no cause but itself - is in fact contingent upon something &lt;em&gt;real&lt;/em&gt; - an external consistency not ultimately subject to our will as such. This real consistency, in capitalism, is money: or rather, the exchange relation for which money serves as the embodiment.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Sohn-Rethel&apos;s reading of Marx expedites the point that Zizek wants to make regarding the connection between Marx and Lacan, as it sets up the theorisation of &lt;strong&gt;value&lt;/strong&gt; in Marx as akin to Lacanian &lt;strong&gt;desire&lt;/strong&gt; in the critical sense that both operate through an absence / immanent exception in their own logic. The name given to such a structure, which operates through the logic of its own immanent exception, is (and this language is used directly by both Marx and Lacan) &lt;strong&gt;surplus&lt;/strong&gt;.&lt;/p&gt;&lt;h2&gt;Marxian surplus&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;To properly consider the homology that Zizek is proposing, one needs to cultivate both an understanding of the status of surplus in the Marxian philosophy of value on the one hand, and the basis of the relationship between the unconscious and desire in Lacan on the other. Let&apos;s return to Marx and Sohn-Rethel - and try to provide a bit more pedagogical context than Zizek does - to work towards the first of these understandings. In volume one of &lt;em&gt;Capital&lt;/em&gt;, Marx infamously does not introduce the notion of money until he has first fleshed out a firm concept of the commodity, its value (in both use-value and exchange-value), and the presentation of a relationship between a commodity&apos;s value and labour (in both its concrete and abstract modalities). Why? Because money is a commodity whose value resides only in the exchangeability of commodities as such. Without first understanding that a commodity represents a thing, service, or affair that is subject to exchange - and that the value of a commodity as universally exchangeable is measured in the quantity of abstract labour that resides in it - we would have no bearings through which to understand the meaning of money in a capitalist system of exchange. Money &lt;em&gt;materialises&lt;/em&gt; this exchange relation in its status as that exceptional commodity whose use-value is as the measure of exchange-value in itself, i.e. as the signature of the exchangeability of all other commodities as such.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Value in Marx is a structure that substantiates the social bond. It is, in other words, the logic that undergirds how humans relate to each other, the very substance of society. Marx&apos;s claim in &lt;em&gt;Capital&lt;/em&gt; is that society is increasingly configured around a particular &lt;em&gt;movement&lt;/em&gt; of value, a movement which he calls capital. In the capitalist interpretation of value, things / services / affairs are commodified - that is, their value is temporarily reduced to just one aspect of itself, exchange-value, in order to circulate on the market as a commodity. The use-value still exists in objects of our consideration; but in its form as a commodity, the gravity of a thing&apos;s use-value is wholly overshadowed by the glamour of its exchange-value. Recognising money as the embodiment of exchange-value, we can summarise this point in a much more apparently simple way: &apos;in capitalism, everything wants to have a price&apos;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The word &apos;wants&apos; here is of critical importance. It is not the case, as is often assumed, that we can simplify this summary to state instead: &quot;in capitalism, everything has a price&quot;. For it is not true that &lt;em&gt;everything&lt;/em&gt; has a price in capitalism, nor that price (exchange-value) is always and everywhere the sole measure of value in the structure of society. This word &apos;wants&apos; inserts a distance between the &lt;em&gt;appearance&lt;/em&gt; of value as exchange-value in the commodity, and the &lt;em&gt;reality&lt;/em&gt; of value that saturates the thing, service, or affair. In capitalism, value has an inclination towards being expressed as exchange-value, even though it is in reality a &apos;quality&apos; more capacious that is not solely reducible to its measurement in money.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Capital as a structure is distinctly characterised by this inclination to reductively render value one-dimensionally in and as just one of its proportions, exchange-value. This reduction should be considered both its means and its ends. Insofar as it takes place, capital has achieved its cardinal &apos;desire&apos;: it has gotten what it &apos;wants&apos;. Capital strives towards this self-satisfaction, and the more dominant the structure of capital is in society, the more urgent, necessary, and natural this drive appears - even though it is, in reality, a historically contingent kind of social relation.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Capital&apos;s drive to render value as exchange-value is the mechanism one must keep in mind to properly understand the Marxian critique of &lt;strong&gt;surplus-value&lt;/strong&gt; Marx wanted to understand: what about capitalism drives us to continually ramp up the production of commodities and to invest in those particular kinds of technological innovation that bolster this phenomenon? How, in the production and circulation of commodities, is an additional amount of exchange-value conjured (as if from nowhere), and how does it come to line the pocket of a particular role in this process - a role Marx will come to call that of the capitalist? Where, in the apparently free exchange of commodities between producer and consumer, does this sleight of hand take place, a sleight that keeps &apos;the economy&apos; on its ever-upward trajectory?&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Surplus-value is the Marxian name for the telos of capital, the object which it lacks, and therefore towards which it must strive in search of satisfaction, the absent cause that it uses to drive its subjects to perpetually produce.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;As the end-it-itself of capitalist accumulation, surplus-value acquires a quasi-mystical status. The set of reductions or mischaracterisations that suffuse capital as a mode of production are all oriented towards it - value is but exchange-value, labour is but labour-power, things are but commodities - &lt;em&gt;so that&lt;/em&gt; there may be surplus-value. Each of these reductions is the mystification of a subjective &lt;em&gt;measurement&lt;/em&gt; so as to appear as an objective &lt;em&gt;principle&lt;/em&gt;; a fundamental obscuring in the production of surplus-value that Marx calls &lt;strong&gt;fetishism&lt;/strong&gt;. Surplus-value in Marx, then, is a kind of transcendent quality, something that appears as if from nowhere through the mechanics of fetishistic reduction that take place in the capitalist mode of production.&lt;/p&gt;&lt;h2&gt;Lacanian surplus&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The quasi-mystical status of surplus-value as the absent yet driving force of capitalist production and accumulation in Marx&apos;s analysis is, Zizek suggests, the logic through which the qualifier &apos;surplus&apos; comes to figure in Lacan&apos;s theorisation of &lt;strong&gt;surplus-enjoyment&lt;/strong&gt;. Surplus-value&apos;s absence conjures the drive for ever-more of it (effected through the production and circulation of the commodity). Value in its capitalist configuration cannot exist without surplus-value as its absent cause and its telos. Desire, Lacan argues, shares the same structure:&lt;/p&gt;&lt;blockquote&gt;If we subtract the surplus we lose enjoyment itself, just as capitalism, which can survive only by incessantly revolutionizing its own material conditions, ceases to exist if it &apos;stays the same&apos; (Zizek 2009, 54).&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The &lt;em&gt;embodiment&lt;/em&gt; of the missing cause and end of desire&apos;s system, its surplus-enjoyment, is what Lacan calls the &lt;strong&gt;objet petit a&lt;/strong&gt; - the object-cause of desire. Surplus-value in capital is a &apos;thing&apos; that can never quite be possessed, and this ever-absence is what drives the movement of value in the production and circulation of commodities. When the immanent limit of value&apos;s system is positivised as something to be sought after - when surplus-value is materialised in its &apos;reality&apos; as more-and-more money - capitalism acquires its drive to permanent development. A similar drive, what we might also call a &lt;strong&gt;bad infinity&lt;/strong&gt;, results when we misapprehend desire as something that can be achieved, or finally satisfied. It is rather something negative, something missing, that drives both desire and value to reproduce themselves.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;This negative (absent) cause, the common missing that paradoxically inaugurates the very systems that lack in it, is why Lacan credits Marx for inventing the &lt;strong&gt;symptom&lt;/strong&gt;, in Zizek&apos;s reading. The symptom is the name for an effect in which one can interpret something missing, a paradoxical crack in the systematicity (of value or desire) that reveals the system&apos;s fetishistic drive towards something outside of itself, its mis-rendering of the subject-object dialectic as something simpler and less entangled than it really is.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Thus it is Sohn-Rethel&apos;s reading of Marxian value as a logic of the subject-object dialectic&apos;s fetishistic disavowal that makes clearer the connection between psychoanalysis and capitalism. Lacan&apos;s evocation of Marx in surplus-enjoyment recognizes that the satisfaction of sexual desire might, like capitalist accumulation, be compromised in the sense that, though it seems to seek an end outside of itself, its teleology is really servicing nothing more than its own reproduction.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;For Zizek, this correspondence serves to illuminate Lacan&apos;s project as political, for Marx&apos;s philosophy has long been the best and most uncontroversial example of a truly political philosophy.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-2&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; Yet it also illuminates something important about Marx&apos;s project; namely that while it does an excellent job diagnosing the logic of capital, it does not offer the reader a strategy through which to work from within it to overcome it. Zizek&apos;s wager is that psychoanalysis offers us a better version of this roadmap.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek, Slavoj. 2009. &lt;em&gt;The Sublime Object of Ideology&lt;/em&gt;. Second Edition. London New York: Verso.&lt;/p&gt;</content></entry><entry><title>Slavoj Žižek: The Sublime Object of Ideology (introduction)</title><id>https://ohrg.org/zizek-sublime-object-of-ideology-introduction.html</id><updated>2024-02-05T00:00:00+00:00</updated><link href="https://ohrg.org/zizek-sublime-object-of-ideology-introduction.html" rel="alternate"/><content type="html">&lt;h2&gt;Slavoj Žižek: The Sublime Object of Ideology (introduction)&lt;/h2&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It&apos;s been a few days since I logged; so a couple of thoughts are due today. The first is regarding Zizek&apos;s 1989 book &lt;a href=&quot;https://en.wikipedia.org/wiki/The_Sublime_Object_of_Ideology&quot;&gt;The Sublime Object of Ideology&lt;/a&gt;, which is one of the &quot;first&quot; in my list on science and psychoanalysis. This book is absolutely essential for a number of reasons. Among the most important is that it represents some of the foundational work in relating Lacan&apos;s thought to Hegel, Marx, and Kant. The radical line of argumentation that Lacan&apos;s thought represents for Zizek (against postmodernism, historicism, Habermas&apos; &quot;post-structuralism&quot;) is integral to a thoughtful understanding of science.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;By &quot;thoughtful&quot; here, I mean to take issue with two colloquial and common understandings of science: the first too idealist, and the second too materialist.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The too-idealist understanding of science posits it as a system of thought that ultimately represents a &lt;em&gt;true&lt;/em&gt; approximation of the world. Some version of this view is, I would think, the operational view of many scientists and &apos;scientifically minded&apos; associates. Science is a system of laws, in other words, that resides in thought (epistemology) in such a way that it can fundamentally map onto that which resides in the world (ontology). Epistemology, in this view, is nothing but a lossless compression of ontology. While (some of) science&apos;s methods might be flawed or approximate, the collective constellation of mind (ideology) that results from them is plausibly flawless. Because thought&apos;s representation of the world has no ontological instability, scientific laws come to be considered essentially &lt;em&gt;objective&lt;/em&gt;: they exist independently (&apos;materially&apos;) from minds that apprehend them.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;The too-materialist view is preponderant in the history of science, humanities, and other disciplines that exclude themselves from scientific requirement (and cachet). It similarly sees the methods of science as approximations of what&apos;s at work in the world; but in contradistinction to the too-idealists, it does not recognise epistemology as plausibly lossless to ontological reality. In this view, thought is necessarily an approximation of the world&apos;s chaos. It is not the &lt;em&gt;transcription&lt;/em&gt; of objective laws, but the &lt;em&gt;translation&lt;/em&gt; of them. Indeed, whether such laws exist at all objectively is not up for debate, as thought and language themselves are not thought to be capable of accurately representing them in any case. The too-materialists tend to emphasize the necessary contingency of all knowledge, and react forcefully to all kinds of generalization of thought beyond its situation in a (suitably small) worldly context. Thought here is impotent to apprehend the world. (In extreme cases, the too-materialist malady leads to frightfully confusing arguments that we must let world do more to apprehend itself.)&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek takes up the task of &quot;rehabilitating psychoanalysis in its philosophical core&quot; (Zizek 2009, viii) to avoid the indefatigable spells of both the too-idealist and the too-materialist. To do so, he argues that we must re-read Hegel through Lacan, to develop a properly &lt;strong&gt;dialectical&lt;/strong&gt; approach to epistemology and ontology. Hegelian, Marxian, and Lacanian dialectics– all of which Zizek sees as sharing a certain quality of thinking– represent such an attempt to break the spell of an un-dialectical subject-object relation in philosophy.&lt;sup id=&quot;loc-1&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-4&quot;&gt;1&lt;/a&gt;&lt;/sup&gt; In the book&apos;s preface, he develops (in what is now recognised as typically Zizekian fashion) a scatological understanding of Hegelian &lt;em&gt;Aufhebung&lt;/em&gt; with respect to the Lacanian notion of non-All. To jump to the case of connecting Lacan&apos;s and Hegel&apos;s thought (and to tastefully avoid all the other &apos;shit&apos; in this rather complex beginning):&lt;/p&gt;&lt;blockquote&gt;the externality of Nature with regard to the Idea is not that of the Idea&apos;s constitutive exception: it is not that Nature is set free as the exception that guarantees the Wholeness of the Idea&apos;s self-mediation. It is not the case that, once this mediation is complete (that is, after the Idea&apos;s dialectical progress can no longer be propelled by the Idea&apos;s own incompleteness - its failure to correspond to its own notion), the completed Idea needs an external Other (Nature) to sustain the complete and closed circle of its self-mediation. Nature is, rather, the mark of the non-All of the Idea&apos;s totality. (Zizek 2009, xxi)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Incompleteness is the essential element of Hegel&apos;s/Zizek&apos;s thought that mediates between the too-idealist and too-materialist extremes of scientific conception. If one takes &apos;Nature&apos; in this quotation to represent the too-materialist, and &apos;Idea&apos; the too-idealist, the relevancy of Hegel&apos;s thought to the &apos;problem&apos; of (thoughtful) science becomes clear. Dialectic is the name given to the quality of method that retains the insights of &lt;em&gt;both&lt;/em&gt; materialism and idealism, without subsuming one in favour of the other.&lt;sup id=&quot;loc-2&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-5&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; More difficultly, the relationship between Idea and Nature is understood as a &lt;strong&gt;mutual incompleteness&lt;/strong&gt;: &quot;Nature is, rather, the mark of the non-All of the Idea&apos;s totality.&quot; Epistemology is not sufficient in itself, for there immanently resides a &quot;constitutive exception&quot; in it; i.e. a moment that cannot be (rationally) grasped in its own &apos;native&apos; terms. This exception &lt;em&gt;is&lt;/em&gt; what we call ontology, and the fact of this exception is what makes Idea&apos;s totality &quot;non-All&quot;.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Identically, (and this I find harder still to properly grasp), &lt;em&gt;the Idea is only and always the constitutive exception of Nature&lt;/em&gt;. Thought appears as a &quot;non-natural&quot; thing in this formulation, as the inverse of Nature in one sense; but crucially it is Nature&apos;s &lt;em&gt;necessary&lt;/em&gt; non-natural inverse. One cannot avoid this non-naturalness of thought by returning it to the land, by giving Nature a greater space in thought, because the two are dialectically entangled and co-constitutive.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek posits psychoanalysis as the philosophical tradition that works against both materialist and idealist essentialism to establish a dialectical logic of the Idea and Nature. The Freudian notion of the &lt;strong&gt;death drive&lt;/strong&gt; (infamously posited, then redeveloped and revised several times throughout Freud&apos;s career) is an example of psychoanalysis&apos; dialectical approach, in that it frames the human as &quot;an animal extorted by an insatiable parasite (reason, &lt;em&gt;logos&lt;/em&gt;, language)&quot; (Zizek 2009, xxvii); an insolvable paradox of nature and nurture.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek&apos;s brilliance in this book is to extend the re-reading of Hegel through Lacan to the problem of &lt;strong&gt;democracy&lt;/strong&gt;. This is evidenced in its title: &lt;em&gt;The Sublime Object of Ideology&lt;/em&gt;. Ideology, a term readily associated with Althusser and Habermas, is colloquially understood as a false consciousness that, once identified and recognized, ought to disappear as if mist cleared on a windy day. Viewed dialectically, however, ideology is the (necessary) product of the incompleteness that bridges subjectivity and objectivity, the &quot;Sublime&quot; (a term with Kantian undertones) to the &quot;Object&quot; (a word which in its placement here echoes the Lacanian &quot;objet petit a&quot; or object cause of desire). This position is a redemption of Hegel, a philosopher who is often dismissed too chauvinistically idealist, and his philosophy of the Subject/Substance relation:&lt;/p&gt;&lt;blockquote&gt;far from being a story of its progressive overcoming, dialectics is for Hegel a systematic notation of the failure of all such attempts - &apos;absolute knowledge&apos; denotes a subjective position which finally accepts &apos;contradiction&apos; as an internal condition of every identity. In other words, Hegelian &apos;reconciliation&apos; is not a &apos;panlogicist&apos; sublation of all reality in the Concept but a final consent to the fact that the Concept itself is &apos;not-all&apos; (to use this Lacanian term). (Zizek 2009, xxix)&lt;/blockquote&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;It is striking how relevant this argument remains today in an academic landscape seemingly rife with the &quot;&apos;post-modernist&apos; traps&quot; (Zizek 2009, xxxi) that Hegel/Lacan/Zizek strive to avoid. Moreover, it was slightly surprising to me how much of Marx there is in this book: as it is through Marx that Zizek develops a robust connection between Kant-Hegel (on one side of &quot;history&quot;) and Freud-Lacan (on the &quot;other&quot;). (I will develop a better sense of this statement in a forthcoming post regarding the first chapter of &lt;em&gt;Sublime Object&lt;/em&gt;, &quot;How Did Marx Invent the Symptom?&quot;) Though Zizek doesn&apos;t directly deal with Science, the arguments in this masterful work of philosophy are essential for bridging from my list on dialectics in history (Marx) to this list on science in psychoanalysis (Lacan).&lt;sup id=&quot;loc-3&quot; role=&quot;doc-noteref&quot;&gt;&lt;a href=&quot;#loc-6&quot;&gt;3&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;h2&gt;Bibliography&lt;/h2&gt;&lt;div&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Ruda, Frank. 2015. &lt;em&gt;For Badiou: Idealism Without Idealism&lt;/em&gt;. Northwestern University Press.&lt;/p&gt;&lt;p class=&quot;rheo-kp&quot; data-justify=&quot;true&quot; data-font=&quot;inter&quot; data-size=&quot;16pt&quot; data-lang=&quot;en&quot; data-hyphenate=&quot;auto&quot; data-justify-limits=&quot;{
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}&quot;&gt;Zizek, Slavoj. 2009. &lt;em&gt;The Sublime Object of Ideology&lt;/em&gt;. Second Edition. London New York: Verso.&lt;/p&gt;&lt;/div&gt;</content></entry></feed>