/*!
  SerializeJSON jQuery plugin.
  https://github.com/marioizquierdo/jquery.serializeJSON
  version 3.2.0 (Dec, 2020)

  Copyright (c) 2012-2021 Mario Izquierdo
  Dual licensed under the MIT (http://www.opensource.org/licenses/mit-license.php)
  and GPL (http://www.opensource.org/licenses/gpl-license.php) licenses.
*/
(function (factory) {
    /* global define, require, module */
    if (typeof define === "function" && define.amd) { // AMD. Register as an anonymous module.
        define(["jquery"], factory);
    } else if (typeof exports === "object") { // Node/CommonJS
        var jQuery = require("jquery");
        module.exports = factory(jQuery);
    } else { // Browser globals (zepto supported)
        factory(window.jQuery || window.Zepto || window.$); // Zepto supported on browsers as well
    }

}(function ($) {
    "use strict";

    var rCRLF = /\r?\n/g;
    var rsubmitterTypes = /^(?:submit|button|image|reset|file)$/i;
    var rsubmittable = /^(?:input|select|textarea|keygen)/i;
    var rcheckableType = /^(?:checkbox|radio)$/i;

    $.fn.serializeJSON = function (options) {
        var f = $.serializeJSON;
        var $form = this; // NOTE: the set of matched elements is most likely a form, but it could also be a group of inputs
        var opts = f.setupOpts(options); // validate options and apply defaults
        var typeFunctions = $.extend({}, opts.defaultTypes, opts.customTypes);

        // Make a list with {name, value, el} for each input element
        var serializedArray = f.serializeArray($form, opts);

        // Convert the serializedArray into a serializedObject with nested keys
        var serializedObject = {};
        $.each(serializedArray, function (_i, obj) {

            var nameSansType = obj.name;
            var type = $(obj.el).attr("data-value-type");

            if (!type && !opts.disableColonTypes) { // try getting the type from the input name
                var p = f.splitType(obj.name); // "foo:string" => ["foo", "string"]
                nameSansType = p[0];
                type = p[1];
            }
            if (type === "skip") {
                return; // ignore fields with type skip
            }
            if (!type) {
                type = opts.defaultType; // "string" by default
            }

            var typedValue = f.applyTypeFunc(obj.name, obj.value, type, obj.el, typeFunctions); // Parse type as string, number, etc.

            if (!typedValue && f.shouldSkipFalsy(obj.name, nameSansType, type, obj.el, opts)) {
                return; // ignore falsy inputs if specified in the options
            }

            var keys = f.splitInputNameIntoKeysArray(nameSansType);
            f.deepSet(serializedObject, keys, typedValue, opts);
        });
        return serializedObject;
    };

    // Use $.serializeJSON as namespace for the auxiliar functions
    // and to define defaults
    $.serializeJSON = {
        defaultOptions: {}, // reassign to override option defaults for all serializeJSON calls

        defaultBaseOptions: { // do not modify, use defaultOptions instead
            checkboxUncheckedValue: undefined, // to include that value for unchecked checkboxes (instead of ignoring them)
            useIntKeysAsArrayIndex: false, // name="foo[2]" value="v" => {foo: [null, null, "v"]}, instead of {foo: ["2": "v"]}

            skipFalsyValuesForTypes: [], // skip serialization of falsy values for listed value types
            skipFalsyValuesForFields: [], // skip serialization of falsy values for listed field names

            disableColonTypes: false, // do not interpret ":type" suffix as a type
            customTypes: {}, // extends defaultTypes
            defaultTypes: {
                "string":  function(str) { return String(str); },
                "number":  function(str) { return Number(str); },
                "boolean": function(str) { var falses = ["false", "null", "undefined", "", "0"]; return falses.indexOf(str) === -1; },
                "null":    function(str) { var falses = ["false", "null", "undefined", "", "0"]; return falses.indexOf(str) === -1 ? str : null; },
                "array":   function(str) { return JSON.parse(str); },
                "object":  function(str) { return JSON.parse(str); },
                "skip":    null // skip is a special type used to ignore fields
            },
            defaultType: "string",
        },

        // Validate and set defaults
        setupOpts: function(options) {
            if (options == null) options = {};
            var f = $.serializeJSON;

            // Validate
            var validOpts = [
                "checkboxUncheckedValue",
                "useIntKeysAsArrayIndex",

                "skipFalsyValuesForTypes",
                "skipFalsyValuesForFields",

                "disableColonTypes",
                "customTypes",
                "defaultTypes",
                "defaultType"
            ];
            for (var opt in options) {
                if (validOpts.indexOf(opt) === -1) {
                    throw new  Error("serializeJSON ERROR: invalid option '" + opt + "'. Please use one of " + validOpts.join(", "));
                }
            }

            // Helper to get options or defaults
            return $.extend({}, f.defaultBaseOptions, f.defaultOptions, options);
        },

        // Just like jQuery's serializeArray method, returns an array of objects with name and value.
        // but also includes the dom element (el) and is handles unchecked checkboxes if the option or data attribute are provided.
        serializeArray: function($form, opts) {
            if (opts == null) { opts = {}; }
            var f = $.serializeJSON;

            return $form.map(function() {
                var elements = $.prop(this, "elements"); // handle propHook "elements" to filter or add form elements
                return elements ? $.makeArray(elements) : this;

            }).filter(function() {
                var $el = $(this);
                var type = this.type;

                // Filter with the standard W3C rules for successful controls: http://www.w3.org/TR/html401/interact/forms.html#h-17.13.2
                return this.name && // must contain a name attribute
                    !$el.is(":disabled") && // must not be disable (use .is(":disabled") so that fieldset[disabled] works)
                    rsubmittable.test(this.nodeName) && !rsubmitterTypes.test(type) && // only serialize submittable fields (and not buttons)
                    (this.checked || !rcheckableType.test(type) || f.getCheckboxUncheckedValue($el, opts) != null); // skip unchecked checkboxes (unless using opts)

            }).map(function(_i, el) {
                var $el = $(this);
                var val = $el.val();
                var type = this.type; // "input", "select", "textarea", "checkbox", etc.

                if (val == null) {
                    return null;
                }

                if (rcheckableType.test(type) && !this.checked) {
                    val = f.getCheckboxUncheckedValue($el, opts);
                }

                if (isArray(val)) {
                    return $.map(val, function(val) {
                        return { name: el.name, value: val.replace(rCRLF, "\r\n"), el: el };
                    } );
                }

                return { name: el.name, value: val.replace(rCRLF, "\r\n"), el: el };

            }).get();
        },

        getCheckboxUncheckedValue: function($el, opts) {
            var val = $el.attr("data-unchecked-value");
            if (val == null) {
                val = opts.checkboxUncheckedValue;
            }
            return val;
        },

        // Parse value with type function
        applyTypeFunc: function(name, valStr, type, el, typeFunctions) {
            var typeFunc = typeFunctions[type];
            if (!typeFunc) { // quick feedback to user if there is a typo or missconfiguration
                throw new Error("serializeJSON ERROR: Invalid type " + type + " found in input name '" + name + "', please use one of " + objectKeys(typeFunctions).join(", "));
            }
            return typeFunc(valStr, el);
        },

        // Splits a field name into the name and the type. Examples:
        //   "foo"           =>  ["foo", ""]
        //   "foo:boolean"   =>  ["foo", "boolean"]
        //   "foo[bar]:null" =>  ["foo[bar]", "null"]
        splitType : function(name) {
            var parts = name.split(":");
            if (parts.length > 1) {
                var t = parts.pop();
                return [parts.join(":"), t];
            } else {
                return [name, ""];
            }
        },

        // Check if this input should be skipped when it has a falsy value,
        // depending on the options to skip values by name or type, and the data-skip-falsy attribute.
        shouldSkipFalsy: function(name, nameSansType, type, el, opts) {
            var skipFromDataAttr = $(el).attr("data-skip-falsy");
            if (skipFromDataAttr != null) {
                return skipFromDataAttr !== "false"; // any value is true, except the string "false"
            }

            var optForFields = opts.skipFalsyValuesForFields;
            if (optForFields && (optForFields.indexOf(nameSansType) !== -1 || optForFields.indexOf(name) !== -1)) {
                return true;
            }

            var optForTypes = opts.skipFalsyValuesForTypes;
            if (optForTypes && optForTypes.indexOf(type) !== -1) {
                return true;
            }

            return false;
        },

        // Split the input name in programatically readable keys.
        // Examples:
        // "foo"              => ["foo"]
        // "[foo]"            => ["foo"]
        // "foo[inn][bar]"    => ["foo", "inn", "bar"]
        // "foo[inn[bar]]"    => ["foo", "inn", "bar"]
        // "foo[inn][arr][0]" => ["foo", "inn", "arr", "0"]
        // "arr[][val]"       => ["arr", "", "val"]
        splitInputNameIntoKeysArray: function(nameWithNoType) {
            var keys = nameWithNoType.split("["); // split string into array
            keys = $.map(keys, function (key) { return key.replace(/\]/g, ""); }); // remove closing brackets
            if (keys[0] === "") { keys.shift(); } // ensure no opening bracket ("[foo][inn]" should be same as "foo[inn]")
            return keys;
        },

        // Set a value in an object or array, using multiple keys to set in a nested object or array.
        // This is the main function of the script, that allows serializeJSON to use nested keys.
        // Examples:
        //
        // deepSet(obj, ["foo"], v)               // obj["foo"] = v
        // deepSet(obj, ["foo", "inn"], v)        // obj["foo"]["inn"] = v // Create the inner obj["foo"] object, if needed
        // deepSet(obj, ["foo", "inn", "123"], v) // obj["foo"]["arr"]["123"] = v //
        //
        // deepSet(obj, ["0"], v)                                   // obj["0"] = v
        // deepSet(arr, ["0"], v, {useIntKeysAsArrayIndex: true})   // arr[0] = v
        // deepSet(arr, [""], v)                                    // arr.push(v)
        // deepSet(obj, ["arr", ""], v)                             // obj["arr"].push(v)
        //
        // arr = [];
        // deepSet(arr, ["", v]          // arr => [v]
        // deepSet(arr, ["", "foo"], v)  // arr => [v, {foo: v}]
        // deepSet(arr, ["", "bar"], v)  // arr => [v, {foo: v, bar: v}]
        // deepSet(arr, ["", "bar"], v)  // arr => [v, {foo: v, bar: v}, {bar: v}]
        //
        deepSet: function (o, keys, value, opts) {
            if (opts == null) { opts = {}; }
            var f = $.serializeJSON;
            if (isUndefined(o)) { throw new Error("ArgumentError: param 'o' expected to be an object or array, found undefined"); }
            if (!keys || keys.length === 0) { throw new Error("ArgumentError: param 'keys' expected to be an array with least one element"); }

            var key = keys[0];

            // Only one key, then it's not a deepSet, just assign the value in the object or add it to the array.
            if (keys.length === 1) {
                if (key === "") { // push values into an array (o must be an array)
                    o.push(value);
                } else {
                    o[key] = value; // keys can be object keys (strings) or array indexes (numbers)
                }
                return;
            }

            var nextKey = keys[1]; // nested key
            var tailKeys = keys.slice(1); // list of all other nested keys (nextKey is first)

            if (key === "") { // push nested objects into an array (o must be an array)
                var lastIdx = o.length - 1;
                var lastVal = o[lastIdx];

                // if the last value is an object or array, and the new key is not set yet
                if (isObject(lastVal) && isUndefined(f.deepGet(lastVal, tailKeys))) {
                    key = lastIdx; // then set the new value as a new attribute of the same object
                } else {
                    key = lastIdx + 1; // otherwise, add a new element in the array
                }
            }

            if (nextKey === "") { // "" is used to push values into the nested array "array[]"
                if (isUndefined(o[key]) || !isArray(o[key])) {
                    o[key] = []; // define (or override) as array to push values
                }
            } else {
                if (opts.useIntKeysAsArrayIndex && isValidArrayIndex(nextKey)) { // if 1, 2, 3 ... then use an array, where nextKey is the index
                    if (isUndefined(o[key]) || !isArray(o[key])) {
                        o[key] = []; // define (or override) as array, to insert values using int keys as array indexes
                    }
                } else { // nextKey is going to be the nested object's attribute
                    if (isUndefined(o[key]) || !isObject(o[key])) {
                        o[key] = {}; // define (or override) as object, to set nested properties
                    }
                }
            }

            // Recursively set the inner object
            f.deepSet(o[key], tailKeys, value, opts);
        },

        deepGet: function (o, keys) {
            var f = $.serializeJSON;
            if (isUndefined(o) || isUndefined(keys) || keys.length === 0 || (!isObject(o) && !isArray(o))) {
                return o;
            }
            var key = keys[0];
            if (key === "") { // "" means next array index (used by deepSet)
                return undefined;
            }
            if (keys.length === 1) {
                return o[key];
            }
            var tailKeys = keys.slice(1);
            return f.deepGet(o[key], tailKeys);
        }
    };

    // polyfill Object.keys to get option keys in IE<9
    var objectKeys = function(obj) {
        if (Object.keys) {
            return Object.keys(obj);
        } else {
            var key, keys = [];
            for (key in obj) { keys.push(key); }
            return keys;
        }
    };

    var isObject =          function(obj) { return obj === Object(obj); }; // true for Objects and Arrays
    var isUndefined =       function(obj) { return obj === void 0; }; // safe check for undefined values
    var isValidArrayIndex = function(val) { return /^[0-9]+$/.test(String(val)); }; // 1,2,3,4 ... are valid array indexes
    var isArray =           Array.isArray || function(obj) { return Object.prototype.toString.call(obj) === "[object Array]"; };
}));
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<article id="post-719" class="post-719 post type-post status-publish format-standard hentry category-foreks-obuchenie-6">
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		<h1 class="entry-title">Тренд в трейдинге: виды тенденций, как торговать по тренду на бирже</h1>
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<span class="posted-on"><i class="fa fa-calendar" aria-hidden="true"></i> <a href="https://anhvuminer.com.vn/trend-v-trejdinge-vidy-tendencij-kak-torgovat%d1%8c-po.html" rel="bookmark"><time class="entry-date published" datetime="2024-05-15T20:20:16+00:00">15 Tháng 5, 2024</time><time class="updated" datetime="2024-12-16T22:37:34+00:00">16 Tháng 12, 2024</time></a> - </span> 
<span class="byline"><i class="fa fa-user" aria-hidden="true"></i> <span class="meta-author vcard"><a class="url fn n" href="https://anhvuminer.com.vn/author/admin-2">admin</a></span> - </span> 
<span class="tp-post-view"><i class="fa fa-eye" aria-hidden="true"></i> 17 lượt xem </span> 
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	<p>Наша компания по праву считается одним из лучших брокеров Форекс (Forex brokers) в <a href="https://boriscooper.org/linii-trenda-trend-na-foreks-chto-neobkhodimo-znat-chtoby-stroit-linii-trenda/">линии тренда</a> Узбекистане, Украине и странах СНГ. Раздел FAQ&nbsp;&nbsp;&nbsp;— прекрасный способ ознакомиться с особенностями рынка и «из первых уст» узнать о торговле валютой, акциями и биржевой торговле. Как только Вы отпустите кнопку мышки, появится графическая пиктограмма выбранного тренда с прикреплённым к ней крестообразным визиром. Для регулирования длины линии тренда нажмите и поддерживайте нажатой кнопку мышки при её перемещении. Все материалы на сайте носят исключительно информационный характер и не являются указанием к действию.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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BnDiJ8/nlNDox5q3Sm8l1R17XLyD4nfH+mZEg8T7gX74lgp3Vh98pqU7b+NLx6s5QXK52W8qD1OKqhMbFc9g0bf+7oGndzRFUwro1r2tbPBT4xrL4iXyl2lu+yLYbtWsUpZI5vNpp3xnoDEAq3fgjnWyIIJzrFzS02K3Y8PF2oWva9r2qqy9rWn4rfiRrvDP5fZGyJ4Vv9bGZampOD8lEe2B/fb0B9idbJyyLFE8rdkUsfyGuT/iVuWt3t4jbl3NVyGT565T+UWTPTCjFIwP+qq/10xTxh7rnQJeokLG2GpTVeb5e9xXKW8X24VNxq5uZKmpkLyd/c8AfYY0lKCRiWJZWAzrzrk+XDEcgAZ7Z0F3IwXBBzjvp8ADJc+6EpUIe/U3PJ0TJ80soRfL8tVAPT36tDSKaTrcZKqM5GePTn9SP56z0uZSjAqAAR9zj10L3UtZBP048wsfM7Bj66w8hXOO4GcYznRjkuOhgq47Z5H6aLjV2Lfu2wOwProKLJLeV0qcP+IfnoM83XnBBf8AiOf4gM41llf8cRPA5Ud8++ghZo/rCp1EN0j1PB51EbXQwV8qMp0qAM8ep9ToUadJxn6TwDjQlgZOky5DgfhB9x99GPH1MpLjHI79tEBBEkqT0OmB2PV2OgJGuSv1YY8D3GjJwpQr1s+Dg88D76AI1RQzcY757/bUtZRYjMZZmwAeogfl6aHI8QUgE4IwcHvomFEkVXVz9QAYHsvf/ho4J+6AMa8AkjPoNRRYXC9LD8C8YxrCuPM7Eg+oHbWWcMmQRgD+WghiMYJwf00O5RHGSUMHZeAMY99Dim6z0gMQvY9tFFncKUPTg8nGvBSieZgqCuMdX31VGyUyU/UeohuORzoEqnrwncn17Ae+gmplxIgAUoCuT/TQUkqTGOllBJ6T1D+f66PBQIsUSCohqTNIgj4Kg4Dfno4xKwYF+3PA4HsMevbQ4lepjBVSMgkhhzn76AXlikkaFT1OoCY5BwDkZ0CApdFxzpIHjBOQcHjGTnRxPmLlGVSv+GipSodQkfSJCzcjlfXOf10CWSOihWUK0gYBAi8sST3/AK6F0e9CKNIywh/oPIYemPbRqgOOgBmd/wAPtn769HK5KF1ZTyuGX8OjKdWaVn6CvlkKvsfc6OqqVkwRorNIrHrflQf8NPO1bLTX2901srLlFQJUOI2mm/Ci+5/lpsqcEqY1HSckjOP5aB1IoIJYYQZJ7gn/AOGqSAlpANlZhAcCU6bkskVlutXa6Wvjq4YZTGtRH+GQD+IHTKpHSWGCUHcjufbXqkvKqtJkoq8L3yfy0SCB9YIRB/CO+fy0GAtaAc1ZxBNwlMnRUAx5IDkent66NyVUs3AYnAHHGPX30hlKSp0M3UBjjJHbnSuSVSqswyyj059NFVIusVBRF6irLGM8A/8AjOdYilToAMTKFTAGMceg0GSV5OrBz+BVAUYAznI0KnNPKvnRyq4YnDH+966FrIo0LEiNL56jkYDYySNELHiQzpChkbGWA5Iz21lG8ssioJUlc4IBIT+ejj09RkLEfwgHjn00bXUBSRnLFhEMsD3PofUHWWnIXy/Lc9Poe/PGs0qs4EzxFQwyAy4IPcZHodYkYCYEE9X1ZU+vGgDdQiyNpuh2eTghTjn205Xits1dS2+nitCU89JCyTyiUt8zIWyGYehA4AGmPoRchg31Nk4ORz6nRi9LHCkjkY9s6KiG30yuelip7ZPsNDwB9Yx3AIP20Q0sPVgTKWIIXJA/P89ZhmBKl4+jPdc/11FF7pkEcqgnqDYyO2vKzFySOp1GC2MDBwcaC1TDG6K3UnW2MY4DN7n07f10bnCdJ6urH1Y9cagyUQFMhk85R9RULgdhoIjMkisR1MgPOP8AxzodPPBInSsqE9ROARkY+2jOh2dioQDjvqKLEbqrrKfpYHOCOw/+ONFRSl4m60KkOU+oYJ4B6v1ydHTR9Ui9T4YElF6TkgkZ/wANYkSR3iVwpVyVLdOWGR6emoosRAZVesHI/Dn099FM8cJPWrNh+nGM/rpQlJDTOgpgV8sEP6kAnP8APQAsvLNFK8YYleor1c/b20bX1QGSEqK5Kk56m+r049NBKMvlnpyQ2CP89DfrHS4iI6gPpHOPz0OV/LUEuqs30rk+p0e5Qjikq9Miu4QtlvLXHcqOf5aX0NhvdZHVVFJSy1cNOvnymKMnyUAHfHYaTSzUtDB5tTIEijIUsUJB5wMY077c3bd9t0tdFYrnPTJdI2pqtUckSxn0II7aqURbimTplGVCnpQgZ9wedeIBzChz1Ng59M6GI182WsLENMRnGQMDgcaCVkEp8zA6MNkaiiKdC6s6ShO6sCMEH3H89YeaSEiHy/NZzkOOMduT/M6zKY5XK1K9UfWCe2dGP0KWLAg/hUdPI+35amql7LM0UOBI7YYk4HcZ/wCOimMhBk8sFukYC/3scDOjnysOZOcnlQeR7EaxOFCEKzqTjkcgf9+rWuhwSMebKwWZo1BIz9sDJBP56VF5YwxdQ8ShD1A89R/EP8NFkrG/msgcMOrj2GipYoI4S0juI1zLIwbOScfy0BqojAh6uhsnnnjGACCPz76UCOUpIZuoMD9DBsDpwMcaISToQ4VRkDBBzxxgfy5/XRlRM7KXZAAMcdWoVEatwuMcD00FRIyNHhkBIDEdhpNUL5hQyylWICsoGfTsToMlQQHMZKnpBIxk5+2sUUi+V1ucL0Y+oZPV7k6pjBNgrYbC6SVlPPUNFHTxFfKk6WUnAZSMfqNLlijKdHVwFCj2H3H8temMfUiSPhmAH0MMnkYP5Z0OQqFi6X6ghw4BHbH9edWVUTOJY4GemVmywLhDkgflouoaXyosYzz6ZIONHMsSRpIzdKABsqxyTn7axTR9Ukkyp5iM48sY5HHP89VIurXATe9JVTT+a0TK3T04Y/10oaa6yWgWVrjUrSSSio+XDZjMoAXr6e3Vg4z7aWSK56pCRnBGRyfyOk7I4LFnxlML1HODnsdV3Y4q+9PBJo6Wnpivk0/Vkks2c9JOjI6dY8R9eVLnCngro9VyvQY1GRkdC4HpjjWECfVMCcx/TnPY6uGAZBULicyvDrKgMw63ypwewxz+msqyCLrdgW7cDgLjnQYirOzoMENjq9Ma8ZEWRUCt2z3HH2Ptq4FlUG6w6ylA0Z+tuek8axkU6GREXLfSOOe2BowFvrdGZkj+ke5++i5hLFIJSnUiDlFP1c+uNQooiRyYXaXIj6h1fYfl76SrPHIrdCsnVgAHjjSpoTNH0QsxAyxZuM5+3pjSKitawVCu9S7yKxaQserHt/TUzByVbJR0AqVkI6k/D0nkZ9dHKAoMUbsX4y3trxRnckYUrj07jPf7ayzvCSzgAH6jx7avlwQQJD0yuzMfp/D79vbXqYt1GSUjB5++dFN/Zl2/mT3zo6JiUIYAhQOR76hUS6gvVdZLnS3+2FUqrZOlZASM9MiHqB+/I11w21dFvdht14U8VtLFOP8ArKD/AJ65Av1tE6vhSYzwO4766seBlYa/wc2VWscmax0bn8zEulanMApulOZCnWva9r2lE6kl1yLXWEd/Ik/9k65Cw9UqLI4POWYZ9ScnnXX6uTzKKoj/AL0Tj+h1yGqoHt9wrKLBU01VPFj/AHZGX/LTlKbXSdXwWWH0mEKTx/C3SRoiZY0y8iP09unJYj9BoTP0IWAYjGAcck6wyGWMdbZbpIYg+mm9Uml9k3BcrVRXCmop2ggu9OaWrUgEyRdQPScjjBXuNJYuhyzoWUnJwfz++ipgiFKfrZFmb6HySDjPBxwM6GzKhlPfBA41NNFEaFHV18dJ7Z9NEyxOsoCytGWzyOc6zIxUxq0xUAYAxkZ++vNJwesfSoyAvJP6aGqiLY9PSzxOSeesLjB7Y76y3zEfQ8achueoY/loSgRv0xDHX3OPT7+2veasjKzgZbKjq/vD7al7KLNPFHHT+X5sjkEsXdwx5PYfb00NIy6k4yrHAzxjSQyL5q48zlTj6DgH1wdGrIq9RJDkjjJ74+2pdRHuqPiNsg55B0rvVkms0FOaiohIq6eOoiEMyyhVYZCtj8Le4PI019c/nIGCn3AU8+w1kSlQzE4yMdBJPIGoonbaFmob1uKgstwvMFqp6qdI5KyoGYoFPeRvsP8APRm7bRbrDuCutdsvFPdKamneJa2mH7udQeGX7HTQsgVjHCCmGAUrgHBwTz66KeeSpaUKjxpEB+8K468+mR7Y1XijwQlwZcR8H0wfTRzxErjtk8euP5dtEQl+gK2TwAO+e3fRvWwALEd++dFBD6woCBg33yONZQxsF8w9aqmMEcZzyf8ADRfWv1opIKnGccHWMATrUleoxAhT/dz3x/LQsjco9kA/EoeLqyGB9cdteMY6QVOeknuDr3ngMGGT1jqfOTk4ONYOGBkVierOfTGdTipdCjZhGyhVJXsoOOdZ6Wdkdx0hcDyx/C2ffREzSwIAn1kgdPIB9u50bM8yKqpBlj6kjOT/AI+uoSpZAkZGyxyyjGMeh7Zz/Lj7aG7xGN1I6u69QJDHj0A0WuB1xrjkjg+4PfWD0xhwo6gWxj1PuRzqhRXkRYzIqsWefDfj6jnHOBk6EkyI4gQZHc9yfvpG1MkZEtP5kbMhVj3OO/GdLI0UBMEoCmCvTjqPvnUupZH5Ct0dDAYJ5ABH6HnQjTSlXcFCxPIUY/LRQjcHknnufYAaMed1Tq5I5HQPX7/pqEqAJPL1AAM5BUHnP1fprKxyx9JeYsx+s/T1ADHYffQmlRwlOVxIuMkc5OcnOh+YEIQDA9SBx/PRFlEF42MRYHqZgFx0/wDjnRZUxyJEAoYDOWB59hoxZHQ9YboyT0j0x7514VJZCxYoFzywyGOe+pa5RREaq7iQoRjK/R241iCGeMSr54lIYlA46Qgz247j76HEksSk1WGwoV2UYAIHpx21lUDEkHGFwW9hqqgyRYuVTK8tOlFJiFFILBgHz7ZHbRUVRc5nLKY4lQgDEZYkn8+3668RIxbrYHp+gZBHH+ehTGVfKPUSg9AoGftqpurAJXAHZfLYqy46jwQQw7duDpNOSf36nqB79PBx34/lzoRLNDgp9RODzjWYnDfUYzgv1D7D0GiECg4d/rAwx5HT2PHqNZSVlPTMvTnAB9s/46DxJIEbIyfqB9CNBlQyBY2RVJOMdHVj7g6KCzPBC5CTKARjpb2HqD3POjI1RVcsCQzZHsRjsf07aGsZOOgEkHHI7DHc6BKSsaoEGeodnJ6tVVkYtPH5PSgPQSQR3Lev6aE3VIoZTx37n10XFEys2Vz5jjHThejjudGSU6s8bgsGU44Y41YZoFY8iKJkKpzjJwuPXRilSjSSAj/ZxycH21KdiJtD9typv965LV5EnQ1AB5nnY+gH1xnvqOXCQxylqGMuplAC9K9RjJwCfQYGgMioQbXQQkpfIjIU8FfX/u0BZC7MgfqMRw4A/AdKZEj+kEYUfiIGCCdJEZ6dXRyxDE89P4QffOr2QRhZ/qMa5IwPrx08juCNI4qiaMGNoWyGJdy3bJ7Ae330fGqQurBcjrH1FvT2x20FlWVmilhEis5B6eAPXnVTmovQT/NwiR06EJPAblgM4/Q6MkaPrRA3S0bMMj+HOAMemdEFEjlDJAGRB0YC8DjP9dJFDJUSzF+mTq8nH8PScHOARyP8joZo2S6OWKpqQDECX82KKOTOOpMnOD299YEoqxJI8TogYgO69Jc5wSF9B99eMEE9GsMrLMqBTyCp6gMZz9+dGSdbZHQJP4XPV7fbR8UESIiUCMwXAABXqGB65+50ZIFfB6cEDp6Q2cDvoyONcnoVgpHH1Y51n6X6lZiMDpyT37evc6iiBhGZiWzkg8HBB1iSNgzvLKhMpOMrg+nOjukGQeUpBj46jn9dFJ5QLMysZFDdJJ6SQfTOOBqBREtFk+YeDyVIPJH66LM0ySZcF1xwwGcD10KeFZhHPUKqtnpCqxIUkflzrMCeQGUMv0jHCen56soiFTzJ2ckx4XEbMQST7Ae2hTRglZvKEqo3ZmP1EDtj89H1ESAtLG6CRvpOOxz2H640GFQsEbSlGkkBXj0Y+2p3KJGYqhpXgNQvRkMTjBIA5GMenHOlA8g8LwuCQp9tBqYGAZhUyIH+nn1zjPPtxozPlr0xKpRDyAOToFRFy0zPHLJTyDqwMc989tGxRJBHk5dsDrcDBLe2NYOHRUmpgy46wpUFeodvTWS8bBY1VAR/Ap/iPc/f10MIGilzogFsx+bMUDOD1SIOAP4cZ/3Rn76x0/vBOzAEjnjAHH89Snw52FcN+bvpNtUVSsU1e3kKsqAR8A4cnvxzp78WfCas8K78LHcK+nqWaJZ4ZYMlGRiQeG5ByP8APRvnZHDldV7MWVE6F68HqI5YED2xoqjqzWtJEsa4QA5DA9vy0OWJ3ZlQqCy5BY5zrMcJjjZfLCjIxhRjHtqDVBZcyOQ/bqZFaMEAAnvj/homQN1MZJSE4xGwwePUnR8i+ZEobpOSGyDjgHRPUFR5AnTgAfVzgffRdqoipadnl8yWoYfWCqIxQj8/U6MeNMgGQAseSVOdZ8wLz0oQwHQ7Lnq9ucca8gk6sNgBTho+5/nqqhN0DylIMZznP14Yhge2eO2sg9MR8sdQGOnPf+eTnQKimarSSNZJIRIwUMWweD6Y0GpiYKoeRpZI06gzr1Mc9uMY1dC1kbAGWFIeplj6vpXoAJAPc599CEoMgkYdTL2J4GCfT30BXHR56OVDp9RBOD+nprDSBkYydCFxjK5JznsBqcFAsFWMTljy7H6T/dJ550X5UdOj9JRUxySedGyKiqFD4YIAvp/PGgLAoYYJII9PU/cHURXlXojLMAXYBgSACP6aC8jGN1RnOPp6unlm/wA9YkwRllwiuOkLz69yNeyXIcr3wB09s4xyPy0QVEWaRulfPIHT9WD9hox1YL5jFVQ9mKEZH2GspJ1VH1R4AGATg5/LQzNH0EwqyqB6ZHP31NVXVEAr0sFTDd8lskj7/bXUj4aqhqnwI2NI2Miy0y8fZAP8tcuzHP5hSTH04+sZOOPvrpt8KUom+H7ZbdRYi3KuT9iR/lpao7Kapu0Vbeva9r2lE6gycxuP9k65Hb3YU28NwoVwP2zXAdPoPmH11xk/s2/I65Jb2Tq3vuUuv/6Zrgcf/wCRJpul4pSq0CZg0ixnoRWIbt/36MhdivQVGeerP30UpjjQBFb6uMDv30f1hEVMcj176cIukl4ktGyBiB24HfRJMTMuQfMLYcAYAHoTo8KCznswBGNYZEciR3OQq4BProWUQJadahCmW6R6KMZ+2syBoo8E9OACvH9DoNVLPhBBGOk5By2MD7ay462LyO57BQTxgaAz0UshearwhlHSzkcH0Gsh1Z1R26m6C2TkBRn/AB0lkjn85o4FUEAdLMM98Z/4aNRPJEjuSzsejj29honvUXlTpZQCxUc4H5/46M8mJ2ErEFkYgHsdBkqo1RYfVhj76zhGj6QOTx/LURustJ5b9Lctj39PfRLQx/i8wfbn30dHGjEFgp4GPuNAanRBIBEoj+3Gioggx1ETQuGGQVcgkHke4/TWUiZVAQDKkBck/hA/r66ykqdUoRCDAQrA/lobSAAADDMcg/5aACC8B5Zwp6s9ifTRgkCIEJ6jnJ47axGqyq8iqygn116KRw3S6YK9vY6ByRAQlZerqOQTyT21kHPCrkk5PUdFRiJZfqYjHODoxZMtnuDxzzjQRWXY9RUL1Ejt2Gsow6cOhAAzjOcaC7BGyoJOQdDV1ZekgZPp99C/BQoBfpwSoIbvn0GjGY9PmEcBeoZ0FEV+kliRyD7nUpjsm1p9h1d6e/GK+Q1Yp6e3rHkPAR9UnV9iO320CbIgXUR6lf6PMAHUE7/xEZ0I46wioAI+CfvrGDNMqSojeX0kkgHD/wDHvrLBUYdDZJzgk8cf/HRUWVVWHSrk8557D7aEFfIkyAo7L3z+migcS9RJAHbHp+esPKcYAXAOc/fUQ0RD1ddFc0jEJMTKwKqMnpA7n29f5aVh0c4DcY6T6Y9z/loLP+FwASwwQPfSOF3kEfmxYlKkynOCoDNgffVSFbVKPOjVhKYyXYHHr/XRsTkRhiAZGyMA8Y/PSOnkV08suwkVsNx7d9KOvgxqAPbGiAgst9SgswBwQBrxmVo8ujBerHT0+xxn8uNAcL0hFABz3J0WzHrJ6OnBB6+rIIA/x51DdAi6VipcgfvQevj6hnOeNFtEXHUzksH6M++klJGwqJj57lUCBVI+kYOPp/PudK2BkKGTsrdWM8HHGoUUDALOWUnoOCD/AI6HI46yCvV04GABwdEzVJWRYsFupvQ/hP30KkDNOyHqAJzg99V42CIHNDZmlYRLEW+odTMQMEawTK+QQjGTjOeMf5HQpwhLBXYMG7dPJOgBZEk8tYegMOoN/CffUQCLMjDpEuVLtjOc9vXnWVnDI0jqM5IGD6e+sv0ysxkAODgDHprAEYAVTgL/AA44I+2pxUCPVyC6qTyRg+/GjGP73Cx5boCjP4eBydE06hj1Bjhj+WD99eEqsoV42JJII+2gdVZLIRmWPLEFhkA+w740ZK0ju0a9LDkgkcfromOoSNAZQSycZXv+X5HtorrHS7tGVViAMc8++iqoRLL0xBekJyAvpz/XWVjR5jNGZCyEHhsKw540lkeR5HEcrMOpSCo741lPNdS6KyyRdTA9uo4PGPbURSmoldOvymLjpIEa/wAR9NYUyf2EiEJ1dJz9QPb+fJ0FZGCxsxzyOsjvnGT+g0bEwaMSlsqfq7emrXQWI4VhVY1KsMZPSMDOdCc/Lx9Lv0h2B+xJ40UWR/MMUpAUAZY4A40lerR2zLKrrFiXoX3H+Oq3CICUvL0M9MCT5fLhV4LZ4B/TXpoupI2hjXKtyx7gZGfv2zopZQUWOQcSIZmJySrEjIOlMlOqxMFJVWIPDdsDsdGynFYklVgIihAYMwHTyONChiZGGD9A7kn1xpL1TComi8p0ESrh1P0ycdho0zvLTNhOlgv1Kf4SfTOgoQjVcpEpKnAOGx688aD52Thk+odh6d9BCkRx9Sn68YK8+n21nHSylvwqCR3z+ujbK6A1Qph1AKAPML9Q54x/4OkUs88UwhaokC9XUGB5z7H7aUsiHEmc8HAyfxHt+WgNTyrBHLK6tP0YbHbAz/x0ON0Ud1hgrEu7IclieCT9tI/O6wyBVi6ZDGC54bHY4++jSs3UFJPS3LH1zrCxurt5zqACChxlm/4ailkbSPFLI7xyjCgADGMn3/LnS+zWStvlxektUb1MtJBM3kxkAqqL1yNk9yAoP5A6Qr5aRdcqhcEH6j9+AdGRVDUyqaOVowS6lozg9LD6uR75I0boBEVrM46xjpwX4Ht66TkysnTGxTrX8Z7Lr1aLg8ZWF0VmKgxuMr055H54xo2MKieWSUw34QMg/lo3uVLWQ06o4kXuVx34yfU6xOkmFeRI3OOk9uBg859teqEjY9TOR6DnGgsISiKzdePpAJyf/HGoTZROVvvNfap0qrfWTQTU7honRipVlOVKkfrozcm7b7uSve63+sqa+qnXJnlbrOPQD2/LTXK/0o4k6UYFs+gwBpyrq60T2ekoKe3dFcryPNViU/vI2A6U6ew6SDyNTIm6sCbWTYsg5VAHbpzz3/LPvrM6oQ3lp0uOnkMTxkc683C5Vzx6njOsZBZVQY6zgk6F0AiJhO2IkOOrJMh/h+2jlJIVj2DfVxyc4z+mizIwLl2UryRjuBoJfoYR5duvHUxXAUAZyT/TQ1UslYcPhyRgfUc55/LSUzHzQWBlPVgDsEB9+edG+UjwhWyDj0OMZ7HOk70sLwmDrZCOOteSfvnRugEZHHOVjZkCyLn8LZ6fbQY6Wr+ZLNUBoy3mEfxE+g+w16oAkRAvUjcDrTuAPQ6lfhpetvWXdtHct2WhbhbYZgZKYnBqFwc5P27n37asbWUAuotJE/lEM+RjHI9ODj89JY5og70qSM8kajqGecntnUk3rW2C6bmrKzb1GlDRz1DyQ0SPkQRlj0r9/TnUfelhchofpyxZiByQBxz/AE0b5InJB/GD0cNngHj/AA1k9YQSySkvCc4HbH56BGrHLIgA6s5Oew0NfOZWLJgsAOlvXQQQhIQpVmdWcN0+vOkUkk9MVQ9Uglk4x3UlsYH5g/00sJLBFBPY4yMc5/8AB0FhIFcHHUGHIOdHUKXQIUjQJJMmHcYIz1evOsM0TSlUB6h347DQZpoZh8s+WY5XpVDjHGST6aCyNGcrGWxwGJwD9tAZKIcfXG3UHIDMQSe+PU/yzrpf8IDI3w8bPMbFlFNIoJ9cStrmdD0SRRuWEbY62Hc9OeQddK/g5kEnw97YAXAT5pAPYCokA/w1hUG7UxTdpXXr2va9pNOoMn9m35HXJfeqOu79ylSqs14rvq74zPJrrRJ/Zt+R1yY3m4G9dxAEc3iu4J9fmH05ScUnV6BMEdOUiRJ5mLooAcnpLn740eAoZST9PA0CQOwUlQFBP3I9teQliSBkD0Pcn057acSay46+rAOSRz6/fQo1zF1sQDnK/f7awhYOQRjA6jjsPz16NQejBHT3w/vqWUQZ2BkVUII/ug8n/hr0a4lx05OMkk541idX62k8xSuQcdODj89BMq8tnDL/AIaAFlCUpcFWDjqB7D78aAGCgGQAZ9D7++seYrsqdbkKOMHGDo2Z1JZo3LYTo6Aoxn7nU1USJ4xJK0jrkA8N6HHpoal1mEIVlVV5cAEZz2/locssf1N/A2SSPQY7Y986NjLLAS0fDYIUkZAx6/fUsojVKLEOojPTgEDnRYKOzAsSowMHsdYRCF8wLliuCD6a8sagqOrIJ+r37e+oSoiqlusrgdJDdT9Jx+WhpgD6iT6c+/uNAdXMvUJXwuP3WBz+Z0FmyuIW+oL1BG7H9dC6iOjZQREM/SDnqU5OdZWRHwCuCOMZAx+ei1EgXP0pzkgnPGeNBKKzcKRk8sO+oijTGXZcFW75B9NZDdRwVI4GRj10CN5OoDqVl7gnGRrzNUtKCgR41DdYJ5B4xj09++qkIoEgEoWRWOeSPb9dZ+ouzdbEEDGMY/TQsJ0hhn6h9PodBSR1AGM4HIA5z+Z0EV5ZXjdYyruTgfSe2j42NQPLR2DBueoYC+/Prpz2XNtldx0Uu8EqpLU0vTVR0pVZynSeFJ4znGiNxvapblVfsKOeG3iVvl1nOJFjz9Ib0JxqXuVLJvRlRet4zmTv2+k47n9dCKvIOlwcY6l47Htn+msEswDAda+gHof8+2glx5Z6FIZhnpOA35kZyNGyC8HAbCHOOM+50RnIbCr39D20dGBIqu/IB7A6KmPluCOlVJ6QPcnQUQgZio6M5Pqe/GgKGcP1RjqLEAqeMYP/AB0auQfxnpAxk6E3lgNmPt9PTnvjnUURRQKcxuAyj6h0++vKnm9UjMQVOB0jnOgtJN1srYKOBgdJyPYZzoMEdSHfzwjRKvUAqkMT+eoihTwNK4ErExALhB2GO+hdADBBkKR04xnRwRekAM3PYcDj8tZ+gYJLAj8XGogiY4+1L1A9yvofcnQ+4LNwigYx3OdJ3ys7HhenBBIOdK2ZgA6gDLYHHI0AborBpQrNMmcnvgjJGhxRiMsHjJ6hktnvrBw56GKjkNk+3qNZSRiSqjqw30451FLoLN0kt6Oe4HrrxqGMsUZH1EDgDIwdBk8wqrLwQ5Mee2ffQf3fmJJ/0jZU/T3IH2++oTZRDZSQw8sYPGRxj76TSYEjKR+7XhSc88aNDRsAyEc85DZXRdTEJMSkgn8ITJxoFQIxIsxnoJwMkgaMgj8yToI5GHY4/kNJ6ZpYV8pzlhwSPbvo9WRXAHRheG+ogkHsP56rZWRRPSqypJ1GQDjJBHrnRsjMkJlYnCL1ZJ7HQDH+86XbBIKq3ZQoPbnkn10GXBiwQCWJHfg4H20VLXQEWGSNZWZvMB6vp9yM6UpG5xIpXpXliSQ5J03TQ1AYNTQqgcYOT1Y/Id9NbRvLcqed6uqEdPIyuUiZC8o56gT3XgAn+mqi41VsN9FKpCjEp1AdXBGcdWf/AIaLlIbEfUF/gyD/AC0VSSNWjzGpvLkIMiq0nVgZxnPbnBI+2hJHIydeFIyWRunLHnHbVlXRCeJWimk6JG6k+og+mO4/rpLTUdLBFDHGrSP5inJAyBjt+XroUDSxdUdZcFncMelugIVXtgjsfz0bGc1SmIKoVOtm6c9RPA9fbVbooxynzEgWTp6m6nBPf2OhQSolc1IQHZ08wrnIwPU+ugrP1l/3JQwsE5x+89c/46KSJI5prgqgVMiCMOh/6M5yAPfgf11YII93YgsxABIOFxgr6aAI5Gfy2dWQj36f5jWepA+C/CAKV6cD7HQpI1nJIJBx9RH+WoCorEt1s8M4vDioqKmtqY90LMBBAgJiKY7flj+uq9dlV3pkHQc8Y7c/f/HRayVCoVklLDOOnGTn0PGgqkIYBQgbq+sAYyx4znWccZjvne6sTe2SFD5rhnbhwelvuQO/+OjX4aMuOhggAyfX7aCEZnPmB8YBHGM9wcaEakFW6zgfh6c4A9taqls1iONkTHmE4y2fXQHp18xJU6+AxJz6/loS9IRJlfpYHDAZAI/rrHUKmXyiR1AEAjnGOc86IQKypYuaaRo5MAM4xjgk40KBcIMJ9J5CkYwCdETSsk1PSLUqskqlWcoGklYchAAMdsnjQQJAgaVnKqyr0yN0t5gHIAGOBx6551OKlijanrBZuVPUwwOSfTOgtMElEKyL1xxh2Hc+2fz0EzKWHlOzlSVwxyAfUHQjLGqPCiS9eRIVVcBQfYkY/ro3AUQHPmhS2AGYHg9/cfnoTR00WOlFj6QzqDx7+v66yqxmQCIBsYJIIOcep9teYxKCHDMUXo6Sucn2BPvxoEcVFiqUGaSDy1YOQv1Hj1GT+QH+Ghy9TFAp6UjUAKeCAOw9u2sKkqzquepuXfIOQSc+h9M6y83WpXyyC5ByzZ/PjQGqOiCz9TjADemMcfpoBRnqAcdKxgjqHJPGjGSSUsytGn8IYJ6fcY0mWGrWRiatmQkBFYKAOeT9P20FEBVBmHAVmUL9LZAwc8D76OeJjCyzEgsSSik++Bk/lzocsKsRH5hIxxgDI++dFF5OgIWJfq+rkZx6H7al80UOIv5Yi6gSHwekYHcn/DQmkSIt1Kc4+oAHA/X10CoiKRlslH44J6s9x2GsPlHUkyYHAyPpz/sjR0QIQ1cFlUISrIGGQdDV4x0r9eclsKuQOM6Hb4kra2OmarjpeuQRtNK30xAn8bdOT0jvxrF4tbUd5nt0Fzp6ykjkZWqaUloplU90zgjq4PbsCO+iTZQC6cdxXO3XKujraWy0VuMVLFTPHTq3SzIuGkJJ/E3c6amYyHpACqGx+meedAeYSdcwQorgDjgYHqPc6wruqlVKH6QSSOMn0HvooFZJY9XlAFcdtEMWLglQCx79J5z6aNwA4qC3U+ekAg4/kNCVm62aQN0nk+wP6c6l7qIpwihVZx1EkKQ3OPXQJaiKACn60JdiCVyzk5HHHrociSFx1cHrJyFBI7A8ngY/PSSSGGdWgpumOWoUnqLAMD659u/pqKILQRxzz1C5aSdgqnnAAGPTHOdDDkyNAZ5G6QACBgKB3Bz3OvRxRxAMhVET6ETJICg88dyT76LEckMrzu6sVyirl+M/i4P+ep3ooS0RnraesllIWAthFP0lWHGfftroz8EdaanwKo6QqR8hc6+Dn1/fu2R/2tc84kTzI0jjXHUEGFPfBwddAfgaIHg1NGH6+i9VgJHuSDrGoHUutqc9dbE69r2vaSTyDJ/Zt/unXJLdzn/Tfc2FUgXqtHI7ZqH11tk/s2/I65KbvkSPeu5Y+rqBvNeWJH/0h9N0upKUqtAmxyQmIhk6TIksaDqyXZiMDuAfT2/XRkgToJ68AEqAPvo1EV3ji59y2fYadskr2RTDqBbpC9QycL6diDrJjdmZC/SSMdSjlfy0N4isQkKt9PcKucjOhEmPywrAA8En+97aiiL8lo2EbIGPT09R7tj1077UtVsvF7pKC93aG10jyiOarkTqWFT/ABEeumhpGapMARkEcfUHJ7knBGsO86/9GzO5xgeugpexSveNPS2O41EVjmF2hiqVhhnUdCyxlwvX7j6STjSaZM5RpiOBg578nQwZHfodiD24x/TQJyDKIupi3SG5H0gDgc+/OgMskTqswU5PSZCMJyPv+esK8QcnzOtl/FrwnCMQxPX0YAA0ioaac1FRUMCIJkCqhIJY57/bUJzsFAEtFYjFoetQ65JXPOM8aMJzH146cMOMcE6EY0ALlQQOM4we2iY3Ut1kABlxnudQnmjYITK0jB+oLj6lUdycEDP20GKIIZGcAnHp6caB1CFpZukkZHfuPv8Al30PzS4VgVIkXK/fUACCG48zpHl5A7t21hutQAqr39fbWBNEylUIIBxk8aE+TGMLh/QA8EaOSCDGMxsCyk44AHrrJWNV/eRnk9XAznjQWcMUUAqSpYn0GNHxmQL+8OTx2HGNVKtmiThiqN05XGCBj30BTg5XLDBz6YOhzgPAwwqOp+lj3z6aKEEnPIz27Yz99S2SiMRsgKCCw7t6A/8AHRUgkaNlgmUSdwSM4wfXkff+ehdMqKFQAsBn2B14Ah/MCr1qpGcd86BCKGIycjpZejksAOl857c5GO3Oi5FYyjBADYDELyToxQoBDvgnvgfbRkbBShfHH2xqcEEFGkEJ8sh3C8kjGTnSZGdgWqMCRcducDnnGlchAUHpbAyRjtpukIE8krR4CoCW9hoEWzRGeSVB0WNz5bYBwR3zn115Vc9QlOSCBx76BSx/SHP1uxbLeg9tGHCkkHuefTUQtZZDBFZuoAZwCdCb94nmR4+kcDn6teHSYTGQpX1986wqFQAH6cEflz6agKiwVaWJguFYHB9+3prBkVkMXm9LgDAY8n9PXQ2MmSPKB+47jQZYQ2JkKGVeVJHOPbQKIWI0PWrMw6+ckeo/I6MaQr1E9lUFeNAJfOXXCsAzHPKtjOPuNDZOOtQ2VDEgcAnUCisvZHhUm79oXvcx3DQ0Rs8av8rMwEk+f7v+Gq2raYRyPGISwQn6GJ5OeP116nrbhEcI6GIgKQgOT7Z/LXmd5GZQW6iMdZPr76GHmi62SBGrRog6GJKqAGYfy0FHaIsFHA/ASP66NeN1jJXPUPp55J47/wCOipyGqFhROouCX6TjGONQoIlEWGR2iCqWOXI9/wAtGcyNhlwOBxzk/bRFTIFlVI1JBOCAMjOhmcR9Ukp6ukZwBkk/loKwCMXyi2VdWV+wzwTn30LpHR5ZiBJySB7jtoulWlghVIKZKdGyxTp6Rlu5x76MVj1qAMjDAArxnUUIQp1SSQAsGKjqBP1Yb1OdEvJTQzLBKFTLBsY7kj3/AD0ZKvR0szLkLzjgc9tEzMJWaMOD0gnnnv2H+Oo4qNRydUkvVGVPSpwM8gHvz6aTVVPFKlTUNLMgdBEyry/sMHGAMnuP10nt10klklikUqkPZ1/DJ7/f7aXh4yD0KWYAK579IznQBBCt2SjIggU/umVQEhAByCF9fsBwP0PvqUbBse07+9eNw7mp7IKWmmmheWAyGaUYxCMdsg9/89RJ8UymJJWd8s/UT9TL05wAPzA0VDJUK3mtVMscUZZ4wmSTxgfnqHkhlqj6iolFctLQ0DSpkO7vhFXPYdRPP5DXpJfqnk6erDhR0nGQB2ydEQzNIsjdLL8uCDnOSQf+7RkGBSRPI6F5CWcDsGz2zqBBCVnYK4XjGWzoBWIcR9TnqDYB4Hf7+xOjYpQx6egY/CW7fyHroLKrdQChSEJOBwfz+/OipZeWbq63lwwB6fzP5aCahowT0cngAjJz9hoySAiNWYKx5wCOxx7e+ikDpmTpUk8ZI7f+OdDRRGzTlEz0dbdgWweknudCFQFCRqpZl5dceg4ycdtAijRqd1YdXUD9IGMD150KMxJFiEHobJJz39vz9NQEqIE0peKKeMAMTkZfJK88YGiooZ+oP1BSyjKgcrjn8jnRwMhDxKOgYK8DB6ee2ihUMsw6fwEA+54GjfNRFzSVUMBVeZlyR1EYwfXjSiOVIoWcVWT09RkQEDGOQPfWGeJpsNKmVA+n1PHb8tZjdnIWLpEaKVPoAfTjUChSiN3kRmDnHSGVQcEn06uPv20KV45R+8GXOMZH5ZwTop5BFh2YtIACQDz7cfbQuljMQWVgB+g++dG6AQXizNIHAdDnpx7fc695cZRsKM47EkZJ++hVNR5Kr9HWrDpLKMj89DikT8QQkFcgkcYH21BmiTZIykglZI4kjRyC8mMtgD01mN0bMzRlPO/dlc5xx+RxxznSwxfMOeo9C+gJ75/roh6YQwKsTFAHxJn1xqtiCjcEIVFCrqVkVCFGOxJBHYZP21lkXzE6VBOCBgHj1175oIRToegucn9BnXhL0BUUYdmK/SPz0UEW8Yd0qGQ/QuCjN2+/GjOpv7oHH0e/6axVwdZIZmJJHAOCRgcHWFbHl5+llPHbH5Z0VLIBkc08cixsrznIRu+iuqRJohH1IS48zgH6ByRocjySRy9MKgo4CtKpw3PddDjwoyASxUrgjtxjVbC6ICErJOmUHWO5zxwfX30SVZFEhARos4UDH6nSykkgjrYI6qndqViDJ0EB8Z/CufXv30O9VFukr6hrLFMlGznyI5mBkC54DEdz99WQTar1LZ6VjViOkdWTjPr25/XWS0iyqinqJ+nAJxwMk414JI0vU2FD/wACDI9PXSStqDBH5j9WcH6lP4R2zqeKiWxtkIjr1Mw62x2UY/poMzRkq+cMGJGO4/y02iOenSqIWU1EyK0jM2FwTgds8DtjSinmUfu2z26Vx/Hyf+7QxAKFpOaUu5UY6mU44HX2GvACNemPCAjpUhc5zzydZBKjBUELkMAOW+2lFG0IqovPixG7fUCcE/l/hok20QAuk7oOtXkwoUkJgAq33PGiMVHzFTVK4JMvUseAqKuAOgeuMg86lu9a7aVbcUl2hSVNNQLCiss/4jJj6iPYaicEySZUOryKB1lfTJOf8RqMfvGh1reKL24XEXuhFi0bdJ6TgBip4+4GigA8qMQ4YAgY/wAzo9GBlRASqMAWBB4z7aKLqXK4bCEg49eeNW4KqPjWPzoT5Su3XnJxkDB57a38+BYr/wAztTGgx5d7q0OQP9nWgMWFkEjxgkLnAPbW/nwIrEvgxOYVIDXqrLEnJLfTk6xn7C2p+2tjte17XtJJ9BflGH2OuSu+IX/043QkY6ei+V4Ix/8ASH11rPY65Mb/AHK+IW7URfqW/V+DjHBqZO3Om6TUpSq0CZFxGC/l556uff30XH57TGQv+7dSGVhzn7aw5QoJQCQ3bB786Ehd2AQMB+WnUklDH6D0EZyOxzjHpoR4QqhAKknj1ONJ2XLZOMjkFT3/AO/Ttt+jpbjcYKWucQQSMqs7HhOeW++PbVXuwNLii1tzZImQZzgdZBJB7n9NFBSpJ4yB3xn9NWv4u7G21tSOlqLDc0rHmVRICR1L9I5AHp31VnmeYOmJgMNkjHJGsKWpjrIxLHp4WV5YnQuwOQBG5DDpCnA+ocYPtoMcbJmNQT04GT6k+ujI1JkLuxKluog6LkkMFNI34iOeO/fTFlmglfKjaWKIOVBIye5GirVHPDQwx1ODMcySEfw5xwNeqVidYHJDnjqVWwMD6j/QaVJ+8HnJ0rkZHPGNV43VuCFJlvpVgQfTSYo6sxIHR3OffR/0qV+lWI579tAYtIMhFJIIbntqHNSyLnQy0zIknSzIQvrg44OiZKSHzlnZCSuFUZ4U49BpTEkqgOyYCjLYPGPfWSqtHiM5zyp1FNMkGONek5YKB+IH11iHpYMQeoHhW9cayF6A3DMe+M41hCM9IR+oYJx/Dn01FEbGn7xo+oMByc+g0N2dgAOCVxgew9tNVxvFntBeouNzp6YRjpJklC8aYJ/F7w8gnCz7hpychVIRyMn1OBwPv20C5o1KIBPBS4CQyorMoHrkZOsiLrICHHBYn/jqNVfiFs6ki+YqN029KdivSwkDHnJ7Lk+ntpysO57JfkMlnvVBXc8iGZWZQeeR3GiHA5BQsI4J1dj9KFcBSD+mdYRPMlAVgenJI99YlkAGWTpkI7gdh+WsRMfKLBckcEjvqFAICFVZvMXlmyP+Gsh/qYmNvpzwR2++hY+sFuUIPGedFIZklB6cAZwv94caq4ohHB8qegkMuCMnGQdJMzPL0yBTH3x7/npXGkkQZJOWAJJxx+mgxgeaFZix7dtS11NEaOmNsKwAPGPYaA7KxH0d/f20CocoUzGfrcqMfYE5P9NCcdTjAzjjUN1EFmKYKnuORjvrwZCOhss2ec8aM8tuoMwyVGedekWPHWR6nnUCiy0vSgAbHTnJPqToungSBUh5ZAWChjnjHYn89FyqXmjZGbGQuPQ6S0t9tU0AqY64eSWYB5AVBYHBBJHvoXRsl7Z6zlfoRR0D1Pv/AC0FTKI2Ckkg4B/46b7pfLLBEKapuEZeqAjWOJ+uRw2M4C+n30lvV/egpJYraKKmSFRFG9ZKQAFAzx64A76qjhT007xYR2zI7fSF4LaMjVgvSCecnVfLva0W2lW81u6aNY5XCvO6u6AH0UA5X88adrj4kbaWzQ1ltuJmiqCY4pY06hke5JGNEOHEqYDdSsDBBLN1Yz1egOP+OsTR4ZQGC8EFh3Pvz+eo3Rb+t9ZRVDSSRGooVzOsbqE47Hk9j98aTz+JVgZI6t7ja44gCXWSuTqGV9ME551CRzUDXclJyXaaQ8gZBwP4QBoKISzTOAIyPpGOc+uovQ77tF5pJq2yXmjYU56ZS8yHqOfTJGB+elC3q61VNS1Fsmoqhl+mZPmEKvn0yoOCNVxDgjhI1UhYxnDBgzIffjGhGULx2LdsH1/8DTVJeI6GNKm8UzUSy4w5PUpbOOkY++NL6aVKuCKqpK6KWM9ZDr9S5J4GR/Ifc6IzQtZHxMJXZ88E9P2A16oj82YMGJJIYAemDg50nieqEzQtFF8uGY9YbkMCeD/PQ8x+Wxkl+lecqM4Oe2qojmk9NH8myxx4VmLHpzzknS18gR+Xxx9Qx3P30hrYhFKjA9Q84SOWbgrjHvxpa46XEBRhkd1HCjHB/loN1RdmLpPIkSSpN09MioYBg8nqx/wGlYVgf4iQTlvQnHprEY6MmI4Y9I55II4H9NBKeXgAkhYvLzk5+o5JA99XtxVdUBJGkjecJiVo8CM9159fucaDPSSSvAWqpoUiQiRI8Dr49/T9NFz0UhlSGjdoX5kmkwD1H0H56Vv+764kUiIjA7fi/wDjoBE5LEcMaLgu2Qn0hmz0/r6njSeFJepw84D9QXrde6Hk8e/toTzKnBHDk4HfIAPP9NHU/Q6qRyj8g9/y5/8AHbUUzWPmJZFwV6HBPUGPYehJH2/x14t58nSrMOOrJHA1gorlQtTJlSC5AA6vtk9++hUwjCvgZ6mJLH+LvqBBBaIhmCt1KB7+uvJ0wMkMUeByFQffRkYESuFBZu/Ogt8uqETTxqpIBdpADn2GioimRmlURkhAcFsZJI9B/PQo1BZC/VkcdI0csPnIxWUkFgodOwwTx/36S1lVR2+QPVzxwCpIgQu2Op2PAH31NM0dUOoBDq8dP1ux6RggFR7nQ4yJGCO4XK8qWGQPfRRnp6bzg0isygKyg9WCPT8+dE/M0kUkc5hILkKSg6iOPX2Gpe6lktkdY2VJx3U4Yr3HfGe/prKNCy+bG3VCw6gVOcDnTDT3ajWc0VQXJSaQy9b/AFFG/Cw+3popr7YttqlpavwlS7tTmaQKq5PUUDH251CVMKkUUZWNUWVXbHDN6DOcaNkkj8vLysOpOlWQcqe2RqMU2+Nv118O3KeqgapWMTRdE6t5nf6RjOTjSy7bstVoqGpblX01LIACwnmWMN1dgMkaOIWUwlPaRKnQ0khdoyFDseWOO50Fwk69OVMHdAPfPvpppNzWSohWpW5QdCZPR5yA5/nzpPWb+2lb2iFVfLdC0j9JBqovoHuRnI/TQvldTCbp+q2hiiZpcdIByAuSMg4x7nWfMBUEkgsOsK3tjULn3pbqiokuG3Zaa+UUrKsny1YpmQr9JJRiO2R2PY6Fe96PbrxbYBPLHTVRbqf5dnVhgdILLnp7+o51UGyJaVMJmzGpWTJUgdXbIx30Uop5SM8hcMSff01kVcFZ0eXKJAEzjIJx+msv5VMnWxwpwvUexYngDVtULFFkzs46GVjnOPy5/TXpJEbqaRWjdw2EbklhzrLXC3SVbWr5yF61U8xqZSOsxngMAe479vY6zG0MUmHYM4LHp9FwBnP6EaiiM81mwChGOnIHYe+gSGJGEkYywJxj3/LWIOqeWdEkVVjZepRnPI/i9tCZeh+VBCpxj0/79HVVIuiWy4IfKKO2Dg50VKKYrEskbMMZYf3iO2lUirhUB6urjJ76EYolYZywBwOf56haoCm2SSSSoURZYfhyq8d8/ro5Yoo5FnEY68FskZA+356UOFQGEIFOAv3OfbQQ8bL0KR1MBgjjn/wNVa3Dqrl11hQqq+QzMx6jngge2jGUK/QvVhWXBHJGggdGCpXDfUQQckYwNYjEwJZQSz5GD299WCqvNJIUfMfSS7cA5ATPGfzGgxgkRp0CMyMQzYA6gO2f5aysvmRlJH6QG6eleOoffP30F1jUxJGoYjOe/PJz+vOrKX5oUr+XExzxjOBx69tEYEcSqo75Y5OjXj8tgqtIwc9X1MTg+35a8AX6UC5AySQe/wCWoqhe6kAFOSV6lLMw749tb6/ADUNU+CM8jU7wlb7WoFbuQGAB1oXNG0saGLpHWcgnByPYc99b+/Af1f8AMpKWULm9VuAPs2P8tYzjqXTFOOutjte17XtJJ1e1yd8QYwviLuxSVc/6QXBvqXkf6zJrrFrlD4lBY/Evd657X6uP/wB2Y/56bpNSlKrQKNdIjcuAMdhj/Iazkx9ALqvOR1e2hOB0IQhwOeojvnRRGOGIHW2B9tOpMIPSQzIG9MD3799HxGQKOiZoShBU9s+vrrGSFcKiBunlz35PbWXQ9RhHUOkYB/PnUQShq2abDVE8jrGvSxLE8499I4Zpmc9LZUD2xj8tGiMP1CUdKgdv8RryD6SQekcKfXj7ffQAtooV6SdVVk7ceo5Gi4I4l6mUjqJAIznP5Z0JlwrOFb6yAQCcn20nq5EghaRYgzxIWIbAyfbJ9dAkqwF0MZauKmRQhQr9y/PpjtjSkjqj8kH8S9II4zpqt9b5cEqVlRFlWErMrfSxYAsBn2OO499LBX0hRZoquPyygcNnPGoNFDcIXRLEhQkZI6c9zn8tGCNEVQVyx9B3OPfTaK6SmljhqIpJ1mc+W8UZYgegY+mneBom+s9S5H0lhjOoisgSBoo1RY8ZLdZ5+2PfRBVVcIrHqXluDzpQZ+ohBgHlufX31Et9bzG1JaG30dorbtd7qW+RoaePJkKnkk+w5z+uqucGi5UAc42CkcyFur+ueMj01W2//EestF2h2Ps2h+a3Lcfp6JGASAEd2JIxgcknAAHfUJ3z4xeIW2q0R1ItS08xaBoKJ/MaGdlyF80ZUsvrjI9NV3sPbl68QN5QWJ56ham4TZuNw6+pooSfqGT3z2x66Skqmlt403FTG/XUn2pbPDOfcBovEaq3duy4yVLxyU225lNIz4wMyv8AW+W4yoUdsE6nV88N/B6puSUb+C/iftiB1EQqIhJWsEOMOoDnpI9iHBB/hxzsHZdpWLw+tlNR7FpBSi2fu3iR1V64OAGdzjLPwCMkc8Z0j3B4rW2K3VsVo+ZqpIIj5s9KnmLEQwBVznKuM8AjXEdK6R1wT7/kuiAALLX7ZvgpbKjeE/8AzJ+LCXS92ZUr6a0bjsbUhnAI4Jfuf+qBpJu3xWrLTvGSyePHgxQUF1gPVJVWItbrjHkcOksZZJl9cEYOrBp73sTx8sle0U89juton66S6RsIqqJXdvLKshDccBhn1GocN5R2G53Lwj+Ja3ncVAxHy+44wZaqnLLiN/M/FgD3++c6l3Xu/O3kR56FDuCaNv8AjzdbWq1l8njuu3WqGp4pY3QV0SLyDJGMEnBAJIAJzjV42K+2nctqgu9jqlq6KqXqEiHhTwCpHcH7a1x3Z4Bbw2W0m8fDCvh3ltfyyxuFvVZuiE8GOeIZIOO+P6ah3hjvbeGyb5VVm3qUzUqIZa22St0KyKeSAezD0xz+eutTVYORNx6+aSmgvm3JblS1NNAiGaWOIsCqKzjqbjJwO5wMnWYKumrYVnoKqCoiDFRLE4cAj2I1rrtL4h6Oz1t2uMO3LXUXq6VUlTHc75SGsSliGPKpYok5Tqwcvk8ntyTqYV0Fm2N4z7aXadPJTHeNqjrbzYIZmdLZUzDqIwfwrg9XSeQPXtq4rMUwjLcjoeazNNZuK6tyXrLD92z8dAGfxfloxovJzAnTx3x6aAOSenpIQBfpGM6F1AYLgxgDIz3P56eBOhSqKZTxl/XAGfy/79G9WGCnpBbnRUnQqFTxk9RGMk50JAwwVPrjtwNEqIwS4ALn6WP1ZBx7c6MCp0M0ziLpHLO4AC+h57aLnnSBS8pHSBnJOqy334kWlb/S7Mra+ot8dYiSvOJAiqAfwM2Cef01UnCi1pcpDd7rBJPVWpEnrjIfNiY4Cx55I6xgjGOODpmjhraqzx0MNxr4vMnMbPTxiPzMk/jzz+ZHH21Vm7q7btivk99q76WkBMcEkNa9RIUxwqxjt+rD8tR6j39vnelzgsey6O4Oir5aF3d3k45Z+k9PBGef66XfK1uZKZbETYBWTNurYPhutRTVtM37W6x51PTESS/3syOSQMfc++NVBvfxBvviHVwxU9BLTxlpOiNKppWlJ9cegx6Yxq5NqfC3UXiM3fxDvk9PPPIZWpqXoMjlm5LueBnPsdWFFtDwZ8J7fHJVQW+kQIek3KQyyOQTkhSPqP6H9NedqvaKFjt1CMbu5deHZDyMbzYd61Vsvg/4qbo8uK1Werq0ZQSUl/dRDt+8diF49gTqz9sfCvvCajNPuHdC24IxCU0QMik/3s9ufsDqb3T4pdmUAjpNu2O4XMqTHEI4lhiPHu3I+3GoduzxK+IG53DbctvsLbagvczx2nLhxWnPZmbggfppRtTtaqyY0MB4nX88luYqKHNxxKRWn4U7TSx4uu4rhIJkAlji6EDH04AOQPvp5l+Frw5qKD5aJ7mkvWZFqS6Z7YAxjBXVZ7ptfxPbspn3HXWSpp1sMBaeW3K0UjKWyGZEbJ/l21HdmTfEvumvnumzavcN0lpcitEJMscOFBxJG/C4U85A1Og7VIxdIz5cEd/Rg2EWSsKu+Eehpoem076qYqpiy5qaZGVgB6heR+udQ64fDr4p2GmaO3UFBdo0cvHU2mv8ipY4/uSYzj2A/XSuXfPxOy0oBoKqrV6E1RWKi6ZkpycCZgnKg+hI017R+JTfm16hYd3GS50mQrRVcRWbp/2Xx/jq7GbYhbfE13cfwKjugyG1i1Nd3unxAbWpyl3h3IacIEdLjbvNT7gEhhjgc50VZvFuuigo6cTVlsqqOWSoeFT100rdwehzhFwD9IYDOMA9tbCWL4l/DG6IHnu9Rb5PUVKMEye4yMjjUf3p4deF/i/PLcdkXi1m8dPmTrAysk3IyTHkdLYzyMa1g23Mx2CrjLe/O355qsuzo3NvA7F3cV7Zni/TV9qt7Xdg9VVs0UNPE4klncd3fpwI19ur9dWBHue2R0DVldItGUQyvDMyoyYHqScA+2tUp/C3f9gma8WijaMqQIvKk6jKR36Mjk/bOo/NcN40dyqHvUFfI1Wf9biqA48/Hv1cA+xGu7FVxygFpBXJfTFpsRZbmWWte72xLtiRHaMOYFYfxDqQE+x450lqN5RxYaWgu1FMrl5YJqCSTqTscPGG4HJBGRxjVK7E8SqSd3pIpKgVMnIgmqgsiOB0gLIfpKhRwDqw7FvC+3qtjpbROEFJEKipirIvJZo+Qv70Fg3VyRwBxplrr5hYFnBTm3X223NzHTyyea/7wRSxGJ2UZ5UPgtgAn3HrpUsiyyAJLEzq5ZzHgswXAGMDODg84xqN1lxtV58mO42dmpoWAaoSQTS07n8J6ky0eeQTxnjTnRzR1FJ02WqhqvllZOuTlkDEkqO2cffnnWlyqYUvjeVqyd6qMxxGRgsiycnjj6fz0I1EQjMCPJ56R9TJIACATwSe3OmfbFxFfZqcyzFahXkjdWGC3S5Xt69tPLorxqZsOo463UAKPyPpnUGalkSUnji6qqlDdUZJaNxxk/UrZ/hxzwPTSylaKnAeliRI0UsAF/EoXjGew5Gm97pQrIUaoSQKnmykSBwoDYPb07cDWai5xUtP81LDLIr/AEKUhwzMcEHvzkDHbQROaFd73arSkJu9SII5AskTMc9bHnoCjktj7emktduGL9m1EllEc08KdUVPVCSlVznPLMnbSap3HbhSSzVXmiYx9A6YVkkVOpRyoJ5BGmuyNU01RmR3qYyDHMJnYGRzyHCHIwBxxq10LIKb9vsVwNol2rGrdAlkeOsM0alvQFVLEfmNOy7poyaSlrKGlq5pnVSscsbKHxn+Ig5A9wO+oxWUFHW3ZDBiGrjmLu9IRHI5A+kD7e+dRik3lbpPEKJrzcKeZKOnanAlHlywyFues4/EMDHprMuIWgaCNFadrvEl7mknozHRxQ/gkhmBLD8JDp/Cc/zGm/fCJcbBWU9etKRCy1EMqVYUqychiccHIOq93p4vbV2ddmt9qpp5p5HL1E0QCkDGVxg85OM49jqnfEDf9TuSsk/ZNZcoLTKet4JnGWk7k5HJXJOOo+ug6QBFsZJutjKXe2xIrTJcK2/LNWU6GqnipWMjOCBz6Bjx2zqst3fEhWVTSptylVKRkMfmzZ6yMemPw/rnVHQ3KsjBhhq6nypT1mOJ2UZ/8fnqzPD/AMD9wbqMVff5RbrQV85lY/vnX04PAz7kjSFXtGKjZjldYevkn6TZ0tZJgibc+nmonuzxG3duCoFTWXuZ1VPKiWKQRkxn0wpH+fromxbc8RbxcqJ7bt65VkjOrwyVFMxhP3JcY6edbI7a2z4TbWkWKxU1DUXNT0kB1qZnbHYZ7fpqU1VfuI08cVqsGWbMcS1M/SsIHHU4U56eMgD+WvK1PtU+9oY8ubjb0XqaX2XZb96TyaLqjKDwI8VprtHU11/t9pVOo/MUL4KHnhQgXP8APR128Ddq2RobhvfxKLTSN1SCpdULjPYZJb9dWtNQXC3iord575Wno5F6CKT/AFdFJ7gO+ff7agFfWfD7aA3mUbbimkfHX1SVMp9/q6gANJR7Vrqt1sZPcxvzKdfsuhpBcMaDze75BAoqT4abM8tV+2aKpLgZjmlllVSP7oUDQqmt+Gq4zw2dqSjZpun9/TxSoFzzzIBwffTdct+WCwxR3CzeCkDUY+mKqnpEUA+gP0k5/M6Q03xDLSQSxQ+HtshkfJlVYVQM2DjAA1saGtecYbIfF7R8AsOnUbOqXR27mOPxUri2t4O29aiaz7la2CYFYqiGuVmIOQ6oH6u4yO2f5aP2/s7b8tO0W0fF6vXIxGi1MMvSfYoQCfy1FKLx92qWWe4eHVtWuRyWkp6eMDI/B3XIx66LTxm8NrtWmq3B4bQxy8j5mJI2lB+5HSf1GriLa0VwN4B/7NPxtdVM2ypbXDD/APy4fVTiq2l4sWV4Lht3clpulZGhZzW0gp5JB/dyDz+ZxqJbq8XPF60VCUe8dp00cUTiQPDE6ozD8JEisVI/I6k+1d2+Gp/c7d3dVUL1uCYqipdxH9gJSQpz6afKut3sLXU0s1ps+5qN+tP9Un8mVoSP7hHT1fcHV4dvbQpX4J+sP+wwn36LObYdBVMxU+R/69Ye7VV7YJ9x7/juG/rdXLR70gqYnoEUNHG1MiYMfOQwbJPBPI1fOx90JuuyGolpIqK5Uc709wpEcYimXHUGx3B7gnuPvxqCWHxF2jbY4ds3O2Ve2pqSMIkVbH0iIEAAI4JGT76NvlNd9j7gbf224XnopIFS80aYHzMKk/vePxSLy2fXBzprZ+35GVro6oEMebi/Dz0sltobBjfRtkpSC9gztlfy1uFakRTGY1LIWyZT/ER6nRTSxKwgh6urrbkAjJHJHOk1q3DbL3bYLraKyOqo6lQ8bg8EkcD7H7aWYV5RO0mTj3417VeKtZendEHzNQM9BAyPc/Ya8vLKVlLqAT9A7n/PWXn+rqdgBGM9WMAnRIqFk8wHrx09ZIwAD7DJyTjnVlXNYYt5ojIySxb6eQD7A/bRVS8sZimik6eiT6i6jBHbH55PfRuJZCGhAUCVnJB56sYxj8xrEsoSWIOG6WGAWbgY7cY78aFgEdUIxuOpniUGLDKRJnqz3z6DXsJkzRoOsqcngZx250W0SLTSIUJaGXzR1NnJPsNDRD1KzlfLC8IO59effRACiKeppqOFZaqbHU3TkuMFiO4+3I0asc6sC0YVAcEjnnHv+ukMtBLVXETGZhS/hLBFAVRjC4/Mcn205qpMRkMhYO3nIH7jPoSOOMDU4qOCSzGRQS5HlgYCg/USD6/bQaWCNI1SOPoA7gE8AeudDkjyHVzgKqj6jjtocIBRyqjK8AsM/wCGihe2i9UFY41yiRhGIx/d/l6866AfAmnR4Hryxzd648gDH7w659h2Lv0fhQgOSeGJ+2uhXwNReX4EUhIP1XOvbJ//AL7DWNR2FvT9pbCa9r2vaSTq9rlB4rI0XihvBukk/t2uC/7X708f111f1yo8W5oT4q7wRWB8u+VfUB/CS+mqU9YpWq0CiEc0zq0hyoI/Cx4GONYkCli0gJHt2zx6aG8quepsEAZBHYn20LyDIyuQVA5GnklZYVsSRiRMlj0k+vrz+WCNKGILNKx4AK+/OeNENCzyccDHDZ5wRzoUGckll6DJhccEAD1z99C6gCTVdelHM1Iis9Q0ZeNGyA59s6Q1F5q6REirIoIZ+D0rKCH4ySuecD10376oP2nbni+clpJ6Z1lpJ4iVMc3oxI4KnsdVAZKbZ7NdfEGvq/2zSIzx0z1BljmV+OuI/wCI9NZveQbLVjcQV01G5KWlUTVtWqnHWMn6Tj76qHxM8bqO1t5dtpFuFQQ4UunQkBwQMf3j66qHeniH/pDdi9ljnoaVIzGFEzdWB7DtzqVeEnhIu6qyTenie1bbtnW2nepqKyaYIKjA+iKMty3URj6fce+kamtELS4pmKmuc02VvjJebrUU08dI84SPyXpoIyhkTA/iU5GWGcDU02XL4qXWZItq+E1/khJBzJVSYC9+C4x+Wh1HxDw0FOLd4LeE9sstIkZjetqaYTS9WOPrYYU45GTnTntbePxDeI9BVyVPi2llWkj+qllxFJ0dOerAHAx665r6+pDcVg3xNz7gmBBGclMYbt40WuN3qvCi/wAopyAw6lfAPHdcZ/lpPT+N9HR3dbFu6xVVinkhDRGp4JI7qR6HI41B7XtPx0s9T+1ds+Laz1EjkSKbi7Zb26WBB99TSo8XZLxt6Pb3jz4WGuo3pxHJfaelInTJIEoBHow9Dzqo2pUNN+q8d2R9VV1LGe5WhS1UFbBFV07LLHIAwZGBB44I9x/mNQF75aLf4w1tBu/cMVmo7rtOehtl06cvQyM5LGPPHUfqGf8Aa1X0dk354b7T/wBO9j7ph3Vs9JWp5o4urzKNS5KmWM8xkcZPbn76mj27Yvj7tikqKuRvnaX6HaFgs9PIe5/3SefbXR3ke0Yixh/tYtaaV93aLW627Zkr4amW3vW1kNLVSpGegLEUQnDFv7xHp/XU/t9n8N12hTXXbW5bhS3lXjklBqAGinDf3TwwHpntjTxWfDfvOzx1NNtXegWlqMjypA0ZIH94jjUCuXw8eJEHX00cNU3DZhqAOoH2z3OqPgfoeC3EjDndWNd/FHcew7fWR1m7KW+3iajPlOhV1UMcK4deOoYz0Ece+qQpd17lpauS72m6zUtVKyiaSNmxOQc/X6N6kg6Vbi8L9xbHWlq9zW4RpUSfuYjMD5nSMsCR27gatT4TvBaxePHiHWbeudRNaYKSiaph+WUSIsxYBR9R4OCcH7azEQj1V8WLMKqrJuOmavMW5ZqmlHSoFTSKyTIFHAAGARkk8+upG3ixebdYqm2dM91FY/XPUXalWbzcDC4Y/UMD76uz4nvgy3J4Q7Hk39JveK9UVDNFTtE1v8mXErkBgwODg98++k/iD4V7Wsnwt+Ge6bfSyyV93rRLcXkfLuGZlKhfQYGjhDipcgLX/Z3iJvDY1xN22Xf6m0TSHMi0rFo39ekxnhhqyrP4pXTxG3DSNffBvb26LwJGDzRU0lG8obGfMMeF9O/31cm3vC3w/wBvS09datuQCoRAySSKZGGRn141K6WkhpCxo6anp8nqPloFLfngaZ6A12btfcUqasjJoVX02x+u7RbmsXgxtuzXEyCcCsr5KqGmIPdIuBkd+SRqa2XZ5pL5UbyvtcLruKtAinuDRKh6R/CqqMAY4z7cakNOpDGN3z0r0/Y8DnQh9JAUDpCnvxraGlihOIDPmc1jJO+QWOixEJArLMnlu0ncY+oDsdBq4VqofKZTlmHKn0786HGA36D10Yq+TGFK59yfXTFlikYJhdaSaqWSRfw9WOtl9P5e+m2puNTLTTy08DqiTmmkYsA69JwWAPGDx9+dAus0iiWe3SRzVsmAoePBjj6sHJHf3xqqa3xQpaesvFv3BBWVnmnpgjpKZ42wD0kuxxySvDao59lo1hKd98btr9vQ1sVXFHdJsstOGdlihiCBj19P8Q9/fWt+5d4XC8Vjy1tVKRIOkrI3VkA8Lz2A0u3NU3qlu9XbLfX1atcmzLTeeZDGX7q7Hue2rw8EPh0o6Ski3Z4g28VFZKeqmpJTlVXHDOPc+2uTtHaMdEzHJ5DiV0qOjfUOwtVbeHvgNuTflu/a1TUR26jlwIBNEzyTA9yFHYfc62G2B4f2fweslTe79f1ggigKzM6rFEqeg45zk+hJOknib8QG0/DqF9v7UoIrpdki6SkIxBS44+sj1+2qFvMPjDvW4Wa975tdzqrdX1SfJ01SpgpKnH1eUvoCyj6T6nXnB07azSZTgiPvt+c11r09EcLBierhv/jjujeVkug8JdsVjUFAAlZdpYyyxEsOhUQZy59B30TtXwIod13uxTeK+6L9crjfy3nQJG1PJQoOFZnlAHJGCAAPz1tB8PtFtjemxUuvhN4eSxWehkSKKKpuIpY3nj5lSRQC3mK/GW7jtrYO0bStqUD3O72ixQ1UyESSRgzGIn8S+ZJ/tE9sa69JRQUbf2W27+KRlmknPXK132N8LPhxsC9UrbY2GdwioUkVtyY1XyzjsSoCpj8zk6Zfi88JYjtjZ26b7cKCD9i32mFfDTdMeKOR1VnWNf8ALOtl/k7PebjFty6199C0KxurLUeVTVDN2GU9RjgHGpDU7Rsc0UMFVZ6SvjhEaK1UnWyqjdaksfRWAP5jTQcsrKtvDXYmzrfZUqdlJW2i0XCuVooZlH71Fwv8X1KrgMcHkag/in4FRpfaLdux/OoNwburVorhSuViga1RRtJNDL0AElugfVnOXA1d1jlsldbrb5NR/rNUtTdIIwCC3VJ9UmPRAWAx7NqCT+IFZurxCuVqp+qCnob5DtO1eYoJnrRG1RcKg88okYRffIOdHNSwUU8L9ry3m5bi3U1okifc8D0lLTp0xJDaab91HnI+kSMXIwfQapPxa+F66b48c9qbOq4qNrRXyz1lbDSs0RhpYwFI8wjBf8IAGe2tg/Ezxb2dsKy3OovrPBQRxPO0UTKiilQlIadFJBJbp6sD3J1ozefim8b9+bmmqfDV62g6CEjeBBJMqdX0qXPCD7D251C4MGJxsELXNglHjp8EW4tmbhrV2Na/mLTHOqxSNcYXaCMjPXMMgxqfQkc41Uuz/CvfjXqOt23R3SWhinMLXCii6vrHDJj1PV/Mav3aPhHfXlnvniNuOpvt0uziWtpZ6hzEfbrwfrIPp2Gpv4I2627Y3hf/AA5LwwUlQXu1BTTOwNYssYVoUfKqio5AznqOdc+DakNXMadmeXkU1JSPhYJXfdUHavHPdG1NytZd5UhZaWrlpKhyoQwN/FhQMAg45Hpq6qO5bK8VLDLQ3NKG504HTPyOmE+hVj9Q/PTJ8UvhRTV247jdbtblsFVIkPlL5gb9+PLHVNKAEIaIyMCOepGHJ1qjTXa8bNra2jaVZYpG8olchWRG+lgfY8EH11lV7Ijm/cg6jxyV4a5zOrJm1Wx4jfDVcbTK982LJPcKMEuacn/WIPuv98f11U43Td7choKdZqOrpozBM/mt1VCZP0yA+ozx2xrYLw4+ICG7XigsF2lPl1yIkc7J0mnkHHQzZ57d9SPxZ8GLbvmmq7tZqOmpL+uHSoU9KzL6q+OM+x1jTbVnoZBT13k76rSajjqW72n9yo7wn8SxRXmonrayG31c1OKXMnTFEUzkMQBlmDZyTzjVyXTd94rLZTGkrLfJFOFAqY4zJE5LBesFTkfUCOdawX6y1+2btW7e3Rb56CtiXoUOByccfV2IJIII1LPC3elXbYKrb9wzNHHl6WnOOqRgctGCew5JA9depilBC4kkRButkxXWQ2qnoKi4U8UvQJCEXBDEkkr7HSitqVttDLUIizI8JdXeoPWWA4AzxzqqrDu2G8XGr/a+yrja2ChkkmQ9L47E8YBGg7x31dbBaJWhpo1o3X6JWqF8xJMjDBT+IfbW2KwusA0kqaWy+3f9qVclvpaU21UjZosAyKzHJGAOOe+eNRbxj3tuK22KjWiY0VTHUI0s6xo0P1BiqkkZDcDt76g928ZBXUTUVphnjq5lVfPSJf8AWJOwBHJI5J1IvD3wy3xvSJ5d8xyvZGkMqNW5Vmft1JGcflluAPz0pU1sNLGXyusFq2JzjdEbV8TfD6z2paO+3Gpu9RUlZ6gmj6fLlPLBSO+DpiTxmorL5lNbLLLU/vv9XqK+clkj9M4P3OrsuPh94G7acz32K0RM6CErPOBkHGPpB4OR30mqttfDXVMaaWHbPnMAh6Z+k8exzrgn2mj/AIRuI52+6Y6OOJVB2vxZqKWvrKiutbSmRmMUlPKVOT2HV7DVf3i6XO+XipulfI7SVUhdi3OT6AnWw+7Phw2dd2NR4dbsoaXrb6aeSsV0k/3TnOftqot5eFG89jyeTdaEsmQPmY26oeknAyfQ/np6n2tT1mTHWPI5FERWOSjKLGFjp5ImkqicIEJZzn+HHfOrI2l4D7k3DJBPuvrtdvaFmVBhpFPGMr9/v7akm17dsDwct9NfbrN+1rtXExpKqByp4J6FPYenV6+nbU121ct370qHvF5pJLHYkLNFCxIqKjHYuT+FBrg7Q21OWk0wws/yOp/9QvVbP2NACBU9Z3+I0HHrHghbY8Ntl7Op3pLRZIrpcolAlnnALHP58D9NKr3s6rvlODu3ds1HQIP3lLQYgiJ9AznngcahfiH4/wBvsM0to2ZHDV1anD1LcxJxjj+8fvqmL/vrd+75MXq7VNXgZ8uMdMYX/dH+eudR7Ir61wne7DfO5zPkOC6FZtWgom7iNuK3AZDzPFXs26/Bnw2LzbdpYaqqgX63gXzZBgEY8xuxP21Xe4PHXfu662ah2yJKGKUmNIaJOuRhn1kI4Oons2zzXm9UNMtg/bMbVCrJBEWz2PBI4A9Tq9dm+F1RTXRKqgtdRalmrTJOKiIJTxQqp6egEks4J4z+uvT0ns9TRu3kt5Hc3ZrzVX7Q1Ejd3FZjeTclXdHsLfF2jqFvVwiqKqSEPHSVMkk7ROwGGYZKqcD9NC214W3i82wxT19QY4ZislLTSIjRyJ/ExYghe2Mca2ppLVQUkBXyFZzwzHCtJwM5A99CFvtqGRv2bTLJIojaQRDLL7E+2vQNpmMHVFgvPvqXvN3G6qDw98NxcbLUSVlpp4rfOWSo6KySomqWUkE9WQFI9+dP9JsfalmoFq5tsp5VAvVTTyRKZhjOSc8lgMd++p7SRw0sSwW5VpYo2YLEg+nI78Dt30bWo1bJHEoCxHIQ8EmX0xnsPfWoaBoFmXEqktyeHW1N1fO3W226nS5GOOSmUL0CSVcOGbBwOtWII+2gj4fbDAYJ6ygEvmMpFOkrBQ3c5yeRj/DVs0FNSw0ktXVUTQVTEy1AWPjqjyGYL6A4JHvnUKsu6TdaCnvNmvax2qqikzFOQXEnV09OCfoPY/rqpa0HMKwe7QFUFf8AwZ3tbb1NSwW0zU0olmgZCPqiTk9+QQPTUw8AqOqp5LhfaivaOjp0MPTI56Sff241erXKy1dKKSuvNDBXzQ+SFeZOtCwwR37++qeb4e7vT1ccMm5qmW3yzsHhgk6Q6tkjGOMe51zdqULq2AwRm1/PJdHZtc2inE0gvbQaKfbm3r4dU1A0O4bva6iN8EQsVkL/AKckY1Crx8Re3I657ZabJV3KJD5YaPHRIvZgueekDA/U6kFm8DNoW1mqJbJTmoiZo0eSXzhImPxEeh5067S8Gts2i6C5PCzVMahR0xhEwDnj7nOSftrjU/slTRgb1xd52C7E/tZUSOvE0N8rlQrwPqdy0+4a+pp9sV1Nti5zF44JPqSilP1BsHkA8/zGr5dgvDEE+mBwdepIaaCnMUCBejHKDHUQvJI9dFyqz9ModiOkZOOnn8terijETA0cF5WaUzPLzxQiSB5bx8k9zzkY0F16gyqQpUE56c47f8NeXqYBi3257nQsqETqAB6SSMffGD/PWvislhZETMagdSkHJ7gZJyP568sIhDSRMWYqM4Y89+edAUkB6jqPQ75yTwPy/TRqRs+WLDkA88ffQ1yKOiAob945yxBGF9tYYrliwJzkKDxydCZ3HU+PXjH+ehPgDHHUF74zzojJVOaKPmx0xYIetRkAdyMdtZxkEPFlYm6/r5A4xovLB8PygUlvsNDV3mQyAnDExhOnGOnufvnn+WiNUV4OGUDyvqc9TE840IFIirLIVycHHqDr3krKJFRWwxzgHnSZZFkmeRHLxxgfVj6WJ7AflqX4oWSpRGepfLwFfOOnv+euh/wTp0+AVqYAgPXV5/lUyD/LXO95G6PokA9Qx7a6LfBZz8PdhY4+qpr2/nVSaxqeyt6YdZXnr2va9pJOr2uVPi/TCn8XN7SgBeq91HVjgHnv+euq2uWPjOrQeMe9I5I8xm8zsCT6kL/x01S6lLVOgUG/cwqi8sgyT750eIznraQlAAceuNCWNAxbAXALY9/568rOx+lsqBk8d9OhJFBmYQRydEbSSkA4zjIxwNDeM+WzSkEEDgd+rPpoyN4ZR1ryvY/Y57HQVT6Fd1QknsB/36llLhMt/ttRcLYY6WtamlU5DL/Hx+E8dta1+Mdmt9lt4p79fZ7juNVQwQn/APN4SSTjHB9skk62XvVfTWuE1NbIYUaPAfP4WHPY617+I+jpLj+yr9RReZLTK1LOeATjkHAxnGsJ7YSVtATiAUI8GPDSLf26EiuJq47FbYHrLpNDGWYxoCxjGOzMAcfrq0952+v8W47vuGsqIbR4d7AtstLaqGkYgVUka/SkYbAc9TIHf9AM6drRs++bK8ArPZtoJURX/wAUa6OlmM2A6Q9OcKR2XHf7Z1a3jvsiwbC+Fy4WGmt0Uj2ujpqZJHhUydbTp1Shhg4LdRJ++CNeQnq8c7SOJwju4E/JdVrLNWs3gvNQ36w3Hw4vNBXSQXWWC4LNR0wdk6HKygnP4SvY+/H31a9b4U3vdKW+42a03NaukRYKWtaqo6dZIY/p6ZD1Fm9sEZGqMsl5r6+Wy1sFJR0lXa7dLLUO48gVFOhxG2QMt2bkZ57j11dGzb3uVNqtBa7rs+2xvUdNPU/Osxy6hiRNljyzc/QAO2r1Ie12NptdFpsp9UWC8oYaWqWmt60qeU5/0sih6GwM9XQmSSfUnSGvs20oIpbhe9+bQt7yJ8q1VNcnukgX2VZHCenfp9NRC3+H9DdpoLju2++Ht0mkd3jlrHr51kIP1fTEIlbn3zn31Y9tnoNvUkXyNV4eQQVMaxKlu2hVTuzc/UE6urp/Q4x3Odc5wwZA/nqtNVTU+6bb4Gb2ot0bVvlLf9nbmilorrRtgpWIpxK5QDHAOVP2xpH4lW62+AG713BsOqFZaN024XCyhZf/AEUdSEo2OGQqSAPv9tM/xN7mrblcrVa7jVQSSWl3kXyLWtCFSUL9Pl5Y5+nPPvquqjdUt78O125cngle1VcTW790PP8AJPUGUOeSBkfTnH8tdmjY8Fk18zke/kVi+x6q2T234+7PvNusqVM7R3C5uKWemRcGCTHJOe6n0OpZ/pntg1klE9VL+4RiXkiKIVXk4Y8HH21pbtey365Xmh/0e8x68z5pUQFpGkHOAT9J/LUuvOxfGq+3HzbjtrclXUTiSUB42EbKn4+lQQMAenfXc6UAOskjSgnJF70O5d5198vNsluN5s1pqifM5cU8LE4YryVXg8/bTt8M3iVReGPjLY9yXG6S2+3xyL83LGvUrRBgelgOSpxgn8tWj8DlOsm7912e40ZaSSgVDSMmDMRkMnQcZ79j76bPHf4ZYdlbbk8SrJe43t1QzN+zqaj/AHVKzyL1IJi2ejBODjGfQZ1znVTTMYnZcu9ONjs0ELff4g6yDxT+GfdUm2KaW4x3CxpcKFegESLwwK45zhSca5/eC9wvO5KwJFs2vvZtawJCIJAwpTgjPQ7epzkAaf8A4bvjf3P4P2yl2DvGhF92rAVig6R01dvi6vq6MD96OeFJ49/e2dp7x8F7Zue9+OO0aCq2ptKswKiWuRya2rDZLxQjJjT078sfTGjJK6BpcMzwUwiTJI7Rc5b5M9fb54TRI7088MsZWoiqEOCDg4AHsdOzxqE8ovlipUD1OtWn+I24Wvdu579abHSPT3+5yVccNR1BEBOB2PcjnkeujrZ8Tu+mlqnuFgttxpxl1WGKRDTex6hxjgjnHbXUjqQWgv1XPdTuBIGi2fhVsqyFOnGfv7f5ay4RMOwBx29//hqptm+MW79z2qO70PhTfrpTrL0TVNvg6oj9kz+IjnIzqS1+8fEuO2G80fgZuR6Yg/TNJHHMh9zEOpsfp6aPSYtS4KogkvoponXI7SAkrk8Ack+g1HN9bsi2ltye6VZSHHQqtI5BBJ5OADjHpqjLh8T29qOWein2vHSzrIMJKjrIq/3Wyo/w/nqJ7r3N4l+LVBFUzbYqp6F6r5eCSCm+lZSMeWH9efQ/01R1UwDIrQU7r5qyo/F3btVHUNQXMzRWekapmlqCUmrGx+CMH1yeTj01R+7t/wB23TeZ75NIYEmWNPl0kIEaJ+H8zksT9zqUWn4YvGu61Pkx7CrKYRRgsayRIlKk475P56k1k+EjxYjmaS/7XqmpYAGUUFbTszN1cY8xgpUYye2cjSr6lruITDIi3gp74E+DNuprXReJe6XkqqutU1VNTsAyRqe0r+7Y5+wOpXuDf829LnB4e+FQW47iuSPHHU+YEho+cE5zy/HA1Uu8fFXcdsoJvDi5XWnt1PSSrQVU8HQKmOnAGUIiLoG9OoH9MjV0eA+5/DLwhpLW+7du3jbu3ru5nob7WVjRtK6r9TmJR18ngSBMfYd9edj2XJUTmorTfPIDSy676tsUYipxbmUu8IPgWmlSUeJ9TWU9/qKsSTwQ1B6DTZyepkUglj/tca2v3X4JbZ3l4W1/hhWI8Ft+VSKimWPmjqFbKTRyMS30N/QHUJtPxp/DiYFpKHetbUU8EZLSy0dVNJ1A/h5TMhPoQTqxqfxx2A1skvcldd4bfFEZGqKuy1UEaLjkkvGO3V9R9M512znqueMtFqf8G1o8TfDfx83v4Lb7s1bU0NwVZbrVQA/L01Qi9cFX1A4AnU4yOST241vpbqKkpKaCnSCaWOHHD9QJJGSTkcnnSKOqtFQ0sFsmSeeSGGpkaNG+qNwAjFyMHIHAB7HSujL5ciTLIWxHxgHH59saHgilsa0EJaRUjBkkBbC9R6/QnGTkaRUNZDVVlRbYYa9JJA/XJLH9Knt+I5H3AGRjRk81bTU0kstvkmfGUggdV83I4+o4x7ZOkdBBuabyK2vr6ehwCq2mBVlhTP8AfmIDu3+70j7HvqKG6a5pKSpqyKetjob3QdcUcELKrVEa48tCpHEbMB7du2ta7Lt7dtN4mUlkqDJU0dptrmtedXVTdrrUyS19QDjOfKRowcjGMeo1tncaOnuFNJFUUVJUYP7xHfpwQpZcMuWHOO3odNMVqijaaooarypiokqabzSEEzqQsp6vrOB1DBJByTjjUvZRcj/iT23f7T4jXy13Ddc9xt9nuJpaGOrqGdkhZBIAoIH0AELn7a94e+PR8P7HDYW2hQhV5aelYpPOC3ckg/Ufy1s18aOw96eIMu3LFQ7Xgu19hqJJTeLZTLTxRUqr/Z1TFiSwyuGwoIHrrTrw72ZW7p8VKSwVkB8u01Rkri/ViNIjlgf1GsayKGWBxnFwM+S0gkkjk/bNiVtJf/Ffbm3K+w/tusW2JdITJJDKOqSLqUFOvpGRnn+WnWhq9j7wrLJui13i23GutFYs1vmMw/tEIYqVyCQcAkfbOqe2hs+++N/i3edw7OqJvMgq4KK3zS0yv5DF+lnTq+n93GrMOc5xrePdHwm+EW5ttRS70oYlvtMsZlvNvkagkLxJ09RZCQGIySxyPtrjQ7Ea1jJY3lrxn806/aDi5zXNBbooFP4dbD8f/Dzb9duK73a43IUcsclHV1JQUUkMpNSZT/HIJGwC2QARjHrqpvjbu36uBbJX7glr7bT3EU1NU0UAkllg/CJJmVelSjdKDnBAOtuqba0/hVW3C0beSe1Xzc9y8m3rcrp8zFUwsirhJ2VvLfy0MshClWJAUk41E77snw83Buyn2hQ0e3KhKyyARxxOW+RrIpMO3SACWxJluvALDIxjXoW3As5c065LnhfbdcdpbjrLJd4pKeroJijoVI+ruD+RGDq+vAXxokpng2fu6uV6d0YUlXKeYXB/s2b1HsfyGop8SWxP2HfobtDIfLd2tjU4qFlmilh4Yue+GGGGSTg99UytTPBL5EQEMYJLKR1sD9tY1dJHXRGOTyPJWgnfTPxNW5Hjv4a03iLtqlu1qiWa6UpxDURyr0mFu4c9ioxn7a1Bu1qq7HdpqK4t+/pXC9SSDCn0IYd/sdWXs7xT8RPDLbIpKW3pVWLcCSSUD1qGVFCuUkaMBu3BBU++ofVKb/b1ae4xm5UjGGGikjw5pvxKQQOcEkYPONJ7MpqiivDIbtGh4rermiqLPbkTqEOy+JG/LIsdfb7tVyIqmNhVv5sLjPACtpNfb5dd4VdttlPVmoeqZXELkYSdzghfZdMAhdWaOOaMRqC2JBhj9lwM5+2prsultm046PxB3dSGeOI9droR0r8yR2dmH8IbgjGupPOYmX1PAcykWsBzVu2rYOwvAK1U+8991a3S/SAmlp1AKrL05wg+x/iOq13n43eJO9XnglrZLZQVX1R0sR8oMmcDBPL9hyNRbdu7rz4iXw3bcVQaionYLFDGT0xJn6URB+n8tbWbD21b6bb1oq7jZem5imhWqkqIQ7qzDChD6fSDwvA9dJUOyt6d/V9aQ+4dwVZZsAsFRu2PCLcd/Sjrv2dJWQ10fX81VFumPjsBx2J786I3x4D1m3JgKTcUbSMFx80nlIzEEkq+cAcevPbWzt8u1t2rZGuVbURU0FNEUi86QqrN2CkgZ59ca1Y3ZuDd3ihVV16uNWstjtDL570aCOBATjEauf3jc9z/AE11pzFSsxONlSATVL8LAq3pmmg65jLLH5TY60dsA57hh21d+w/HqnqbG2zfFSge7WeWIQ/OIvVIseezD+IDg9Q5GoHHXT32km2Tsew04Eij5qohL/vEXnqbq4U++P01E6u2VNluVRbGqY2MbdB6MgP+X/frivjh2h+3M2xGY/yHf3Loy0+5aHMNxxPC/LvVt778GarZ1VQb32xcau9bdVlqhUJH5klHFkdD47MuTjI+/Go7unxg3vuumjtk8qUtEqsXZH6WqMf3iD7eg1MvAbxPuVsq49i7hcy2evbyovPcBKeQg/TyRlD9OB6H89N3jb4TW7ZF2paqzyyNarop+Ubv8tMOXjJzyDgke2cc6Sp2N6WKetAc9vYJ4j4X/PG7ayZkZZG6wOtlUcFuqKqWKjWiaeorCFp0C4YknjA9e+rRr/BHdW1aaCuasiWlanBrW6h1wEjlekfiA40g8FrLZ7zvY0N4Wsm8iF5aZ6eco8bjkEY76uWj2YlfF5d32jdrmZJOhWrbgUDc+o6jhffIOdeojbcXXKe8g2STw0vNu2dt6nsl0uu3IRFF5xam63qXwcnqI4z21atiudZcaOC6VkbRwVUKzwxyjpkj6snBx9ukjUL25sJ9vXqWkpHtlPTvD5iUkEfneQvV9eWfBY8DBwAPvqeR1kDBIZG6XOFYzDpVmzkdPv39NMMyS77E3CG80pBjHltyCMHk5Ggq0qukfT0ryW+o5z+WjKinVgxwUI9I8KWHvjRErspJLADo6sOfqJ9P0760Iyus9UeFDuZGSQCTgY9cHRxZUQP36COQeSSedEQtJ5Syghih9OFJ+2gw1XU87VhVEiclHB6upSOMjAx31AoVGt73Q7esO4L4zhpYLW4jDNjpOWAbPvz/AE1UXww7D2t4oUd6tW5zcBU0UkdXDLT1DRlS+Q3b3IB/lqa+J95tMto3Jb5fMkzbYKaRwPMSHqlc9bdPpznPpwNVz8JW4ZrF4xRW2lRqqju4mpHbpZPoAJSQDkeg4++uXtXHuCWGxCdpLXzVm7y+DGWtq5q/am/ZGmkbq8q6Jnrb1PmKR/MrqDR2jx98GZ5KK42WpvFio89XlIZoSp/iV1+pQPuNbuosNJTtUScDowMAjJ9+eQdJ1cPHIuR1yR9bY5CqfU8c68xBtipiPWOIJ59OxwzWo1s+IbaZ657lT1luSSLyxG6ebF1luT1ryAfYjtp/bxj2zQ2SC91NyRYZ1cKIIzKrMSekdePoOA30n31bG/PALw83zSVEfyMNsqKjIWqpogHZsfSSMYI/QZ1rtvv4Qb9YraKiy7largMoR4CihQeAjdIPBYsT9tdun25FNk7IpZ1GBmFb+0dzWjdNggvFujlWOVBlZB0uGAAP/j106/SSIfMz5uSOtu5PoNanXHanjD4U1NPW1k9fT01OrCCenb5mnZu5QBSQOD/FjT3s7x5ulxv9PR7khhr1L4gqOlYZKc+h5PT0475/rrrMqGvFwlX07m6LZN3IY05j6EjIYc56z/l+ugPG5Yx9WFYZyO4ORqCw7wqrrV/P7WntkyTVUNJVTSy9fWP4lhxwSB76nkwZMc9DLknqI5AB579v/GNMg3CXcC1YKhI1EafTEMBS2F7+uh9bopGF/vAD0Of+GjC4YcKC3T1KpHABOTn30UxYA5VTgEYH/HRtxR1Ryv1DgKerk86A4DESE46QU+nWSOlUHSvYZ1glA/TkqRyMD00VUIIRCxAOFx+L0H2/XU7s9X4Zp4c3iK6UVa+6pZkFumRv3EUXHUDz3/F6HOR7agTrFIpMw6snsw4Jzxx+esyyMsaAOvUWJ9PqHvwNAi6sDZDBCsGD4JYsMff00nmaKGQInSAxycg/URo0dI8yVFB6j0pye+NYdW6U+jlOcg9/8dEWQK8ULRhDgEnOCOB9tdIPg6h8n4etrgADqWpfgY7zyHXOGNFbCSyBSOpwzd8+2ulfwnxeT8P2zABjroPMPH95mP8AnrCo7AW9P2lbuva9r2k04va5a+N8ZPjTvX6uVu0v0nt+FDnXUrXL3x5RF8a95lCc/tV+rI//AFaaape0UtU6BQN1LqehsdI5JGhROnldQ4zzn20WHby+kyDuVz/noUSDpBIy2OefT8tPXCRzK8hDFG6QqZPC+pz30blVhUofTJJ9vXRTDqiA6GBbqUZHb76x1lI2WPk8EcZ0DkiBdQjxXopL1t8W+FKgCOUSmVeAAuD9R74/LWr3iDuOt3DeEppUkjhgDLDG79WA34Svrzga2H3pfam0X82qWSdaGvjmeR0BKoxXH1E9gO/Gted3T7dlsiCgc/tGjqnikJ+oyx9PDK3tx2++kpziBsm4RhIut0hdFo/EHwf2zV08RaCyST5k7LKY1UdI7ZAB7e+rO8Wtly7/APDTcm04445J623zpTqVyfmAAYmx/vqNa6V29Ug394ObleeN6Grsn7Pjk46Y6g4Gc+hz0g/nra2lraC6PT1HzDxyU0wZAX6SZSCDkeo57ffXzypBiLJBkfoSusM8lyiiudbQKbZNT06TQsYpPmoFldArZMa9YPSA2cgYzq8/Duigua0e6LRuyGpaGQqKKKkEfRhcsFplynBPds5x21IPi38B5tubgm8VNoW5GstexNxp4xzTzkYaT/dfv9jrXKm+Y2y9PcLdWho6tC0csTkFWzgo4HZv8demaW10IkjOqwuWmxV0Xfee8PCe/XOZ9w3ukobzieKWmpFp2Z+xCoR0p+QHOonWePm75pquKnqbk1RUjoeuqatnmVT2wAAFx9tV1frndbn+/qa+aoRGGfMlJ6T9gdNhqanDuhqJDDjl5OF/46sylYB1wLoFxR9U0VTVyK4ermI6vOkYnJ9yxOf+86uXwV8BKTfIa7bnqjZrCkJmDMOmWYKMFwT+FOog+51XXhRt5N0btp6WuikqoYg1RLBGelpypGEz6d8/prd7auyZrTbKWniapqLYKcQpRSqOnALZByMgc5IP90e+tpX7oWbqo0Z3KqtbDR2Db1w2ZtaoN0httV+27LUwxBDG8QDt9RwWDKGHBP5auCn3vtCr29BW098ijukdPHeVEY/s2lGFUjn6WOVOMa1y8XLxdNsfEFaBT1NVDTUNRDFGkwHlRiQjKKBwy4Pr+Wn/AGDvPb+0/FS+bC/ZhqZrrVtELhD0lYIgpJREOR09xge+sHsLmgqwclNRTy2a71G59p2eqtu466olajemczech6RVU7g46XQZkBHYH11sVea6n8TfhjqbptSlpozXWaZVoXj6lhKqWdGH99QjEffGqT35FU7D3ZZKy0XKniFxb9m0tL5RMgeVWDSjOenAKdu+NS3wGu821t1bo8Mq+41cNvrLRJebLTTRhUWOQMagOCMsy/i/InS1SzGwSN1bYrRrrHCtF7ZbWvdxo6V6mChjlMfVNM+ET0Ln1xq/r34t2PYfg7XeHWz6WnW5XZjT1FyKdL1MAOGlwx+kHsv89VJBtWjssdXVXOvgMFDIYYjG2ZKqZlDIqKf4ApySeOdNVLc6fct/cXeOGSSsaONZGYpFTtkDI/2QNdJ7BKQXaDNZA2yU08EvCwb/AL/HVXjy4rFTEGYvVCMuPYAHqP6DV5+K++fDLwi2g+wtvbYpfPvNOqVEMcXktJTE8u7nLEkAgZ50qn2v4U+EezJL5DSUtVW0lL1JURP1SyySKQjKSfpGSSMe2tXd17YvdPtqn3ruauk827SNFRU1Q7GoeFVz5pB5CZwAfz1l/vuxHII9kLcbw58YrDcd0yQUM8Nn2xYNpxVtXHF0iBHkKupGDyVTKk9yxOptY/GLaF/hpL7SX1KWz3CoNDQTTxNHLPWdR4A/ukYOcfrrRmjpqu836j2Pt2sf5S8Wy3wVqxnpMqxIJJF/Rg2PuBrazZm3rLuHdNomtHylVtraNN5Vu8tgTJWMuGdwOPoAH1epzrCaJjcyrseU/bioqW4bumq9w00UM9xuFLAIVIkMtPTIZC+ewBJ7d+NPmxrtYNuWI11ZWUEEV2uUs7sJl8tWdvp7DAPYY41VHiFuQ1G4aiek3HBJJSTmkpEjQGKlnmXozI38Q5POna2+BVs27Ty0tdWrV0dxgeOWo6iEilZcBgPUhvqDaqW9SxKl+srpvO77TYLtb7TJHLVV11lFLRwQDq63I6+TwF+lWOSew0ltniDYrrabhWbemkqILYKk1LNnCTRHmJh3znj8sa1q2RuR6v4r9u26C9PW0NuleKXzJi0M0scD5kwfTLH+urFqK+07O8NvFmewVogmprncKks3HVPPgoAfUYA1kYgHAeB95Vg64Td4aeDPhlPtrxC8bd3W2CuvtluFxqqKzVtR1UiMAGjeRRy+XY4zweBjjUe2xdbr49/D7SeF22LRWX3f1qrJbo1aKLpjttM7nNOszfmfp7AflrXaj8TN80m16/bVtr6z5Ktr1rJZVBOZkVsfWO45z0njODqc+Dm/4bHtW4bfa8+IVHUXB2MkdiQNDWKe8RP4uonnqzxrsWtol1ePgf4e/GD4h7Mam2l4n7c2xbLHVyWd4RSwx1CyQnDEvHCWY/7XVzrYrw2+D63W1Ka++NW9bvv+/JUGXzK2vqDRxRf+qETthwSMnq7+2k3wgbZv2zdnXWa6bdbalNuitars1HXyNLJCFjCgzZ7s5HUffOtiLjXyWy1+dcDAZ/JywX8DMf7uecH0/TVDdWCNntdDLDHK1G0vktCYIlkKKjcBDj7DnHP5aWmTyRLNO0SU0KgtK0nTyO5YnAAAHftqP2Kv3LWXmQV1OlPbVo43SFHDHzuphy3+yvTnHrn01rZ4t3e+/Edu65bL2xfKuz+H1gaSjvdfQ1KhrlWKAegHPEaZIIyMnQ70VJt1/G/4W2W+3Gms9gv9/t1qmelqbjbacSQicfwKM/WDgjqzgex1SNy/5Ue5S3uNaDwqoYrVBIVkE1yf5iVM44wmEbV27O8LJNi/Kbb2wlBLsCpolimpI8CRaocmpVwf3nURgjPHpqjvH/4QNg3Sujn2u1NtyuqrisbPlpkl84nBYfwYwdEEcVLFbH+D3xn+Bfi78hbaLcSbe3DWSrTi03PEbyTEgKkcg+mQHsCD9san+4rbNeruauzVtWt2s9RHIgmSWNPJ6V66Z+CGX1GMkEAg4znkn4veBm5/Baqo6usu9NMrVLfJvDL0VI8sqUkKHlPca6p/Dj4kVniv4IbP3temgnuVbQmOubPD1aExuSPT8Gf56tlqFTPitfPjq8Vd5eG9rS2WC0w0K7ji8r56GYebA6kEp0YySVz9Z51pR4Z7huO19s7w3LVGrBnp/lfmUkHWahzwpY8tx31tj/yjm+ds3J7JsunZZb1RSfNStC3WkeQQVJHGeAMemtc6jbkdNQ+HnhylGs1Tfa+G51qscF2ZgFUkemNKVZD2tgP8j6DMreEEEycltr8Du3dy2fwytwbb88cE1LNWyTSZRzWSOSjZ9PoI5wca2ttdXRVvlWxrjFUy+ViWKZhIrdWc9Yx0n/PUE2BtbdeyqOGhvV+p2p3WRqSGVumeDP4U9pAAAB9tHw7W/aVJWGughu9N5xidLRM1K5DAZZ4iSvWuST0lTx20z4LG6hW57K9Vvvcd3n2lPPb7ehtdFAsh/cxFF82oQEHp6iw6AoPSE/hzxXd+qNt7Qte298123RTRbWqJIpbstAIZayCQdH+sDALkErknPbPOpN4mXy9bPssFk3ZvyP8AZFvq4/laqKmagqZIVHEMpOVZCMqSGBJGdaO+PnxAbz37V3HatHuGZdr0tX109CkisHKjo5df7RW7jOTk6uBdS6F8VXi3YPF3dspsVrio7fQSARyRfuzPIQBIzKpIYkgYbPb000eHPgZU1HkXncpFHRyIQKZjmWeNgck+iDB7/wCB04+GXhnb7DQrvbfMKGTpElLSyLkQg9iQe7am9xtW4d5wJFUVyW+1sS0nkko7r36S3oMa8ttLbJcTDTOs0ZF3yC9Rs3YzQBLUtu45hv1TXV+EvhIyPTy1hUhCEVrpkRn06QTxySdK08KvCWnip6SKGMSVilElNzbzJCCfqUhu51FY9peBdglDXe5tcZ2kVMPMWRR1d26e2Bnvp0rvC/wq3VI0m17/APL1MgK0wpaoskJUdwhORke2uW58oAc6aUN54Tb4rqBkdy0RRl3LEL/BJd1/D9bXppKrZ8jR1ITC0tTL1o/vhj2P9NVLuyz7moXp7fu/5pXo4jDSJUAHCf3VYemfbVvW26eIPhbTxRbpWTcFgkAUVVOpaam/3gecamD020fFWxrFDWJVxswKSoo82nYe4Pb8tNU+1aihIM53kfBw1H08Dmk59kU9dfcjdy/4n89Qtc/D+r29aLul2vEXzVTQyIYKXzBEmBklixPJGO3rnVuz/E5ZYKephpLTVVU6Ipo+rpGZSCGyecAZGPz1F7t8PV5W8I9vvNDU0xcMrzIQ2M85Qd8ame3/AAU2dtWuhv8Afq0Vs4AZRLiOBZME56c8/lr0D/aSkhYDGcROgAzXDZ7OVUzyJBhA4k5Jpte094eLtam7vEKte22YY8u2ozIrp0/iGeABjk/fTZcTc/ESuk8MfDejpKDb1t/d1NWF+iQKeSW9cn+f21Ym67Rct4ino1qJ6CwEq00iDpeYHuO46UA/x1Dt9eIlBtm2VG2PDC3QuIozFUVVOg6IQfpGGHdvvrzzayq2nMHWxP4D+LO88yu+6jptmwlpOFnE/wAn9w5BQ69S7c8KrZW7bovJud2mP11kUv4FI4B6e3Sew1WcVLdbkjV01NVPB5mGqSCF6z7ntn8zqW2jwyvlyqUqdwTx0VLUSgNO0itlz3BOe+r9qPCiyvtOn2rSUdZJBKPOVYpgpU4wH5PJJ5OvYUVCYWkuN3HU8/ovH1leJ3ANFmjQclrAGegEZkm+uJiUY8hXz6g5yCAP5DWzO0WovF3wNq9rRRA3y0qMxIPqSXujDJ7Nzkj76qDeGx6rZ9lqKHcVCTXU9SJYrh19QngZekRkemCM/rp1+Ga9zbf8TBbqubp+dpZIAA/0uwwy9X5YP89JbYpXPg3rO2zrDy4LKNwJyS/wKudo27vqrorpAKWpni+VjiqkHWkoIyoPBHrrZKerYFBJSyO8r+npkH19hjWunxH2BrLuyk3hRwzpJVP5kkxHQrzJg/T7fTqfweLWzbht2grGupiERikkbBJDgZKffnvrqbNrG1VO2UcfwpeePrXCs2KgoIa2W7xUUK1csKQGoOSzRg5wecd/trE9DSVJheemVjTSJJT9RJ6HByf0P+eqxvPjXYpLU01ukrKeRgssEsqBVkGPxBT/AA8aZKX4l7bWQyJJZHinp4siSSoUCZ1I4HtnOdP7xvFYbt3JXXVO8801Qath1ZZigwEYnI59uMY0137cdss1sq7q9dDAscTSK5HX9fT3wB2z6aoe7fETdLrLFJRbbnUeUwFPI7FAzfxEAc/bSm07j8Zr4zQWrYbVMbxCRIhSmIRD+9g9yfc6zfVRsGZsrtgeeCm+x/GODc0FZQVtRT01ZAEkjkU5Z89/pOMfl6adq3xb2TaylTV36nVzIwCxnzJAw4IKgfpqq67wB+IDdkz1FVtSnpXYKetxFERntyME6XWD4O/F65T1CXm722zonSoYyGQyD1K9A9DpJ21Kdo7YWwpSdVDfEzfs13ob1ZrL8oKCaaGV2jVxI6OS4ABA6els9QPcnTN4J1Mdq8UtqVdVL5USXOIeYOQOo45/zGr3t3wPVTVSvfPElGRsrJ5FKzMVBycFvfVoUvgB4S7btvz9sscr1FqWCdKqWVnk6lIy2OwLZzjXNqdrQvBaM73TEcBared4WEtPHKxkXq81WHY49B7floGDFGZ1VB5qdLfw4x2H30lhkjkt1LPKhMvSCGb8T8AFgB66UkSKhJUEn8Kscnq9NeXtbJN3QizogaSMFT9TdAI6iD20oz5SqjN1FQpwMDp454Pc5/lpGFmWtapnqh5ARUSJU7MPxnPrzo4GV3eoZ/LPnyFVzkMuMH8udVOSsNER8hD0tTPRQPhXAPk9WFbvz98fbVKeMPw37c3+DUbShs1nuxyydMRhDgd8tHx9uVP56viNmWoilRwwJZHBHpnjSeYQGmYVFGjhCF5QKGzzkevHtrWGeSndijNkHNxCxWmVD4OePnh1TSxWSkpKykpyGkpouiQMCeSoAznjv3062LxUko6iRd47Yq7FWwIySEozCYHOAFYcjn7HW2sszZjVYx1yKQ57/SDwB9+Tpov+ztsbioqqhv1opa6OtAV+tB1kgYznuuO/GuzBt2VmUgulX0zHKlNv+I2171DGYr7b56jDdawt0lvv0N9Q1J4pIyD8u6nqbIBb7dsemiN1/C74Zblt9NT0FsktU9HI0fzNESJJARgZ6jg9mP5DVbVHgz43eGN4jn2tfP8ASq0UZ6xBUN0HpPcc9v0OuxT7cp5eq/qnvSj6Nzc2m6tdRgMUSPqOMuRk/wA9F8gMoIyo+rq5zz7+mq0l8cqK01EVHu3bF4sEzHJeaLqib8j7anFh3Pt/c9F+0LFcoquGQ/UUOT1fcdxrsRzMlzabpR0bmahOWGBKZ47jp/of569hSxkABJOM44Uew0YJOwB6lI54/pohHwvT2LHOPbjPbWmSqEoz1IWDlTk4HpoD9KyqRgLjnPr9tE+aktPHKQwEjdKAj8Xf+XbWR1HBWMsOrkn0/LRtyUKHVL+7RoyrKGKtg++unfw00603gTsiNe37HgP81zrmKMOgQKOkZI4xj7nXUT4ek8vwP2KpI/8AmKkPHb+zGlqnQLem1KsTXte17SicXtcw/H/C+Nm80wcm6Enjj+yTXTzXMT4hlX/nx3qFdgf2kpx2H9jH/wAdNUvaKWquyFXMdLAhQwlstliGOck+ulDhCpPlDqAwWA5OiyoZwgzkdmXnj76DPL5LdLp1BhhegZ5++m9EmjOt36JCCW7FT39f+GmS5XKoo6+lpqKJpKh+k1DF8IkRYj/I6emZYulymXfkd+QPTSafEYrZKqNZFJwwUZLRDsoHqTk8ajs0RqoBd6WKs3ot1juDTLSqY8VK4haMn8Kj1bjJOtXfFezyWLetzhEHlRTSmop+lcJ0Hnge2tnq69bkuCyw022qWiKA/Lu7M3VGTypQhelz7ZOqj8Sdu1W8t2UNulIpqyONElhZwMRZwWAHYjvjSsjbhMxvIOaTeDL0viVt+6+EdxqQlyqQLjtyodsGCtQfVGp9A4GPz51ffgF41X/cdJLtC8VC0u4LNEaaqlljHmfS4AdQeSwGVP3I1qdW2Xc3hnfKe7WySRfkqkTUNcgPQ7KeADjv3yDjV4yQUPxB1Nt3x4UXKDbfifR4F0t5kMEdUqgATxyYwTngj1xz7683tCmFzjFmnjyP0K6ETuIW0d53dt7cFiq7aJ1qIoy8FWwjWYQSpjPUjcHPtrV+bwN2D4h7nr6Pw43GKcJipkZAZKRR2IwcFHLZwvYAaZrd4qb/APCW67lt3iTRXCHcdz/1iCoeIdMk4HSGx+F429XXnT7s/wATqDZ/g/JPTrSyXW7TyNUrTzrJUVdUST1y4KmOIDgAcnSMVPLSXMR1tbke9aFwd2lXu+fAC6bErJUue+tshWYt0fMFn6QO5UZIz7aqVpKhJXooAHmlk6VMfKsSeMe/pxqR7w3NT7jV62eieS7TSAyTAoo9ioUc47ck6kfw7bY/0t8ULRRTWqWsobW/zlUgAx9IyOok8DqxzrtwY2x4pTmsHZnJbLfD74RUe2trRVt0pYluM06zoUcea6L3y38JbH4ftq3f2feo6dqiOrwRIZF6gOpMnIBA4fjjRVxpKKx0VTdLmKG10In63bIQKrfhJYnBYn9NVJ4ofElb7JY4q/Y37NujyTtTZ+aBCAd2eNTkdj/LShxTOutxZoVHfEndauPxgaaojjSSmMMvSsuerHIP2P276h2w7vTp4nxXeS4R0i+dJK1RM2TGWPLDPc4JxqPbyvlx3NuKovtzuSV1XWv50koQqCT6AHnA7aZJ5kNUJOkOOAQGxnGug1lmALAm5W4u5Yrld95bOrtpUcFfBSGW6rNPIJPmFVljLGT0IDZA9NFeKW7NxW7e1tgsCQJebdV1VC0nmAg0VTAGRmY8Kp6mHOoHLvj/AEf23trdmx9yW63S2i1RU1ZbyxkWWV3LNF0ZJ7DJOkO4PGm2bt8Nty2Oezw2+6VNTTTQzRzl55x1k9AyMlVA9xgY786XEbuIyWmLJQGwbfuviDv2ayWyiYySz9EiIQTAEwrMD2I4PP5a2Ah8L/DXwgtdbcq2lp7/AHkIWhoJsPnjnr/uL7k8+g02eDW3rfRXM2jwteouN6rbfTvcru7dKUKSfVIqjsXDHAyMYGedWDctqb9t94r9pbA8PIhTGRKifcF9YStK+Ml1A5fGfXjQkkJdbgo0ZZqGVVJZJbXH4u+I1pEdH8uGpLQknlLVSrxHiJuekZwB7c61n8QN337em4am87gco8jeWkGelYEHCxgegAxxrdqbwwpbPQVe5t40Fdv6/FVeAOiqEIGeinT8KYPsDrTHxXqaq+eIV0uVZYa2zzyzgz0lVzJFgDIbgZP6avTuDybKr7gJn20KypvtLFSNPHKXCpLC/S6DH1EY+2eNW9tfftRXmmj/ANIbZs23W0CFpoi/n1EWCChiH4iw7sfXVa7Q2bf92XCeSzz09OKOMTGaU48sE4U8epwRqZWjwW3Lcpfkrk8tPMpHWzOih15IaIAEyffkab3Bk4LIyhupUf3t4g19UJNs2urBs0E/VEsUfT5hBPSzMfqY/nqc2n4kbnUeF52XcaeaWshcQpU9YUSUwIJUnuG4xnUD8RfD07EnpuuJpBOhEkjSZCSA8cdxke+o7YNt3bcNzW22uglrqjDSvBSkFvLXljz641SSNjB1xorsOPs8U5Ue6Jdu7lj3BYJvJlieXy1MuXUOrLjP5MdOU3jFumXbt52olWHo71Ik1UjL1tI68cMe2SdLaXw3te6KulsW0Hq/ni0a161EHSY5ZHCIqrnJIJyfsCdWdcvgi8TbbcoKfaX7J3ZRrCat5IJ/JJKuQyK54fmMgMDjQYWyDEAi5rmktW4Xw37Ptu2PCjZuzN17LpJoBa3rqppqMCRp6nOEY4PUOlsZPbA1YXh/S2GyWi5bRn2AtooYKtkoWpaJHURMMglhyCOdQ/YG9N1zTS3Ddvg1uq236y0y04o45EkFTRq4HTH9SrLjA9j99XFYt1089/ls8myr9SG4U4rUkqKMCnZcYKMyswVx26W51Cpmo1dq+9WzYcls2y9BeaiWtZII6ysFCAAMg/vc5ZT2C99N9ru10uFdRretv3e4TQiJqyYKPpqVxmMx5wUUYIYHB41ZslFsW7yrarrT05qUUzmhni6ZgO3V0kfh+41X58K9o0d1aprdwXWjqYq6S4wQtelp1Xo5AAHJUhcHPBGfvqt1ZOG7NyRXvw83Cm0bt8lXrb53ZKrqppFJjILsSPoPYg6qH4T6Xbcvw60U8VlknirjUpcY0Pmy1c5focsc5Of8NPW/LJJNZbtB4VbjtL3O4VM8jV4v61Uk0koYmCSJl6VUrIQFyCvSDg86pv4e7vuXwUrZPCS+T08VPuOOSrtN0qVcR0VaQV8uRP7rOo7cZ/PRtkhfNPe8vDTxm+Hh6zfngnuRrvteljeorNuXORpBBEBlvK6jyo+xzqDeF3jp4meNG/ktEtstl6/83pdf9ShMPy8iNlUcnP1fURzrbjZ9q3FZNt01p33ulb9dawytPJJGsSOX5MMcR46QO3c476UUFg2tsG0XOs2htKho5mheoNPQ0iRSVLKpYJkDkn88arxVsS1o+N+1WO3bItu722+v7RrqowNU1EfVKA0Dfu1Dfwgg5I5GBpb8G9vpt/fDbDtO7Xe42mk2/uySuSqo6oQlI+gMA57sCzvx6k6cvievW3fEf4eKTetDa6kX65BKOzU00J+bjmkkCTQiP3P1KWAz7EabvDuW2eCHwtbf23u3bFzFdebo9xusExWmnTpcspRXdeoJhARnnJP21cCwsqk3Kqj4jLpYN5eOtl29t2gpKeKlrJIpFhUnrXzM+ZJn+IhTnVp+GXhLt/eHjLSbyu9TH8vtSmUmkjXJaPHSjkDkL1H0Gtdtnum9vHHce6tqSSQWukeerhapIeTnjJ5xzzjnW2/wrWRqnw1rN27htN1iqb9d5ZorlGkgqFgRumMKy5ITv6FffXPI3leDfsN9T9kzk2my/kfgr13Vedt27cdpsm5Y4o4KqAx2iuIIVJeP3Bf++eCucE+moffYZaQ3C+C+z7S3Bbop5aurVh5NbAqkpIyHiT6Rkkc5HTo7ddzodtWaqoN4VloqLHOJCrVhWlnHQpYOApKNJkAqw6WJA41qD4z+O636z0Hhj/pXVbh2wXFTXXwUbR11PTeYuIS2MfxcsCQQVzznPRASxySnx4+JzeQ2JLtTfez7bXSXu3FrVVGAwssTAgTuhJOQxJCHtnWu/hdti0R2+bxA3LB1UtE+KGnYY+Ym9OD3APYadvFbcn/OVviwbaorw+4KW100dva8iJga2BW6lYoQCoRSqnj6mydP9vpKTdm46ezRTQx7d2rL0KA3/pdTjngcDGuNtiqwR7lpsCLuPdy8Suxsilxv3xFyMmjv5+AUyS4iC2Sb03ZUJHBHTiRabyx0xDHYD1J1S27PEzcm+qmjpLTR1FJShmgQRSFVmJPcntxkatCO21/jJeptgUSG20EEyRvNLFkdWfpYuThEPbsSdTLwg+GGooPEe8NfLgBZLTBJDDcKesCCmqG+gHysdZJHA6gB66w2NstsbekTt6x0HIcPNbbY2m6R3R4HdUakcT9AtUL5Y7/t1FFzstZTLKXj82ojxE5UclG7P37j10ww1dfQSpWQVEscg6XidW6HQDsw99XP8Ts+4493w7T3HueW+0VhjagtjRUJgih6QBJEEH0synHUwPJOmjxO2tbtvbeo7dS1cbVdGlPRyIi/jZo/MbOR3H2I13JZWxlrHC+LJefFwcQ1S/ZvxA3SAR0W6qeO50jjy2qBxLgdiw7Nqf0u3dmXWoi3ZtDcn7KnLBpBTyqqvnuHjY61joqN6guogj6cgPJIcJGCcAkjtzp/3TsrcW0aSjrK+sinp6xeqMxnKds4DgkH/wAca41VsWnLxuHbtx4ag+Wi7lNtqZrbTtxgeRHnqth7lt/fMtKJzvyKKMuPw06Iwi9cHP4v+Gmi83Hw72TKtLd7kdxVkkisomqBO0bdPr/Co/z1r7cYaukakirLvJLFUpHKemZiOlvT2403TjyJpGXpkhjfHUXDEn+HHv8An21nD7PEkCWTq8mgN9QtpvaAEXjj63NxJ9Fdm8L94heJCT2fb1D+zrDAyrPKoOX7Yyf7o47caeNr+Elioaqlt9NRVlVJFHG9wqHB8lnxkAZ4K51F9t1d4isjQUtbSUdyoqjz1K1X7qsiK5eEYB6sD09xp+Tfm4aKnt9bVXBjb3Z2hXt9LcKkmSOkL9s69NR0cFEzBC2w+PivNVdXPWPxyuufzRWFbtmUVBcKmSW5IyRRiR6GGONvLPo/1fxH7aSXHdontktBtaeebyg0TvD9c0eeTz+FT786ru6+JTN+/pnd7rDmJZrbATEFfj6pGB5++MacLB4T+PW8GWmoYxaqASEz1M9QBhW5LHH4sjWk1XDAOu4BYNge43TTuvadNLSx3G+brUzVbCmkWoqxUMYmGeoAcBgcDGqqiaq2pumOeC7I9RQzgw1MD9Stj2Poce+tkrB8GLXcyTXfedXHSRucJDDmR2OeCTwASvpnjVt+H3wseFvh/XS16W+ovVZJAIYjXlW8uTuXUcLz29cY1yKja9OAQM02yBwC1S3zcN1+JsaCC07ir4OkNSKyYiVQOTwPqY85OmzaXgL4t7t8m30W3KukpHOfNqVMcYGcdR10PitdvpIflbfR08UdOojjKxqSp5zwOM/01lZUpoko1l6WVuQ5A6j7qB21yI9qGCPdwtAC3EA4rUiw/BpvSa409PuDcGLaMJVFZOllXPZBzxjV07U+Gzwt2hMayjtprZEwi/MYeNlGOSD3bOefy1bJmVeiORcNJAzthgW+wxpIaekjmEk02XaJfJhZuE9SePXS8lfPMOsbeCvga3RN1PtmyUc2EsdscKirEBSp1IvtnHbjTrEtMVZYowhIIbA56Qe2fbOsTRzeYAsgQ1EXmrEO3SDjn2z7aO8lqIIZcFQvR1DsfXSpJOqKDUKPLh8wlRG4cAd3PcDQYkaZvMc5RY2fDZwGA4HHprxZ1llRmcrChJfp7Z7c576xDIRBkknqwpUHk8euoBZAkoPQ80dSikp1qgLE4cFsgsPYAaxBTolAttnkJJjCO/4i4GBz9zjOvZeOOZWUowc4xyzADj8++dYo6mL52rpopAxiWORo1XLqG6sMxJ9SMaJCgKUoUkYqtMIvJ+hQoHIJzolsx1ZjTkgZLk56cdwNCkVGMbsSmXOEUEf9o6w6wrlnVmx9aqjd/bVQijqOc+XFFVBVDOwHtj2/XQwVpqiUSwkEAAE8/iI5A/U6DSxhZIpWj+qNy8JZ+rkjGce+NYi+ZWrIySzyEdbfUQAQeR986hzQCGFqgjJFyKcg/UcdXudeqAFkclupM+YAeST76zUGOZY2iZ0UMVaQYOTnB+2ODorpXp+YeQHA6QSQBjtn8tVARugRKEkZvqZjz1E8n7c9teBzInXwzZB4yACNE1AqWUrFIiSs4P1AsuPyGNHhJw2XBCcdDBjk/TyRq5FggCvK/UqxoARH1ZGMfUe/+J0TPFViNxCydbEkBzx37H+WjKhmRWjQlvl84VvpyQcAE6H0Bk6pSqvkHoDcA+2SO2q3Rsm2/WTb+4aVrffrTR19M/0eXLGGOCOcccapm/fC7Z6Oqa7eGl4qrBWK56aaSUvTzH0Huv5+mrzwJS0sRLuOOOVOO+SdFxK06PCydIVT1FeMsew/n7aYiqJYDeM2VC0OFnLU7de5fHLw4q3qL7sX561wHDyU0nnohCjJDryB37jjSvbPxE7AvJigrmqbXVN9PRUJlerPbrHYfmNbUKI26UZVSERmFI8/jz+JjwM+2qG+I7Y3hfQ7Grdx1O16eG/ySpSW4Ux8qWepkPSuQPxqOWP2Gu/Rbblc4RyC5KVkpWEEjJP0FXTVVPDLTVMc8UihklRgyMPcEaPDkoSj/UOODjGNQLwd2pubaO1P2dfquJ5BM0sMC8/LA9wx9c+gHGpszr1lWGQRxj316lpJFyuY4WNgjWfJKKR9S84+/fXUn4fF6fA/Yi44Fhov/vQ1y0YQzBwhH0qRjPPbXUv4fOn/AJkNi9HYWGjH/wByXWNUbgLamFnFWFr2va9pNOL2uYvxEytF43byWM9TG5g4IySPJj7a6da5d/EDJ53jfvSREOP2mylie2IkHGmqXtFLVIu0KBxdXUC+RjJ+o8/y0NkkJJIU9Qz7AfroEb9MRdYyB+EH2OhAOU6y5KjPVnsD7403qk1iqkWGBZixVS6oOlcnkgAAf56KuSyi2yily03QejDhWdj2AY8A5xzoSNIyRmrKyMM5I/vH7e2i62ClqY0jqASEKyqMkBWUgrkDuMjtqKKvL5uW77bqPlq6rudPR5DPV3GjSelgY9wsq8sfT6tQC77Xvu5L7PuiP5yigqmWBKqCWERimUZ62ViGCk88enqdXdcLMK6lqqKgka2O8okMjoJEmOM8qT+HPpkahdXtJpb5Hcr/AEkVZKsYQLSyOkaHByRHkdXV68HWLm3WzXKrIduXHclDcqDbdbb7nRW0GRpKhmBqakDIXo7N0jODkDkapxbnWWu7m50FW9trI5lliNP1RmJs5+nByOfv6a2W3RBcrMtbfbBt6liqKSjZ4hJTZUOThiAg5PSMc++taPLhE88dx6l5aRFCkEOSOMHn+vqdLSsByTEZOqtC8+OFd4h1W3B4u0h3DR2HKvTwOITW57MzYyHPAJXAxnjPOmyKzeEt8heZrvc9u19R57x0gpzNS07hsopkJZmUr9PGDnknVfx3E06m3yUydLMrAn8QAGO/caU+dTQUiz0LhpefNRwDge66Q6K1mTLjw0TGK+qTTwdJYxSB6ZG6Se3r6+pOtpPgwtCxU18udJbWqKuZoVpHwVWLBYGR2H8IOfp5ycD7jWCrMzqqzEKjAEvGSVOeTyPy7a3Q8KLLatreD8W6ZqtaO3Pt6necrK8LGZZGfl1wfqLAYHJ7aFSbMtzRZqmHxg8qnr6+pvfiFZLnJbKmGOopqigeqkpnkJbqeEyrToACQPoLZ4zySKR3fuPcXiXfBYtnPc7pHHzHBS2ynoVw2M9SQrhRnGCzHV/7S8HW8SdvQXfd8UVpskZeqqJI4B8xcpsHqqZWfso/gVuw51JvCfbNpjsG6Lpt6101qW6VYS3COLpD0kBADRk4JV8Bs/fvjWDZBGDxK1LQVQ2xfg38QN03aSk3fVUu3KOFA8zdQqJjkZHQq8Hv6katGb4FNpJQxR2rddeKteGnmjXof34/h/IZ1e1tuERuk3nSxwJFEkZeTGWLHgZzjjGov4n+PW2PDmz3Kf52jrbxBL8tT0CTK0jMRw7AZ6VHfWZnle4BqIa1uqrzbnwr+FFiqHo92W67VhjkUCaWvCRS5448tVZR6ZbvnjsdQnxr8EbX4SbfvM+0oxX2u9VVGqtWxLLJTEO7RxUzD6icqQ2e6keozqZ7cuyUvgncPFK926C4b/3ne1tVlnnBlXpEq48lScKqrnnHf10/fEzWw2Pbu2K65z1fylLe4BVw0jYmf924YxN2Vge3tq0cjzJYm+dvcgbEXCjWy/EPxAs23w03h3ZtjWipj+cS6V1x/Z5qowvT9Pnh5JWJGQFX04zqdeDHitfd6326WStuduvMVNBHUU8tDVCXyxnBVnMcfUT3wF49dapWa/7VF5SqmscVdMk5d63d9bJNEsQYlUMKYLHGMjJyfTVw7D8aNkxeI1tmr6211UtbT/LU1Za7f+z4bWCxHy8cIAVlY4+o5OmZ4gWEgZqjXG62tFSnzCh0IMLBiQpwv5e/5jXOnxOp6revipXy0MymS8XWSCPzGIYEyYHc8cDW90O9KuWGFYaOWKoMrRSRmLqmZfQqOrGPXPt6a0E32a62eIt2kt7SPP8AteUU0hjAJcS/T+o1jQiz81eY9RbP+HfhtZPD3bC2enp4556gl6yVwCZ2Po2eCB2x24Oke8duNZ7WbhtqUU8dPKsj0kv1wKp4bpPeLjJ+kgcamVrjqf2bSCplYTJCpcFeS3SMk/c6b7zVmqqW29GkbPNGvngkHpU5JBX7gca9FhsLBcYOubla/wDjLfbLftntS34vTXuin/1dCA7Mc4K9ajDLjkfY6N+FHZVZX3O67jDLEaeJaSKYnJ625I7dsYzzpL44Utqse2bPtqMIaxaqaao8s4csc9//AB2GrX+G21Vdi8MmrKlSI6zrqUCLhiOeT78a817QymOldY5mwXb2S0PlF9MyjvAfw6vniJ4x3e+WWuoaqCiuxo62GSbypZqQIVldOkEqQQvSQwJ+rW91o8P6SnuUNRZaZrZb7RUGkp4AzFJYIk6FZCrY6D6hs5zkjJOtJPhLp7DtC23XxNu/iJHZJKqtlRaZ3Cr0rKzHIP1FiUGCOBnW8PhTcq2u8PKSa7VksrGBKn5jI+uR+l2AIA4ySO2mIm4I2t5AKrjdxKNnlpU3n03lYJ6n5aoEccT9ZEYdT9Hs3P4Rpw3JcqqttVRJb6argIeMIYzIJRz+IBFZiMemO/rpKIIrvuSlvaUtHUVMcpYlJOnyImCnn1LEAZ0o3ZuXbWwqCbc90+SoKPvUV8svT1H0BPfP5augO9IN0XmtFvjFoWprS8QRIoz8pWiRWHU0ckq9z/dOAfvqHeI/jNsXZFzsUO+GSnrbnIkNHUxiCQqXcRuk6FuoIvUGLr9PprW34gfjUnu14g294JX65V1bTyFY5FgDwtI4A+gk5cD0yODqpqmmg8PbDdt3eLF8N13fuRUV45VWYrCZFLRoDwO5LdhxpWqqm0wDbXc7QcVpFEZbnQDiuljbY2pPQ017t2yrPWSPItTK1JTRKZOnCiUYGXIBBBJyBrX3e/hHs7flZc9jz1dbY7q03n0NfRVQc22ZsmJGVsERyDJxknqHBGozf/iw8JbNdHotjeIG6KKBvlqmKSmjSpt8bpHhlSNj1CNskMvGCARgcasG2fEv4C7/ALXU2vdtRb7JDWx+WtzYxiGqkOFUg8SK6nBAcDp9CdPWKXJUcvG694+Etbabb40eHd533QWGnEtq3hY7S0/mThcETQkgwuO2c4PcjVTn47qEXu40ewfBncVyu91qVkSCvujt1SY6cLAqsUBx+FcD762Zt3jDCu36O1vvRI7vZ6xY6qrp5QyVcS5KHjPmCVMDgZyCONP9HvbY1xuP7StNVSW+4Vyt5tYsMPzToq5flOYgMjjGffVbDRFVDsvZ+4LhfaHxj8c621xbtWjL2WwOPIorOCSwhBGeuZgSMn27+utVPjH3puXcW7Ke/Vu9Ka7UDu9NDDESEjdI0MioFLRdCFgjOrnqcE4B1tn4xeO3hR4W2GpU2z9oXiocUcEDqsq9z1uwPB+kliPU/i1oNfrr4neP18iWgszXCntIaGmWkhWGmpInlLHAXC9RY5J9cDUc5kYxPNh3qBpcbN1Us8Kqa52LwS3NuiGGIS3SpFNGWfy+iMfT1dWATyx4zroH4E3KnsWw7RDa6Wsu9DbrTTwVNTQzGZoWCZz5Gc9JPZ4w3rrUhItrbBpNgeG+4dzQWaCWrilrat1BQdJy7YOQctxz6a2MumxbHcEhu2z5Kvbl2LpPRXW1y9EF0hQ5NNPEjdBJX6lIAJB99c/ZpErX1BHacbeAyCaqhgLY+Q9VLt00+3d6xXS4VW2KI3WPomppLjbz5y4/CR6D/ebHfkemtHPGzbm94JbnLfrBapNu0Ty3Ty7bULRwRyuMJGCxwy5Q5jTpJPAHIxt78Rm922/4eWa+UNFS3OqqKwqPry0axp1MQ5PUAP4lOc5xrRDxb3tX0NhrbHartVu25ul7tSSssiGOPmJ4ypKrkfS3HV766QSvimLwctVcsd131MIGghppUiZTiUysMlQo4GMjv7DU/wBur/opsekkoHWaa4DoikZQWFRLksxBHb051GdjW02nwiFTUVhiW413nsjN0hk6ukKPzA1Y1VUxWzcGzKWlooa2sp66KoWhKZE8Y/GMdsKCTzrxszxWbQ3ZzaX28mj6r18MfRNn7wZODL+bitjfhY2dsum8GWqKKnatv90mNXcEMRDGojcnkkYEYxnGe2nRoqS20c0dRLS1NJc6mnkq6qjKoxkUmQKzdj0leDg5/Q6mlo8Vdi3PbVRDtu80VFR1MUnQ0U3XNlshzgg9K54yfvqE3rxD2ztbaVDdLP5FXtuKnnoVNBCkheZUOAMf9IXJ/Fr2AXkD3rnnviovl88WoKe6TS3Hz7rJUU8chyuZJetjx/tDn8tG+M0sL1lEkdbHUVDRyfTEBhcN0B2Hfqz1Dn0xpLu3xLv118Rm3zRQUQqKSpk8pY1Jp4fM6hhv5kd+/wDPTbv+z0W1Kqlggq1uE1bSJW1FUHz5hlYnj2wQR+ulpBepYScgDb5/JDVQ+klqaRGjR/3cg6ZFPIb8x21cdr2nat4eDVZcUuTJXWUsXDfSjSDkIMt3K+y86qYxha4yzxFIlkRmQ9hH9z3OrU2ruGvHzu2dm7NgvF2nhEMNZQ9T4Qj8XRjHUM4yTqVzHvYDHqCCtqZzWuIfoQqpqI5DQRvUu4EWQkLesZ7YI5POeNEWO03HcsgtVptNVX1DHKQ08LSO2SO/SOAOO+NbFbe+FCuWzx7u33OWNPNGZ7SshVmRpArBpOek85wNbQWDb9h2MDQ7UsVNboalUWFoKcMoH+0w+oA4zkk/hOsajakcYtGLn0WYiPFan+FnwueJW4FStvxk25RU0jPFCyA1DP7hX+lQfU5/TVy7T+FzbliCTbkuU9zknJeZKqKKeNG5P7s4xnHuMavGkq8mSGaqpjKyY8hG7Ke555wTj00IJPSUYhpxEIowPLTBAAzk/l+nGuPNtKolNr2HctWxtHBMlj2Zt3adPIm37dBTecI2mJTK8DgBccZHoONO1MKeHriplCeZJ1kN/Fx3wO3YcawZalqWeolp+sopMMSnl8EduO+ldFAgqYaSohaAOUVvpDksxHfnPAJ0gSXHrLUDLJIKJ4Jqxlktwglgn8wNIc9XJAYZHPGMDsP10upKuWSM5p2SRGKshwPpzjPHb31KvEWg2dZrsse0L01yohTIXqCg+mb6upM9jgKvb3OolEFUMzyr1thyqjJwf+Ppn21JGYThKgPFLKmX5dHMaCVkGAgbAz3xye2kdXCDRmaBo4JSoxUdAbsezepHPprJqmTzBUfV5oBRScfV/DnHppAZ6qnne4TVcfyEoCOJO0L+hB9QT9tUAKl0tFWIpEZZo1WSL6n6CvVkgDpJ9Sc/T37Yz20nSqpaiOOGCeXrnfy4/wByx6/qIYZxnPcD8u2laMAyVDTpJDg4UofqGOCOffOmmCGa2iOSCuZ4FVpJYapi8qgAlTHIeR9QwFOdWFjkjonEgU9XHOJZAiEJ0klmLH+E+wGfXSl5WaMGSNejOEDYzjHJ50z0NZG8Tu6mjGAZYnysnUTnkDONOJV0CyxRnrYDCueO+OMnB9++iQRkULXRcdKy1c0Ih5ePkl8hsEdIzn2+2vVKSooWkWPJlCDnHB7n88D7a8/zfzErPO6K2CQMDCk4z6+2sLSU0FOY6OjMUeTnpBHUcZ6uPz+2dEBAlYEkbxxvLS8IclQ5JB7cYPb10J4R+8YSZZ0ARUkYFiAcKwGOBkn9dDiZmm6jGCD0+nTngcD9MalO1vDndm86V6+w0NP8qHMJnlqVjXr6QcEHk8EaBNjmpZQ55YkRHrnWSZvrAjXy0GP4QOok+3f00spZFkEpZkXy36VJBPfB6caeN57FuGy4o47zJSStIsgWOmcuyFMZzwAM54xp18Hdm2be93/Yd6uNbCkVI08XS4LuQR+In2yPTQJGqKi8MsDTeSDG5ZWKpjBZh3IyePyxoRbzZI3QMmFUrkfVj/DtjVg7R2Na4fFZdm7ytIrYkWdQkhKrIAoZHUqQSCMkc4/lqEbho5LRernaBEeuirpqcBD0hVVyAOc5woGq6qAJGlLPKBHSU0rtGOlUijJIYn16c8f10kq43pFZamPoen+p0dSGK4/usCe+eP66vfZG4rxbfAytuNiqo6e42ypqEM8cPVwGVjkev0seTntpJdKo+L3hbWX65UdPHuSwNmaWJBmVAM8e4Yeh7EagKCpWm84qzsX+sK5ViG6cjtwOPy0avWoL+Xj6SVOSQPQknt/TQopZJIsPKyqVGc/iU49R768mQqZmdzgISDglc5OAONHNTRe6Vby4jNC7OQfo7sM/noqRo5qyOilUBmH4ukMEABORwPY6VQqyNgnKAAYyeOMcZOdeIjj6p1TpYZUY4wMYA0NVc5IoMjsVTkKuQQc5+3tpC8AboqGU9JXpA6iTlj6DOMfnpbmILjpKBF5H3+2q+8XPF3bvhVZ46+5/v6ipUrR0SsA0nplieAvrnWsbHSODGjMqhsEl8TvGfanhwaWkvEbTVM5ldxTuhNJEv4SyZDEscBQO5z7a1z234iP4t+Kce998VkNuoKRZqfb9vnXMTHnq+sjp6wD1H16sAAap/wATt9V2+dwy3CasNa7k9dT0dLy8c/cKM9Kj2H3zq4Nh0EO6doU2w7pYaYR0xc1JgjCiOZs4KsScOg6WdvfjvwPXbN2eyAh57SRqJSW4Qry8+LpHQwZSeo5yPuQPvzoM6wzIwcSgdWfxcEjsNMe0Kmurtr2uSrDNOYRE0oxh+g9PmD7ELn9dPYAh6YU54JwTkj7674GS52hWY3LM+U6Dz1ADAB9tdTvh5OfA/Yo//YNH/wDehrlkscLlp2jYsp4YtjGupXw6uJPAzYjjsbDR/wD3saXqeyFvTkFxsrG17Xte0om17XK/xvmaTxh3s4Vm6rzKMKuScBR/lrqhrlN4qO1V4p7tqFlJzfa0ED2WUj/LTNMbEpeo0CizxKXGfpVT1FQeCdHlfMjKFsHsD2zoK9HmnIJ6hgD00Fj+KTOSwwB2wP8AwdOBJFBaI9a45w3U366zIlJKTTzODI8ePLyQxHYnjRihQzFnxhRgH0B41iXy8qQOVwpfHONFRMd/qCrxUNI5dmHS8UYw3T6ZPoNJoKCugmhhhmp6JML14Uu7nPbJ7Z04VUlHbqqQRwNNVVbdZSJcs2B79hppuFLer09JXUD01K0LskizMXyvt9PZgRqhFlYEqr/EG2b62lTXuprb68dsqZjJFMj5eRicJEAeQOecD01RNVdrzJUVFRcLXTXCVMK8kyGTyhjAwRjt31eXiJbr3vuYLeboJbfR1ASGipQA0i9XS0x9Qq5HJ++oFefDWt27JVww7lp4KCWQvRhZOszk94sDnrHHfg5zpV4z6qbYQBZ2qqypHzMnW8QD9GAqggaSw0tUkn0q5UHp+kE/pxqzNweGlbbrdV3V7tTBKBQXjkdRKWOD0+xIGe2dRyegtdHbvnqSpaoaoiYiESdL00o4yf72RnjWRaRqtA4HRMVXWK8a0Dz/ALiAkoAmAxPft663Pgum179b9j+FNLXA0NPbIb5cp1fCJFFH1RofclyCfyGtIJSHkyZFGTnJ/wDHfUjs28LttyrNbbLnUiZ6f5cYHVlMj6efTgaWmi3lrLVjrLoX4z7yfaPhRcrtboqWrwlPShGfMYjkZVJfH8PTn9SNVTQeLFpq9v263WS0GvEYihNPFNho6ToC+Wr/AMLk4HT9jrVG/wDiHu2/08lvr7tXT0kpDSRSynoYqcj6fsedY21bt21/mttZKrIj81uhjhYwR9XHbH89Ltpg1uZWmO+inm7PG7d1zxsu8PPabdRyskyQqDUlQcojP6lRj11XNRc47lePPmqZ52LH95Nw7j0z/TOrf8F/ByTeVxpL9JueCokgV5DSL0tN5w/gbr7ZHbOrouvhZ4ZUKpc902suafqLusfRNRkjK+ZEPxDP8QyNW3rIjhAzUwl2agFDvJtwybM2/tW2XCrg2DSHyxBAFkq6mT6ncBuEXOAGPPGoP437wv25NyJar8tRaKagKtJbjU+eI5SOppGPbrJIBx2xqf8Ajz4qbfsVr/0I25bbet5rIIVqLnQyZ8qlx1BDjnr9/bWuM13a4XNrjXStPE0ySSlzkv6d+/Yc6MLB2rWVXHgr5tfw6it2xZt+bZSe8xVC+ZX22aby5VIw37luQT9iOdWPDN4ZeIMFNRWPZ8LVVEVFwV4EpqyiKrjqZOC4BzyhGnL4XN0Wu6eGU0F0l8gWe4SdUhPCRhFKkD26R/TUx3bsjZm6KyO92+zimvPltPSVkcnlvUY7KSOGBwCM6WfIS8hy0DRbJQ1Lpv6wy22hNqpN1UdFOkkVdCzCfyxklFDd2A78+mtcbVUPvfxuQVJb/XL81YVKlQsaksR9u3Ormn36aiNktV1m2PumByk0FQP9XqunI+pCMHOO6886rvwR2pXbm8Q7juipKxQ0Blbrg4R5ZG56PsBnTNE07y5CznNmrZpvocdLHrIP8u3/AB03/sqOGva40hVJauVHq2ZiWZVXAA0uYM7k+pTH3PJx/TSeohmVHnaUqOT2/CoHI++u4XcFyAOK1m+IZa6qvcVP1UohQvIHVD5gJOB1HVw+F1znpvAMVnzDF6a2T/UV4QKCBn11X28Ut26Ns7g3LDL5sbQKsXTg9EiSdLffJ1YXhpC8vw8S07Hq8231SDoHJwG515X2jNomDm4L0GyBdzu4LX3Z+9rxDZZrKl727HFWxzUQa5wEy0au3UXikHKknPPfvrbfw9+PAWTbVr2l4ibOgqKMolsjr7RdVdECqqK7q3PUenJP56rn4W9o7U8U/DWq2Puu2Uby2u7LPFU+WvmND5is6t/Ew5PHr21sunwmeBlNRVFDatoUC111oo4syUM/QrspKOoP9mWP34xroEOB1y8EuHC2nqrJ2Du2Oe+7gaINJT2ijhl6Y1GXSSMN3/iI6e/tqo/ir3zR3nwvuc4u1lgehqFRqOuV3dldcxtGFI6XGe5yONEWNt07S8Yv2Mk3Xb221DFWyCAgF8lVBBzz3Hvgaj3iXZ7Ve9tbtod3w/PTvFLBa4FpjHM7A5iOW9RjAx6asBc3Uvkqf+Gza+157a+7YJmrbu0zQTzT464Mdgq+x759dM1d8SNnn3PcrLurYkU9DS1LwxyhQ8oVWAyysP8ADVYeF297v4S7xkiu8U1JA8qwXKll5ZB6Nj0I9dXX4obi8MfDu5UO9V23S3C5X1GYyqQFkj4PVgjHPv315iqpSytO9aX4+zY2t5rrQy46cYCG21uERbbx8NW84JJKi10FO0TZMc0Rhk7Y0jPgt4GbgE52/uBYZJSTG0VSG8snOCc8kfbUZXxg8Er6ztefDRI+tSXkjK5GB9sHvoj/AEn+GwM6xbbrafrUdEsVQykN65AOg2nqYz1N433FEyROydhPolNw+HV7TY5LtYPER6i40zM6JTuUXpAzkENkEaj1BsyemslFuq3eLFbaqqtMnmZLrIGAPV9SnJyB699O9ZL4ETxSJZbxVW04GZfmZHZhnlQM41ELRQbBiud2Sr3LW/LU84W3ujkGRGGC2ORwTp+J9VhONzvNoSsjYb2aB70209x3Bvq6UsG4dz1V16J46SN53ZnjjeUKSoPHOcn8xraKfcHhh4BW2Lb81S8DVWGEaDreYr9PW35nOtTdqXGt2nummusRWWlgrElkZl6kkiV8nI9Ow1st4g7Qt++d02rf23KmxbgCUS00lprajoQq/UUkVu+Qcay2t+7LHHMSI7E+J7+S0ouqxzmZu+Ske9tsbH8Utsm9GZZjBTv8nUZZTG5AIyp7nIH6asj4QNx1++Nlzxy1EVBdLPXLbp5adcpVKg+kyxtwOBwwwdV/X1dJ4ebFSr3NNBJXTlpZUXpXrnI4SMH+EAAA+2mr4M937d2fRb1vu990NaKfcysKPpjZz8wHPSeBgNkjHvquwXPLXsBJYDl9lNoNaC0/y4qwfii8Ta/ws3HZ9v7itVsqLZURTPTTU0TEMwdScq3ZiQASNap/EtfILpuKhrKJVWCqtMUkNOqhHiZuHL4AySQTz7DVz+Im17p4teKNtk8Q79X0kkVqc0kdXTBBIUUt5sYXgjpUMVPJzjWpW85Ky6XsxGqap8pfKiYf3M5wB/M/btr0bTbyXM1yVmbvrIKi1+H+0opWWF2pmk6RjrIABx+rHQ/FK9XqPxdsy2qplpJaHyEpJIpAjfUfqOewzj11Et9yQ2PdlpnoU+WjpaeGojQylivSewB/CTj8tIN8bpWt3bBd5JaioCeW4SojCMvT/CR6jPrrz+z6a00Ug0s4+ZK79fUkwyMOt2jyAVt7L8Wrh4NbgvsSNVzU90aVKykZTFPEDn6/bufTjVebv8TN1bqs4sENdHTWhKySrFLSoIiXbgM7L+I417xX8XpPFKqprhdbDTU11gpo6T5qjUxLNEowFdfU/fQdheF1/wB97drbnYrfcZmpJ0jQRwjySuCSTIT3HsNd9xDRidovP66KArAzzuIXkWBXiapVchMA+vof+Onut29dd43x4Nm0VwqqGJFihRx1Mqgc9uy5JOtufD34bNsWumprhvK3CpaCOOpSnbhC5HKyD+LB5/TV0WPbu2bJRzUVk2/Q0UEyLHJHTxBerqBLZPft/TXKqNpxMf8Ati5HuWjYyQtTfC/4PLvfYaS+b0ucVLRVBVkhifrldD/RdbGbc2BYvDdrUdmWdKCH5h4asFsyTRkcMW7kgj+upbtqamW1Pa4USJbW/wAnhV6QCBxge2CNAvlPII7fJBWlJIpAjFlPQR7fmdcmatmndhecuS1DABkmO52OOhsV/RXNTHLLJXrHK3CEsGKnP+6dLbrXmhEc9DA83n0TTpBG2S6KRgAf9Y86OS6Wurpammq5o1QsIJEZuGLg/Tn3ODpVWW23tJSyJESYo3SN0bAEZXqKj8wP6aXBzzRQLdJQ3uGCvqgmJhmBWTDEdIJAYe3tn304tTxyqrUdQyhiCoEnUrYGOQfTjURtFe+06WaC7SK1vpJnWOUsAyD0OM9m4H5j76eKbcFDe6Vq610a3EqRmOKQK8ZGOG9iDoFpvfgij66atoY56lqT5nyiH/dMA7j1UA/5aBZa819Eaqenlp3mk+ZWnn/FTt3GT3zkZ0xVdHXVVQ1yNFeZalZADTU0ySpBznHQ2BnHfS5rxI9bI022L7G0QXNQ6JlyQchQG5x99EsuLKAkZpdXC5UW3oVgPnTUTxylR9TMhceZ3x6OTnSyCf5Flo5eqWpOI/N6OkSKckEn3A76Yk3pQSU07Vtiv4jllESQ/IlmdSGy30k8Z/lxrD7lU1EHSKmKLlGSohaOSUrxkDHYZ/roFh5I3UgkrbfFEss5jC056C3XnGMDJ9+caXgREF/LDK5+v6QQ4A44PGM6rGy+Kdoff90sl7qEgpUSNKKRoeVmPDxM3Y9XBH5an1Rcmjmp3khWKjaMvNUyS46Gz9CBfXq1V0TmGxUBumOr3vYbZc6m0PXJUywRfM5BBC9RwEYL2+rAz/w0g2Tfbju6mrq28xW9Vo61qeCKmJ6g64YBmPfpJOda3+JcXiPtGu3Bve0s1pWsljkkjkUO/kgnoAHoMHkn11Nvha3a67Grqq4xVFZdau4VU8bcMaioOBgA9uMEn2Gnn0rWRGVpvoq4iTZbLeEfhTsd7rfrtuPfNTbFllSQwzt5omaRiT0FySADxgccjVrb52P4XbEtU9umrLrLdqmlM1EzHMYPocAY1SlPP8vJ8jL1NUGLzYHIP4RjqBPuCRj11aPjVWRS7V2FeR8zWxVMHyL1ESFnSboDfWPQZU8655u45q5BVd2G7Wqj3XY7fcolfzKmIrBICyzJ1gP1eh79tbIbr3cdpeIdo2gNt2p7JeEij6RTqrgu5QEcYIBA49tayCjSpmiukpzJSoxhkQ5+kjnj15Gr1vdTYPDm4bD3lea6tudsubrSxLXg1D0DyIGEkbjkDqPZuANQgHIKrlXXjXZ7ftrxHNjsy/K01fNDU4UfTFmMOyj25U/odTrwdEl12RvDa8DMk08aPSnq6W8xkdOD6HIGoP4/UVwsviJDLJdnrVuNNNdaedlBMkSmJCnT/sDKj2GDqV/D5cEk3pcLU5UpV21wpwOWQhgVx+Z/lqrmnAFAFC75tG/bcp1/bPlGZZvlqmFJhJJG5XqAf+7kHOnLwHucVD4n0dHLEwAaWjLg8Mrx5Bz+mmDd9tvVhra65XOluRimrRFLUzRSdMhVyobqPB+n10btAU9p3xabzCEE7VkCSNkgFOrHV7djqahEjJXpU+Ter3b91r1redk3b9nXVRy0tEWZBKfsA3V+WfbVYeK9uNu8R9xx1UQRJZ0qYCOxjlhQ5/7RbUs3JuVdieOFwrZB/wCa7msIrQGBWSORQSQB6o39CdR7xzuNkuO8qavtd6groTQQQSyRP15nSSQBTj7dJOhmSo02T54OdFfsLem2YiHVoPNjH+9GwY4/MDSLwHeX9h72rKnyxR/s9UYjOA4jPB5xxn00x+Fe9aDYtZc6q8UU01HVURpjHFjqyH7nPvz/AD0XuzxZt3+j0WzdkbYFktNwY+YQ3VNPz/Eewz6n2GphJNlLqC0M8y0qirKGV5SQvI4xwSdKS0cvQHkXpUkthcZ78DOkiOjKFMigZwpyOdFVsXmwNDC/TK46QMZKnk5Hp399aWCGpTpHI7AuGUqck8cKAPw59dFrJVz0Jnrkijm6x0xK+cR+mfvpNQ1Hms0MLL+7ALK3Bwy/SR+YwdJdybgtm1rRU7g3BVCnoqJSZJG46VXj9T+WgGkmwRvlmj77e7Ltq2S3W+XUU1NChlLSYHA7ge59hrQrxH3devHjxEipoJcwB2prdH5fSsNOG5dx3Pvr3jj48X7xVrlgytDYoXZqSnDfXIFPDyH7+2kfhI9KbfKbVJUU1+qKkRGt8syRpGRwijGOo+2vUbK2cYf3JNUrNLlYL25vAi80l7+Q2tcVvHmIzdTYjZCqjIY9uSeBnOro2Qtmq9pxW7bfmRzXCkUVdS8WDExykmccZBDAAfnqH7atm5do3UU1wERNwqIwlcKot0S9WApj9OTg49Rq5LBYbftu1RWelK/jd3J7tIxLuT9ssdeijaBmFz3vJ1SyioqW10VPQ0sQjgpY1jjXHKqBj+ulAQP1SHOB3IHJOhMSvV1jJPcaLXDZ7dJz37j21sDZYlZ8tWwnb6ern311C+HEj/mM2OF7CyUo/wDsDXL89cQTDdwe/PGunPwzuX8CNkMe/wCyIB/9nS9SbgJin7RVn69r2vaTTaBK/lxO5/hUn+muTe6atKrdW4LiJVZaq7V0qgDvmeQ/566pbouKWjbV1ukp+mko5pW/6qE65KCYzQxSGQlqgea7Z4+rk9x7k6bpeJSlUdAjYmi6lZhgsDx7DQJ4Xlk8sKAvSCpzgk/pofkgqHDBhjpAGjI+l5R1HBCjnGf6aaSqJHUzMXiIcdyfU/l7aykiu3RhgQekAr69IOvMAGBKA5YjsO/voquDLRypHK/nt0jr4HTg8nn7aiiJngleujaMsoQEPGrYLffPrj20zbqr56a0PSWWBPmqtjAp7GItwXwOSQPTRNnuPlobdSQTOEA6Z2nDKgz2JyST9jpzigip182uq4payQ/unjBU9PoMc89+cY1Um4yVgLZqrNv2i4UcNw2xQUkEMpiKJLLJ1yVkufqeZx+FFHHSMfi9dN8VlpKaHy6jbtLV39JhNJDRz+YYJeyOqngoVXgd/wBM6fL1Q1NBDU2uWsnt00ruVrIgSVWVh1NK6ryx9FXjOM6rne28KLY9VJtbaaUdO4iSBnpZeqeZgOoS1M5z0tknCpg88kYwcSQ3Vbtz0UV8Xze6bezUtRUirkmpFlEMPPldYz5YUe2O+oHV3IpG0ddTmSVl6Y2f8SffIwT7ac6mtqqKrW411RUmqUEBmkJLY9n/ALvP66aLpfKm9imiuNQhipkMcfTGOpBnPJABY/c50q5yYDbJPLURV00b09sjhUADpViQSO5OffSippauhNPU1VFLAkqiSB5EKZGfxJnuPvo/au27vum7R2PbtFUVlTUnoEMERaQj/AfmdbabO8CbffbVC293raiW1x08VRbpKrzvLjKYIidVULy4yOR9J0tLMGarZrL6LXKTYduNFSXa6blNNBVqrTpJbpTJDIx7KBlXGQcHqGRnWweyfDbdlt29FWbP3rt+52ukbqNSaKWinhCkEKzHBxxn6sr99Whatn2nattk2VdqaouNsaKOhpppl65mBy8eCCOnBGO+c9PpnWZthX60ql38NhFQXJqsyVEE0zNBeIhn6Zs8QyZyCenH30o+cuFlqG2UH3cvh3bKJbpfrK9BcZIjDUXehgPUjOPxzqmMH15HI5DHVW7p8Y6ek2DHtq3SxVNcrGIVwZ3fpHZ0LfUhP93tzq8vF0bEvtgO6LnuGm2nvG10XR5KVsbsMd4JYe08Z7duAdUF4C+FVv8AGff5pbtSxoJZFEJ6zT29GJ+oSMn1ZI/BGpUsfUAY1aBgfmeCDzY2UYsXgh4g7q2BN4mUNsVqN65aRJJpVjaUPkB0B+p+VfIx6cZ50wbr8KPEnZd0W0bj2VcKeoeljuAVIDKvyzAkSdS5AXAPfB4OddIt3bP3hsXcFl8DtmW9qmhqbaK2jr6SkSP9jUg/cSlVJYvKrPnrY5CO7DkaUVVramk3ht+72eDcF8prZFti22a1TskNPRzUiST1RMpPV1yTHLnq6cAA/iy3iuVna60g+FO7W07trdr3epqIae603nU8Q6grVMX4VIBy2VLgj11sNtTfljtVfSbRudRSGCumYWueBWKljk+TlsNHIp9PbtrULcNVetj+KlyrLbT01vqLbcmFLHTOskICEBQDjDLgfixjOeNbA+LNNXbt2LZ57pRxWnds1PJuCgenkJT93jqjWYcFiv1AenppaeO7rnirsdkpr4+bBg8S7HDt+WSho9228vPbpaj9389EqkskZz9R9weQdU/8K89VFLuS01XV008sDMc5AfDgqD+Y0+bE3Zf/ABy8Nailvy1VXdNveZUi6U7RJNTdKExuueWJI6XAHIPvpB8L0ZS17hqZXXzpKyNXAX2U9s/qdb0LSx+ArGqN2XV2xOZIurq6CiEMTzjtrFcPPp5UKN2Kd8enH9caURdAPQQCp7FjjI9T+XbTDuOzz3lYa23X1qGppwyxuFEkMqHv1pkZIIGMc67F8lzrXKonxEudg2VtGXalOfLuFYcvBG/Vh2bqbrOcj8tWN4Dvd734OVdsSoSnkJqaSmmI6hhgeMHjPPfVcePG1o9qbZSQXQ3F6upjmlaWAI5lx9T9Q5x6BcnGnf4T/ECWOar2XJSl4ppDVQy5+mLj6l599eX9o43PpsTRm0grubHeGy2J1uE6/CFetyWDeFwt0pt8VorqiGkrqmtgLqrySGEAdJBUFlALe5Hvrdurt3ivtWO4U9ysm3695Z/l6SOK5VAp2pgAOklVDxyp0/hAPB4OtJbRd7LtjxS3Dsm6zGC2XSnqqWlkU9Py8krJUQyHPGVlUnt2Gtv/AAX8ZpfEy9QUcNE9TVU00ZrLjSTsYLhLHF0M0Stk5VmOTxke/GnYn7yNr+YCye3C4t5Jn25ar3uC/wB2lud4pKW6UdUaEUlFHNEscwj6ugTSFnbBbk9P3GNPG8dgXmms8dLu2429ZTTiCkliaSaannJ+iR5Hx1fUPX9NOG19l+JtF4s7wq5rHHFaKu+wXOkkqPwPRmFUfy3H1B1wM+/PfVibssG4YqXcNwkqpq01qJT2+mL9UUOBlTz9WSe/txqxCncueniL8LO79wWus3WlRQ3PdFNUVE9xSnfBuNODlZo17KQOCvrqGz/Dr44bvu22fC8W8XGJolqqStp3MlPDSyAsCzYyowp4PqMa318NfDvfkVnF8vzinv1zgcQSz9RWmKtmOGRDgsCc/VjPOp1Qx2zw1tlTXXK3wvfKqUTGCghMlRJJ1dTCLjPl5JOM8ahIcQSNEALZLnKPAHw523P/AKH+JCXezXITSfJ3elDTUtwdB0yQRnp/GGA6VxnnGrL2l8J/g/U3WS3x196hpvkvMqJbnQmFYyrD+1aSJSrOGGAhJznnW1m9b5atn1Ue5q6IxU90IehkrnWKNahlGI43bPSW6j2BOe+DrWDxY+JKq28ztdZZ4aoQzUNPYCVLHqz/AK1JIDyM4UNwTyRq4uhayq7xj8Gti+GFYrW222Wq27Q1hp6ireVZJ55CoPlqvWJeleAWX31QL09JcamopLLZZBJUzk0tPS9cr9J9MDkn+mny1bC3dvOil3V87HHSPUFRPVF3lmYn6vLUAl/btz76k1hs17hrl2VsGx1tPXVSj5ivkQCtqAx6QoYZFPHkgf3ueTrIzYjgizPoPFXDLZvyCrersl5t88lvqUeOujVmahjUzSoijLF+kkLgZ49PXRa3a9VLQ2qKV6Yxn9z5jlekHnP2Hb8tdN/D34bPD6l8KqSn3TtOEXDMwt8lsqfIuM9Q8WJEqZ+WV0YkMM9BBDEemobsn4FfDpquOxeIN8N6pY5p5EipZFjlVnP0RiaNQ74Ckv1AKD+EDWgsR181TQ9XJaBTXndW5JqO23S9VNc8cgSETSkgEnAAZjgZ1vt8FO39lbR2Tv8Ah8Q/lTcrVKoraaqdJIoYymR0DJ6jg8kds99RjefwEW/wnulm3NF4gWq5LDcHnqqC4QlIIqVMumD9Tu+ABjHJ1Re8vE2i2lJuSk2ZGlfPuaIisvcjEOY35aCOPgKFPAPfGiGtAs0WUJN7uVrbp8SKPa2wL1dNubyt9ZBQXmaltcMkDyVhp5Vwfr5CKFLAfkO+tSrPW2+l3Hb6iR38uSvV5XbP0R5HuPbR0V3kWikp6dFjMoEcyiMsZE9hx3+/fTPHRJPXx01Q01GjSqrsIGYxoT3A7sftoPbdpHNRjsLw5THxTq9nvvCjrbLN59I6K9UYn6uo9ZJwffGmG800G690w23ZFpr3+bcLTQM3mTM5PI+wzq3dh/CH4ibs+Vu1VS0tqtMkpeOe4OyVEkXcN5KkYB9DkHV8bL+GTYO0JGv1FcK+urVOFqFQxDq94gD1dOfUnn11yWVEFExrQ4uLRb14pypldUPcS0C5vkql8L/haWaeK5eJVUssz5KUELdmU8q8gPf7DW0lstFDtu00239u7clgtyRk9FNIiJFjtkHBYk+vOgPJTWg0Yo6Vq1ErfJqZM9JTzB3YHgjOn+V7nBe6emamia31mUkmEgWSCReQCvYqwyONcqoqZJzd6xADdE12S6T3gwmst708jK6TRsc9MqjOM9vY6d57ZSVTvTVUTuIyrsuelW9cAjTdDbqy03G4MTOY5z82rQGMySsufoCHOMqBkgd10ppI6l3uFTPUkzTQxSlfWE8gkY/CcY/UaWcBe4yV7pmoKCiguy3S1yOsdZVkVKlj9TqAoADEAgY9NOt9prjVUbw24JVTy1EXX1OFEPS3fvj0/XSDdFFfJQbnaahKp7cR5EDuuMnh2yRgHpJx9/vpZW00q7ZrJqWSWnkkp3cSjl1cLkN98Y/LRvmCpZF3XaltuyICHp281akhP4pEyOr+ROk9wqorZt+A2wfNNbJY43jjGX6c9LEjv6/10TY9xWW72S23Bq8yvWRLAs3IzKRk55GASuk9Rboqy7mSe008SmVIZqqklKt5mfYDJHAzz66tbOzuCGidZbVQbioI0uNs64ahEkaBlwynOQT+RPY+uNRK80Ny2NXw7k27QtMQjC40kSDproV5Lqv/AK1ff1xqcVu4qO1VLWiZR89MrSQKIyxlwF5x7ZONFyzUm4retYJMtTP1oRGxZHQ4wFHPB/TQa8t10RtdQJPETw6/0fpt1Ldrj5ddUfLH5V5BUxynP7t41Ixjtk9tTS2wV9dSJcP2pcqGBAColqxI7rnOXGDgY/XVN7p2Qtj3jUb229baZZ2+r5KaRkglqm/E7dQwpI4B99W/Y9w0dTZqSRaqO2tGqxS00qxsUmI/CSTzj3Gc/praZgDQWZ3UHFJL5ux7DanuVnuM96rYZhCtIelElZicB5OkdAxkg+uMarHxJ3H4rXKw23de1KQUlws8zm72l5opJIoSnIH99WwTzzgrjnOoNvK+XvcN1v8AaKmKZKGhqZVuE9toVepiiYhoJm+oGWMgk5QAqyjGcnVk2GouNG0N+pHe43q1W9IWlFAwj3NQEcgBckVMZx6DGSCMHWzYRDZ1gT+fnPyVddE91Rt++Nh01Xb1Ekk1EtzgiEYVknHScdWAeMH76V1lZDddpUEVLMqtXZncSksPmEIIXk8EEH7DvpsirYPkI7ttqOeWy1MgaWnAZDQZ4ZSWAKlWz1KRzqB+JENduWugtXhZdKh7zSB6pqY9Py31jpYkk4Rseuf5aoyMOOC+Xw8USbBUx4++IV03XvqejMopkoYxRSxR1BljkKnJLMMZ5Oprsy61OwLdSXCmp5qvbdTGsyyhQTSTtJ9YGPq8sgAlvTHtqgbzbbta7vXUVwKfMwytFOyTq69YPOGU4I/XWyfgtWU1f4c2RYGdxCssUikYXIc9Wc9wRjTu1ZegU0bmi7b2PhZPbJo2bQlfE82NrjxV+7D3hbN5UphoLk/zdA6PURsnT9J+rgHurqQQRq9N2ytcPAK1V1HUqj0NYKdhDEHlyXI6uTk8MNc56y/bg8AtzU1+27I9ZZrg7v8ALSRkRoQ2QgfPpzgH0J1sN4YeNds8YLS9bY7LNHcIpVhqqZ3yKdzz19QHCn01zZKcPa2ohN4zx5eKXmjfTvMMuTgrLWpgpY4YJJGViMt1r2Hrn2/LVhXvfu196+E+2LRQVhqLlbZSJV+XZUCqpQ4Y+oIX+Wqks91vsdFUU13siTVVHU+U/kT9RlXP0yDI7EffS+qudRb4I+q13ZpKputOmhaRYM4HTIyMen8wNLlltFQZpX4z7/rN53DZsNsjNNctt2WqWoqXQyQVivLDE8WF+pSfLU59Dn0OnjZ+7Lrte6Ul5s4pkr4I+jEidUZDIVJx6/bVQndsSeJU1JPBcqii/ZPyskbUpQxlpldyGLBnDBeCV7DHIGnZd41luif9kbOq7qVhCRrHcadHf6j0uetsjC+ntrV0bsIFkOKtvcvjBvC8EW+/36KO3z9SsrQJHkjt2GBn7kah9LXUtyjZoFeQxSKekEdOfTDD2HONNVque4LotRb9z7ErKCBY+OqopqqIkjszK+Ub2+nSux2Waw0lTFbqWU00tV8zFTVM+cN2P1AcD7EfrrIsw5HVHgld3vcNuq7d5zzz1F0rBR06xqWJcozHPsn09z+WhLTuqPiQdILMCOek8BmwOxOP00pV5TxFgSLlujghTjnHOiKyQwQyOYQ5QhVRB09Kk8HUOeSF7IxpGmRpGLHCglcemcAEnv2zpDTky/TVzzzinkZvMZEBYgfSoA9NKo5ahk/e46fM5z+FuPQD2++ifl4lDUyxFozjqUj6i3/D76iANkGSRRBFwF84jJ4IUHOeQcf10fEUqoS4kD5ye2OrHr99I5EMMqLM3WOjykL5CIuPw47c6GlVR0drqK6YxU1LAjM8kydAVBx1ckdIOiQoLoEppKaKSumnVYWhOGnIiSGMEluBzkIuee3prRr4hvFG97v3TVJ89FU7eoKiSnt0UEuYWIx1SsO5PPr7akPj78Q1Rv2obZGxa1aazxt5dVcnmKmoK5OFYciIZOWPL9u2qJs9pNyqfllq4f3aM2H6j1cZJIUE4OvRbL2eWfuy6nQclhNLfIaJVtPbd03pfKKyUY6VrJMGolQiPj8XPY/kDrZmbYds2tseLb1knRKmknSr+edSoEoOTI+O4xkdPORpm8INvmvstpraW5v00E7ymmEBSJnPH7vqBOMe3GrZ+XpLjKV8iGRoJB9ABypx/EfXXpI47C650klyo1ZbAa35C43enhmnQLPTNgqsZyT1Kh78ZPPYkalKJBRoD9chnIJZssxZu/PoNGSGOFDK8pBOT7AY/TWDNE1J8yHQQImY5BnkDOTn3GNbAWWJN1gu5dgSQxXJLdhjRjYIOE5yCD6nRMJdlISRD1DJyCxH5g+nOjy4Bw7DnhARgk5/w1AEEPq8xvoR+kkct2/LXTP4XH8zwD2UxH/6LjGuZCQtlnVy3Wcv3KgDtjng66Y/Cm3V8P8AsvjAFuUAfYMdYVA6qYp+0rb17Xte0om1E/FVXbwy3SE/EbRV4/8A+Ta5URSk08HWMjykGPzGutW8KI3Lat4oMZ+YoJ4/5oRrkrRIY4II5X6l8sAnHOR6abpdCk6kZhKJDEzI3S58oZAHbP6azTOy5kIbkHHGsFwqeWByBgY/PjXox+6Ak6k7kZ7n/u05cJULy46S6jnLevHYY/qdNtfWRq1QKiLy6OON2lqHcKiH+7k+/vpTcI6qrpmFvqUgIA6G6cjuP58ahm8YIrxJR7fvlPJXxRK9U9LSsVWpKAdKsPUEnPTnVHuVmDmnSS42a6UscNgqAKcAAV0bHyFY8fj/AI2z6A/nqM7v3vRbFsrSRUv7Qnj6aYVDyqhZs8t/ePPoBpv3luu9202zbtkp7faIZI+udXIkNLDnHUAvHfA1GaKh23QbiqLtu2+U9QpIelWY9asvsjY4OfTA1gXHgtwwcdE81m7rtuCzVDUVRW0BwuKs0Ui+QvdnAx9bcHHsDrWq+VNojrv/ADJNNPACHJlXMjv/ABE8Dgnn9dWd4keNM14NRQ7feSmpZ80zI3L+WOPpH8OefvqHeHfhBu7xMvrWu2RfLrHCalpazMY8rPT1AevI9NLzSADMpiJh4BRTz5rjJS2ya5RxqJcCWRcLCGP97vga2B8IPCSCyoNxbq2lFd7dNTAtKSlRBPE5A60IP0SLnOD6ex1OdlfBftq3V9LNf9yVFfVRRR1bLFGI4AD2Izy3I51OrPtG7eGW6Hof2X5timqz8s9Jkxos3DiRO2OB27d9c2Wpa7JpTTWEHNV9bdr7P8Et8QVlmvU0O3d2UssDyMymW2Tk/um45Uc9zq6PD39sWi2W2HdcrVlykke3SVpYHqViWidsAZBII/lpJdNgUN8a61MlrpZqmWAJS1mEdJAoPSjKfXOAcc8aY6jxLh2V4cU9bu6503zMVK9DVoGHm09bGSYm6e5UlQpIHGRpRxMgsMyrjq6qyzSW+5MfLqgZqQjqkjXqhkKkq6KD6hu57ghSNQnxK8a9seGdrrY5rlHc7lQhYFpQ4ExaUEqOoe2MnscD31qvvD4sd+3Z6+n2vJFZKe4yBisAy8Q6AGCNj6QxHUcc51Ivhk8DJPFXfEVZ4izzG1U4hrqmGR3aWrRsle2Tg4P3wdbspTq/RDeclij2l4qeKvy3irebHHPbKusp7bDJNGIY5GlboTyuMuc9yOQB6a3csfh7uTYHhxarTuu6VVksm3pUqbhDYbNSxecYW6+qWoVi3R7krk6tTZ22IZrbBTrtmCK22d0NopKilWGmpePoaNRksR36jzqkP+UQ8SbvsTwap9ppXNLX7tqzDLMD0kQIMsFHcKSQP002DwGiztzT74p+PW3rr4K7k8QrnuaKzWy4VMlDtqSDLVdfTxuvUIweQ0hQ8jgDBPOtcNt/ETF4leJR3ZIl8O5rtbmsdPQ25Q5pLc0iKlFR5GZKplDMZ5CETLHB1qwZ917jms+3d23qelobfS9FEtU/0wQckqq+hPP56P2buqq2/cbnPYmrKWprKQUdDNTSlamJutSGQqM4IDA4wSG76uAFLqV/EnaLpBv2e73S22+2Gpka3/syjk61txpv3aU7tklpAqgs/ZmJI1ZGwrjc/FLwNloZZo23Bs+dJKD92eowheA3uGXK6i/hr4JeJvxBRGKecRU1HPMKe6Vv4/OBXqjk/ibgjGeQSedD+H9b94afENNsS8v5LLUy2qujkbCP0k9PB/Qj89Zy3LDbgoMjdJ/CzxCt/h9ua9srulrvNNNBUxqmBT9UZ6HA9CGJXJ1ZHw822npNkSyRwqslRVtLIzAhm4GGP2wf5aaPiO8KV2xfqq+7dqqWC21VLUVDUso6TIWYCWNP7xyQwGnv4f6i4VexIpa+cP8AUPKbo6SYekBQfyAxraiDXPxjksanJtlZ3UBGxVlZwCASMjnGkhkRWe3Q+VErxsVUEYyfxHH6j+elJbDdKJnIz37abLqrw3SgqehfJk64ZemP6uQOk59Bxg66fBc+6oXxs82Xa1NtkUlXW3At5onVOFCk5B/TVd+BG4Kjbu+4qZgYv2ghpFZsjolJ+k4/PjW0W7txbes0s1uvLrBHV0jCGSTARiAepA3o3trS2nrWo9wSz0k7B4ahpKfnJGG6l59+NI1kLZGljuOSepZC0g8ld/xQbaFr3DR7jhuCiqucAimgXPWJIwB5n+6Qcfpq2vhb8crN4S2urbc1SbRZmhgkjeKoR5nlmTEirH3PUERlI7FcHSC7WSi8ePCWjqqaRKa7CITQSsoLiVBhkY9wDyMa1k2ffItkbiS8VFjp7hX2yVTAtUxKwsjYOV/i7duwOuBsebeQGB56zDY/JdSvZhk3jdHZrqbtvx/3L4lXymsnhXsa7UtniWKWrvd/V6akWA5AMUf45HbAx2H8tW7TVF2ulTGkxmNOCBL9QCDHrgds/nrXfbniBSeKXh7ti/2xliuG5KP9jVEImKmnljfrR+PbpYf9bV61Vht+1Vpqque4VMcC/NMskzBGIHCBVxnGeM66pASoUd8S/Emstl9/ZluqrclPagrzIJZHmkJOSUCqSxVcZGmoeIdZfLO9+NPHaayjpzNSSsyy1wgPBdYiD0A8Al8YBOkvjD4w+GvhVZon3Ha0p7nWRz1CxlhgOQCBKiHqOQQMHWlm8/EDxR8a7VW3WK5Wza22azEWIsQdUCtwhxz0555ySdZySxwtxSGwRDHPNmZpp8bviO39u6/z7KtNWa809XNBSyOsdQQGAB6FUeXnqUlWVcqOx1D4/DtLSRe/F3cM9ZepCHhtXmNPLMSQVR25POfwr78kas3wu8ALrd6dG2DRotNUQyU9VfK1elSoUEuGI/dA8gBMsRjtq4Phx2j4MXPelFJZ5rjfd6W1ZmkrbiylYjGCvQISCOk4+k5zrP8Acn/6t9T9B6rQYY+8+n3Ub+Hfws8U79XNV7mtVJtywPDUUlKWHy9WshXKoEGfKA98A45yTrZzYXhr4fbVt1FHtnbVKl1V5Pm1SIyiOpC4kMsjZISUYB9D3xnSP/Tp9kUW4rnea35daitWoQmHrDBwFK5GQAG/UaetvXamtm1TE9ZUhKuYNcJ6rCOwc8LGfw8cY+2tmsDRhGQWZcXG5UFTZVz3tLR33cO6IEub171Nfaad2jjpVX6GTo5DggBWJGSek51GPGTx5pfBSeyUNxnF3asndpUkqzFPSRMjdLsYRgjnHSfz4POnTdG+fD/acV93nergKaosVJLTyVcVQFrqosnBEecMTlQcg/UAdc4dxbortx3Kuqr/AHGoqTWyeYstVJ1O4LYDNj1/LVgCqEhbX7y+J/wfpNpTXDbVAtw3Q8UkEcjxEqgdSMtO5LMyAkAjGtT6CzTKq1X7UpYVqP3juGVzEDz1MQCdR+utFLSGRv2hHPB1fu+kFSRqaeFnhfuLxavUNut1M9NaIGX5qoOQvR7Y/iOo97Im4nGwUzKbrFtDcfiJc5LHs+CqucgfqaaNCMj3yeFX89bY+BvwtWbY9LBube8ENw3EvVIql+uGkX+EjPd/ue2rT8PPDrZ/hTapbZt+hETTIhnqZMeZMR/gPtpzNwnq7hBT0K+VDGC0/mA/Uvbg9sa89W7SfPdkWTfUrdkQGZSbdYuFxp47alS9MtSFEk/V1N045UYxpHcq1rZV0dst9YscHQSxIOSej6UBPbJ08XC4WdbhS0daFM9UpESAf3cFtF7jno/l1SpqKeKKMo8sjEL5UY/iP21zg69gQrpvmrxU2aRooTHV1NOs8fmMCiupx+L3OnCtmZaeGvrHihgIUVLVDginIHDKMY7+uo3ty9xb1pqhttRr5VqnemEkylaeqQnOV/IadKSmr7hT1VNL+9VValqIHAKkdw35EcauRY2KqjblUS3OzPXlzFcKZHIaGboCKOVf7jgN+p0x1t7kipoamhq446yraKocq7dEyY/E3rj8YA98HURtF+r9mX2faO4qGSapqo6iShq6ceYPlm4TqU9gpIBHtpytskdhoIai73Lqqq6B6dI2g6SOn1P2PHYds613eHI5qXurPuMFPULA3zYjgTpllRIupTwDnv3/AOOm2XdlqZ5aesEUdIIpBATkGXCnqBB/PtzqM7c3JbLla6k1VxYEKIppkRxiU8cAjJ7Y40DcF4tPlUoNoWokjm/1SrqG6PKcDgnPJBx/XWIjsbKKAbY3TT0ezaWO2UazxWydxUQ1lI6lJeolQrAZ+kH19Dpq3l4vV2yp5YyH+ZplgqauMxny+o5xGje7DDA47KdRjfdduHbO+Iq+MTT22+16y1dJE2UgqWwGxkcA8c+mdR69bYqbn4zx1l+vlNJQSN87VrG5KIsAGImH/Zx7jXTZCwnE7Q5qpdyWx21TLcKC37u3aXavroFWqMP0/KEjqTpPcAAqD7k6lNrkexFo5dwpUR1EjJHI6qo62JIBIxz/ACzqpdybx3De7bFTeGu37jXxNXRPUS+QQphRQH7kewAxp5ttX4gXWrSlo/D+qpLfNKszPO6K6AHJZQeT2xzpN8Jtfh8FYHgrCvlFPdLXUrNPHHWRxnolanV4WbHCsrH6/fB1W7V1qvgpbFcbXTXv5HJFX8sIYlkUAlxgdhkjg8HUy3RXbmq7FWfs9aaF6ZC6NKrZGB79mPvqrzfbluiTbF/240NLU2tqiCthDeXDUw9OJWA9lIz9idCFhIzUJUlrLLHEaWo2k9PV1EjsKaSpg82FKYg9VLNIDkoWXKZ5Un76T1NBSbXpmoK96q3WpqwVUFbEJBJQTgdRLOAQAGYgEggjIOortz4gbRb7xRbPt1rZqW5TsryRxg9LEjqIx+IhlJz6Z0durxZvljmptvV9viu1RcUlRVqkFLDUwZOSwJ5fBAz66YEU1w0hAWAuk+6N0X+nnnrtp3ua83KAGW52uNehbhTFeKmNQMFxg5KjkDkap6DdfiFWUtx3JSXA0tHfJmgkngrDHJSqOCHVD1Fcd8jSO6+LgorI1ooaeoiuFrmD2u5K3l1FGufqgf8AvgdvYjvqrKi+V1bPPOXcmcs8hjGOpz3YqONdSnpi0XIWLnIVfHEldNCK1ZMS9AaJ2dXBOOoE+mts/CCkFL4c2KKWRH6oWc4XHSOtsfnxjvrUuGnZqNJonUs56j1fTyPTW23hTWCo8N7BMsYDCkCEY9mIP+GuV7U3FIwf9vkV6L2W/wDlPJ/x+YS7e+1aPfFjms1YpWQ4kglA/sZBnpIHbGODqrfBKrrPDLe9fUXOumoYKVjT1UUdQVODyGaP+JD6N6ZGryLdUYeIEdJIZR66rjxc8On3XRG+2QeVfKKI9SocGoi/uHHc+2uDsbaW4vSzHqO9Dz812tubL6WzfxDrt9R9ltHHcYaq1Ut8o52nC9Mkn04LRP8AwFc8Fc5/np3jq6mOrimEKtTMsjyTBugDAGO/fOf6a0j8DviBqdlXo7f3S8stlqm8svUf2lO6jADE+gPGtorNu6jobDcKcU8t5oTRGso6vJCSI8gUqzf7JPpyRjXWqKN8Lra968Y19xnqnaCRYvFC6xNTmXybFSSITkoOuWbp75HYjOnmgoKO1wPS0sCU0SjJdcIqcnIJx7k/z1E7dd3uHi4kETj5dtu5kliwY5WjqCCF9fpLkEH1zqT1F6WLc1LZKxAguNFLJEzD6SyNllx79Jz+h0vKDkByVgnDy4uhIkKVCyAEszBQTjOerTVSJcIr+kr1tW1LMHZsuPKhYd88DOR66fI8vDkCPoUqUHrgLjn76Kj8x0edgOoofpPbGO2s25KImOtLrIsKhZIf7RGbDENgK2fb1/prCwSxtUxSVEbv5vmRnPLIzH6c/Y8D7DRDUztJLOmfNWN0HlqMvDjIJ/3Wx/I69DBIaalR2dpUiVWYNkHg9Sj7EjVsrKoF0YqzCSSAfWi4JYnvknt9tDcBWkVi3VgArngj21mIOyO/Tg9iCR2xyNFPCGYSTvhG+phnHPpogXVTdIqrzKaWWQzv5caj6QAEjx3J+2tRfiQ8dandy1Ww9sV5p7VTylK5gwBrCOwH+znnUz+KXxVpqelO29v3RlrpInjrZaecEIhIzGQPXjWtVh2Lurc9xFnobZKlTPH5wefK9EeM5Y+gPGPfXf2XQYrTSC/JYyyBuSabZtq7bkq0ttho2qJSyhljHUxJPr6Y7cnjV0P4L/s+yUs1W9rpDGfMNO0LNLLJ0gYLjBIPP0jA+50q8OfD68+HN7jutDcIa75qnemraUkxvHIMEf73I499T6lrKTdIWs3BbHW5UjyRPRmTPyyk/iPp29dekZGAEi+TPLRA2Fb7jtzbcFrlmiaQyk4+rhG5EcYPIVfc6nlOq5WQOMcMxR8hjyD+emW123zpXq4lhdnUAzuCSE/uKD2/PTvT0kNJGKaM4gX6l55zntpht1gbXQpE62PUF6yrBA3Ycd9DaOoqJYQsh8nL9S45Ld8AdhznWMEz/SUwuchhn19dDjyaeL5oKZs4YqMDJzn+h1biqLMhYKHcSMG6QWUAkn1OgqYzOJ0XDZIUkfUB/lrKj/Vw0rEdYwQT/D2/roUaOVUKe/0jB7D31LWQuhFY441Ckt0k+vfPJ10p+E+RJfADaDJ2FIy/lh2GuabSoHVeCDwiAZH559tdIfg9kE3w+bXYH8K1Kfyncf5awqOymKftK6Ne17XtJpxFVMQlpposfjRl/mNckr1SNa9wXa2uQDQXGrpVUj+5Myj+g11y1y28aLZHYvF7eVC3QGF4mlClhgCXEnb/AK2mqY2JS1SMgoYFDMQo5xyBouX5iOOQiM4IwpJ9TxoQ6oYWbPQSxOfXOgl52yZZussxyCmOke3Gm0mjpYwtMFDBm8vBA45xqOTW6goKpLpPJFFJ0Cm6uj6iP9k9zntpdc7pWRW16q10y1kxPlIFfAUE9JY5HpntquN0+JDNdaraeybHUbhvbI0cscTnohVByS+cKvrxjWMj2szcVsxhebAKN+NdfaJbIsKUPy9ygKssjv0louojyyR+LI7j0/PVVWbZW8N/VKPbLXLTUOVjMoRggUf3cn6iPccatPavhP8ANzRV19jptw3KaN3+RWZlpLaeknEr93df7gy2r0sMtqpbrQ7TmLNWXaxrWGQAKvSpA8tFPbjuP5nXInq7nqLoxQADNR3wk+HnbeyIZbhf7TT3O5KMrPNhyoIVgwz9PHI41O4ds7ept5UO66Rminq6QUbQgYijj62ctx/EWU50ZfN6bc29ZqTcW4LzTUFLIfkZo3mVCyo/DKnct+Q1Ud4+I7w0stxrqKlesqac3OGqp/Pp2WIwuP8AWFGSGGC8nTwe/wB9I9eS5zK36oyCvm4vTUV0+TjRjUmjjiYknoKfXjJ9OdRe4+Mdh2lfqnbm8q+kplYxyU88r4Hlsp68++CPT31qt4y/EZU7rv1W+0bzdvkJKGGn4b5dSVkYkkZLMCGA9OcHGqQudxud3qTNcK155pO5llZ259yfTWrKW+blUycltp4pfF7a7dRy2Lw5oYKpvMbouDxFIOfVV7k59TrVy83fcW+blXbkv9ykqKmQvLUTueC57Ljtzpvit8lOyQVkZd/xqhbgD3I7Y0rpqG63m8w2i3p51VWMEhhjABLEdh6AcabZG2LQLIuLtVa24vCagsGxtoVNkp6auv1/Wm+aiErM/XKEMcAjI46iclhxgHW4fwJ2+Xe/iB4ibsrhFRxmohpI6WgRkpkhhHQI439uw6fbJOnK47Ls1pj8PNsNSrRna+zqu+SRUseZXr6iKKhpAmOXfzJJcA+uD6avH4Y/C+p8EfB+2bKu/wAs91hqJq6tlgBId5G4y3r0gAZ0SeCsArP3NXSbd2tcLjbaQzz0VJLLBADw7qp6V1xN8cfF/ffjJvqp3Fv6tbzUkaGCCM/u6WNTgIi9u/c664+PviJYPD7wq3BuS93D5eOOimpaUryWqJFKoox9zri9NfKeptopmoozVNO0zVfUS/PdfbvqhJAyzQKRSVlY0weaeSSRhwzZJA9Mn00/eHd+h21vK2XeqhWb5aoEo8wZHWOVx+o00UyOyiiMSJ1p1ZmPST+vp/PRdHIsE8cyxrPLFKHwpOCvqB+WBrRuQQsunvhTbI496T1e1Uigsu4mpNwyqjdJWpeZPPCqeQrcHpPHfGtUfjANNsX4urzc7Q+RBUUdwfoPIbpHUPzwNNW3viJOwt37N3dtWvaop6KggW62yQt0xzgukqDIAIMYibI46iTpb8dN+t+/PGa3+IO15Y6u1bksNDWUk0Q4YAMrKeOWDDpOoBnmiSrz8aYtr+JHhxZr3AwdKlTVUUjHpZWwmTntgAnI9dQ/wUpZI/D2ipI5usw1FQpIIwQJDhfy1S3h14pt/oTUeGd/lkVYJJaqgLZIUiNgYyPQdWDq7vBm7W247Dtk9qhjMqoq1pU9LLJkhixPftq+z4t28g6JerddospmgngL+Z1MenpY5yO+QR/P+mkV2nFVbavo63akQShVOD1rlgB/LS4+dO8CU3QIes+aQCSVHbA0YKaGKR3iUKXyxIBP+I11nJADmq933SU256W3XWooYaqimo3EiyKCkZkxgke4Oda2+LezafY9/pZLarpS1cIkQ4BBYHnGtpJqOkrrNuPblRLPGtM7GF2+k9JXqUj3Gda/eON0qa+wWSjEEclNTAI9T1Iz+djlO+QMc6VmsRdMwkgqS/C/v5rRf32jcZQtHdw8tM0jcJMAMr+TAfz0m+Jjwsbb96fflkpStmujA1KKv/otSe5PsrYH651Ueza+iguRprjNJHFNE3y8qj6oalR1RP8Al1DBx763E8Pt8Wnxk2JW2fcFuQVkaNSXSjbkgdOBKoPfJB/IjXkdotfs2pFfELtOTh+fl16Cmc2ri6M/UaJn+HTf9iovDRqy1W4C7WSN0usQmz5+X6oZYwT9JGMEj25763Q2j4qUviN4VrvGGtepakPmyRRL1SKyAkxEepGBka5h+L9muOxK+30JpVojR0/TRVFLwtbTEluqUZ5cA9J/LVmfBX463bYW9m2vV1DNbL+wQgqWMcp7FfQE+5767UcjZ4xIw3BXPc10bsDtU0bim8UviP3xX7puW3qmsopK0xxv0Cko06TgeY34iVAGccnV3W34ab7U3e1C7raK212ORHrEq1eCgC9OQkUQPU5DHu3cjnV13Hxc8JvDu9PsjaJS4X+uq/Nkp7enz1WZJPxSyoqlYwCew6calXhjR3W+2i71u82aGrqJZVEssimemhIwFKDqCEA+mjgaXB5GagcQLApptF1pvDxKuxVNLLJQyUSVzw0cImjop24MPSB+FlGVOqy8NvEnathqN13S3rarDaamomrYVqWEdcCsuD1D+6W6iFHIB1JpvEe1bjW97Z8GNt1m6LxGi2wTyoUpUpwMFpZ3YAd+O7eoXVZbg8Nbnsy5x3PeG06CvvtvhWVHAD2yhpzJhcEnqXBIYlwS3PbV0LKfQXOLd9mqqbchMFhekkNTEMxxkF+uORWbnPbj21E90+Pz+HNqlt1123UbjpqWNZ6S4U/9gIgQEaSNhkH+Hq7Z0ngu+0LFddw3bd+4KPdCmeFYqaeMy1JU46hCkZ8roB/DnkHvqp/ig+Izb29zRbR2laobfbYYzHVJLSNHVxlTxGzHv7lRxqAIKoPFPxZrvEJb9cqyanLV9f8AN04aACYJwPKJ7Be38tVHU3GQlCIAgXpyjAEH3wdBuNbHNUTCnBcuSigEn8tXVYvAq6eHrWHxC8TbVFU7anwtUlPJ1NSlx9BlX0XnkjVZZWwjPXgOaABcU1eEfgrXeJTC7XCplorcT9DJjpcA8qGzgfrg63a2wNobYoIdtWSOmpPlolQhCOs4AzyO51CLBtxLHRKu1UpbhtSpiWUVEAVkZDktHIeCV6eQdGVW3bvbqA37ZldDPbli88W95BURTRZ5RCcPE2OwBI152qmdVOs42HD85phoDdE97t8TNt29aK411TUwQl3jUmndg4BIIGAec6MsXiRQbisj1dJKsqM5QRzHy2+k8Ag4IA4J+2memisNipYpqOmqnapVZhFWda0sbMeQHI6VYZ9wfz0j3r4V0+9aejmqb9U0LDJRKGfpiDnklh0nqB9zxrDdx2Adl3q1ykM/iRWXDdrXG2Q0NyioYRb/AN1OAkczN9RdvbHt7ad629VtxiZd6tb6qlY/UYh0oUGcKB3fH34011/gBNT0lOLfepoaySNndIYIlikkVeC3SB3OMHGnm5eDV2kqI6uHetwtsUyx+bT00KsASvIGVPc6uXQZWPopZy9YPEbaG05FtlPDdDAi+eUakfKh+3Cjn7Y0efFCnt92nuEhkgjrU6qVJaORccYCORn6iff003bi8PGp7dHEd+VhNL/brURh5QBwArgDpGTphsvgv4jXIQR2XxUpYqeAk1ULUvmgFj3+r+LB9dAtgcC4n3oXcFAt876vFz3VT7glmqVuNinkR7dAnWDSsVPWJF57+jDsDqX1u649y2enu18uQpa6mnSamgjidljDDjzDjksPQcDRl+8EN00O81/YG7o5pJKNzXPNTKxbBAAIT0+2m2n29vjZe5oWu1fSVdNPMTMlMDkJGOD0vhRnjlTn076bvE8AMIy/LKmfFT6ivtHdbDPXybsgovl5h5jJJ0JFn0HVgsNI1gotzUUlLQ7jpauSCTzH8mRXLYOQT6gHtqmd6b82nummqHoqpbdEsxhMrVfQ5I/EWpgOogfmNP20/FPwc2ZKr3rc4rZvKjVZKOmcELjP4RnBz7n9NB0D2txWN+VlYOBKk1TvKv21UqKfYtbWfvJpav5kx9LRoOHQk8EHsPUaqXae8Yl3bVXe5VdrpFvhd+mq+pIYwer6sHg5A41DPFbxGot47srK7YtBc4KOqwp65Cev3IRe2c8550y7b8NPEO/yme32SaCMMoLVL+UDg5B55I402yOKCPFM4NvzUZFLKbRtJ8ls5Z/HbZm3aKtt9nuF4EHMqT01GFV5GPU4VnOeGxj7HWbn8TlJa6M3WGkuNYzKFIrauKNUJ7DCZY++q52f4MbiglNXuOstp63yyPD53QB/ErMcZ/MY0+Xjwct24qNY5qlqaMy9fnU8K9b8EDJ9B+Q1yZK3ZbH2LifAXXVj2JtCRt8Nu4lGbj+Iy4XPb8VEldaflqyRWmjheWWVUJ+pWJA/lqFUnjtXbe3baqqjoKWotdvqpJEpIacRIwkUrJyctgjnB9dTOk+HPZsFNHFUzV8si/2pFQVyffjTxSeD/h/aIQj2eOcZPS1RJ1NjVBtvZsYwsaT5W+aZb7N1rhdxA81SlR4pW2qtVGbZaDR3m0V8tZR1yOCHjmkJeKQH2U4GPvpPXeLDV1+q7zcLLFWwVlAKFFmUnygFx5i+zZ541sJF4c7F6Y0G2KPqj/AvQOR7ab6jws8M7jI0j7RgBeUp9CMgVsZOcenH9dFvtFRg33breSP6ZqLf7jfX6LU6pqo6x2kqVlZ2bIqOoZcDgBh20aHpHQwFhFInYgjkflraYeBvhbDIJZNunPP7tpn8vk9++sTeAnhbOZJF2/5fUOyTsMf7vOtx7U0ega70+qofZar/AMm+8/RatQpRywqPOyUzhWHBOttfDKGek2DYFl6FxRhs4455H+Omel8CvDqgnaZLdUyqq4EEtSWX8zzknU1t1rgtlHTWqhVIYqdVSJOSojz257a5W3NsQbQibFCDkb5+Fl1tibHm2fK6SYjMWy8QlMk0UZkrJ52A6QqqOAD9vudZWOI9FVHCUcrglu+PbRVTEtZEYmwvaRS3J9tKFXhY2b6f735a83lbJekAN89FQ3jh4WoGk3nY4AImIavghH1I2f7UD1++l/hf42Ugsk20d21bwGO31NNQVLOVjbIUxoV7AllPJ+2rtaNWBJAkVvpKkcEe2tYvFfwgvVlvEt0tNFJcKKukd4xSRsWpiTnoKgdueD2GvW7F2lHVM6HVGxHZJ+C8dt7ZLo3dLphkdQPitlLT4qeHlv3FZ9xyXimpfma2pNWXfAghqI+sZHp9UaDH94k6O318R3h7SVO3bnZr1TVZpbl11HTnKxNGysO3PBGdaR3quStuSeVQRUKQIIzAAeoMgALMT3YnSSqqUlpvl4qQoqYPmIzN1D1BzrvjZLC7ESV5ffELcPdnxrbTtNTBT7UsFRcoiW+aepbyyx9PLx9++dNuy/i8v25d909ruW3rfR2yvK08aLMVWFieJGc61FMfSzSurOiDhOrqx9jnSykr3pqpJIoMpjIA4/I/mNaHZVO1hAGarvXErqlDTVQCNUuhllChzGOlAPVQe+ONJTUxiOOSg/eedhYUEgHUAe2DyO5/TRG1ri942hZrowASqtsEmc5JbpGAPvnQZYLfaqhqmRxT/tarjj6pCGjjqipERx/CTgLj1zzrzBFiQmBzTnIXpaSTy0NQ0Ks+BgAsB2BPck6pHx48drHsyztYtu1KVd6uEY8wI/UKRSPq6sfxZ7flp08cPiBtHhjbZ9v0Y8zdEseaelxny2k/jkIHGM5Ua0maK43GsauuxeeW4yPLPPLkMZCecnXV2dQ70iWUZD1WUklsgklVR1lXXRy3aZ1+eTz1kZssys34jq2/Dek3Om1GqBuCooaWpndUYpmomiXAUIT21U9d8x89T08kcchWFYoWZseuFx+utntlbbqKax25KsiRqSmjMUTZ+t8fjZiPpUHGB69/bXqoRfRIzGwUagm3LZaGjcS09aCwSmWqQq/Wc5PUOSwB5z2/pqyLBty2UsUlxqHlqqypCrPPIPox3CjPpn10GntVwtt2daNRPC3Q61VQR0yA/iQBfw49NOSVNLVMKm6NAtMD5kI81SDjH14PtzpoZGxS7u5OEDL5hSmRcZPWwGFX7ff9NHdUckfX0gDGOe+ozd/EXZFuimWo3TQqVHXiOVXcgegHqTqOJ437WqWPyVrvUkwj6o1al8sSJ7jqYDRMrGDMoCNztArHiTIPTgjGe+ST6fpoDU6pTDLFpVAyS2cnvn9MEarK9+IXiPuC3vT+Hfh5XfMMYyauaeAeWMg4KdR4IB59NPJ3XvSh3Ft3bm4rNaaSsvLTFvlalpelY42ZiBgAZ7dzzpVu0KR0giEgLjoEdzIBitkpgrEKHYliQQfp576OWVXUomeM4A4J/TSYus0gl7cY+n0Oh0h8lvMlkL1LqUKgcdPpz6advZZ2ujkiiWZTyilcdONdF/gv/wD6etuoW6vLmrkz74qpNc6WPUGGcdIx2/mddEPgrmWTwCs0aKAIqutTgk5PzDnJz+esqnsLWn7SvfXte17SKdXtc3fivt/yXj5uRygPzC01Sufdoguf/sa6Ra54/GZ5TeO1Wqtgi2UnVjjJ/ed9b0/aWFR2VSGYmcQl3LjntxnTXfb/AEW27dPerpUtHDCQn2Z2OFUepOfbTvL0lOkNkdvbOqz8RNzV21dyW6/U2x7jf2tCGSKJ2RbeJZD9MvqzSKAfTA76ZmeWMJAuUrEwPdYmyPo9leI2/uuhus8uz7BdpxO8Kt119Wn0ZEYP9jGfY8nJ7dtWxt7Znh/4MbMq6u1R0dFSxwmWorq7IlcYBZmc8njOF7DWne7/AIjPFequUl3oIhYYhJLFHEql1gkypbp6xjr4BJxquZ9x7o3peVO479X3B5iTIZZiwAHqOrIH5Aa4kjZpjilNguqzAwdRbM+IvxR+HsVJZZ9o09VWz2yukklpliaCKSJkZG+snJzkHgao7cfxF7xvFytlzscdPYqq00clFBNSszyNE5y3UXOCR6Y0qtvh7sdKt0l3TSTJNSB4ZzNmJKgLkxuGAYE4I7d+M6cl8DNuXGic23xBs9TXVUC1dCsblYSP44X6gOiQfc4IzqrdzHkicRCqGtv1+ulTLX11wqqqpkyzzTTF3z750no6aqu9dDEKhhLUN0BnbjqPA6mPYE8Z++rf23sLad6tyUF4ttwpauPphguFJGrReZ1YzNkgMnquMNjP4sabJpLr4O1ddZFoaD9p1MSq09TSebJS4nB6VDggdQUgkDlZO/prQTA9VuqrhI1UCrLDPbq+qtVZU04qKM9BML9Y6hj6Q2cH89KKashSJ0uNrWVAM9Ub9EobHHJzxn0xoi4VdRPUJWVFcZmJJBblwc5PHHGe3tok1RjnWoqCYiQfU5bPrrWxOqGiX11DQ0lHBLT3Nax5og/7pThP9gk+uk1qqFhuIroo4ldMD6skDqBHV2Pb/HGkPmSOzSQsxTklypwB/hqWeFlqtV88Sdt2a+xVElsq7nTQSpB9TMpYcAeoJxn7EnQaCNUNSuhPhrV3/fvirdbnWTwQ/IXezbZoIHYRkUVHTyV0saA8sxl8rPuPy1uhTxwhcSrhSOny3UfUABxj89ax7Q21ZU8XPDmybemZWoY9xb0uXSMddZN5dNH1E8kL5rqv2X7DWztQ1PRU0lXUyp5dPEZJ5XOUXAyW/TnVStbLSj/lPb/Bb/DzbG0aRo4zc7o9TIgZchY15z/1iO+ue1ftSnSnprnGXo7fVfuUM56pXcAdbKiDtk8A4yfbWz3xr3DaW8fiGtRiuFwuNkNqiqqhKeqPlAy5KOob6YwR0ljxqJ7FO1bjYpqS71VLWXOir/l4WNQkPmxseliHxgkgAF1+r21nLJuhkgBcqhL1Y6ugp4rnSUtY1pqJDDR1NeFjkqCowzAcgAH0yce+kao0kkUXy4nCKR0RnpDMB6nPPfW7tz274dw7Zm8Lt7JR2WlDRCKpREeWUuhwICFLkBipyxGTkcZ1pnu3bVy2bfamy19HUwlCZadakhZDESehmA4BKjkemq09QJri1iEHtwq5tnxWa++AG6tiS7fgqNwWS4xXqGthgaeWGmMYdh1r/DlOg+g6hnWyVu+Hfw9+IeTw6hsclZtmls2z/wBqpBRqssM9QZlyGLE9AZwex/lrUX4at33PbfiDFHTUMNdBeaOotFZSNWLTieGRDgdRIBcHBAJ5xjW/XwkeH236Pati3Kd6X223azCahqrSlYPL+mRgI5Y+QfQ8D76Z71UZrnVvTbjbR8Rdz2bcMVfb6231c8MSeSp6WLHh8t+EjsRrY/wQsVusXh/RPQJOz1482VpAckk+gBwo/LUg/wCUc8BrvS7vj8YNu25qi23OnSK4mnTIgnUYDvj+8PX376jXw4TPL4TWwOIy0ck8fHphz/XTdL2ilqnJqsliVi8xJM9Qwq88fqdZMvRMRKqAkkAHnP2+2ipFVWZ+tV8uNn6BwuToyTIkaUEAu3SOcjJ9Tp08knpmoJvypa1bmtlY/THHcYJKMv05SI4yCx9edV7FsDb1dYquwbnoUWbEtcamnYlpZMHLB+wxgfT7cat/eUNJUWiQ1LKJKUiWIv2Ugc4+x1U29ah7rarbBT3OspqitjISop8iGCVTgh8fwnjIPB1g+y1jN7KgrptmmtNJBPLcBK8ks3VEgyyLGwAORwSe/wCepRs7e9VtG8Ue9KSuMlXCQkqOx6quBuJFYf3wAOD3znvqL7wpK+w3WusN3mjq5aSYBJkOFYHnIHpnTRTVMlBNTXDoFQAxfy+oqCcev30jLE2VpY8XBTrHuYQ5pW4d5qdi+Pe0wtJTiKardVikj6fMpZlQnLEnqwOx99at7gs26/Du/wAlNcKyooKmjk6VqKVijMn8MiMDnBGlGwd81mxL7De4EWqpKhuqopQ2CwB7D2Yf1Grk3zR2bxjsC7g2/bY0roB1QTU5aWQcf2cpPCjPodcGKN+yJt3rCfRdR7m10eL+Y9VHPhz+IK++F26oqGjq4/2Pc5uqtSocR9Un/rZZwC4HuOx1vhu6qu+86yj2ntLdlKKasthvd5httQkCNTqwYJ8zzKXYjIUdIwPqJzrlreLLftnXKajvNK1PUZwVVg6sT36WHBHuM6d9j+K++9kzSQ2q4s1LNG1NNRzE9EsLHqaIkYYKeDwR29Rrt5OGJpuFz74TYrrbbNt2bZ+1b7uSCMW62XUQyUdNa4DGaeFljUIwAHS5KjqA/vH3Oqx8XLvbdx7Wuu0bpuSmrb9VhI0hMogorb1HEfzLn8bNj8LcAnjGNa/+IfxPXiw+COzbJQbqrKq7s0VXUjy/JeII/VGCWz5ikjHVnHGMa1/rfHLc10F4rngpklvFSaq4SdbNJPL1ZHHZQO36aqAVbFdbL7ai3ZF4ZNHv+no9trs2oaKO5PXYqVlQZUxRGMx+W64X6ieodtahb5vKbl3FdL1U1DVNwuNQZGemQeWB7kYGTj2047w8Ud/eJVTBa7pVVdcQEgpqcL0qAOw8tAOoj0JBOtjfhk+H2xiwz7w3RUrNdZQUgjilUyUTj1IPZvsRrKoqGUrMTlUAvOSgvg98M1vvFgk3Ruu9xNUV1veS2UtMeoRsVOJJGPHWp/h9PXW0Ph+8m4/C61zXiGGrqDTiGqgkw0YmRul+DxjjOkF4ttHsx6TCdUXXiRlIVURuOuRAME59cZ0z+Gu8I03RPtKelhpaSvE7xwM4Hlyow80qAfwsG6h+f215+plkqml5OQz8FuwBpUfr9rb98JbrcNw7ap6e57ZrZHlqtvxM4ECnvLCWOM+pQDHtpZ4bXva1vjrNzWKu67evXNLb5JM/LN/F0KfqU5OSCNT6qvMlqrllo+upoxIYKhAOtoW7hl4z29NRHxG8PpZqV94bNtdNUXyOeOSridVjFdEOSMejY4yOTrFkgkOF+p48/FXcMOYU7szWfcNopv2csVbRVrlhLIRJ5Z7nqU8Nn7jjRdx2BQ/Iho9x1Vvq6f6Y6yFowydQ4i8sr5brke2RrXrb/ibuCzX6eA0E1glaqkqBR1lGIKZoukfux69Rb+Id86fN4/ETtC9bWSorrjWRV9RCYxSULES09SMAMuOQQRkEnWhpJWuAZp3Zqoc3irHovE23225tta6bgoLleYZR1eXG0M0sfR9CRopbLflgZ1JL1fkp9uzfP0txNPJAfMMiOhgjIyWLtyCP8daY+HPjFuizXCtt1o23T1t/u9ZkV5jPnIx+jlQCekDkgHHfUh3wfGO5wXO47733U0tHFCyvBBJ0wzHPEflqchT6lu+mHUAEgubfH3KokuFsLFuF6na8ElPZGex3CELBc3I6hjsZEJzg9w2ojN4mbZ2TaLpBa76tTWLVoJqynrWD+Wy56wg5kK9sen6a11vvjBu2OxW+z2uWShoII8CcIA8j4wfLI4RR6EYPudFWGj8QN8S0qvTOsEXSoqmgUII/uOzE+51p0RsLcc7rNV4mPndgjFyphuP4gNwNSR1G09z3W019S7/OMtHAyyMDgOHcdYyBkjt31AK0+KG87gtzr5rxeXqiXE1VOwTOOWwDwP8AHVy2nwdsFpgkmmD3KukXIecKAGB49PfGpPSTUtqpjUSRLIVVIi6jJJPfA7BRpCXb9PC21Gy55ldyn9nZXOvVOsO7P1VQ7V+HSC40/wC0N23OWCWb6hDT8dI9OTk6m8HgB4ZRGMC2zs8RGXM5+v8APPH9NTSleirmSuEa+ahdVZ1PIz2/LSuaoAb+0x9Izg4z+WvPVG162Z2chHcF6SDZdHC3KMFIqWxWW1SRUlooaWnjiT95GkCr1c8HIHOnF2C4KxgsR37Ad++m6lkinuM7DqaaJBGSD9I9fTS9EhaIRGQszEFlIweQe41zpC4nrG/iujGBbqiyH5aIxyQGK4bHf9NDclVHQ/TxntkD9NYMSNGgAIZeSfXj/wCGgSSPEjYyOoHDYB5++s7XWw6qOAABCjq6+/pz68ayYkYonB6OASAcf8NI4TUSssrkr1ZLfV2xo+OQT9YMWFXg98HUIso119EYzl4Q/llVck8kZx2z/PSSoZnlWMRmQD6pMkgBfYH340pHTF+9XCjGGABOR+WktciSqYUleKTKlWC9JJPYfftzqMABQdco1YsREyPkk89XfB9MAaE00UcC+Wpcs+M4JH9dIqUVgqRTvKJFUDPByjeuT66VT1cUdVSxVFUsXzDNEkZ56zjJx7aJFskA4WQpYjLL1zqH5wq9X0gj8vXQESQSSIyduVI4x+ZGlbhFOUOcMT08caSMsqpxwrBjgn7j01AVYjigRyIVBjXrLMYwOnJB7nOf00oCqw5kBBH0n00VTqU4kDFS5IUDGOB/XjWZquGlEbs56eroXHIJPbGja5yQAsEF5mOEVfMZ04HT05Pt9tZ4MwKZRkGCV4Cdjj7j00dLGBGkkZQHvlvX34GkeTJNk9JXsBjQbmqm4VG+NXhkFqG3faI6h4ahg1wihi6/JGBmVcc9PGSD6k86pd4amimWWORJqSVXRJRhWZc9yvdTrdwBX66eZetJf3bo3IYEAEEflxrXPxZ8JpNoVR3Tt+JZLZJJ5jxPyIjkHoYex17j2f20HgUlScx2Tz7vovFbf2MWE1dOMv5Dl3+fFVvQQUtfXxQ1ERSnjYM4WQKzL6nJ0dcGWMNElL5cYZ8LJ9R6D2P099Dp1qK2WW5CFI1eTPSgH0/7AHoPTQ5klMlZPUp580oXpYD8LtwFwONewIuMl5AGxW/vw43VtxeDu2ppacxClp3gz5gyREcAZzwfb8tIPiA8UtveHlgko7l501ddYWNJSR487rUlklV8no6Xw2Tzqodk/EhS+FngQu3aeJJN1WusNGtJVnAUOM+cV9VUca1z3JuTdXiBuMXLc1xqbjW17DpLAsXBJ6VRR2UeijXm4dmulqHPeMgT5p10oDRZCu+7b3ujck+7tzVrVtwqW6nnLdPSMY+nHpomW99EnkMHqz1ny16iOfXtyTpFW264W+pa3y0U8csTeS6OhOMngY++rf8ABfw3jave/XFGPynUkrPMVEDkZByvY4/XXoo4v4hJvkwi6hm2PDjdm4Z6q7yW650DwQ/MW9YqNz50uR0gZ4A+/fWzO0b5d5qWlstdbq2WrSjVqurmplijDEYIcdgw+2gpKlXWfLUNxujQxukXSzFol7ZZ2PP2H551L2+XoU+UpEWZ1QFYEIPOeOr2yPU6djjwJR8hcm9YY5zHS0VP51M4MM8wcBCvT9RXH4gWBBxqvPF/Y1luD0m+qmzVF2itwipp7dGzIJqfq5dSnKFR24wQNWlSUTU5LVCgOQDhD0xw5/hUcZGedEVcUlJYquFbggq/l3X5qT6UL9JBcr2AzzqSxbxhYeKqx2FwKatmeHvhZTWqG57a29RTQVi/MJLUR+cwBHK5kyQB2/PUrhoLNTL5FJbaWBY07R06r0DPHYa158CN+1VsvlRsS6VIrJqqRxRTqnWI3yS4BHZTyQOw1sdkK/mIWK9Kj6j+L318o2pBPSzmOV5PEEnULsMsQlKmNAA0P1dPdQAq/nj31Wt9rdv1PipaqySpR7k0FbbaaGQf2KxhZHmGPUktGM6sYzQ06mqqpViihRpXkY/SFUZ/LjGqP8KqaLcW9b74i1M0fku8i2yPqBZUkYl3YD1KqMfnrqeydPvawy27I+KxqnYYyrNamJPlgHpz1MM8EjtxobK0X1RxyOxIJUIpLnOMZ0YqSSzpK7L0H6SAuOfvocqxdZaMjq7KcD9Tr6QQFyw66xKXjiYTOGwRkhMAKfQc/proL8Dkpk8DKYZyEudaF5zgGUkf4655GQPJ5HPUTjDY+v3/AE10G+BTjwVeP0jvNYo9gOrOAP11jP2FtB2lsVr2va9pJOL2ucnxeT+f4+XlSMrBS0kf69LH/wB7XRvXM34o6yql8e94OnlEw1FNFGHyFZfIQnJ9+Tren7awqOyq26SrBQzBVHAwDn89N1+sFtvkRgrVd4wOnAcrgZ9MHhsgYOl7MXcKi5OiHaXp6WUdLEEsrdz66d01SdlRHid4Q3euEcNtmaoo5fPmIkA8yOo6R0lyPxBgvTn786gvhx4RNddwPbr7BULNA6Glon/dfN5J5D91Axgkev6a25aNZKYAeWUdG6urHp21VG5aDekNdFua1SU/7TsL5o6ZDkVkT8yA57E8YHuukqqAvYd3qmoJbOs7ROO3vh93HRWWanl2tT1CyVDzx3BQSyZ/ACz4/D+XfnU2rNp7ToqKngvm2rXVXiq6aUVsqIyNLjkqigevsD686q+4fFZuiusksaT0tulkHTK9xuBleNwT1BIlGQe/fTbtvxZhutVU2qhr7rdpqhPMSKgpQkiOe+JDgonOvPbqeTJwz7l0sbBmE7yTQVX7QsNurI1km8y31lrWTE7SouVmjLfhXgYXkAaqDxVs1vtNJFT3h1fcpWKrp5qSpNQsqt0o0TtkkFejqH3cjsNWltfwjuUCVdZcblLb56+pJZYFDzNFg95TyrZPOONDuEvhT4YKHq5kr7giFIadcTTkZyF/3ie7d9dCKjka7Ecgl3zsOQzVB2Pwr37vaSKppbK8UcpAM9T9CA++Dp9qNneH3h5cHp93V0u4q5IsGlp26YYn9nbvjUyuG9PF7xDt9TVbP29+zrKjGA1DMsTDA5TqYjkfYaq+/eG+9bdSz19RQVDNSyiOskZXKqzDP4mGD9/vpneRNyBuVXA92uiar3uOlqHkpbbb4rbbXY9NND9WCe/1HnGpd4FWunqN9vdlC+ZYKNrlSoc4kqI8CMHHOMtqsJVdOmKbGer9VAOtg/hUtJhv9fvWenpGpLWYopp6okx06k9bSdI/FwhXB4+rVTmrDIrpR4TbHrH8Rrp4k1UxliislNtukjPbzI5DJVSD7GTpA/3TqwfEKH9o7Tq7AakUxusXyAk46sSZDEffo6j+mmzwcqLlX+F1gud3p1p6650q1sqRjADzEyMMen4zx99M3xD7ptu0PDLcF9raqOOptFqqa2kGcSGXoMYKD2BcDPudZ6laFc1t97gtN88UN4ybbsE1yimnW12iaSAyUqU9MFjUdPAJ+ngk4GoXsrbt5uW6aiSjeqluEayeVBAI08rp/FmQ/REO/K8+2mODcNU21Y9vvuS5SvHM0sdtgXpTqcjrLMPqYke2p3tXwv8AELeFDHSSwx7V2+58x4YQfmZ/QsfXn76q2N8pNlRzxGLlRneXiHdrPd7pYbXVW+iepoRbbjJT5qDKqksR5rklpCSQWGPtqGV94oarbkFvj2uJajzlea6SSO8sjYOIl9FXnJ7k620254NeHu1qB6emscdVLKmJaiqXzHf+fbT5LYdvwClpp7FRRU8VQJUCwqAGUZ6jx7acbQhoF0u6rB0C0Xt4eGoikhPlPG6lm5+nB7j7jXRn4E98bJrN4X211t+mrrpGEejqaoBC6FFEmFHqCAM8nGuf++oo7bvS90lDPDPAa+ZkeNgylWYsMEfnjVufBxcLtZ/G2w11NbZK5bgz05pkfokdccuvVgMV741i8WyTDDcArrpvDalr31ta57Pu9P5luvNI9LMqNg8jhl9iDg65Z+AlXVbW3ruzw2q6uRoqCplNLGw/D0SFXP6jpP566vU8rU4hhllDSYH1EYJP5DtrmR47WFPCT4u7hd46RqegulcHmbkqI6tSU/L61b+WrU78LwqTtxMKsKqPnQsrA5wQv5+uf0xo6PqdVLjLqPqXse3caCCF6YQOojJ/M98/yA0mpaiWpphMAvWDjHVnrGTyDrrXF1zALBId2QU722Vq+RFpZAfNVvbA7aqmzvST1l12xJS1w8xnKShR5AQ84T3PA/XVk76o6e8WSV6eP5iqiR0jIfEcZI5LZ7/lqE0lj3HR2k1c1XTvXvGZoE8jy1Poucg4Osn5rRhyVWeKXh3DUQC5Wy3VNLNDxLFKAWkA/wCkyPTGqpum3rzaKOOtraORaOqz5RYEAsPUfpg/rraaulv25ZaeppKeCOaCNIGYkY80n6g2RjBXt99MHiNZDuPbd3sIpqZXpGF1p5fPBl68BcIuOQxDLgdj+WsHRg5rdshGS1lZnoZVaRG7jrz6/calW0963nZ9za52RlmhcAVNO5BWRPuvv99RRlq2lZapSrRkq4kHY+uldMny8MtRFMglTlVKkiVD6aUlibK3C4XCaY8sN26rZy4bs8PfGHY0dr+S/wBeo0M3y4RVnaYgjpQDkj141QG5NqVm1pTJLUJVQMvUkkJyS3bpP5HvqOUtPclmFXb5JIpgR0tG/Sy5/rpwqdzXSvSkp7lOga3qEhHRx0k5Ofc51z6ajfRutG67DwPBMzTtmF3jNE18VwqoYqisFTHFKAsJmziQDv0HtgH20VQN8tVfROT0spAIz1vnIx786XXHcl4v1NbrFK4aCkHl0sSqCyZ4Cj31c/hf8P4kt43HvJ5o5T1RRUwU9UDkAxuy+xyPy03NMyFt3FLAEpR4LbGLzQeJ09Xm80t0WCSKX6fJkY95AewIOBj11sxWbUvtorJ77RVcFvrJ5RJPWUkXVFUIOQJI/R8cdQ1VexLjbKFum50VPSS3CY2fcfWSEWqBxDMB7nA5HbT1t7fd+gvV38Pdz7cuVfNbJFkgFGSwmp8/TIOQce+NcCpc+V5dy+CYaAMgphV3Sk/bEl53M/y9LWU/lzMW6+tUBIVB65PvqsfEGhhtUw8TtuVc9Y9HVQGNIQuVpVVllGR3+jHH21Lt13uvvtnENTbabbb/AFSxs0ZmkQKOMqP4vXGqTu1Td6iie0VF3FbQ7hwlCbUBTyLOM4d4T6H199Snj/rhZBxsVbtV4gU92azT2CvhShq6hTVyMuJ2UjKlfQ5HGdTO3XWrrJKp7Xb6qkkg4FRcWARQPU599a7eDPiM+3p/9Da6Kkp6u21DRfN1cHmN0KRiNVGcHP6as1/ELasVPfqvdlzpayeIskdPTVB6po/7uAO+dUlpsDsLRl91bHcZqK+NF42Hfo3ovEfc8c92t4b5VbaCAS2AM/3gDrX/AHHarVaaiOjp5Jp1VCHl4QSNj8SH9eQfXRniluWzbqvxqbDZZ7XEgEfy0r9Rx9iOc6i06GSmkpykjPDhlYOTgHv3POu3TUxiaASsC65yU62xvO3bY3Sblsxltq1FOYG+ck6yBj6iH7gsQe2lNCu8t+/NUVA8xhqpfMnl6m8tT98nJ7+ulPh54Ny3RI7jeFcLJEGhpwQjSL+Z51ctmsVlsNoqLVbqcUULHMkaP+8yfc+muRX7ZhpupT5v4ngF3dn7FkqCH1HVby4lQ62+EVHbbSkVdUNc7gkTNhuVhQdwinsT99THZL1NBt+10tQFp4YeuCWGYgSDn6G0K22V6VZGr6h44qlgFkRvqZccdWewGmV66h6prHHVK0c0gjFQBl1dT+FT9xzrzM08tbdsjsXG69PFBFR2LG4eFlNLreUpYcRSLJIn1uAfpRQCT1H07DTQk9StpC1NSr/NN5ysEwqr6KB7ca86RU8jUjUEjApjqZwQxGOSP/HOm+olqau7wWwFVXqjdYs4KxAckj2zpWONrRYeKZkkJNz4JdWX0bWq0prlMny0kAeHpXLxkD6iQPxL99HWu5VF3q3rxPHLTpGv7pQDyfXPpx6ai9/rYLhuWnvzUxBt8vyFOerKSBh9RI9gdSPbu3WsFJHFSO7TzymWpHeNix6jj2A1pJGxkQc7tH8+CpG+R8haOyPwJ4oLfPQ11RWR1PXBV4IjMeOnj+9oquk+TuNXdZEljaIRL+5XrMi4I7e3OjVqflo6mOANVuVeSGMSAdR9VGdKbfd6avoluPkPSIFZJvmV8t4zj1B++MaSJdfER3J1uE9UFKy0rgSeWepgD0njpU4xwfXGk1S9YZKaemmi+XVnMwcEE47AenB0uiEZi6kJYgZLY6gxxx/TSMUkdYka10r08MhPmIF6wM/b11k217lbOabLMc6yUwmEiGQqVLR8rn/jrNG0hDRv0/SMqueTkdyNeqdtQ2NZblbaxpVr1/cxOpVMrwx78ce2ltDHSLQC61EbuEkEU3QekjIBXvzjvoFzbXabhQB9+tkUQry00EtRPCWVELKsXLvgEnj9Bj89AjlDQpPFlGliV/rU9Q9cH2PP9NO1zpPk6xGppi9NNCs8Zc98g4Gf56S36Wjt9fS0IpowJUjlMzlvqWRSMH0GCox7k6zY4O0GvwV3tw5k5BI4+srJUBGYkH6e3P5aSXCOASxXWVSJKeNugY7E+3rn8tSiwQ07pXQ1sfSjIpSRgMrk8H+eg1SAWdRKAXp6t43JUdQGO2oJcLrBHd4m3P5ZM1OZ6mKWqSCbpjXoOVJ4wT6f46FKGdGAfOUP4ffI/wCGnWmr66msaiKVqd4a2SIOMYlHSCpP25OvXxFM0FXCqIa+nWbp7AHs2Mfln9dAPOKxCOEYbgpsWmTylYyOzK4lH1evtxoqWgE0yuXfMTZQKcDq0aHCSvAoJCorMR2OfTRkUzDqlBZu+W9ANaEuByVBY5FELC8MZMcoZRkr184bQJT0NggA9ur30oYxyRBlZgOc5BGTpNUplerJBA/i/i/L9dQE6lQiwyRcLOzdaocdf1MR3wMj/EaIMC3aZ7ZW08TUEkbiVJORL0gZGPTGdLok8tjCE4YlmLDjqx20XG7RsWBICqfqY/SB2P8AgTq2IjMaqtgdVrpv3Yt22NW109to1ntTt8xGOkFiqjktjsFz+vGq8e6qlDJT0yuKmpnWRx26QOx/XUp8XfEev3Fuipgt9Uy22BWpYzG2BImfqJx6Ej+moJS9dVIGxITEAQ/Vj119Y2aZzSs6Qetb+r96+VbSEAqn9H7N/wC7dyc6e3Xm+1UkNNTPV1U+BIxcFz+p9TqxPDPYm4LF4j2r56CG1VaKaoCVg+YCMMc9lI4+/Oolt3b133LNPDY0mnrIl8x161U9PYkHIOtgNkbdorPtyjuNxtlJ+0GjK1s9VP5nlqHbjOcA+4zrpMAOa5znEZJu8Rqr9j7eqiLPb53rquKKaoUNw3mEqxzyWIbB517Z2zbxBJVk3Rwk8vzc1LDlUhbHHB5bg6c92bk2LuEx2ev3JSmloqpJZhH0qoxkgd+f0070t2sclFJcbdXVVeyP5kSxIegxgAYJUe3vrWwJusbkCyfbDUrcWejNxoXFO3X5MCnv6M5Pc5080zIauoSGPpEZVXkHdnx1HJ9ccDVRXPfdXab3DU7csKU9HUUpkjWUAN5gPJA/Eeoeh09XPxt2htK3qlySpW4SRed8quCXkbk9XPGrh4AzKoWE6BWN1U1soWmqqnojgVfMlmfuQ2SxJ7d+2qk8RPFihvlNWbS2NbpblNXD5WorWBFNTqQQfq9Tj103xv4n+NthW1PaZdu2mpnaplrZwcTRh/3caDhiSD3PB0sraDw18BoIaGplrrxXzg1HycjgohA/tHUcY41xqzbUbHdHpeu/kM7eJ0TEVN/J6XeGmwdueE+2Krf25qlGro1fyqliQrR4woRTzltNvhx45mr3NNbL5UP8pd5fNo2ZwTSszY8o/Y8c+mdUtvzxF3z4o1k9TUJP8hSfUtPTxkw06dgzY/xOm7a2yt2X+VK+2W81cEAZn8uQLIUHqB757a5kexnVDXvqzd7v/wA+CZMgb4Lb3xm3TbNu7Mkt9W/U12cUCjOPpYHrb7YUHn31AdlSW/Z1n/YQpYorjPMEZ1GTI7ICoGPQBgoA9FydRnb1VevE687dsu54jLS7Yhkqaqok4eoDNiJHGODx0/fB1b23Nh2nbcL10dOWutQ7SyPIzS+Vk9lz2+njj0410dgbOdQQkO7RKXqXgmykEHWMxd1XGSTjk5/y0bA0BcL1BQg5Uj6v+Hpr0EXWeqcIxRiwJPOMYydYlcQssf4nxkMBgHHp9+Nd+3EpLNZdYKktMoDL2Bx6637+BFj/AMzdVGf4L3Vj/wBk/wCetBIFYDkqgI6uO2fbW/HwHKV8Hq7Pc32qJ59cJrKo7C2g7a2S17Xte0inV7XLzx/rDW+Mu9Z0YHF0Zef9mNF/y11D1yh8Uah6zxX3fULLMP8Az7WpnuDiRl9fTj00xTi5KXqNAo/C8hgHnDD92x2xrAAcdCx4BPPV3P5aFHJgcntwM98aPMYZgivkvx1M3BPPbTlkpe6IKyK/EWRjC9OPp9yRpBerKLrE8EM7xN0Oi1Ea4ZBjGR9xnTlLMpl8pRw/WFbBPA/79FxSR1DtCqnqYYODnOha2SmqpDbvhDZdj79givlNBeLVdkKUdbVAdcNX36GH+0O2rC3HJS7HiN223sU3CeZC1Q1EscbLGgyzE+uAO2pNdrPb7vCtLcqdamm6gyo4wQ64IcN3BH20K60dLcaCqt1YzRQSxNFMfQKwxkMfXHrnWe7ABDVpvCSC7NV9teWo8Z9lT3Sm3PJQUYqmiuNFboW+YpYenKiR2AyXODlcKACPqOmGp2Tta37olpqWkoLXt/blQtwrrtca6Sorbh0LjogWNQYgwBAJwM+unvw5qPBLwZtVxe+R1m4NwLOTSCz1s5NWn4o1lRCqxsuSpySD357aQ1z+MO6au819kstDZF3Avy5qLrU/MTR0TR9IgUFegY5bhAee+uBgnnlcDfLnouniijYDkknhL4b3C72Kw7lpbncprRPM61YcIkNvlcu+FMisOkYQNISOTp48cN5+D+4tkPY6vxAp1uoMkgpqGOSrK1SfSOuRAq9JwO2m60eAiNaILLuXe92rqaAAfJ08jJTR57gAk4J9cAaK3h4L+F+3dq3C8x7brKtqKBpAor3R2wPfOMDvrb/TZHO3jz7lQ1bLYWhavwUdNTlpK+WRyyZjWPjDHsTnJx/LWwXgPQ3Cs8Gt1w0u3qi4ym5xx00kBw0s9RE0EWQeSgkkXIH21rzC1N81gkeVyV+vBCn0Of5Z9dbifARQXiqq46WipGkorjualjq8whkjSniaYuWbgHPQMDnnW7hZFpxLpRs+2fsTbNo29K6ia326mpXMa8BlRUIIPY5B1o1/ylO5TJcrTtKK6yUyPSwh0QkB/MkZmL/3l6Y1498H010BCokbeXCesL1lsc5Pb9ONc7Pjphpt3+KVBtiGjhp6+OYyT1NQGB+X8qFI+g4xlj5pH5arHYusrPORUf8AD3aWz7PZYYLNb4ZJ4MLPUSU6mV5OkEksfzGpnkgFMNjPIHBA9tIrJa6SzW2GiolZYgMKMEEn7+/Ya9LdfKvJtk9ulWIQCWOoDgoTnBXHpjvnXZaAALLjuNylLKszKRlSucBhjSC7UsVZQzW+RW/1tTCD7Bx0nn0GDodyulstpgSa6UsUlU/lwrJICz57dIyM8+vOok+/bP8At8bT/aMtbX1DeV0/LmKIheWQPgAkZPbOg4gItBOirLxQ8MfnNuyV1morUJLXGzn5dChkjAIIIP8AEO+fXVYbQ3fX7XrLNfLVd5p6i11DTLRsHjaE5H4G9Awz29Rq/wDfFworalVJTXtLdPN5lNTLLUKIshM454zjWrNvvU9ouT3GBaeVg2G82NWRznOfb9R299JTtHmnICdF238GdzjeHhzZ9w0clM8FbTpNEYpHkcAjlXL89QbIOtP/APlNtt3Ciqtt7xoZgtPcwaCrITHRPE3mREn/AK76ur4b7ldtubbsVhr7FHQ2PcFN+0bBUJVl1EjoGlpZVOSGByy8nIJ0D40tk3DxA8C718pGZ6iyhLpAhJJbyz9Sgf7hf/s65xl3bwF0AzG09yoXZdxnu+0rPdpCQ1Rb45HbHr04JGe/IPOnWCMRdHQ/SUfqC4AzkeuNanbA8edyeH9oSxSwx3a1Rs701NUSsnykhILeXIAWCnGentkn31tBtu+LfNt0N/q6dKMVdPHO0SsGWPI7Ajv+Z512Inh4XIkjLCld0ikktdXCGRfPhZUbOArfn99Nc9XdGtMVLBTqkyRxCSZx1oPdUx3b7+mdN26tw1VqnaimgElPVKFpoqdS8tQSeUAyADjnJ0Ch3JdqwALPHaaaFgkssw+pucdCDnJ9CfTVyQSq2Kj9utBpb3VWuOeWoFTI80VEspUUxDZbzWx9WGPC6pvxG3LuGj3CJKe/pOtUjIJ6Y9UoIwWjK4+lQ4OMDnv66tjxI3PYrG8FFVXFKCCpqv8AWREVeQMTxJIgIco3rx7aoPdNjuezLvH5O5Pmqe7xtWUhoXxM6OSQXBzg5HbOsH5ZBbx56qH1xlqHkiqDIZgxaRpR3kJyfXjPfRdJAxlc1PzEaRKGfy+Qq+/HpqRJabtXUT3Se3OtJGwSSeoB6S/sSfX8tMkGXqzNDKtMCWXqJypB7g+usXDJbNOaJculSKiOQFB9K4bv9+dGyVtVDDJRssJjqGWQsI+py49AcZ1iRI4qiSSomC+UuFVckHjVt+Dnhktwov8AnH3DQ3xaenmRrcKGmglU4PLskp5APbA/XS0soibiK0AubKY/C34S0U/ze+9zQUc0sTR/I0UkirUREEnzT1kdKn+ur2qbfFcq+Sqooo3jqKfyayQVeWg+o/Sw7ZU/hw2QMaYK6+09ytNXBdK/bt2qrjTrSrHcoo6SKRo2bqDFHwpII4HIOq6fw1vtfHJa4vB+emeSN6iGTbu7SihCeW6ZAVfBPAJ4GuC8moeXvNuX5cLcDCLKSeI1u2PW7voY6qFpZPlhba4qzq6zEYglOOOrOBkk6b5pKqewQb1rozb75siX9nXBmmaKSup/4Vzxljx06qRpN4bJvEtferPuGspLbU+RcoqponHlHssjpnpPYgnjjjS2v8W7e+5Yr9UWJ5aakpvIrKRq3DVCdkeMkH6wp5YAaZFO4Wa03A/PVVvmr4t9x2XvGjpN1QbZqqqWVkiepmUp5Eh4ILt36cckDUNu8u2rLSXcwXQVFuac0VPXtGEEVRjLmM9PUwb3GoLsK/bptN8jsVHd66hpL84uFPTGRJVeBmJZGkcY59xwdF+KSbzt89uv++rUPll/1aloKQ9UcCd2+v8ACH++DzqggAkw3yPerY8rpsqVu3iX4j09XtWkFHVUNLHTT1EcfQshQENIc46c5/E2m/xN2ZRbAMSybu+ZvlRN5slLDGRHEo/iLk8nPodNkPifdNkT3GbZMDW2O7SLKGmlNRLEvoA57k+uRqPWyjuW+dwNG1TJV1M565pXk5/r3OnmMc043GzAPy6oAXkNaLkoyx2Op3JX/s2hjNTV1LhjIOGC55Iz+H/PV47L2Btra9Wa+SkiqGhpTKfMTqdpAcYXPBGdOu0LNt7aNKZ7dZZ5qiGDgrTMJSwHIJbjvoi2UF3uD0d1MRp4p5ZUkRlHUqyAEFsHHDAdv115jaO031pcxhwxjLhn+WXr6DZraINc4Yn6+H5dKayTa0l5eqqqWppKmvj8sPUkxkdPqjfhQD7ab90Xu57YMEdsna6RydOVZAzwJjOVb/pD7Z0CttEsE1Qq3NmM+E+XpHlAmYHHP15BJ/Iaie5KyqtG4Lbb6YB6iaYgmepfpjJBGCRk/wBTpWnhbI8Z3y0OiZqJXRtJtY8xqptd5bpuCy0yW+qnp42bE81RjzAvqCBz1f0GpDZtu2y02sUcNYs61JDEuQ6o47dPqP8APUXqt4QbaoqSnv1PaSZODmckA++QP8dPdJumW50/7iK2y0qIGT5aqMrBvuFH+OlZWS4MLRZt03E+MvxOPWslvQpq0avDCeOB0eRAAe/BA/LUTt7PQ3RqmbLLUxt0THKvEpP0qzE8ZGe+nK6xXmjWS/WKKlndiDJTVcjRgrjnp5xn89QW/b2iq62oorpUPTdUcYqKV41AEeMlkH8RP4c9udbUtO+W4bmDr/XmsKmobHYuyI0VgRz7WkYGqr0pk8xFp4pX6eqQE56f72D3OpVPVijpZqiaaBoYIS/mA9XSQDzqqdj1u3bzuB4rTY47dSi3mojjhkY4OcfUCcBvy99SC82pY6Ojt8qTVMlYS5RZX6o4h+LGCMg9sHWM9MBII3E+a2gqHbsyADyv+eidvD6qr9z0ct+r6OFIasdEBRskqD3PtqT3C2CWNIHheZVYurIR5iHHsfxDAI/UajtivlqR5aHbqmnlp0ANJOCgRwOxB7cakdBeUq5oBW00tPLInHWn0q3qOod8+mkqkO3peBYcBxsnaYtMQaTc8TwSqgrJaiBqeKM+V0ApJgox9OkqR9JGNYkeaoDUrxLGrFVLMclffSmQxRMZpnjZBhQeP5c6bKmMW+ravkr/ACYJo1RyxADMDwMf00o3rG4TbjYDNPside3rcWnLtA8sQJXqVuRzpTZZoWtV1FZTtUeSscjxAkBjnsCPtplN6SWkFnESs8RM8giJJQMMYGONKLdUGip6hqaJQlRAIW63JJAOc89jnWTo3BpByzv6rRsgLrjz9yXXh4akUdwppWkp62FHgyR9CjK9A9sH/HQ71W1K0dnemD9NRS+TMVjVyVDYAPB9caj9pv0lfbYYakPBDSTSL5ckXKFznHV7E4x+unYXu9UcCwW6sk6IUISNHC5+2T+uo6JzCAReyIka9pcOKU2L99HWIWyHpHHAyCw9PcYxpZVNHc9vGpVsSmaLzsDBDgEdX6jUYt0DUUMgjhnj+YdpyJXUujsfq59QdKkkWJCYySRxkEEkaD4rvvdRktm2sl46ZbFUSmdV+XqA5DSquUIGWIPfB541m6y08vylPSSiaGlp1iWReznkkj7ZOmzy0lbEiqVcYbjP085BH668rilURxQ4HCKUUMAo7Fh6f92rYRe90MeVl6SR1YfUOTwuP89DdX6RiMSZIyme+i/l5pJ1DkdaS9asmcEAeulKESDrVAAM/Uf8tEkKC6D1SZ4VCI+AMZ0CJeqbrbpZV7Dp9e/OspIqydTFm6eAG56tYCsVCL29Tnjj01FNNUKXL9flM8YYDqzx0g5z/UaqXxv3hTbd2+lro5GNwucRQuOGjgyMn9eR+urOvVwoLHbKi8XGUJDBEZJWBxle4Ue5JwNae773fdN7Xp73cGWNZP3aQqMLGgP0r+fv99eh9ntn9Ln3r+wz1PAfM/dee9oK/ocG6Z2n+g4n5f0km17HT36WqeoUyIihI0SqWORpCcL0qw+vnuB21JLt4ZQ2Kup6CqvMsM9TCsscT0xVix4ZSynAA+/pqCxU084i8h1glBLAB+nke2pXbd9eI21b1bb/ADs7TR9TUz1kSnzF6elhk9xge+veStnLsURHn+FfPxbQoufw38RbZNPWW61VTRUj9AlhkVskjI6Sp+oeul8Xh/4s11v6ILRdxCitJJFKOgZ78AnLH9NSZ/iCa4rVk22isNUYFZKikDMrTLk5VAp6Gbtkk6dqT4haK5vBHuCOuYiGWOeWGuWMyqT9A6VQdWB69Wkt/tJg/wBtp8/uFMLSqmodob3lqVkG16mqY5UQNCwdj2/COTqx9l+FPjzStILHCLPHUL0zieQDy1Pr0tkj9BnXqzxo2jA1FVWe2X2kudK3SK0VKxu8Xor4/tFx6Ht6amNf8XVjpYU/ZdinqqyOIozyERxMfbHJOD66ylq9qZbmIX7+HqphZxWU8A96XWroJd3b9qblRVDMsy0LGNoyB9PSX79ueNTWnsPhN4VhhDb6X5qh8s3CvuGZjTo/qWPLSMBhUTt9hqhqz4jfFDczLa6apRDLIHgNLSpFJE3IBVhnk504Unhbui/2bF4uUalZTUyyy1DSy9PZhkE+/wD36odnV+0LdLkAbyb81MbI8gpH40/Epbb5a22vsVKqnheQrUVjjymaMcqqgcr9Wq02zsPdviMousMsEsjny4hU1JRnVBy/UcggaXba8MrtPeahrVYXucfmPDG06GJV6X/H1t9P5e+rk2/brtYrFS1dPdIkrqZwtTSU1KFp3TqA6WzyGGfxa7FBs6Gij3cYy9T4lYySE6J72L4W2ja1sWGOSM/NKvzQfBZ3xgqfZdFUe1qPaXiJX10Fvkjgu1uAEkbYWmYMQx9ueDg+2nm37hprvVRfIxzvTr1RmoaVIlVs4yFYB2/Qc6k9DaqO1wpBQzeYUUrlm+onOSCf1PGuu1oOg0SbiQc1HNq2B7bVVqVFB+8fo86o6FWKqRQellA7d+R/ewdS8kozHoLHDYC4wc8DRUxU4WOVy6FXXA5Lex+2sgugIIyW6VxnpwCMn/HVrWVXOug0gkiz81F2BQHvwecaIqZHjkZEiYoVBM/V+EjsoB57eujqiR5pXdY3cyKQVC4APqc69MnTCtKoUBAFGSSTg8559dQHOyCBE4SNO7qU6jn89dAfgXp5YvBiSolj6PmbxVyKPsCF/wDd1oCIlRSkMKhWC9WP4cfbPpro78HdG1H4Abd6/wAU71dR2xw9RIw/oRrGoyZZbwZuV1a9r2vaSTiC5wrH2B1yW307yb/3PKwyZ75XlPc/v35GutEpxE5/2T/hrkdvYeZu2+SCQoTeazBA96h+2mafil6jgE2L5gmiKswiU5LEjJ0ocyed1JLEAmQQxPOfQffQHqI0Cr0fSP4s99eaRQxZEVTgc9znTIFkrqhyt5jqR15Q4yD+LI0ZERnrLFW/Ev1f46TyI8vcYUBR0k8k5750emJ4cSJlScYJ7aIzUIsjX6gwCQgEc4Pb7nSC7W63XWNaK40cVXD1dZjdDgn0zzpZNMkfU/5Ag6A82FQojOCBk4xjUJURcVupaGHyqSlp4FIAIjjC/l20ILKkYjY9S5xk/wCOjmmAwCRyOx/ppPN569CQMEPUASwzwTg6BCCGkShXKr+Lvn30332xxX6011qq3VYa2F4m6hleR3x307NG3X0BwQDkgnPOmy4VgolQGMySO2AjHBbt2OhYI3zWou9fCuoslwns9L8u89rpkmqiJy3mryS4zjpwMZAz31vT8EFkFPtXZDbdgjWjlFbcLs3mYaWYhEBP5EHWpfiXOu377fGu1X11V1t0pidlAIQkBYx/x1u78BW1rhaPDOgjrqsSyJSNJTlW4EU8hcBh/ezn+WufOANF0IiTqtuDURxxO/UvEZdlHcDJ5/z1yYl3/ffFLx33jvOpra0U09xaClimiz5UCOxWMA8IVVR/M66JfEHvek8N/DK+XurNxmY0NTHEtEp6lcxnDl+y9PLc/wB3GudPg1QNLa6vfN1r1MdZXz10wJ+syAlQW9gQc6FNbHmjOeorhrVL2wsal4uqLqMoPSVHH8tI/wBqUlbEXtt6pa1YsYaKQO2ex4HfTFbPEqy3Gae2zvFC8cX1xO2S4PH0+4IGiLWu1qKOroLatFb2YmYskaxgqe5510sYOi5+AjJwTFvzd9m8Prlb6i70Yqfnw/1xUfXNgdh1lsr37DTvaN97U3Jtf9tVlNLHR04YJJUjEkcmQAFI5VuTjUH3tvPw/s17+cuULXutjSNqf94rLCOcFfQc5zn7arre3jRW7l25PYKG1UtHDUOXqYkUu7RjH1E9hrIyBt1oI72yUS8QL3SXDcNXBaFqhRU8zFUqGDP15wzHp454+/vpmqaHEC1MjoWl5KMuDomkNOFc9DyuSD1AjpB/XT1UUV13NWGntNvqqmaOMBlHPR9zjjGknvABJTbW2C3N+HX4hbXUeEdu8Oarbe6b7XWuJnq6lZM09AY2zDIJXI8oLxyDgc5zqxLd8U+ytpbHSw+IniXRbnulaaiJqmjpmEUEZTIidsASEZ6QwHONaE7f2x4gLta4pT1Vyt1rnZVaGJyqVj5wQVzlvtpVH4Lb1q2jtdfWxRJ/asZZj0UsXdmk9EPbjXPlnpj2nhbse5migl0kSeqrBRyAQNOZo0KnHR1npAP5EZ1b3hz421fh5tg7YvNjkq2ikJgMknSqxN3U8Hj1/XUSpvBK7Tx1V1G4bfFaqZikFwm6hFUv7RDu2eP103bl2rum1UlPJfDHiUkw5l65PqA/g7841tDXQ4sLH5rJ8ePVWxJ8Rdpa50FzNvmRzTNBcIFQD6M/S0bjkMMD+enmz7m2/uujo9zWG6sJLNIz1dummCRqh9g/Jb755Otdquy3izW9auusU9MkhHlvNGFDn3UHnSejnqYqtqmutryLKuHSUMEfP5acbUh2hBWRhHBTzeUG0N2Vs9+st3U19TK1RWQ1nUrJjghZMFcH7++ke76u00lba7ttz/UsUhTojYTRrIowwT+6x5J9OcjUMeeSjmnipqzpjqYzHLHHxlO/T/TXunzpY41qi8CkMFXJ6S3cD250cd0Qw3T7/pDcay2R09JVVHmAMjo0Y6I1Pfy/XJ7lvvpqqwlvhjgZIpGwSZUGXXI7fbWa+pqIGWFP9WdQVHlr05X7nS7Z+1L9vy5JYrMgLopeocnAROMnOsnyBou7RaAck/8Agt4b0fifvCC318FZHZoE6quTJYk+gBxxzrbDZPh3v7avVbqXxFpP2VTDy4qS4USo0cKEkDzFIAGOx1D7B4TUHh/ZqKproZaCSojk+YxcDGir05EhwQc+40Kv3/sChq6Go2zTVO5opx1VSRu8yoVGG64znIzzrhVErql/UzHgmGtDRmnWl8S4dxXettlxtVsqbbaZGo5IJljqZKyo6ujqRWOAg75wSc6d56/b1DHNWWqhis8kYaAmNjSdH90ZLBMdsHH89UJ4iU1TFuqfc9lpYLfPVvHWUphIjWkwuOjoUHDFQMg4576Zam9JRJHW78uF13FJUwBqenaUxxBixyWB/EB6agpAQC0+SmIqTb5p4q+CO41/iPXyXR3IqbRM6y+Y2fpwyjpkAHq+qQvbSw1Hy89aHMRKxR9QJiXqJKn89SHce4LXeViSvEFuUOT0UkXVOQBx1PwMflpk3DS7YJpP9FjVyfQGqZKoAES/bH8OulTsMYAKyPNOtZvmx3HZUFgqrPVw3O2yddBXpMGY9ulXJ5wPQDgabqnxD3lXbfba1TuOtqLZPMtVNBK2epwc9XUee/300SpTrE6VEEgnb6oyvKNpbZrVT3CVetaoKqkeYkBkDNn8HHAA1q5scbcTtBn5qNDnnC1PO29sbl3okdopVEdK0gkMzpnoUeobGdXZsraVBs+2moNLTCalcRvLjl+fxNqJ7UvWxtu21YoL7XLPGjBySV6T7BffXrh4m2OkVqefcs1QskJLRtSE8k8d8a8xXyVW0HGNgIZwyOa9TQR01AwPcQXnvGStOmrUippnSoMojJctMOkFM84x7arCbxQT9n1dns4+ZnhqGLTs3TCkPVjJOe+oXuLxRu91hCR3Mxo8XlGNIQgIHqSNReA7ilpZae3NIaS5NiWKEZMhHoQOTq9FsQgF835ZUrNtAkNhPBO9+35WXepkq6OEwVjyeZK0TdKhxwHTB/F99MbblutSFNwlWeSI5SZ8mVW/3h/nq7vDv4Vdw7gpjW7ona0UkiK1Oow0pB9SOw1cth+F/wALbDHDBdKWa41EWXLSzdIft3Ueg03LtLZ1H+23rEcvquaIayp65NgVqRYNleIW+6qOO32G513nDCzsrdH8zxjVhbO+GLxQnuMsFcZLEFQ9NT5p6WPsAh1ufRUdJbaFaGgpkpqeBAiJGOkAemANG0sITjLdRIALcjHrrkS+0ErgWxsAHvTjNmNBBc4krUib4ePFOkqJKSr3A9bb3lRQJJ2ZJs8HqA5UDUT3l4J+MkHy9UbBLVxUsbU8LUzrKBEM8H1P663reNB1EYwcLx9+f8tI4FKo0sYKjqYlfQcnWcW25mG5Y0+VvgryULXC2I+9c67bdr3tS5IY3rLbWQr0vBPlTx6g4yBn0PGrC214hG+QVt0u0k4q5gtKrtGehIj36WAx1knPprbPdvhvsjfbxR7gskVRKoysyr0uV9VLDvzqoN//AA91+zIl3B4WM/lAH5y3ykusigdwPfTZrqSvbhc3C/v08L/VVibUUju1dn5wUQsVus9FGKasnkucK9TQTt1JNE5/hbHJPI0Ham7t0fO1dkNylrKmnnEiW+r6VnZAeDHJ2kXtweeRptotw3ysna4UVJTxz0ziKvoZh+8CAZ60z3xg8d8Z03VrUd8qIWguyUtwhqBNa60fQCQe3PfBxke35aW3BeXCYa+Bt+d3DNdNtQGhrof7H5pfirutt1tN/p6nzaWSnrUUCeKdCjoxzjAPH6jSS/wxSWGeomYvLSBT5XXwXzxwTjOm3Ym+H3HHJDd0jhu1AwpK+Ach8Z6Zk91Oi96TU9E9fb28sLcqF3JJxhl5GD251wxC6OfdHIjPnl9F2jM2SDeDMe78KlNAxipzWoxQPErN1oC3UO4JHJ0ueoby3DJ0oyZLlQVPHoO/GobtK8wfK26SeSRp3gAcuwxyeBn31N4WhlYKJFY9JOPYHj9dLVEZieQ5NU8gkYHBR/a1BdKSW41VRWLNQ1lS01K0bg/RgDB9sHPH307V0VdJC8FNPJBIellkQIWI9R9XGkU09ZY4KCOvqI/JZHEjBOAUBPp24/w04fOfMgPAGkjkRGDo31AEZzjQlLnPx5f0rRBrG7vl803XmIUccFaZappJZVULEAS7D3HoPuNK4lqqiL/0ippnXjp8tP8ADGjKueUmKSNRJLHwykYbpJ7gaR3C+2i1B6iqqvL6FAK9Wf8AD11G4ngNAuVHYGkkmwSyPMYZZKqVur6VMij/ACHGifOpbqKm3U1SPNg/dylozlWYHBwRg+uodJ4x2OCz1F5ekY0yOUiHWoaTHfI76i9F47pf922q2w0woaGdx5skr4J+hgAuPc405HsurkBfgNhx4JOTadLGQzGCTw45q36Ja2laWWsuctaS/loBCsYT+XpgjSzgQ4XpVkHTjtrwZJQrgEdSg9snPHfSWonChEikVSZDkN6jPOub2jddG2HJGyRhMM46lxgf72im81ZoViLdHVg/Tkcjt9u2lPXI8uT0hQMIPf31GfELedHs2xPWuS1ROTBBGvBLY5b9BrSGOSaRsUYuTkPNZTSMhjdLIbAZlUt48+IU24Lw207RUSNbbe/70DgTTL3J+y5wPvqnZZYVjWCFS6oMsOrBJx37adJkrbrWfLU08rtWz4PVzwx5Yn+urXoPhN3beLLFfrLe7fKJlCxwTh43wDjOTxyfXX0+HouyIWQFwA+J4lfMaiSfaUzpyCb+gVM0lMaimL/MpFlScO2Dgen56tDw98O6DdNipJ57+aKpeRyHk6ZUUZwoKH1P56Sv4OeIG06S5m97Hmrad1aDzISH8tlGRIp79P39dO/gvdbTa+rb9xCwVNf1Osr/AFJj0yO6nvg66lPLFMRgIPgVzZmPj1Fk/bg8IbJSWOK1rYzNUIAs1ci8qV5cgcEkg/hHbVMXnbC2iCcS0Uz03zLRxVj07RHjjt7a2Jg8SLTR1EdNeyYqm2Tny2QdSVan6AR+fUuR31G/E+0WkVdr8Rqy1T3ezzTeXU0JYo0aFeVBXsc5OPca2kFgXAXWcRNwCbXVE22xV1yqK1bTJGTSRF3aWQLmPscE/f01iisdVHHJVSqUWMgJ+7Dq7Z7flrcOw+A/ghv7alFfdnLXU1FWHzAUqfrUj8SP7MOeDplunwe23zvm7BveopIAceVUR9YWP0HHc64DNvUdy2S7SOYXVds2ci7LEeK1+scE209yQwRuj1s8akLAiyKGY5wQcAe3fUzqL5frZuI2ChompaqpCS+Qsrqky4y6EAsBz/EDqWXj4aPEuhdm29d7VeWkUNFMG8ieID+6fbUV3LQ+Iu23oaLxA2DWStbCWjrqbLEpjHLrz/XXRp9o0tQLRSDw0SctJNHm5quLam/amskS311ont7CJXRJmDhwezBweHzx06k8r1FNVoaO0wiNk6VmZlHU/fHbP9Na/bG8QbBaVe13rcEsMLylxSXSlZVVw+Ucuv1H6eMnVmWzfFmW33GSavoY4w4npokrxJkYz9OeRz6a6bXXGRSDmWKm00UstW01XHFEY0MhZELFRx9QbgZ/PS+CoielgekZ3aoRfL6z9ZHqzfpnUKv/AIj0Vv2fT3W3Q/OVFxeOJUXJHmSHH1H2GptT0MwjpVkjEZEPQVHH14GD/PWgN1UiwzSqVThvxDIZmIPHAPP6d9J5IzNSqsiuGIAA6sMMj39O2iKmeVrrBQvKnTHAKh5lBCEhiuD/AD0ZRVIqQ1R0M2ATIenAVgcDg/1OrDIqhBRyQoDLIyEEgAFiCQQAAM/bvxr0g6ZQJPoUgD8tE3OSqhTNKoyBz1scdfqx/Ic6TwyVFNbTcaqYSpI/7oL3ccYI+331nLNHA3FI4Ad6LWlwyTkCWwysGRgSR7+mumvwz0K2/wACdlwquA1qilA/3x1f565eVNz/ANQZoY5BKw/GcdMY9fz11X8C6Y0ng5sqmY5MdiolP3xCuucNpU9Y4xQuxEZnl70zFE5hxFTvXte17V0wiqo4ppj7Rt/hrkffSam93abqID3CqY47/wBs/wDLXW2vPTQ1Jz2if/A65F1FVA9xqYxIvmvJJNgjuGkbnTNPxStRwSXycqMKzCPHTx/jowxhhglvp9xo9gny5LMeRwRotXIRhIpRQMKzDuce3fTQCWxLGAinrySWAAA7+uP6a9znLsQSccdh640CR5ISWEQ8npwrEEsze4+2NGBeVHVyOWyfX01FFkMokKlBnOfqOskvKSUOG7KuO50XJUIzuDgMG5JJ4zoM8iqQokMQkPQkncdXt+f20EUHqfpbKL5oAH0njPrj9NI6251tNNF5MELQvIFkkml6BGmOSffJxoNfdqSghNRV1flR+Z0IrAK8jey57kngffUFu296mpkoaddiXZ6r5o+VHWSxxjGCDKSpYdIB5BHfHbVSQBZWaCVOHN3WRJKiVJFLF2eEdIyc9OM+mMZ1AvGDeH+iu25K1ap1rakeXTTRAHymOPQ6mclVXR0ystHJ/ZCXy+vq5xypPtntjWrHjH4hy7nuD2mgczUNGF5MZKJOOGCEfwn7+uqPcGNyV424nKLbm3Rft2O90v05lm8tYlJ44HbGNdgfhVprGvhht6/UtoqrXcprNS0lTSVACHqjz9ZTPBYknPfGNcX3M0iRQvTyRhSG6XVgGBPP31u+vjzZKfZtcg8Q2u1PUQR0yU9tWahuka9BH7qdumN4YyOSUY8kaQcSSn22Ct34xPig26+2N/8Ahht6kuFV+z6L9nXStWHNNFVTECOLrJ/Fgtx7A+2tU/Cvd+2dveF9LQXuqp5aureWRqWdzECrNwCTx09udUrd/EG/Gy1G0I7jUSWee7C9S00zBvOqVyEeSQjqkPQWHPHOQNJ6K3bm31dmisdtmqZpSZGjRfphUnsoz+Ec/potkbCC5ypI3eZKd7nu23KI1VXS1sHmkhY4rRIyIufxeZI/LADjjGo7BXbv3A3y1q+deggpyRLJnEcKHJwWx1cn9dWjsrwk27tykWtvlN+0btFB5y0tSh8nq9AmR0k/Y507U9a15uc1DcrMKWicqKgRMF+Tp4z1KpwOWdgcgemuPLtoElsLch+ZBERc1VqeCF7LQ3DcV3jt1DVRyVs7kdUsFMq9XW47AkkAD76k+wvCGwXCwUUlRSzT3C7u0jyyTY+UoA/DMvoXVeB65+2p1uKtstdalnvzSpTSVqVVTGiE9Uaf2UJAGcdic8e+my67lpo6W6zS1UtGfl4625dEIUwR9AEdKrjgP0/Tgc/Udc19dV1DcNyDfh8FpYBF1PhdsaOJTQ0dLSG4QulqScsx6QT11Eme+FwVHpxpXH/ottixz7Y2zJL+zaJC93usYDSStgEor9sn8+M41Bt2bov9ZbI71Yqar+bWMrWN5BeKlizno6zwDgqD+X30rWomXblJU7roP3c5Jp7dRoIYYeocvIzfjck8DnGqbmVzQZX3F9L/AC8PqpcDRSy0XetvrUtbTtRW11j/ANVppCGMUa/hcjtnBzzzoncl8hq7VLSyRz3Jqo+b8rBEYzcJlP45GHaMHuPXGqltd/vG3rs8e34PPlhTojmqE+YCZPCgDgH76XDxQ3JbrbWLfIYY6+MmOlnMRDRknLKVHGCPtxnWp2e4vxN7rc1MQVp2y6ftGy0dyiejqKyh+hWq1MdFRnJJaNDwensCcZ/TTbfq2az07XCgtkcYmYPJd54BP5bNgkoOT9WTg9hqjbdvOoorb8itI9UzyGaXzJ38pnyekhABjpHoTzp/fxJ3Xd+moq7/AEoijHT8qVJR1C46fKUf1Otf9MkY6+Vs1MQVwC10d1DVcsCX+oqAhSsnIaNAOCAG4HPoNIt17JmudglsVI/n3TyGqFFNAEU9J4Uk/h/x1VU++5L1RUdNPLbqNKVuiFYoShx7kYPr650mu1xuFkuUlOk0zymLMVTBVtKpJ5yOn1+2NBlHMxws6xQxJGu2LhRS/K1rx00jq3WKhxhjj8BI/Ax9M8aSTwJQVUtvnoJqWboVQrPyPXn30ppb9+z0aWda2WumKtI0sweMx89SspGf89F3/dEV2qJZ6Oh+Xp2f6Yust0sOwBIzj7a7EbpsViMlVFVVBQSWE1iVMxr4Zyk8TdgpH0lfXOc5/TU58JbTXUNum3VtW9hr9SSr5lqdOKqn7kD37aavCnd1psG7ortuejgkiEbxxCVsRxyt+FnAHKg9x7acLjtlKLd8c2y/EazOyJJVmtjc08cTcsyDvx6AAc6NQcV49MverNyzV1X7e20fELbdbearZtZX1sUaU/VUeYsUU/qjEcKq+p9tVnt69VNmrxbblc44KKolepZbEij5dgvTkHALDnGASDqCrvi/1lY9XBdxBUSydU0MShIKggfi6RwWP5DOrWqKW0zbeg3Za9yi5V1bTrC5q5oaeemReGiiUd2Bz9JHOOM6U3IhGHgVa+IpRTXu0VlBcjZbb8hT20M1ZUXOTpqpnlZV6xAeM47nnTBvhNi7eqo1r69b/XCJ8+e3Usa44jAGAp5yPXUh3N4l1dg2XTzUMdHd7cU+Upay528StWSHpLhnVl6AvYFgSdVLcJ/9JqSOR6W2UMQcp5NPM8fXIzf2mPqXA+x4Hpowxk9Y5BFx4KCVNY9dKZ5CxHZVxwq57caV0kcEMhljqBgj6Qckt+mp3cPBzc1sqoYbTLSXdqimNSTb62KqUR/7Sqcg6iE1HVRTm3hc1LSBFiAHB+x10WODhibosiCDZACfMTJbY5VDSuvVIyk+Svqx+w1c+y92bbtVspttUS0yiGLJqpv3a5H9ozdQ5J74HfUIg2hfdm2G43iW0RzlkRjUzx5MRzyEXOTj3IwdLqSotV+moblv2ppomkVWpjIvlx1MSg46unAUcDjudcSvcyubxLByNze3Liu7QsfRuucnHnkLeKQeJ3iDZ9ysltslkpIoKZusVSR9DySfxdv4T99QGGnesmV6kuUJGXz1dOnje9fZL9uV59uWiKjpDhESMFOv/aI9Bq2vBDwAvW76qK93qlWCyhfpecFTLn+KNO5/3jxpqJ0Oz6UPfdo79b/VJVJmq6ggEHPhkFGPCzwTufivX1LUU0dPR0hHnTODyT/CvpnA1t14Z+GWxdoWSiFmtEMjopLVM0fVIz8hu/bnUk2rs/b+yrXFZ9tUSUlPCCML+JmPdifU6eBAqdXQuF6ioKNjuT+nOvKbQ2tLWktBszlp711qWhZTgE5nmghoh9ERyrHpUkdjpL+yIlus97qJXmDUy0YjPKp9WS33zxpBua/tYKBayhpaaWp81QkM0xQMh5bp6QctjJGoRWwb/wB5WypraO63CwU0UoMVMix9Txg/iJOWJ+xI/LXOihLhiJsE26QDIC6lu6972jZsKTXWqpIlMZcebMFGBwFH31TlT8ZNio4HNPtaeSoEjKgknCoy8gMCOdWVReGO0t1UtNdtwWmO6VVOF6nnXqdiO578/oNBq/CjaI3GtTQW6ljRMTtHLRI6g89OGwCPyydPQGiZlM0uPjYJeUVBP7ZAChm1vi42XeZzTbpoZ7NK837vo+tFTAwzHv3P9dXJbNzWC+QCe03miropE84fLyB8r74HP9NUf4geF9PW7dukF1tMk1ear5hKtYI8qrEYRMcj2wda8XRtw+Gt0p6a23aspqlV+aRk4CZYjCsOG7c+meNOt2dS1wvTnCeRzCXdVS05/dFx7l0FjcMInowGOcjJ4x99HLiSUOenzC397gY9tUb4E+PNl8QquDb24I5KbdBg6BUY/d1WME8D8L8au8AJ1QMv1MTlQQXx64A74+2uNPTSU0m7kFinY5WzNxsOSpvxs8HaHcNDXb12tRSUm5aJXYyQAos4Un8S9mJHrrWKS/R1SLLeaeOCGnQ+SvlgSRTq+D147ZyT+WuhMEqhOoP1Ko6c9PUCO3OtbPiX8JaDyRvWgWGCkepie5Do+lSTjhQBkEZyddXZdU2Rwp5deB+X0WFQx0Y3jNOI+aqnbe7KVayLcct0hprvQsaeQAjoqIl7ZHqCM4PuNWJNfUvyPc457bNa5YS6QyuMqccqfb+eq62TtG00NfTXqipYblSPWGlB8nqTyyuWEgPKkdhqdLZqW3QXGyU8E0ttqxJLCrQjNODxhT6/loVwg3vUvcfhHkujQunEXXtY/l/NIbLX2S02L9pVFOlLTQuxYSHrXvwOPb30/wBn3hLNc6ampGPRX5NL1xnpkXOcBvT1/nqt/DuS2XWhvVhrqWWugpZVI6pDGvSTjL+3I51YlVdLHaIYaOW+WyhpKLpOfOVyeMdKg/Vx7jWFXC1spYWkn5WyW1LM50YkDgB875qWwbhirBPDdqIUbxAhknZTG4zjKn14P+Gk9Tuuhio0mRjNT1ClQ0SlShXjBPcD2/XVT1G8dpGeogg3WKamqUUpKIH8yJh3AypyT76abx4hbUoqOtoLLXV8vzMagTysShk9Sc4bn9ANVi2NI82DDw4ED3laSbYjYMRcPeCVbUDstGDX1/khpXV6iaq7RsfpA7apzeF8vV7vz7YsHmXFzP00iUx6gT/eJH4v8NMMO7dzbgrv2FbKoMazh0BHQB759gNbF7L8M9mWS1xUgt1vlqaiBZJ6nzWEjMPxBXP4R/uj89dWOkbsl28ms53ADh3lcWo2idot3cNwOJPwCoTefhtcdj2ejqdx3ASXKqlwKRBwg75z/F31HNqVkcG+rDUTBWhjroiSRkfixgj9Rq+/Falspp7nQXA1FfSQUDS0E1YBK8DqwDLHIDllA/lnWt22Hnbclppk6Qz3KEdXoPrA/wAMHXZp531dK/ea2PC2oK47mCGoZg5j4hbxEyFmljTqVsBSOMDjn/HSaFoKqoaRCrBezJ9Qxj0P56Bd7jSWhYZJyPrlSnVs9mYhQPv+WjKOeNY3WneJ4oZXWRgOlUIPPJ/PXzINIbcBfUCQXYb6Ii53WKxUD3C5SeTTRYZ3UZ6Vz3OtZt6blq/EK/1tTNWR0Vqo+poTKSMLyQFH95sc6kPjt4lGorJdpWmtFTRghpug46n9UyPQapyWarLYZ/MkJ4Aw35AD1J7a9vsDZfR4+lSdt2ncPqvD7f2nv5OixnqjXvP2W1ngz4bbLtnh1/phe6Fqm93GiesglblYIMlEIXt1E/rg6ummplkSCGnASmo4BSYwVDtxnA/Ma56wXjeNrKywvdKfyVKKVLqqgHPTjtgHHGre2r8We8bXQLTX6mp73LFgxzzkxt27NgfV9tGu2TUzOMjXYiTpfRIU1bEwYCLZLbgrSrTx0tUSiNiLpkPL/bA7/lqJ728Dtj71YVUtFJaq6JQkFXQgRuAO2R2I+2m3w18cdheINMknziW26JgSU1bKoYse/lHsR/XVposQxM8kjJj0Ix9jn01wD0ihkyu1wXTaI6lvMFavb88F99bdp7ffUp49wR22bzFko1xUBlbrUvGeG/Bg41Dj4u26psG49vXukZZKqV6uiR4igjlcMZFI9MMTz9vvrdaF1VV8vhi2FLMPpOCOD6nnTPfvD/Ze5wp3BtS2V8gT6ZKmlQsozxz9+ddui9pZYQRUDF38VzanY8cpvGcK0u+HrxN3BsTdn7BpeqqtF2nSCrp+o9EbMcCUH+EjP663gmTMXyyMGcg9IBwWx/lnSG3bS2rt+kFNYtv222xn62WKmEYbHq3GfvnTnDH5skUqLhugHq/xxrkbSrY62XfMZh5966NHTOp2YHOuvU0cj4idUQRlYlxwTxzz7ZOheYlT0MgSSnIKv1DIYA+3bUI8VvGTbPhRbXW4Tia7zxM1JQKSzOfRnx+Ff151rZafi33vbq+tqLrQ2+phqyHhi8sxiJQMBFx/CfX10aXZlTVsMkbcuF+PgqzVkMDsLitqdxeH2yt2wIm5NrUNaD1Bi0CiVu/YjGoFdfhg8JZyflLDU0rTP0KYqksEX1bB9tM+yvit2buCGmodyUk1tuz5BlCGWnZzkDp6SXHP21d05kn8ualCBCI2jdkbqOe5I9NR5rKE4HEt81GiCp6wAK0z3btex+HW7rXZKS4VdVMlVDP0HKxNF1kAMvuD7a2DodwRv53nVtLEtBEZhIxOAFHJx9s61++KoVlB4ox1cEhMdRSJ5TKwXDKxyc+nOoLQbr8RtwmLa9vuEtTLUSsgGQWIkGGQseSp786+gbLqi6kbJIcyF5Wupxvy1mQCv66fEPs62VXytDDJdwxIeaJumJBngYIyTnSHaHiFvTxVvtO1DQw2Gy0kj1NTUt1S9coX6Y8DHV1MBkdvfSHw/wDh+t1DbVrN40pnrWb/ANGEo8scHlunuNW6xt9lgjo6SFIAoHlxqmFYYxgYHH665Vf7SYCWU2Z58PuqNpmt1TQ9tvJjqhe9zSVqTr0OkEIgVATknjn7d9KaOmp7dQUluppWjpqb6cl+pgmfw8986OqA7NBEiP5buXkYJ1DP3PHt20XW0qV7xwPHJKMlpAEC55zjPYH8/bXlqmsnrHB07r/nBMxsDcgh3KJmoZhI7oixN0IODntj+WuwHhzSrQ7D29RqCBDbKdAD9o11yCuqtPCscRanKSAAkZDcYAP89dj9vxmKyW6LH4KWJTjt+Aa7Xs43rSHuHzVXpy17Xte16pZpJdSRa6wjuIJP/ZOuQFJbWiqGus6SPUVCjzJC+elRyAAMcAk6687hkMViuMg7rSyn9Qh1yQpXUwRyzBsleenjOfTGmqcCxulqg6LFRVxCRaWQsFUAq0rDDe4z76EZSZTEA3VngYU+mseUJmYBmGBj6u2i5IUVkjncsQmFYLgfnnHfTF7JYI1gHlDLkhlwuX4+5wNAJaSTy1jJ8wgHHAz7axSq0YRJCGJ7Ht0rnA/PjOlCS09L1zZy0aHOe+T66gPNQ5IiWGR6gojjIB6mJwQewH5DTc8FR81VmUg9JQwTNg9Ix9RAxwfv3021O76mGsko6KyVPSeI6hulY3Y9gozkkeuoldbldbZDLdr3uCsZIZiZX8sQxLnjAHcqP66oSFYAlKt6Vbr9U+6jQiPrYTRIvzEMR4KRkBsMe5OD21AampVHpr9ZKi93E1LFWqampAqWReE6EkU/QWOOAMd8eukdd4t7UsVO15paZLtXyzlJI/42C/hcv6D1wBpBX+LlBcYFSjpKG33CpiHVJOwZoQzAs3UOO2fuTjWZc08VqGkcER4l7g3ta6WgrrlUTQwVL+bFBUSGR+tVyfM6SuCx9Memqfnq811T0QdCz/WUjZugZ5OBnUh3TuyO4qtqppnlp4XZkkkGTKW7k5P541GqqWJYlp4qVOvOerIJb7D20u83KYY2wQo7hHRzNPBGJ1QAr1dQCuCCDjOG/I8HTtfN67q3zWRvd65quWNI6WBREkUMEefpVVUBEHPr+upXsfwVuW4mpqrcFW1BS1CkxdABbkcZPpz+up1Q7MNv23OLJQQR3LbcmK6kmjylXjI6mB/GjJkj7nXJn2lDGcLTcrUNuoNb/CmpskR3B4g0VZV2IREPU2ieOcwykgAyA89II56cjIA1M6S5tVWeGqhmsN5oKBfof/5pulOV7MrRsSTj+9jPtpzigqFtUVVQ1NHS06U0hmSglkELoxUhlibqHcYYAEeuo3LeaCpnaCv2rZrrUqgnWsaRqd25+ktx6Ljt341y3TPqc35kcvwfHyRtZL6DxJuFTJb7LLNWXmljc1opqmDy60BMspklLdLqPfAJ1IZrxbrp5SW+Spq6qtQ1E8BnP1u3ZWI+hQqgjVWRVNVvbd9JTFKijpZPpqTGD1cnkLnnoHH2xzp9rvEHa+w4am02Zaa61RmYSq7NkMDgfX0hdCSlFwI29bl9SjeyfdwmWxU1XNFPTW2dOmqaXypK2Qs/ARskIoHfnI7cah9w8QLfTRxWvaVrram6U9QamprbgiuKuYkFmaDnHpgAj8tNG7vFq67opJKChoxa6WpjAqYopRIZmGMHJ5HbtqA+VKCskchLs31Auepjp+loiW/va8vrzVSc8lalx8UIai2/6L7itNTa+t3lr/ko0xVStnDFH/D+moJXbkrLnGtBSNWssaeVGJpVk+gHIUnoBJ1KPD7wY3j4hyfO+WaO3KQsldWZ6R9wO5xz27av/avhD4bWeijsN62u1fCck3V1bMcgPZipwAe4PbHB1jNWUez+qBiPIcFACVqrQ2TdF7qIlp6asqJUUJFHTxFmwPcL2/x1P9v+AHijfQJ6bbooTKOai4SAMee2GGcnWzs1xt2z0WKybapqSWOZYowY0hjqIz/EkmMZ0+PebxcbbcZ7JQtTVUTAQtXP0wvkDk+oXPHHfXMn2/ObGFgAPE5q4YtaKX4Xdw0twppN232igt8oZqqSkJMkPSOMKV59jj31Obf8Kmy2hp2esqSzoW64ZmDSDHBGTjP6al3h3vbcFWNw0PirUW1paWtCUkUChVZQmT5YHJwQpB7886eay90VbX08NRU1FvhlmHyleThJmwTyD27Y++k59o7QL8Dn2ty0KsGhVPH8M+wqe4mkqN9VlPKC3VQ1QRZcD1U+v8tHVPw7eH8BmWm3nuGjkgCszJ5ciIrdjkKAR+R1Ym575QU0f7D3pZ6DcRpyJGM6pDJ5bclkLHnGcHpOdRN4tlWaJ02Ne6va8t2UdFJVMJ4I8HmREbOT9gedFlbWPFzI4ctLfX080MLVFZfhjuMldNLa/FqJolUAzVMTpIykcgdL844B0xb3+GbdNgomuKbmo7l50gjihSJlmmduwUEn7859Dp4pvFK9bYiqId07bMiyVGTcoVZUdQfxNCThGPByNTnZ+7KDdt2sldWXg1kdFSTVQQjCJL0BEwPy6s/rpx9XtGns9zgWjuGfu/O5SzSta7l4P79tkYnrttVrwB2XqhjEgPTwSOnPHGolU0U9HO8VUkkEns8ZUj/DGugEFdR1cdvlognlIDJL0nCopOcY+5OqyNPSb73Tcr9cbLSVNjiDUlM80S9bsDgupx+HOQM63p9vSPuZm5Dy8vNAsC1ety0tM6Vdxhkr4GIx8pViJ1P3yp50lrLnAtatZbIqi2GNswuJeqRWHZusAHJ9SNXhuXwD29Peke13NbZQvzJI56h1n+BR641Xl68Lb7tAS3k09NdrdFN0YYlS2eA3TnsfTXXh2hTTkWdmeaobhIX3ffdyW2isd2vcrrT1DmN2fqLCXAYMx74xnLZP5aa4rTHTXGopIrrURmJgEdIiBI3p1DOBzoElirmLz/s+WiHLGOSF1Vh7DQKSSvpnaRY3UQ4BBXKg+nOnQ0fx0Qunzb++L1smquMHyUcz1ULU8qTKQv8AvBRgcflqMVNbUysKlGKSdXXwMEflp3pK4G6JX3K0C5QvkyxySMFk47dSnI99NtYsfmytF1wiTlIsFgo9snWgaLWUub3Xptw3SrpVp6mrk+k8sWbLj2YHg6TQ0Fxr6qOn6Jp2dxHGqksxJ5Cj/u1igpp6uup4aOjeommkESRoOWc9gB763X+H7wBpNjxxbs3XSrJuJ4yRBJgrRxk8YHqx7fbXNrauHZsWIjM6DmnaeKWsfYHLmot4OfC9T280+4/EemillZRIlsDHqDdwZSDgn7DWylPAlNTokEQRYQFRFXCIB6DGia+eigrY3qqh0eYlYqdRn6jgKRxwONKqdSgREQYc9J7HGO+vDVdXLWvxynwHAL0MFPHTtsweaLmKNID5ZLtn6EPJHqef8dNO4922nb9FLULU081QsJmp4hLjzjjAH0/hBPGfU9tKty3ZNu2yW4FYnmRWMMZzksTznA/CB31GobVTbjljv1eqysEDUscCAIOkcIeMkZ9/XtzrCNgPXf2Vo8nst1Ru0qGpuVAm79z08ZvldD0hYUIjpoxkLGgI5KgnLHueNSempkpKU0j5k60Cs7Nk9OOT09jpPTXWgovlrRTRSFDEXDoC8UYK/wAbDgEnP8tMO6LpNU19rg26j1dY7uPKVh5Ij6MMZSOw9tXLXSv5BC4YBzTxbIUjtcFV1MHpGdkc4UMpJGCBoFLuSzVKTSnqmkqJVilSNepgD2JIHYY9NMth2Tf442G5rtU1xMgeNKeXyYI1J/D0/iYD76kdJZILPDI1jRYqiX8XWQRJj0bPpzqPEYJF7n0QaXO7lHt43b5S5JRSiOOmmIp2cyhVjUrnqOe+qg8X9pUe9KCktNiqkqDb0YwVEKKiRyFh5pbH1YAzhT31N971kMW41tu4aUS1V2CzpAZW8lhGQCFK4AAwCcnOAR21HLfY5tvpWmz19DTCvcD5jDujE5zgMcKc8fp2106X9jC9pseHelJbS3adFqvXWrcOzZaa6tBJS/v2EFQmUPUp/EM8jt21vL4T36l8VNi2Xc14hZbhQOV+agmMbB0wCcgjIbjKng61m8dLFcqFLfSRXCevjjTNWofzB5g7MQBhcdu/OnD4UfEebbe8jtWvJNFe/wB1ECeIpRyDg8DOuttCI19GJ2doZ+SQpX9GnMZ0K3OZTDN5awlFmOWCfh6vU+uk25bHTbo29XWWpiieOqp3Q9SB8HB5Az39M/fSmaVIIEzkuQcn1YeuhUdZTlEeLrZQSFKHPODnJ148PLHYm6hd7CHDCdCufovU/hxer5tO6pVSU1PUF4p4wVkSZfwsQTjBHBB0rTx8egV/lLHJVSpH5cMlXMvSue5KKMH+ej/iWJTxSvSShQT5bSdAGGyuQePtonZfhLbN1PR3zcjLZrbWL009NTuWeTpXJY5P05x/PX0OLZ0Nexs8jblwBPJecO0pqMmJjrAZBVlWbmudfU1FR56071JPmpTjoVwTnkDGg04nanY4lk+rBYDgE+hJ1eL+B9FS0d6qKFYqFJF67Y1c6tKyqORyO5x7apwTyuXiny8ucOT9IBHbI109wIxkFzjUGU6pBL82BGI3c5yVLuR04/x0CG31tZUJSwxyzzzKAI4V62kb2AXSirlih80uCWb6ERTwpPuNbCfDdsK/U1pk3+1mjqXMLU9HEZQHZf4iv91uBgn76Xq6oUkJld+HgtaeEzyCNSLwU8K7L4Z22nrd9zRW7cN++iljq1HSqnlUViOCR3B1Ym7LPSbXqKe9yQTilpmaIZcswLDjpxkeX+Y40Te7FafFnZNLY9wGqpLvSM5jnlPTLSzqOzY4I7A++qxo9/bu2NbZ7D4h1Jr6GkHl9MjBZVHIV4j/ANJGfX1GvHneVjzI49e+be7hZd2zYGBturz+qjviFU7Sg2DWo1xE01XWianpomUtAG/EQW+oqQB1Y4zqjIJWq7tQLQSRp1TxrCyoQwPWMZxxnSndm5J9wbgmqpSDTqWEKqPpVAeMe3Gm6jheiuNDUOssTRzxSJ1Dp46gQfy416mmpzBCQ45lciSbeSg8At2qaK5ulVBc4oZTG8Rp/LIyMIOSeyknPfVa+Nd8rDb/APR3y/39VOEhQVBVEjwPrkC/i5zwfbVj1lwtVjpa3cFWyxJPT/MVBYkrlEABHtnPprXxbjU7+vVXua6iVGaRIoIaaDqZjn6Vx6jpGTnXiti0omn30g6rfjy9F7XbVUYIBEw9Z3w5+qZJPB3cUM9D5txoZlqpFRpIvMcUylsZcdOCP11bu1fAej2JumKqpr1TbguVsgNZLStF8vGEY/R5bknpckcZ1M7RtnxRhtNK1rslFcWmdJ1MrGmijQdg6j+L3A0muNh8drRV1N++V25MZocyQKrTOCpKoVZhnqUnIHvrsz7RlnBZjaB4jNeZjpWM62ElKL1tOg3ZTVN1usooIaWanqDQqWYo7ZWRo5lx0P1fS3cZBzqlL3sbcW7Nx/se83OnFqt0TGnr3hjWV6dHx0daAK78kfUeSNXpNtDfFso7asO3Xo6yoaKlu9zp6v5mXyCepiIe3WWY5bHGTrNddaFL1cXtD01qtO1oTSw0jkn9o1HSOkGM9hn17scnWMFU+DsG/LutktJYWvzcLKjty/DfebJQNfLFfVkpY8zCCqiMVRHGOzErkHH203bZ+IHxG8P2NlF1pb1SRyBuioQyKy+yscEfy1ednq65ae63beFUgviwrLURQqJIqOnbiOFR6Mc8599ArvCrYO6PkNpTbWhoKt6M19XXQfjV2P4MngcemmBXNcCytbjA42GSxNMW9anNkfsz4u9j3Zlp9yUFVaZmXq89QJ4FPr1AYYfbGdWpR+Kvh/X0FJeaPdVCaWpbojaSYoQTxhg3K85761V3/wDD9U2jctLZrFQFbZOGp6W4RsV65ukt+9zkYBGMjUfrvh03pb4Kyoe+2qZKKnSWTyagv9UjqsacDgnJx+WsZNnbPns6OTDfhqtG1NVHdr2Xstt95eMPhttlJUu+7KeSXAzTULLNIB9wp4zqrt1fEVuXdlNXW3wttD0qlCxr5omklCAcFQQEj/3mOqNt3hlTWy5W2i3FuqC3/tFnhmWGKR5E6WKspwMY6lxn762RtG39vWG2xWIUkNbSgphJ06qdyvA+kcAn3OdUdSUVEA7N54X0VukVFRl2R6rVVNqbw3ddJq25tVlmZvNuVYZGh6xk/VKAQPz7ammw/BKKprbLet4TpcLXVuwmp6VX54IUlxgMernA51selwe1bipLXUxeeZ4Zo2hIBVUwOlRxjHST9tRS1bgWybRul0ptv1FVDRXJqR4ImCu8SOOmUAkY74/L7aZdtOeRmGMYRkMu/wCCzbRsY7E43VC3/ZsuwPFC2JtpXEFFX0YiqI2MirIxBIyeCcgjB9jrfmqGS7BQckuA3YnGP0/LWnm3dxV+5LlVbYt+3Hqay61c3ykXnpH8v1ydQdwASPJw2Md851ttFJVxQQw1dQZaiOCNJXC8SMAAT/PXO2w9792JNQD56Jmga1uMs0K1X+KfbFRVb5sENCFhSrozGjyuekENkj9M5404eH+0bb4fUlayCKerZY45a9wFd1Zc/u1PYAn0yTjTt8XMU/yO3KmNSHp6mbMhbgfTkDn041V+y9/bvukz0lusNB8tIoMUs3USjL3IY5Jz7DA10GiWfZ8bWHq2zztxK5NbZtS5XZa7xXdcNvrIqmeRadm6usdLt1dLdgPqGR+mvXC+7lFO/wA09vs9OGKrVVEgfoGcYCBssTjvn9NR9nrgaZb1XGFvLeaR6dfwdupOphyM4yftpur9wXmpqvL2tZEiWd1i/b9yjOAuTkJ1fmO3Gua2AYtAl73Uho7da9xViSVlsvFckByKupkkjiYj2QMAw9j0n89TYLHHGFgVQMYCZwAPy0z0NslqqGmiud1mqWjVVaVGKGRuxPHpp2jigpI/l4FYCNSBli36n76SmeHGwVgF6jo4J6ylpyhJnqoopF5JPVIo4/7tdjbYvl2+ljB4WBB/JRrjnaZ/Jr6GscfRSVlPM5fvhZFJ/oNdjba6y0FNKvZoUYfqo16L2c/+zy+azelWva9r2vUrNNG63Ee2LtITwtHMc/8AUbXJWlkjqqSIKQw6AAM9jjXWPe7eXsy+MTjpt9Qf/uZ1yOhCxUcCF2HnCNBgdsDP6Z01T6FKVNrhOciyREfxL3PudFtcaMSJT1Lxq7dlc4yfbWfOAdRJ+LsuTzge+m+52ykvDjzUDOrnp+nOmDpksBqgSVVQpk8qkalgQcSMQ+WzwQB6ZB/mNRO4zXYXOskhScwzqnSVmOSxH1YzwAMDTtWW64R0CxpXyoFUfVTdgc8DB5/rpmqdz0k4koaoyVMtOjeVlumckcnqUAZPp9OdUIyVhmmyot+5aylEEO5I7fPSMZVlMZlUpjI6yfUeuqt3JU753jQVFFfbvNVUKSMiy0VKPLmZDhOc+vrq5KO4hqNKYSwVkVSpM0SgckjPSf4gMccjUI3JuCisM9NSS0ZpaVJAwVCpgpM88/3j9gM6ycOa1aVWddt+0y7ek27S2v5u+QvhZoUKBTnnq+2OPv8ApqrpeuJDGypGASD098g4Jz686nG6vEeaoSez2ArSUMkrSyyxjE1S5J+t2749h6aP8KfC99/XNzWGRLfSr1zOAcOf/Vo3qe+dJ1E8cDC9+QCZY0lR7Zm27nuWujo6CjnkEreS8wUHoGO4z2/PVu7d8BqWC13Cy3eqX/SCZeqmkH4FUHIIPrz66lcFLRbHkq7TtT5aorLVEk1bRGL961O31M8TerAen+zp386W+0lFfozOKyFVanqYfwsG7ELnlT2K+nONeZq9pzTZx9VvDn59y2DQFDdm7lrobPW2S8wwmvtEppnx9PUSPxg+5A/XGhV+6rXbbga2k+YvdXCopqzAK08kfScdbg4ypI9+2mvxDrqZbrU7rsdPN841O1JeaZI/3ULjgOT2B7Eeul+0Tbqe2taZEieWWnQ0rOR5fWwJGcHGW7ZPOTzrNzW23pGvD4qaJys2y6amuFPDuSahoqWtWStpaKFx5YPGU556ec47HnSxai0y1MFxNvpEpKYmKlbo6VZjwrFR3YrgqD2Gq0rLra7tdrpNWTNVwUdKtLA7jExK/Sqw84H1k9T9gq/fQ7ddJpKWnoLik9U1IJKhaLzVhplwcebNLn94SOPpPYDGrPpnu6zjmpdZ8RN909lrK6122sNfWzRPDJVABBCH7KCO5Xke2qeYq7fVLyeS2O50dcq2W6XKaschTLIW6UH0gewHtpftzb9z3VdY7NZaVqmaTso7YH39Pz13YYWUkeeXMqpN0Kw2C67hqBRWqjerc9o0XJc+wxrarwu+HuxW60UV43TSia9dQnCn+zp2H8IX1x6+/Gon4b7K3ps+kSjksSW75idZamr+bQTGn5BiQdwSSDwfTU7vFLRRQS18NythhlVoj85XyYjcEcsM9RbI9NcDae0JJjuYXWbzGd1ZgtqrDe4W2krI7VDTRQ1zxtJDH0gQSouOrtwDkjjSKrmkmuJvtjrmoKyKMRVlFUREwVAA4Vj/AAt7H2OqPe/0cMldNVX2gqJKeFUiNFQVEilieVRmIXrAPr7fbTZZ/ESmse7amm/a7UlGwDVE0VQ0prGx9KnqBVMfxAY/PXLbsx9iW3vblqrXVn7ius286myV9l6Gp6eWUVtuZVkko37dZH8QBHA/XTL4k79rrRahtfct1jtoqQXjNEvXPJCp+kH+7lgc9yNFx7129ZbTLcrPcIIoHSapCwQeTNUODkdTn9fzxqkd87zn8VL+lTQ28UgiRQHkkyQAvOX7AE5P66doaF00gBb1W8eKBctitu37Z9FZoBR235GnJ6YZKiRfMzgFmLserJydVfvPxjqN8XJ7LNVrarIjvHBMkYeWQDgfUe3Prqkq2WeRvplnmAx9DSEkNjk8cd9N4nZVJI7E8s3GR6Aa6sOxY2PMjjc8L8FXEbLY3bt68O7vTxPvK50rzWqQJFNW1DO0if3gO2Dpzv8A4u+Gxp6SOkko5Ep26UhSPHl4PByw5yPbWs0NRM6HCkshBBdgAPtjUl2/tC035op7zvSio/NHUY4qaSeWM57FRj+mdGTZMIdjke7wCLMTzYKz7/4p7SV6mnoayOrasRerqpFAJJ5De/HYar076prGgG10aGCZCasMnSS5J4QA8DGNSHdnhP4Z26mt1RY/E5a6SbrNa0yhGhCqSMJjqyTxg6kP/kxiexU91od6R1ZrKYz08KQDqkYgdK5z/P8ALVY3UUDBiJseYK36NMSQAMu9SC1eLslr8Omqqi3wtJWQFYZI5OC5HQCQfUf5aLt26bLaaa0bXtl4+ceYGqr3QdKRxAZIUe/V299Qy4/D54qUlFHQ0zG52+JTIUgcDygDlvpYjnOe2q2uVBuLbVb5tdQ1cBUjolmgKhlB4H/wOqRbPppb7p4Nzf6Kj2SR9ttlfFfvrat9r6mb5K6pDSUzQwOIWJRmPL57An30Dbdz/wBIayoppGt0tFIxjFPW16D9zjhc9+onBJH5aqK++J1fcbYtuWB1UkGSPrxEWx3I7k/mdRJax5nEqRpFIx6sx9h/w1ePZZwEHL1WeJX/AFniRfJI02Bebja6UUyvTTuKfz3WPPSo6uxYjudRWDZEdxvNbQ7L3TSQ1UEfmCneQFJMZDZz9OT7DVUT3GoqqhJWkZygw3Uc9RyeT76DFUVDyKtJKyzfwtGSD9wMabioTT5wuwnwyuqlyeKqGpt91lpbjWQ0lZAWWRTyuR6DHGl2z5KS47npY71Zp7vCMrFRU56XnkI+hMjnoLd8advDTwn3NvC/0bXHbtY9rqJPLmqqjqhRCe7Anljrdbw+8F9geH0sNTZ7BDJcOgstZISz4xwFznGftrGu2xHQdQ9Z/IfmSbpaGSpN9BzUM8F/h8oKGrG997WWmiu8jmWC3Qj9xRL6DH8TDV00NNNT+ZFNIJnaWTy2Ugt5RbK9Xrx216W6U8MCVzjhwEwv4usnlAPfUQpN3Q0l/rKa7H/WqbpAkQ466V3/AHOB7gsQT9udeLmmnrnulkNyvRRsipmhjFLJaRKyojmEcgZGcBiv48dx74Hvpj3NvTbe2hTrea0U8zydMMSL1GSQ/wAH5nR25d3CwuaSKsp0r6kj5GOVeoyj1UL7/fVcTbWp9yXKPc+5DNU10bedGwOIR0n+yRRwMD17kg6kEIccUmQRlkI6rNU6U+95rt4hmjjpJCYaYOwclUp1P4lHoX+2pTNdbDR0v7ToLlSUbq2EeqkCqGPJzptp5bUb1UVlFTweRNTJOZsjBbGDk+mO2Nay/EX4o23dlxSw2ilUi3ydMkqjAZgAOlQO/Prp2Cj6ZKI2CwAz7kvJP0dhe/NT3YXiTuDce6qjwmWmgFGKqcvcaZseTTlizKD6jnCn76vfbe37Zt2mno7RSxI0TCJip6mIwOnqP5fzOoR8P/g3F4f7VS43hIqm93hBJVN1Hpii7rHj3HGrQWHyppJWiCTToHl8s4B6eB+ml66aJ0rmQ9kep4la00bwwGTX4cliB5iggZelR376xPUpTqzsHYFlUKB20siBaNnGSx7KDpA8he4rSxVMZkQdU0IGWUY4z7aQ4pk8k0b12pS7t21WW3opEqZEAgq5xg0/OQQe/wCIDVGbbv1v3Bcv9F961l0qa2hqBHU2+lUxU8EisQS3QMnkLjn21sTeZKOms9fNcoPNp4Kdp50UZ6lQdYGPXtrV/wAMKfdG4d7bz3RY6mmNU00UxE8LBGZk6guARggDGurs/rQyYtBa3jokaohsjLcfglnxB01LBsRUoKaogSmrhkucKwPHbuR99UX4UyRp4k7cby1wbhGAV986l/i5V7nv1XHBJU09dLJK2Y6YyBi3qCjcAe2m/wCHzbNbcfFi0ximOKB3qZUdchSvGP569HTtEFE4uPAn0XLmO9qBYcQt95IHkkAmqfoQdI9snRUbQU3+rLH0F2/Gq/SWzyD+eNYWqkUAY6guAB0859/66UmWAlYTGrOD5jKpBIJ4Bx/4768Mb2Xoxa60j+Iy2/P+PVbQqOjIpC+FOOF549dP/wCzLjT1U3VS21JolCRqjFSquowWxwGPsNIvG3flHQ+NVyuqR9M9rxSRZIYP0p1ZOfXqYcfbS/ZEMIoZt2te4rmaqbzJhIufLc8gfnnga+pbJBFHGDrYLxNef33W5oifbW9Jp1jMs/zCU+Y2E/C/oc9C/nydU3ue0123r3UQVSxz/vFkaZGBBY88+/rq1PEe536sq6iipLjV2y1NGhBBwJ6k9kDew9fTVQ19JcmrJ0us8bS0hJkkEoaJsex/iOnnmwzWEeZT54Z7AuXi7vVrZTvHTQnqqauXo4SIEZwPc+mt0NubKh8Org0e3o2Nuq6RIjE7H93UIOH/AOuMg/cDVf8AwteHcm29q1O66+CoW6XpAVEv0oIOr6ekD1POf01eNxpI6y3y0dQxXzgY1IbDBj2x7YPI/LXz/bO0HT1BiaeoMrd/Nep2fSiOPGR1j+BQaP8AZCvW7noPohrvpYDJzPyrHHpyMfprV34k71UT7jobO9UssVDT/gUj6CxJIyNWb4qeKz+HtsrdqWylkFVcWJWZkwEccM4+zf451r1tKWy1+5Qu7bbW3OnqkeMpCcyB27Oue5B5xp7ZVI6M9Kfpw70vW1AcNw3VOWyfDq5bjoqi8sIIjRGGSCKQjEwYnBb/AGeO/vojxEle+bok/ZSO1NbIqeKdhH0pG7EAnpHAAY4Grf2DXmG/w7al2q9PCtG1LXdAXEtvk/s5SufxK3Jx99DsWx9r0W2t4Gsqp5r5VvJbBG6gRJOH6oCoHcNhTn0Azps1pbKXP7rcdTZYNp7tAb5+ShXiL4jNvO30O0LF1hKeUJPUMcCowoGAPb1/TVueAXhDfLTbRdNy1kXyMk3nxQKmJZBjAPV3xqDeC/g5/pJf5rjGZ5rfSowlqQVVahyQCF9QpIbnHYa27EUdDTU9ElC0cMEICvGMhCAMD7j765FdUR0cYo6bTUroxCStf0mo10CyGSnhWPyhHGqjAUnge330oSopiBGFYhV689Gfvzqt/FfxesXhVbYzURmvutcOqnpA+ST6Fv7q61Y3L8RXilf6162XcUlriyeimocJGq+xPc6Totkz1oxNyHMq9RXR05wuzK3leOQIgEr4LFsk/i9f8TqI33w523vFHN3okkropCy1qjpZW7Y4/Eoxzn1zjWp+3fiF8SbPUqTuueaCQBW82ETqoA9F+/qdXnsH4ltsbuNNYbtAlqu1RMI+qRwIZlxyer+Ak+mt59kVdF12m45g/JZxV0FR1Tl4pDumxXm0WqG0w7cjhtkVck1VUUpLx1iocgs5+pO3Y5GnnaPiBY7hVpJ5/mXPc1S0KGMANTpGMBXHoAP56t2JIVpv30Ykjkwy85Vh/nqtm8Kko6q9X2hSlpZ2Mj25YFJ8pSDnJ92PP20uypZKwtl/Pz5LUxOa67PcpFbai3bjudY1FN81bqKqakCuAAahAAzIcd8k86pSvgq7d4kbnrHepltc+5rdZlqIZRGsbr0sUaLswK8Z9wdSXbu4t0eHVnWmgsM80Frm+YqkfPW4Y8zMMZAyckr1Z+2o1Zrxaq7b9XcNxyyWVJd6tuEVFdGUSog6WCBc8kgD203TxOiLnatOQ+qwke12G+RVjDw/porxXvcKaCSloLoamiqSFIWnlHWyZxyRJ1aU70t8FjgSlhuUCUtU6yRmQZOQR9Jxzg/bUcu/jzsenmti2W90ssccckMiyyfumBGeogepK8fnqHbw8etuxUVuFBRU+4KypgIankyFp+rPGRyTzjVI6eqkeCWmyu6WFjTYhTrbu66Om3RUW6ulSVhSssNfM37gBWOVy3GRye/YahG4Yt7eI25bhsPw9uiSWet8urrq51Cx0iA9LqGHGGOCAOcab9u+EHiF4lRxNcqZtnbXJEy0gYvJMTySoOe+e7fy1sTsbYts8PNtU207Mx+VjV5KmslwZpW75Ppg9vsNWmlho3YmEF/LUDv5X7ghHG+oFnCzefE9yjXhd4Qbc8OKSe6U1GtVc5CFhr5CWlER6Q2AfwnJPbVjf2RHQpKoOnk8k99QfxZ8UrZ4V7TN6q2jeuro/KtlJ09TOwXgkf3QQCT20y+B3jVR+KNDLSXClWC+0CmSSBDlJUxjrTP9Qe2kJIaiojNW4Xbz/OCZZJFE4QNOf56pg+LFY12raLnPB56R3DpaPJwcoR3GtdPDq63ChkNLRWi4V8jdYijiYhEGcfr+etk/iupJ6nwyiqi0kS01ZG5XgBerjnsT31SmzrBe7OrQ0lwl+YoI/mE8qEEGNhkdJ9T649edd2gkb/pwa62pXF2kP/IuOQUtqb7Wt8h+0bbVKjOEibPSI1zh4nHvzkH7asioAa3QwR0sbKydJMv1ZzwQBqpq7dlov1JDJ+1ZKWSZ81FMqYlSRf8ApTjIC5Az+mpGd02OnrVt247vUQJThViZev6O2FYgYJOOrI9NJTQOcBYWI8Uip3M9ciRU9HJBGycsGGABj0A06qrtGesAr1ZyBg9tQE7m21SCVwlwrXICp1qfr4wOgtjg576m1HEaimpqiSKWElVkMTN+HjGD+WudJGWC5VwUdJGXiaOJwilXzkZJOONdbPCq9f6R+G+2L919fz9qpajPv1RKdckZJBLMAjMBGePQMCOc66a/CJdnu3w+bReRiWpKZ6Ej28mRowP5Lrt+zrsMz28x8Cs3q5Ne17XtevWajXiRJ5WwNxynjptdSc//AFba5RUiP5MKKneFPp7nt3Oe2uqfi5KIPC3dkxOPLs1W3/3JtcrVlT5eOOYNGQFUH+Xc+unKbslJ1HaCzLCZG6FjXA/EWPI0RMjU6SVAk6Qql+o5C4HrpWyhyzA9JxkAnjI01PLOtRLVNj5SAMOzdTnPsR21uRZYA3RS1D1UQqJkh6HYBURsAenPrnPvxplr5rZVXKWiNup2e3IJpJAmSofkBEAzk9+T+mkFfuG/V24zYbXtqGKhp51xXS1SmOWTALN5QGXIBA6TjnvjSXdtZHse03W5UUXzc1fE9TMJJD5lZMMKGJHbOAoA7EcaqSLZqwCh/iNfJaaSnltFukluFYj+VBCQ06KCMSKFGFwPvnGq18QWqaKkt9rud2amp6gmqlhVTPNFKy4LMxx+I+h7aMqdw268Wm47nrrjXU9VVv8AKUtFRyiFYIgo4YnuoOcjTVQ7dn8QpvnKNI7dZbeoh82qqFR5XxyWc8En+g4GkaioZC0ueck1HHnZIdn+Gt83LJHXQWXrtuSWqJWWMYHqR1BiPfH6a2GsVBarPSQLb7IqMpTqWnqzFGseQC6gtkD7EaiVNeqT5y00tutVkerooRAJEvLdKKP4ehVIPAzkjS24UVLdNxUt/wBwUltjopad45QtUziDDfSyFUX6WwQYz7/pryFbPJUu/cyHL8KbaMKHu3b9TX1Sbg2xaqtb9b+lqWrFdEynDcpJk4Zccd/XROzpLpUTmtpNy0tttoJ86iqY2cRTsSXSLsApORwce2sSXDbNkucptpssdJURxpHQFYopYgc9QJcfhYgnkZGQR6afKradJWXNK2jqVtDLAB5MYhdYmAyJFGOk8ZGek++ly+zMD9OBI9M0bKPbusyXajSMVAnWukeGXyZPKRwOcFMcn2Yn01U70sdLda3bu3Jq65VyydFPOsnTHHAE+rqyO685J4/pq3KsV16vMT26Rql6JJWR52RWbpAUtlQFIBz6aqo1FBQXOVYKyphpoHkeSuz0mapIJdMgHh1+kZ7Hn010aEuDS298tECkFyoqva9FUVVdRTVMvlpRR1NRGVjhZvrIQN+I9II7fxZJ401027pqeGKGOjjVlo5KRpM/VIWJIfkYGBx20lvV4uO67m9bX1c0zEtJ+8fPQpPAHYfy01vLFGoQqGJHST7c+2uuyG4G8FyqEo+2UFXc6+C3WymknqahxHEiHlmPoPfW1fhJ4aX3w8229/k2TQUm4HBiM9wuQ6fLJ5c9OQoHqAc6rv4dPDprrLNvJ6W6TPbT008NJItP5rnuOs8H7jI1eF3t1vutouN5r9rVJWkR2qILncZZIm6RyFRT0Oc4AI+nXC2xXY39FZoNe88tRkrNHFNW67z8xOlBQXfZouBEci0cbtPIs+eXiA4HBLfV7d9QFbdua61Uskdduy51HlyOrxrHRLFl+JOqQBVVlR8AFjySccZs2x2GzUdreplt0Nkt1uOaqGmoFiNYMK3T1j6mjBOOnOGI541Ru/tvb83ZumYywVpSnqvlYIELzmOnk+qNwAxUDH8IIxgDA0nQhjiWAgAcT+fAqzlLqA7dsE1yvc9Ha7aI6AVYjqbkKtnmbkKQcFnbBbt6gaRWq++GEVbPX7hr6Bf2zGtT8rR0/WqMuAYulRgFj6nGMd9McGxjaKKKy33dpo4ajM0VLVUEzvM4HASFWwPsSfUY401yWmx7Unmpv9HKW8qlL5rVN6Q03lPjuvQ56vshGdPCGOQkYjc8rjLxPehdNni/e6Osu8VstO2YrJTRKJCgOHmB/CxHYcdgNQ2nc01LIIllQzEBmBKkAdxjPS366QVFbPX1TzSBVDMSAq4CfYfYaPjjlkiwcPnu5yRj9Nd+CIQxhnJUOqXW+2z3avpqOgQPU1kyUyRof7SR8ALj09NbUbK8FdieDNvS9+Is1tqbhVqOo1fSsVMP4ggJPW2PYHUA8GtmWrYm03+IXdvl3CCiLrbKFQRmoD9CZJ4yeQOPvnVYeI1+3hum9vuu/RVrQVztLRee7NEsGeI4ycZ6c4PTrnT49oyGGN2FjcnEak8h4J2MtpGiVwu46A8Bz81thefFXwXSOluFvqLFWOGaRKSmhQdUQHZwy8EngalG1tv27eVpet3B4fWSysH66CWleOWdEYZBJUYVuRxzrT3YdtkqNvXXdYuEdHGgNG9JDS9ZdmH0nqJJTn11Y+z77v7w1MM9DTveIK8eYLXWHqWcY5MTAkhh9+DrjVVA2O7IX9YHiT6cPem4doNLv3W5dykniD8O1tms1Wm1q+nve4VmeomIaOGTpbsuT9GB7HGq0Xw68YPDeppqlquqt8FeFR2ikHVDkElWj6gD24Kkg+mdbReGPiptLxLt0kFuj/Z1zpmxVWto1RoDnBHAHUvfJOl1QKDclsuNPX2A11FVTSW+GnlwfmaeIYMhJHH1kqPy41jHtKppyYpxcDW/fy4eCaNJDN14ja/JUFa/ifj29FFYbvaWq4ZYxBVTgPFUIwwCxBH27DnVhftSx+LEVvt+0khr6akl86WTrKYOOxU88Zx1EYznVceKPwvX23zSbi25Vi72mmTzI7dLMwqoYu7RI5+lgOee/pqDbSot17eu08nhY9fRXN1+qgr1HzQHfCjgFfudOdGpKhm+pnWd36ef5ZL76eJ2CYXH5or2j+HvY0u86htxWNXpvlA/y1PkRKx9QVwWPp+fPbQ758NHhbWRNBaqSe3pGRJ5kbgyAE9OAGzxnvnvqCbY+Kuujv7UviVY2p6pIxRy1NJGetek85jOMZ9cfoNbGU1/2tdbXS1lFcaeljuDQeWWkXqdUPCAd/zGufUSbQoiMTj5HJNRNpai9gPMZqiqz4Qdo0U0MX+ktxqZGj+alUQRxdMRkCDnGOe+rL8O/AHw98NqpJoaV5a+piaAyVrCTIJ4I9AdTCsUXC93n5dwWip6enjk56Xweo9uwOT/AC0bW0c9Taaf5h8Vb1XSqO4LMCxKkc57Y/lpaXaNXK3A6Q56reOkhY64akdrpJ6m1VdnrJVilttcY4JY0wfLPK8enqM6doP9XhloqasWrnpW46m6CityFY+p9saa7nUVVFfaeviqoFhutM0TrkL+8UfT+Zzke+ozN4u7L25Eay51lLSSw1LUdeJJwXDKOB0j8Qx29dLCN8nYF+5XLwzJxVmSUfzKRXSjlKVEcZR0XAT7gjnDA5wdU5vXxEsVs3FUWbbVGtfeoKr5aULC0ixmUj94rYxgHP05I9dQCv8AEjeG9N3m4bPu93odqB1jk8+FQtQmOoKsXBJftnvqR3aKWzUtRTWCjpkN0tlLd4OqPEqmKTMqds5AOR76eiotw4b3M200t3FLOqN4OoLW48/BHWTbV/tNwjv15vtfea6vklt0klTGHUMOYzEnBj7YJGlsW64oE+RvN5ooqOCoYyRN9ElPMvYdPDEn3xjP56O33vGjhponWqppyfKutM5ZiSUwJAwHOQCeBqo/E/elgrqOouW2YqmtqV6Zai4eUvy9JLjgRO+Tk/3dMwQvqiC8arOR7YQbFKPGTxbNtt8Fm2fU0ZpbikjyhHPmrn++uTgg8/5ajvgr4GXfxAqP9K77W1NttEJEtPWdOTUzA5BGeekNjJxoXgZ4F1PivXvufdUk9PY4pR15UiWukJ/CrY4X3Ot0Ka0UtssaWiCkWClp4xBBCuAEjHZeOw9c99b1lbHs2Po1MetxP5xWcFM6rdvpezwCHDLW01TBS1FSJ2lhAEiAMrsAOeexwO2mC93hKLe23/mg6Q18dRBHg4CyKvUAcd8gHS+83i30NXSWarmkWW4SLTxVMa4jhcrmMZPYt6H31X+6d5NtmkrKjeVkhFZtstVU9SFCpVqQVSaIY6WbnpZM8d9cCCJ0h0vf58V0pX4Re6p/xT8ed73/AHhW7c8LzXUVNSSMsjUsR86aRfxMR3CjHbV1+Bu9N2bp2pFft4VFAhdhT9TQGOScqcdZYd89sY1rfsaw3LxA39GZamelqboz10piAAjgZvrwFIwW7YOt0bZQUFptENrpKOGnpqZAIoYEAKqo/iB/i129sNp6SFlKxgxcSkKEzTvdM53VRtZVUlG8j1RRKeONmZsk4XpySR+h1RG3LVaN4Ud88QZtv1gW8XSWqiqI6locwA9CglWUEfTxn31KfH+9U+3fDe9vSXE0tTUqtPDHEqjznfA6SSCTwSeD6ajvh5XWuw2Gmst2jutlqUpFVhPDKtPIoGcJ1ZQk5zxrn08ZZAZG6k28hmmZnYpAw8B8clHd2bV2TbbdU1VyrJKKBnMy9VcS6E4wigOc9u4J0m+Erbsk+4r/ALoaKZKI/uYI3J6z1Nn1Oe3rpg8TrjRWanutDarbHLP0eZLVDoAjVz9PBBLHHqMasv4QKKvGzrlfKuR3Stq+mFCCCQi4z/XXTnL4qB7ye1YZpOMB9U1oGlyrxoUqOooyhWYt+6clioHY50K8XO2bettXf7sxipaWFpZZUPCqoyee/odJ6m509smpo5Zeg1EvQWyMe2Oe5yRwNV18TW6v9HfCast8ZFPU3SrjofLP4ihyXBwPtrz1PA6onZF/kbfVdWZ4hjdJyWlm9bqL/frnfoUfyrlWyzgOOojqYkDPrgY1I/CS+X21180CPTRW2pcLNNUYCIfRgD6jUUlfzrO9JUVRdYJPNQYOeon6sZ/LGpFQ7htlm2i237VRLNWyyrVTVsy9IjwOFTPIx74519Uga1gDRwXipSXZlTStvcVReKgQLSV/yg8pWqppXp4EJ+pwiJjLe5zo6yeCVPu+/W17XNFW2uqqGqK5qI5ECKM9JBAwCe3c6i3h/wCIVxivNUluoI5rpdilOXmw6Bzx1Y4A41tv4f7Oj2dRR0tHCqVs8Rnq5/MytRn2T1AJxxjGuVtzaApIAGnrO+Cc2bSmaS7tAplb2po4IoaNVSkp1WKPBI6CowFxj7a9cbvabFRVFZcZ0iWKM1EokYKTgZJGT3A03Xe7Q2SnN1uCsaanZHq2RSypGT7AdWOe/OP56o7xt3rWeIVVBsTbJDxSB6uolkjHRLEuPL6XUklee5HJ/XXhqelNTJnkOJ+K9JLMIG348AqY8V5bjvLxArL41GIrfI0YhiNSq+XDjIGSeC3fj31ZtXtuS/7EpaaW0Jav2fGKqgqoh1TMyjgMwAIHv30R4aeENBevN3Jc6Nq+noyaZXrJAUZ+xfA5JB4GTxq8KGx07U021queNqWSmHkfi6mVh3JX1GMY9td2rrGRBsUf8FzYYHEl7/5Kl96Ukb2m13++Q19ivdBTmmFwoFDRSI34TL6ke+OdJIqi9XdLb4dBx/pJfAlPW1EYCotMpDLOAOfMaNiB2IDDONTrdu0rx4e0l0rq+9SXfa1TSvFLbav61WUj6OjnOQe2k/w++F10pqWn31W1JjrKk9KLUkyOYWI6FcH6k6VVcYPII41l0iNsBkvcA5eJ4c8votN050gbbVXVtHaFp2fb47NZ6XyljhRDORzNjOT7gj8vb76hXjz4oxeG+1Wns1Ur3i7EwUqtIfpAH1SLx0gD89TVL1FZY7rV7guCGKgiSpnqGiVEUMDwOn0HTx6nOtJvG3xEuW/N61dwy8NuRBFQRTDp8uL+8Bk/i99K7JoHV9TjlzaMyefcta6pFNDhjyJ0UTu12kvNw+crbrNW10sgWWWeXqDE9/qPYfYdtBp57bFTO71cC1Ec4hiiaPKSq2QXZvQD276aqJaCcGKQu4QM2DgDge/56Msm2btfhWNbcKtBGkjqxw0nU3SAB68ka9+1oaLNC8w518yUfVmGCeeJakOkQKJJFwkntgYzpB5NSrtUr1yIpBf6OkLngHn1zpLPRXenuzUSxyCqhbp6EXrOR9hweBpxo7kJ5lWocpBKR565x1YP3/n+egRYogq1PCrx0vvhyIrZda9rtY5SOuCQl5aQ/wCyT6fbW1Gy/E/YO+o1h2vuijqp5l6mopWMdSuPQRkAn9M60HhpZfLqJbVQVM0eSzllJCrnj04/M6Lpq67290moakU09K3mxmI/UhHse5OuJXbEgqzjb1Xeh8V0abaEkAwuzC6PVDqlKJWo3qJIIj9B4aQE8pn0GQDptvOxNo7oSGTcm3aG5zAcGeIHp56iF54IHr99aybX+LndtvFLBuqiobrS0yhZyq+TO5I4YNypP6DU+t/xieGcgcTbevlKHZireXFICWxktg+oHYe+vNv2TX07uq3zb+BdVtbTSjM28UPcXwreHdNbqiusVsrJKtplcRT1p8ny+sdeOnHpkDJzxqbeHHhZsjbe36fG0rfNKjvL8yYA7n6iRhzluFwP01Dbl8UXha1DGLe926o2TCimKdXYnuew023b4tbbHGz7U2dWXLySIxU1cwp4FZs9wuT/AF1qYNqVDAxzXeeXzVRLRxOxgj88lsBMK2Ty5aZVdOoZf+FUHp6Y1UXi/wCPll2xRyWzZlbBeLyWaGUo/VBSNn8TntI3p0jWum+vHTeu6nAvl8d6RWJ/Z9Cxip/sHxgt+pOoXa7FW7oqDVUkq0qvURRYRfpEjsBx79xwdPUmwmRWlq3A24DTzKWqNqF12wjzR24d8XrdVxN23ReprjWKx8tpRkKnfpRfwgfYaBZdz11gu1NuLbEstvrqMBwYXOHxgnIPcEA5GlcuwFot43batwrqeb9mQSGKVyY1lIClc4zj8epvtXwp23bbXWVO7Ot5krBBBPFKUgXOArBh9TZz2xrtTVUETMPAgZW1B7lyA55diOqn2/vErbni/wCDFRQ2W49d+Ty6mpoGP70Ov4yueCgHPGcaK29X3G27Rsl8pYIqqWWgjCwSsPrIbBy3oSOF9B66gg8KJrVuSuttkubmhSF3E4j6Gp3ZfwmQZz6/SDyDqQRX6TZmw6ZIjFW0tAnyyPNDKCZSQ2GU/hXg4I764skMQYI4DcE3t4jT0TE07qghz9U2TVAnu1Jvzb9kkpaqnmamuVBNFiJQ4IdJcdlbuDj/AC1Z1rW0C5lbsKSqWLPkZjVz0oo6lPHLR5GfsQRqE0W+ds18tLUOIqetrT8s1LVfWHh/F5Tsv4hz9Ld+cazWbn2ztajZ56tqmMsr0NXCMzCRCQElU8nC4Xr/AI0wG5Gs5mPkszCQRp/fcsRkrnoaGlphF5FNTugUBnK5K9sAZ46R7adIoR0Fmfqbkk4OQP8AhqC7Q3TVbjofM/ZFTAWceTDOvkr0Y/ET/d9R641JY5DQSfJrTSimRQ7TFvo6ST1E8jAHvriyxuY4tdwVhmljPAEEwHUQen6RwB7nXQT4Ca+aq8FJqSZiTQ3qshXI/hJDj/29c9I4b7e0aKw05o6Znx85Ur0Ar6lEPJP563x/5PG3JZ/DPcltWonqCu4XlaaZss5anh5x6du2ujsGQdMAvwKq/S62t17Xte17lZKBeO8xg8Ft7zA/gsFcf/uLa5cq48lVdo5Bx0kgEk+vJGunPxGzCDwM3s7HANnqEOPZkI/z1zJl6UjSBcEo3Tz3Om6YdUpOoNiEJ1RCkvWnJzx3/XjTZe6pkt0xNxSiXyy7VJwwhweCQeDpyCiNGMiEDPvk6Y73a4q6WOllAeGM+bLCQCJD6Z/L299MP0S41TCs09tpqaemhhqKkrhpThfLjzl3z2+oYOBzqut10NHPUVd33NdJ6SAsVp0U4WOGNSF+nuXkZjgenUTp+v1bbJKe5XCmrXjp45Fim6G6wHiwehV9SenH34Gq83vuaPctSm06VJjWyV3nVc0wHXTuAFWLJ4GAMn0HI9dLySBjS52iZjbcqL2M23ecjUdXHarRB55aonaJUXp/hUqOT6cA8YzqfRQbng28IqK7WBbPA5jd4qGOaEn0IBJOMe/OdGUmwlG3aCl8+2maNfLlalpl83kZGXJx+ZOkd1s8xp/2Y8dskpEizLHPVRrIzjsxCHB/lzryFTViskvfIeBToGEJzs1XHbIeuTfVniqJk6kakt8CHp9ieNLpt0VEUaJU7vtFRDUsVjJjDAnqHop6crkE57DnVcLc7JDC4p9nV6xksgmhbyRKF7gZ7+ui7bT26qlitdFFVwQsvzUxljAES9Q6wT/FkKqjHq2sjTB3Wd8B8lbRWNaLdZCs16ju1tS5XBsCWdhM0qhsKzBuATjICgYGBr1wqqgrNU0VOlXBTpmamMyrHVMnJCMfwr6nHftquJRtO4wfKyUlzM1JMVrK2GnwU7hUCg4BPAyPTJ07y3Hw3/ZU9fQVM4rYqcwR0szOiynpAyVPGqmnIIJufL6I3SuTd1FZ7wK35unp80Jlkf8AEIWc5KAD+LsAANUdXVrVlfPP1t5UkzSgHtkn29NPm5ZJaOqguMQglatpwe/V0k9yR2z7e2o0KaohiFU6ZjkJVcMMg/lrt0sDYhj5qhJKF0hpOpUyBnBxpbaqFauupEfAWeZY1ypOCSATj10SVAVKaNQZJcAnVleBGy33DvyKaSMyU9jj+bdQOoGQEdKkdjzzj7a0qJmwROldlYIDMrahKe1eHXh6y0dEywWqgaTEfHU/TlmP+0Se/pqIX3xGnn2JTQ7Xs01bVTrTxywtC0iKr8sCx4JHHJ1Jt90z3SwVEVdApoljZ5I+oxuzEAKpHqOc6j1NuvaEFGlpXcKT+SkcTxR9R8plGD1ADAH568JC0OG9c27r3/tbG9rKvt0b23rTWKl2jfLJT+dWBkqZaipJijZjlSCp/hAyccDTJad71dAs8Fff3jlo5kngS3ykwygEJJEZXDFG6ACD2zqw6nb1nvHzENCZIRXVIxPJH1y+WeCykj6UJ7f7um/dVhbw+tdKtsemrKK51CwSQug8wSFg0ckZI5yFbqz7ca60U0JAjDcyVUgqo4Nz21a+W7VsVVUyq0xpqeANiNicK8kz/USRjGP6acbk9NvmOltVv2zKlVCBVVZaqASQEfiZ2JIx7aM3ruGgsoobBtunnp1twFZV1FWFaWoqGH0Lkd07ED76kmzdt2izbYuO+q1Zag0UTPVmdgUqpyOFCj+EE+un3vEbBKBY8P6yVQFRN2paa2189JBJDP5T4MsTFlP/AMNGwVz2yopphHHURwuriN0yrj/a+2pBuQ026qaKo25Y5pqmlVnuFXHGFVmPOAo7KO2o+lHFC5iuVRLTdaEozxHHUPTXZhfib1teSqdcltJt2K1eNngTR7GtNVSU95o4knMdORDFTvHL0gSKOSrBic++q9+Ima2Wa2bR2HBVS19ft6h8uSqAAjI4yoHqcj+WNVBbbvXWWaWS33eop/NQRzmllKdag9QGRyefTRUk9Te62KKWvmnmlPEk8rNgn8/z0pFQbmbeY+qCSB3nXNNvqsceG2drX7grL8ErlULHU2GppaWa03GpVZzM3T0HH1EH/jq37w8sNJdp6LcdHJT0NMY4TTgdcEIXI7fxZxyNVl4U2C+2euFHQOxuHyzTLTVCh4J2JwynI4JX31ILVabJPdKqKaGXbm4WD+ZQSqFoq/ggIrcjvjjXIrAySoLmmwy7/P01zWAGSqu63e5bWv1HvHalxropKqMS+fK2BO3/AEgOO4zkEHW4fg54n2TxI27HcrYIqS6UkUUNZbyMtAiHl4/dWP6++qF37Z9wvt5LTetrJLNTFIykGAII1JYmPj6urIGR7aqOw7ovnh1fhXbarJYVhmSRk68M+B+F8dxycjW76aPakIAsHDQ638UxTVTqZ3MFdDLOktwrJ7lXHp+ropoHI/dRA4LnHck/01Ft3+Ets3tVf6YW29VFtvcEYWjrqUcp0EjBHHUPtqu9nfFDtfcFiraKsma131qbopFdcxvJjgBvz9Dq7i8yWKhoIHCVM8KRqxOOp+gFmHv3OvNzQVFBJn1Tp5fNegjfFUtAGYWqW49m/wCiW8apvEHblVfP2hhJK+ljDxTIRy/bKOO+o1vXw8q4fkLpsW91Vdb0RWppRUlmp3OMR+n1Fj2HbW4zfKUCpYLnTLO/SZIwD9U2ByB7agm8/Ay17jj+b2+9TbppZ/mCtJJ5ZD8EnHYnOeNdOm2vZzd7l6j3cPJKS0AIIZn6H3qgts+LPjZsCe+JdaWrrxEyUtSao5EEuCEHbvz2H208/wDP/wCOtRSNQQ2mn85UFUZJaMho0UfiyTwNTefw58UNv0kEe2LhTbiWlcFKG5wrFUxzAZEo9JOc9+eNLxtadrE1rvNoutPU3Wp825ymABgn4nXI4C5zgZ4B0w6elecZjab8vmFiIpmdXERZU7DdPH7xCslPV1u41orUtYsCVDskRWRjkN9I6sDPcaX+F/hBb7/ue8xbqv8AXC6WmVWjBTqMjk/2vU2QQT6nU/p7XZ7PcpllraeWmr1Y0wAwkVMvJDAkZc/b20opt8WSks14otu1dK1xmTogEhVAOBjqb1PsPTVn1by0tgbYHkLWvzQbC24dIb+JTvR7Mq7Nf7ybTeaOotNqaKrr4KziRahFyvldGAq+ujL1f9m0081DcbtFS1NnlBISQoJKSVQ3UmTyA4PHtqtr/X+ItHJc7hXW+inbcdKlLWUVLIHkZ0Tpz0jsCD+Ltqa7R8ArTuQ0lfuFTcJp7XH1tOzddO4XAbHYnOe+k3tZGA+d/DhbVbNc53Vjb71Su4N7VG6aah29Y0qa260ldPBSyZVYjC56QuMdRyOck6mWxfhK39eqqlm3pd6e2UERWTyFk85zg5x0j6Rq+dveDmwrDd6K/tQfPXDyP3UhjCoCmB1BBwD99TCyVjustHW1QnqFkkXzAOnoXOVGPy41Wo2wWswUgsOZGfkrRUAc7FUG6VWq1xWWgpbVaYoo6KkToVUHT049cD30uDLIDM7hVHAznk6KVC79EkhVujug6Qcaarxeo6YTQ1Eq5ipmqHV8E+X2Yj8hrgG78zquoBbJH7hiovlZI7nSCSLBZ2ABIMa9SHJ7Eeh1p78RHiDWbkuVDY3usdVT0cfmIIyQpzxmT3fHf005eLnjddqCmrvD/aN2attLthbkTmRoD/0Qb1wcjq9RqnbRZK7cNfT2SiTrq62T6ZJX5IxnGTr2GxdlOhIqJvIfPuXB2hWteDFH5rZ34RtrQw2Ks3RVwxSySyGOKU8kIO4B9tXLubcNp2qy3OumDJKy4pYozLJIewwoGdVd8NdDcrVsWFekfKSSymRsdj1Y4+3GrfoK6gLSVKQwrFE5DVUsQUkAchT3I++uJtOTeVj3nMXXQoxgp2gZFa2+K1dc/FPfdp2fUyfsr5CnkrZAUZY1ZnHkkhvXHfU0feXip4eWepgvdDb9324qPKrKKZUePP0qGQ8HnGqu2ZveC7eP143RVustunlkiaRk640iBKpkn8I41ZPiBQ7Ev9HJU2qkipEq1WnSuhqGSKTJDAiPsTgHHHfGn5mbvdwSN6oAPOxOfcbpaNxdikacyTxWv3i/uS83q8JDVWiqoaSngUpFNF0s7MTyx9vbW4vg5QVdo8L9v05pPKZqUSMFAGM8/wAzrT7el7r6qupNrtfY7jGKxFeYIVkKKwEavn1AJ1v1ZYoKW00EMeSiUsagAewHpqm2n7unijta/wAlbZ7ccr38VH95TRUlgnuEyBaiFkWF1TrZXdgoIB4B5PPvjVC/Fpu+jvdfadt0o6J6B2kKTMQ8jt9IJI4zjqbP3GtnrpZKavoTS1qB0dg5VuOzdQ/w1qn8VPhduq7bgt+6dq2qevhmTyfMpgGYeo6gPTvzpDY72CpaXGxF8/Jb7RDtw4NVUX3wwqa+l/a+2K0DqHUtG7ElW7FQfz5/XUIeG5QyNRVtKy1MTiORCPqz7DGrF234WfEFcVlt9ptlZSQZ6n86RUGSMnBP6avrwp+G61bLNLfd2P8Ata+ufObrbMNO/pj+8dejbtPoLTv5A/kBr5rgQ0Us5sBYd6h/w4eBUoqZN671taxxsoW30j5EgY/9Iy+nHbV51MdJQ1y7Qp5zT1cMfzNulZzmNs8qSe4PtqUpLIajKxqSGChiO+qy8T7JTbgpZ9zVV8/Yl4211ETAnozkMoYD8SsNeckq5NoVJfKbX0GtuX53r0DYW0sOFmvFK754sWjbm0a2+7thSlutFG1LPawV8x5AelVUHujHBz6c61Y2zvgzbkvW6r7VrStdKeSmhpo4+U6uFVF7YAJ5/PS68XjcfjNvkX+vp4oKe2xpEjKgZMj8Ib++GfGfUcat7alBsK/bjnsW/LVbaa8yUixRQSp0wui55ibtnP6660cUWz4nYhcuGduHckXPfVOGHIDTvUq2LTXPb9kodvhPJpHh6YnbDIVPPBxnv3zpelJuajiqKWKamWot0Zkh+vqDZ5XH2xpFW7a2zsihNba6y5UNJLlZ41nM6QKe/T1Z6f01C7rvx4o6DbG17lHeqq4OYqCvcBWp4Oz+aB+Lp9Nc8RmdxezQ8wmid00ByHvKpvfiJuuh2LUV8AMiwy1EEUR8tKdDkszDszNgAavW0PHJQxx0X7iOBekjpAPUuAFx9hj9Marij8L5bbt5qyx3V6W/BPMjrJPq+Y6G6yJB69X9NTWTcto2xs5t03KoiSloqXzZShyHlIH7tfuWB1hUuErWsi4Zef5otYQY3Fz/AB8lrn8THiNVU92vOxoqWcRyyU1RVuDgNEkWVTHt1Mc615qFku7R1EvmM0nTFChOTj9T20++Iu8Knd97q75dEZrnWT+Y0ivlEix9MePXAxpvo6alu1RTtQW2SaqQ5kp2PSkmOckk+vtr3mzaUUtOGWscr+K8zVzb2Quultk2tFPW1NJdkEdPH9BdnVSrnsAc8acrnJFtS0vQ0FIzPV03StR5xDS4kBz0gckEaeXr5oKp7fFsmkp/MgSfod+rpPH1AjJ0rv8Afd72+KmuNNJYoacqBHGkQkMfoeosARrpCwCTvc5pstF8v1yiiTbu3/mZYqeOOsmaMIInBIH7xsYJzz+uq9vNM8N1milp6aKVWYP5Th16gcEccandoSmazTncNRdq1xNJIY6eTy6NsqW6iy9+QeD76hFYY6wGspqOKmpnf6YlbkADjA74++quzCsMinSnM9FTJSxGpWWo/tIYpCOpAM4OPfPbTZWQ0ocRQ0ywCRvp6yWYH159dF09+qYkb980UzHAPqq+w0nuNVFVTBqdJAVGXYHPUff7aystAQlUlvSqKU8MaySKcls4A+5/4aTNEaKUxVHl9C5PSDzkH0+2vWirUVkMcgYU7NiYqcHpPfn30bIy182I4Fipo5Rl2OMknHJ9tAmyOqcbbtq9XylqrhaqAtSwRmSSX0CjjP3P20KwbduN2uEe3LXE1ZPUPnEZJX7sfsPfV87Nis1+2vQU9IshS30iGQwL5QZ1Ixkepx79++mm5/PUtdd9y7VovKktUsXyzxRKuExmRSfXI1wnbRe97mAWtp8rq2FQq7eEdstNkrJxcmkrI5F8lwpEZIODD/vE6cL1Y7PTWm43O1GSFKKoogkVPKwEQwpZmUdzkHnU1scW392WpY65FUVHmVcDZPlieRT1Z/2hqB3OuIRJbZO0Lz0SQXB4o+uCo6epcEf3xkdvz1jHPJI/C4m4P58FYhONpu20rTvS73i6VLVVvWGnPWGaXMpXkFjyRhRkaBPXbs3lZrhXlTQUFrLtBGi+XO6dQZB0+iBen+XfSXZW0oK+9Xq1x11JT09wtYmAdMvGpkIwFP4WBI/np93NuFNvbYp4aqtiqbrSKtOoUcTUwGGV8cElRj9dVfYSAMzdkM+X5qinC0biu8+3Te9qU8FYwhC1lpnYYbC5aQd+onnPrqEbn8QLFXWKd7fYRQ1rTp5lJIzGMhe3UvbvnH201VXiPTS0VVa9tUEtno2xJFTQsGAfGG6mPOohUU01TF8zNOWLvjEhPUB749R99N09EA4veLZ5ffgqlyVU94XoCV7ienfqXyI0VunJ4wx5GPTGrP8ADmv2TTxx3nc71DrTo9DNNU/XFnOVRAT1dWO+Bpr8OvDK/XC80NTYIlkd4hNJLXU4WKPkLlVPLYJBB7HGrfg8INj7GvFNdrjX1Nwr6/pjpopkBRa2RyA6r2BOTgY46T7ax2hVwNBhJN+Q1+yjRfNE2nc9TuC82617MtNbdLdMxaqqpAYhT4xgg4GAB2+2rcptqmoljqb5MKwBgwhUlYowPU+rn89LLBJTrSyU9PEy01KflxI4AWcqoBYAdhnj7404dayssso4HCgdtePqZ946zW2A81q0WXpJXWR0Iz0cqB7enHprdf4FY2GwdxSkqeq9lfpHbFPD/wAdaOzlpqiF/MISOTrZV7H0Az+ut7PgciK+GF2nPea+zkn8ool/93XQ9nx/57fAoSaLY3Xte17X0FYKovivllj+HzenkzGN2oCisoBILMo9fz1zZgVy3mTPlhnnHprox8Ykoi+HzcuSwMrUkXA5PVUxL/nrnO87x9MOCDI2FwucD76dpuwk6jtoxvOlBMfOCRye+mB6ysmq6yCpp4EjVvIikV+hmfGehvv27aeoOiKB8dEYGWwXIDNnvjVU3+quu4W3C8NdJa5rHVQNEqQo7IwX6pc5+rqDHknAAGtnmwWTRcpm8Ud7W/aFDHLZaOnq5FllDqFzFFMG6DIR6nqbA+6tqsNlWGW50LbiuUlhudRdqh38qurXWbKnBbCn1IP6DTM9DufdNbDtukma7xSVNRBTyxdKM4Vyzlj7Zctzjk99XJNBZtgWq31d72PV0fkotMlQsENQiEYHXKY/qU4BPr315za9WWhsLO0eH2T8LMOaTUlbcZbetqpqXaj0oQkwoZAx9cAE5JOmGj2Xb5Kg3S4bcnh+cLCGCmLecD6uvW3A1L7RX2WWlq7rR7kt12jgL1DdPRLNGmOOmMYZMduxOkFBvWOOvp7vbqwfITgQVMtQjSB2OcLFMeFPupGRrz7XyDEGDx4LchMz7At3y0RrP24F6GnWaeoUCmwcAKoP1EkjjXj4fSVsy0slfcnhqIlGUlVpCPNBy3OOg9OR27alG67rUX6lpbZ8vPa4ajMfzDMo+kEFiHUtkHA/hH6aYbDe57Vtutmtc5SsvdQaS3Yy3k0seVaft2UdbD3JXjnVmyzubiJzQyTRdNuUtE1bd7VvZ6AwVCwTzSuojlkTAb6Bgv08jI9Tpgr7RuG60YrpJWrKakJWB6ukMbOp/wCkY8ZGMkfbUro7Lb6W7wRWeyx1FLR0wSoQkgS1eQOmeTnBz9ZHYjHqcamF8vtBW2uG1xVFK1fUP0ywIAyrToxVmI/hHBAJ1qal0ZAGd+JAy+allSV0iqd617UtNtsVEltjWJpqB+hCoHHfgk6im6bJcbDVLDcqQ07OvWiluohfZsdjqfbvuNRtvcEG3/D+OWnWj6ZHVCGV5W5598emq5uVfdbhcZqq6TSzVTyN5/WCGJ9QR6a61LiNiMm+qqUK1UbeTJcqoRGKEHpZm6es5AwvOSedbHeAslNtLZ8lZUVXy9dfneqUpB5pp41BVCy9yp5PGTxqgYqWI0tGjOkr1M6QpBDz09Xu44BORx3763Up327HbqOgq6q2w/KolPICUZ+pFGFJB4IHOPtpHb02CJsVr4j8FaMcVXfidvHcMtFa6Sc0FZEa1XSqoHIeQp/C8LYKn9dOlbU0rzU9BQ2iiRKlmqKuYxgFzx9K84Lc5J5A0x+Lltskm49ovQVEtXTXGrIUyc4+sBgpI6iCM8HUiucW1rWY1jo1pI6JHjp4quRIEwxw3DN29Txrg2aImYBmbn1WwIvmiJ75eFlkko6M1Sh6jyeqHpROlQsaMeMIX6sn2GRqA7EpaypvFxvtyQxU+2zJHHC0/wAxEKluGMKufwqnrzjOpfZd4W+62WY/NU9GLlM9NRR+d1u8KL9TE46V4BbHtgah++t3Wm2Ucuz9q0tDIK+lWk/dx/vmqqh+t5MlcqBHxgesnqFOGaZr7mENsTx7uJ+SDsPApBs7b1s3FXVd2qLoayQl5aChA/ev0khHkOCFGMkKT2xqRnc9qrau+fMfKTUtpgVVpZECirmGOsYHcAgAHGkbbwsmztoz0e3ZVqaySmFEI6QyE/NlT1SLLjDBeST7jHAGozBWU8los8FDt9lq2haSpqnoxK0ZByZHOOoqclieBpzdumJe4ZDId3NZXQaynrK+ncv4a1NjFcVm8ymlEUBgzkl2IPSfbRV/8L93XqC0UkNjoqJKiokFBE8vW8kPTlpZJPUDjn7jTztKlvG7IxtzdV2WlsVLmRXhk8j5w5+mUs3LIPtxqw6fYlbUV9W9LTbja3GkFOlWa5ZZJc85jDklQCq4PA+x1JKvozrAgEeJ8NSpa6pCHwVu1LuSgsd4YTSS0LV00dKR+5j6+lWZjwQWGeNWZT+Dlm/bdKktkaWOClYzSqn09uHUA9+rkD89PFz2ZfqjfMN3uZJtEtFT1M5eERTEUrHFMzgmOMszh2JIDZx6asnbNXRQ0cxtdqgiq6lvMlpIq+Gd0IHJOGPHbjSlZtGYtDmOvlwRDVXESttR6vbl0f5iOpCS00lQ5SVSOOkSBSEPqCfbSiQ23cFoglvEU1ztXmSJLX04AqqcDjDr2lA79S88Z1NKemst+uVa11mpY6hcFFlRlYj7sQARn8xpm3BJRWrdtsslilEKUkb1FYSG8qOFlxkLxGy/rkZ9dIiUyOyaQ7Unhp+fdaEWTRYYrnBSSUh3Em8Nvqjih+Xj66hMAjpYt/dH3B41Xdnscd2aq2tZttWq4iJvma6sbC1a9X8AeTseO2OCcZ1YFRUQx3iSq2pFJaqCKDqaWkw4qZmyRH8uvHVnkc5A9u2q/u81rtMdTNvPad2oKuldpo7pZj1HLjPVK4bhy2fpcYHI9NdGluSbam3j5gWv5LJyqDcVDbaW61osxno4oJj+4qSPMRgTwMd9W34QfEffrHdqGh33O9dbaWLyoqpvqlpgRgHjuPz51Xu8rzty/WynuVM/zV5nlCVHSpTojRcAkDCEscZI9s986XVu2LZLbqealuECRfLg08cVRF5qTEZbzT37g/ixrvTtgkgbHUjM+8LelbNiLoeGq2z2XvmwbxvFRcl3BRSz1UopKCNZwpSNe79J5BPJxqe2Cvlu3z0dAPImpKgp9ecEqcdX641zYjq662zx1sdXLBUxsWilgbpIb3BGrm8KPiXu22rhjeEU1XGcZr4GXz1H+3GSFlH54P31w6vYLg0vpziHJdSHaYJDZRZbu1UkUERuVRRtUVKxrlUUEq44LL6j10Klk/adGJIF64ahAy+avbPoRqiW+JnYFyNDcbNuiOOrjcJV0tbTvBHUREfV08kAjPGTqXbN8RNlW6aoo7fvO33C33GdqileKsV2pGZctE65yB1E4OMDXCkoJ4m3c0g+C6DamJ5s1wspnWbT2rW9Xz+3bfMcBSXhB/PA9NNR8PtoCs8pNs2WNIMtEq06jKkYx+ee+sf85m1aSgFRuG+0VjeV2WJKmoUFsHg554I0O+b6s0dn/adju9urGWohQNHMjgozDqII+2qNbODbPPxViYjnl6J3kt+3rRGK+O0U8bwIsIaOEdWPRAe5ycADS2JY6WJqZImi8tiEIXAX1A476r20+Ouw6G0wzb13bZqGtEZlaBZxKyv1fTGwXP1KAD+eofuv4ufCyy1Pm2OprLyQqr5MEBiUnq5bqb7fbV2UNXK7C1hPfnZVdUwsbckK4ZaienuNFHV1kazfUEp1XCSrgF+O4wedCitqGrl8t1nqepqiMnjqfsq49tarbk+Jm47hvSXLalhuUdDS1ETxGUASA/xoCoIw33I1Dp/GDxX3Fc7tPb6SqerrgyOqueuGMHgKgP0499dBmxqhwu4huSXNawdkErcW/b4sljtL3K7XyhtVZBSuTS1Eygs49ChOSf8AHVA33fe8PGuFrbbbXFa7WwWGSSEsJpEOC7dXYgnsM9jznVR2vb18kkXcNfVT199ppkeeili+bxC3CsASeQRzntqxvFHeFJsfa0VLax8peLnDhVpm6I0U46nZPQjsNX6KKaRsUFnPdoeXfZbxfuxumqMmjhzvoFQ27xHYtx3CzUVWaimo6h4IZB36Qe36cjSa3XWto6uO4UdTKlSFKxuuQUzxwdJq+hP7SaGlrhVKEVmnxjJYBmPPfknnTxtWzpe7nLSNULSLTI8zyNwFVRn39dexa7AwFxvkLleVmsXktFu5b1+EdkuJ2RZYLjTpQxx0aP5MXIckcliO5PfUo3TJbLXZqitq6Y1HlU7KqxR9RJwTgfbUb8FLv5XhXaZ5rgjYiIMskgPSMnAyfXTtf9v1u8LPXUV5vL00FxiZY6RMDDBeACME+hONfPaj/wCU4uOQcfivUxf7Iwjgtb/hx289+g3JO1vTorZViErlMIFcnHSfuV1Kbb4dy01+/ZZuMdbQiFpBEWL+WDlQyBRx08gD7jT78Ldgodv7PutJf6GngmgulRH5lVhWIAAxg8+x9dSXdN7Xb9Q+4aZqGOngZ4kemA/Bx1Lk4B55766VTUyGqkYzTh7kpDC0QtLlp/4gWmk2pvKSOhlrZIKOaORGqYDHIy5ByQRxk9s66B7JvdBfts2u/wBK4eOekTBU5I4AI/nrTvxuso3LHX71jutOViWNJIWZ2lk9gBjtzwcnjSn4cPGl/Dypfa+746mK03L6qeZwSKd88nk8L/hpuvp37QpGPbm5vBY0soppy06OW6E04lKPIHVC3SznsPz+2kCxurII0Hk4KEDsB2Hb740G1Xu03yjM9gu9FcYDyZaaZZRn2JB41k1idK+fJBDLKWWANIAsjY4x/X+WvKAEGy7Vw4IyMGKAEOvUBjAGcDn+ugt+JHVAGxgdY9fU6TTXW2QszVNzo4/KRTL1TqmBjucnUFvnjhs+jqUs1uknuN0m/DTUyl+lPV2f8IH3zreOGSTsNusnSNb2ippeL9Y9p29rve6+Gjp3IV5pT9AP2/7tUF4gXq9+LN/Sz7DttRTWu6rGlXXvnpqI4zhW6f4RjOCe+lG8vDTdfihcaim3DXQeVR0LTWmjpZyyySN2aR+3Htj9dSLwitlcnhtD8orfNxyCJ4kZnInibpdWJz98Aca6cUUdIzfA4n+g5JR73zuwWsEtsXhnBZ9iSbZoq2nrK0BvlZzGqKZOD5WR2BHAJOc6Y7psyn8SNuQ1NDDTNWUzCJ4JXCSQshwwEgPUjA9j2Ptqz2o6K5U/yM1PPTlIx5vlp0BS2OksB/EGXIxn11Cbluu5eH1BPX3O2UhR5pFqqkSLGspU/VnjCuV5xrGKaR7rtzeT8Vd8bGix7NlUF88U98+GtQ23ty0lNc6NA0LxVHM3Tj6VkYcNxnDDk6mvgxswXa2TeINZtuC2SVufkUBJEUHVyoU/3uedVfdNrbj8SEvfipVVs1Hti2SGSgFXGPNnIIIUL/dGe51t5tOWnl2/bZYnE0PysQDKow30jPA0/XyNghAjAxHtW99uSXpmukecRyGl0md56aeggqZ4pCKn6GJxiNkIAx+gGtUfiM8W5dxXyp2Nb6Wmgsllrm8h4QQZJgPqY4OGGc41sB4ueKWztk0kljuctXUXmePrgo6JA0mD/fb/AKMYzjWjVxnjqJ3jUqhLvJ0SjLqckgdWee/J986Y2HRhzhUyt8Pql9o1VhuWHx+iSvJSSxoFiI+rLsxOc++dS20yUFlko62eySyW6YhaiWf96rH+8CvKDnUIiZi5PWMZ/GvIX+unl7hVVcI+ab5iOJBH1dRQdA7Dtr2GLCuIQSpZeLzaKK4mbat3r3CxKkbhupQ5OOnkdXT9tO1daair+Uoa+gqKiGQl2kt1YsnmEAdXUHP0Y9RxqtqCrSmuVJWw0tUkUMyyHynBbAOe54J++rBufixt6vrJ6mTaFBUoyFQ1XJ5c7Me+TGMHj/DV2vB7RVHNIUpXcVHtqGSGpsdItHCoc26riMEtQoxyX5V8YzgEd9VXUw7aqbpUT19TV22KaUyQwJErkRMSeWB9OONN933Ibqi0sdfVxUkOWhhllMwVm79PURgYxoNRW0MnyjWO1T0tTGio8kUzymV+cnGMDJ9NBzhZQNT5bPD6tvdNLcqGnWS3wAiSaldXcAdmZT9vbSb/AEfscVqnnqLxTqpPTHn+1Zc8kIPX8zpZtzZe8p642+WoqLH83SvU9VTI0IlQd8AYLfy1LtkeGlHSXT5m5UDyPRUKzyR1OGaeSRsKEQHABHuT30lPtCCAHO5CuGEqObC8OKbd1ek1TcHttg+ZSBev+2qGPIA49vX00/bn8NLS1sghtytS3Ga91dDEvJieNGHQG9OrAH56mtNTiz1dRRVdMsFP+1aWqjnaPy1gYsv7sr/CSMj20zV0v/you9HWVHli23qouEBlmHlPIVCKpXjGCM59dcR1XNNNjDrAZgLUAAWQtv7kvFitFpqqm20sEFXGaKqKggidCUXt2I6eR76jl23vTWGw1lqklmerraiQMqvgBS3DH3PcaS124bU+4t02yrqljFdItTTSIOuNZODJ0LyMsc8/fVZ/KXO+V87QRtL+JyPZRzkA/wCA0xT0TZHFzhyPzUJIV02fce0Io0s9XW1NvtlWpM9HJH0iJ8Z+mT1U9+4OkdXuimsm1oa+yUKtRSmoogZGIKKxOAOMAgHOc6p1ayrpw1MZWaLJJR/qUH36T66cqTc90ordUW9KtGoqn6WjP1Kp7ZRT2OODrc7OscQN+4oYuadp/ErcFfcIa66/JTtApiAMQVWjYg4JXBOCo50RuDe1y3RHDTvTU0HlSO6mFfqZmJHfueMD9NNVvsNXeDJNa7XUzQxL1TNBE0qwKc4LEA9OcHVq7R+Hvctc9Dcq8JRxuIqhYDGTKYTJ0lmB4Bxg4zrWY0tJZ8lhb3oZlQXanh7fdz18VpttMsNU5Kkyllx7lsA4/XV8WP4cqJaWnN8rWU+WYmaOUr1e4AbsCdXLYtt2vb9vFtpaZQO7usSoXY+p6R30Ter1R0LxR1FZHAKgSR0xaPqZ5lGSAD7Lry1TtuapdhhyHqtGttqkOz7Jadv0qqiyu1MCrPIxaRghIUEnv64A4HGojfYq7cu+ZLFb3Eh23Ita08rEeW8kWQv2OGjUH0wx9dS6srhT1s9wkhlqYaJBWUzwR5abzR0hOn2ySMnGM50w2G922XdNTQRUVSKy+Uz3WprGTpYx9ACqOMkKSqgd8g6SiLg50xzNv79FbTJTLZk9Uu2qYVtCvVDTKDG0nW5P3YgZ9NPS1cgCI/1K54VV4T759tMlHNXmrpLTFaXlp2hDT1czhTEAMDg8sxxyNPMjw0cSwuVQPmOPqk5JPbGe+ufKDi01Vhqjc4X5moVUVMkAj2B9tb2/A3GT4HxVpVlNZda6XDDB4lK/+7rRXPRGkUuekfi474HqddB/hAgeHwE26zxqjTPVzHjv1VEhH9Ma7Xs0MVWTyB+IVJdFdGva9r2veLFa+/G/dGt/gZUUwP8A84XShg/FjgTBzj9Ez+mufFPUyPH5+CELEqVbBKjjt651uz/ygt3io9lbQtczDFbfGYKf4ilNKf8APWlEakKFUr1jJz7adpwcGSSnPXUTvbTitSlkvNTQyXHqMRidPT/oz1Ake/HOq48arlS7c28IaZqiO6Vg+V80ySl3iXBdi+cHHbkeuOdW3unbdHuigFI0piqYnWWlnT6TFKvZvv8AlqkfFCe7bqhrLOaBpktdTT0gSRhFLJWSHDMinOU6QRxxznQnfumFxUiGNwCiOyttTQWWS5Vnhkl/R5CxaO4eXUIh7GNU+oHHf8hpyPia1qqRb6LdO6LMqKkckF7pI6ynGBjy2Aw4Ucc8nTnPtiT5mjWPw/itlVMqxxzw3KSndcDuSBjOnet2t4gRwSLUwNWUka9XlVbQ1xwO4yQrc/Y514ySeKR+KSxv3/dw9AuiLhNlMn7WqKXcFpp7G9zXA8y0xweUT6EH+1iJ9cqR99Gz2KwQtPLWQVNguFQx82UESRM5P/SEZjZTns6gj00m/wBHoupWqPDyiUFs/PWuqcBPuVXkY+4OpA0tFeoFjtW5kpWAEdZTPTqWlK8EliA366xe83BacvzkT8EQoddLLvejpEpaOjWamUSL83b16spwx/dByGXj0AP20OivMBpqeiqLxRzwQKsdLA0YLRSKAWJXHUnU5zgjvGvOp9S7TtdttstTaa5rZVhi/nU8ruj5HJZDwT9h7ag1dtyuvtRDV3Ka2bgjLNGkqIaat6hwrZHLYIB59M6vHMyQEOyA7rfb1Qslt1poV2zTWC01FRBToglMKoPOnkMuSJD+POTwcj09NEWuheKVq28GmoIpJI0FDAxKRoDy7E8sSc8Zx66kgsVo29QRrX1aqlKPNkaom65XnQDDg+oJGAPuNVRX1N73TuCsqmq2TjqrUhYJFBEo+lOo4wT6499GAGYEDTW/FFOl223abfT1G+LnWmeMTBIIEwTJLngSHsAAPT01VkyPW3F3A6RPL1MsYP4SfT3GpXui93Ko29LStVUa0LzK4p4fxQkcKAfX7nUMgimkZQJzH1DuDgL/AOOddmjY4Nu4/wBKjsslPtiUlbdd/wC36C1QyVy0M6VBjClY41UgMWAGFA9TyTnWx+5rzvGluMqJuqy2WkkmRHjt9rkrKksxPLAZAYgYyRrWvwg+YoN2ruCDcUFrpKQmKSqqi/Q7svC9K8t2LYPGQM62got7bIppI6eHxHWSRSS5lWNS3rjPQOOTribbcTUCzcVhyJ+RHorMVaeJtNR1tdZLtV3LcrLR3JKUzXIpTK6sw6jGFCsoHqSPtrFRsDat63etNZZP9UNK6dSBiki9WGbr6g5Y8jIyPz1jxxu9p3DU0L2vdVJXz0HQxpUPUsQLjBz2PvqObZ3Tfm3pTLZ6OKqitoFIUph9VR0jLE/7PJOdVhZKYBI3IgHu7+QUvmpDvnbtFc992bbECyils0Eck1FTJ5snSD1eUgz0hiEX9GOe2mK02qp3Vvmas/Zcc62aOSWqYq8SmqlZj0O0Y6iETjA7+Ucd+Z5sp73Hdb/vy80tPRPUXAU4nm6gDz5aKEHcY9f11Ytr2JY7TQXNaMBlr0aWeJpOmOZj/GT3B4PIPqdLPrejDduzNreZ7Sta61y8TqhLvWQWKyxwyQWyFKKnECNEgmYgyfSSSzNlR9hnvqQzbWrLBbbRsew3SuqrxdqMtWtT9CotM3LIzEEgdwPvqy9p+FVLZ79DerjUJUGHrmihyOk1MhJec49AvSqj0Gmi30m4NpXqQQ0DVElfXSupgjHWYCcqjSHPQgH8PfV+nNc0RxZ4c8+J+2qGEpqtWzoa6Shuu37fUUlDQw/Ju9ciCZ5lBwoPPXGMdlwM6ndhstwvULvHXXEyUzBEmuTKsfnAdo6TgYHIBcjt7aebht4TUCVlIFllcMJaeVz5bR4+qOPpwEb2bGcjTLt2kuFreS5WFXqp1AZ45GxNUxjurg8iVBwD/EANc2SodODnp+fn5a+EBTGpt9b8/CbrUrNQU1OIZxIfKilBI6mKAH6uAQfwjj9WGW77Qs1TLJQUdvr61T8tJXwRxeZBnOVmmVTnCjOQO3pqQU9/t24aGSYtFNbAoE0ajpMnv5gPKjq9O5IP21Xdz3dRbdjmtV5qEovL6gsFHRFI5JCSIx1KD0gLn7t9tLQxue7AQb8hoictE9rePD56+nut0uNrRUpUKNMio0IySMl8Nz35H6aUVVR4eSUEt7p47bVURLTS1DB5CfboUEkgkdu2qUep8Rb5VyVFIthuKsDKlTW2wB3RRjA6x2HYflp8gttTYkpL3WeH8lZUOFczQVywhmx/CqMAPXjp0+6ha23Xz5A/WyqXKPbs3Mt1uIqqbetNTQxJJUNRwz9HTGQQFk6cF5H4zggqOATqp9yb63beRU0FfIsNJWiBWpoPpj6Yx+7GOScdyTyec6cvFK+V923dWNcqD5UwuPLTgvEh5wXX8fJ7nURakcSAMGDOV8sdJDsx7Ecc99eqo6ZjGBzhfLuy81nqcktsFvW5XVqmndIHpmDiIM4JI7kOowvPPONWvY7zd7vPJbI5pJhIuJI7haPNkZF//WKfrXPvqW2Dw6tlBtq3yW2pjo54IlaarRP37Sk5Kkk4K89jpovN78StuXWqFwtslwty/uoKilp1EgB5zjXGqK9tc9zIwLjS5t7svmvVU9C6hY10l7HWw7vG/oq48Qdl3iFDdHpKSFOto1jpkZCVH8RU5x/PUAiWOJ+ialYk8d8EH01dVs3RfbtcIZdu2m7zTiXpnWphBUqB2yWwDnvjGm2+bVTctwqayr27UUc8MaPVdMqRqMnAyCTzwTx6DXQp650A3c/xHwSFRRCY7yHXwPxVYTrBVUsKUtHPDJAnVM8kvWJHz6DA6Rj7nRVParhVJNPS0c8vy/MzxqWCr75HpqwLrtKyC2fta3WioipYkPlxGtVpJRk/XjH4cAn8tKqW67qlpY7dY6yK2WuaIIfPVCI0UchiBk5OmundX9vnxP8AaUFEMX7noP6VYzTVYhDPLIVYYIkbqx+XtoVOtVNIIKWSrAZgqogJyf8Aq+urcse3bfuB/wBlvQVdXU56plSlWM9R7HPGEx21LaHYc236gLRW230cfnxPHL1FpuOCCD/XWE22Y4uqW58ltFseSTrA9VUO+x9xs0kyWqsaKI5kklhKHtnkH89Pto2ZRinWvhjnu4ZzC9JGpjqYD/6zoBOR9idXwlpvUdwmNXdWhjqEEgRIPMjdlb3PIGNBumx6CtkN2uFJJaRFKTDPFN09HA+oAc9/fOuc7brn9V2Xgf6PuXRZsQM6wztz/PiqwtltrrSgm2uwvVMjl4qaVvKkicn8Loc9Z/M6lFjuQr6ule6bT/ZtFIWgqJ2oxGBOTn6ioBIPbvjSPctFcp6mV9uGnvcUhAmmhj8qq6Dx1B1wCeM5x66XbStm9Z18qK4VFTaWyHp62LFRHxwM4+rWM7xLHvHEXPO4P54gLaFhik3bAbd1iPzwJU3aC3wTXWSml8pUokmiK4QYAz1KR25GNa5XK41O8rzPfLhU+Y3UIBEg+qOEdvqPGccZ9+camXiRuSG4tR7MsM5pqh2+XqioZcx5z0sO/BzxqH7g26+1qCnZawzAO4lj6hgH0OB9vvp7Y9OKdu9f2nZDwHHzXN2zW71whboNfH7JqulNQu/mW+3vTIOpehz1ZA7Mee/9NJYklgYkzkFuFRTzj30pt8FTVwyyTVCQRQEP+9OG57Bc99E10tIsjRxI5aQAgs3IHrk67IP8dVwVuz8N8kF/8IKKKsjFXHT1LrJHJ2LKcjI7HU634auhstxvu2TTncdLTA0UcpdgEBywVEIwSMgEe2qT+FHcNPClXtql8000v+tUvXJknAAfI9OeRrYC63KgtkclLmOWqkjPHTzgHlmb0Az3GvDbQjdFXOHffyK9TSOEtOD3WWtHg7uXbNuguVBvK6VA3BdK35h6Z0DsZD7H+EYznJ4A1ZT2vw6qF/0nku090jtMzlIhK0sKz4I6YyxbryeCF41RPiZ4Y3Ta27Z9xG2VVftmsqFafqfrqHiY5OOerHBwfY6sDw4ulo3dDLWwKUtlmkWC1WyN8JTLgck8ZkIJyTnGupUxNc3pEbjZ2o5dyTgeb7twzGihm4Lm9Z4kUwq9sNTwV3kSsC3UlNCGynC5Ax2599Sy/bOsm/LrbLNb6+ptcssUkyeWB1R4b6iQFBPV3HIGnKHbdP4hX2otFDUVtBZ4iYEqaZSjzdJzgE5ygPqfxHnQdt7itfh/4rTbJt1E9TUI8NJHVSnqc5GWYk/4aDpThAi7bRe3zKgjt/uaEqrqDwo8TKe9XaHadbPbxbWdZKl6p6V5wvPZCcn7HTxarJ4s7n29ST7o8Qr9TW9KwUxhWLqkgZn6QS5YcHPfPbWwt2+ep7VHaLDEsk18riZ5VVR0RFuqRwMZ7DGmK81CxW3e+16WP97b7OtypOs9sqSOPcOgOdU/1GWQ5tF768baH87lYUjBxNlVx+GqrS8VxqtyXMUtOkTUtYHUmpckhs5J5H31JLN4Y0nhnuinEcFXLbbqJKWsqnky8oKhlL8/TzkfSNT6Q3DdW0LduCjeOSKrioqphkrwf7QDHbJ063KSkutFDBJVU8kL8RwSDJIXBJDe4zpd9fUO6rzlmCNPgtGU8bc2jvRFltdFDVJCqCngijYQLGvT1EjszE9tG7MhFlqL5Z1qVhp6iY1dJMXHloXGZMHOOGB/nqvbvLFY1uS1HiA9JNOpb5cOGEYGf7P1z21U9t8Z9w11zXblmtTySVMiUsKH6ml7hivXwCTg5OcakdBJUsJacsu7zzVnVLYyLhXluTfltt9NeJK+4BKqyqZ4BHMQlXTyIQshHfHVwR3+n+dYeF9PvXxs3R+0d5R1Eu17eTPHCoZadnJwrY7SD6efX+epftv4a6jcF4o734jvElOnL22nmaWWZuTiaU8EfZeNX3Z6CjoLf+w6ZIoaehXy0gjTy0RD+EY9fz1R9VBRxlkPWcePLw70WwyVDsT8m8ufime/UW3rXttaS72+CezLGsUsHR1Iqk46uk9lGf01W1Zvyi8LrBcJKONqqlV546FZJVRIpFxhVIx9ODn11MPFHfuz9m7crKfcdShSop5IY6RWHU+RgD3HfvrRWrvW6PEK8U1lqa6ecTVCxQRA/SvoDgcZAHJ+2mNkUBqml818GpvxWNdUtgNmdr4JLuTdt+3Jeqm91ddUyTVLMZZgxy2eMA+wHA/LTU12PyUVGlJHEICx86MfU5PqxOrKu3grfqNauTb9zpa+OieOAxk9LyuwH0qPU5ONQq87Lv8AtynZL3t2pppC3Q7PGSq+uQRx216uOenlAEbh8FwDc5lEILLWU7QpCqTDoUeaenqz3xjkkd9SaPbG2Ka7Wixw3moV6mTpq66JyEyR+BUZcgj3JxqBx04JM6zYCHK5bpOffGnuCeruq/IVVyqBFCTJTq4DKzev1DkaL4X/AMXHioFZieFe3pp46W07nMKz1Ro/Mq6RJVyewLIRg/njRlX4Fra7Ql6pt2U71MtSKOJYKMqjGRgmTls/ftqrKbcV2s0k8VDOlOKr6JVP1KSDkHn1yODp/n8TPEWnFDV11bDUQQTCogXpQr1ryMgaSdFWggMky79URZWGPh7YzXeQbjhr6ygMdPTCVTCjkIpPVgkt0ggfpoW3/Bk1Cx3Kv8QqegpZBHIot9KQyFuByx9wR68+2oBTeMu8qOqeunpUNwlqGqnqHUgyKwIK9PYjkfyGlw8b73PR/IUtohpQhdWMSdTGNm6ivI4weR7aWfDtEjtX9yN2qd7kltex7nWbQttgqKi71dIkKV1bVofNQtkuGkb6WPbA0033ct1pJ7uJLfSx1lyMHlrFWCaRFiC4CdCckdPbI1Xu6PEat3UXheF5w/lqJp1zN0J7kADufTWNv7p3GklHTx1MsxpaszxRlSShIwecjOR6Z1pFs95YC8XPG/l9FLqdXGo3rf47luCttddDbiElqJx+4jVFUYPQSScjGT76aLvbbXR1ENwpZqCOGqaWIpFUSSmMeUHEjFmHUSTj7aM3Vu7dVatwo47bOYqmNFq3FSAPLXsMLwh9++oXtbw+3RvO4G1WW0TyzAdWfLOAv3J41vHTOjbilIaPl33Quk1+rrdI1vrLJW1PzRg6ahQhURSdvoOeQRprhil8xagQykp9RycfV7862K2J8LM6UklZva8iilVlCU1IFLgE4PU54H2xqdXj4fthfITGO0yMlHE2S1Q/mSYXOc9s51gdtUcBEbSXd6OElakJZLncKY3GlttSInJBlSMspYdwD6nVreGngZS7kt9JeL/Rz09LKxKqJsF4mBXr7ZB6vTGrgnagsnht1W+0mGipaUK6R/SIpOM4Pck576c/DCqirduWdJjEVngzhjkh0LEAn1PY6SqdtTPicYhhztfjorBltU6bG2vQ7Ftk1poLbTrHTVLRxGUDzGgzjqlcDlsFyAQRgjnUmuTy08tuqZoyIWd4ysY6izdOQer0HAH6jWJ5bfWU0NNMW/10lT9JHUQABn24zpimp6q8WKvtFPM0dxpMShWYn60fCtn7qoONeYcTNJvJNSc/grnLRSfFS1OI/PCMGyWbuoJ7/oNRbe9ygtNP8w9EayZZRHEix5f6uCQfTjknOpBR3OaaWWjkQCNaaN45OoFpBjDZx99BnramARiLoMZjYtG34mwPQ+2qx3Y+5QBKg+4Zo6C5bfrqirlNFJM1vqoY1zGFnHTGzk856j0j0GdRDw4qbjfrtuTeNwgeSlhrf2ZQiKPmCMyEFlH2+jIzxg6tYw269W6st1Y6eVURvKUPJ6l5DLnBwpHGoZ4DCqofDtamWNZJK6sqp2dF5yfVlPY+n6afilHR3kDPIeRJUtmrPt9QGi80tGXZY1JJB6sjOQDyODo80qTkGSHIjbqQOAekgcEZzqO0EQaWasp5ipEytIDnBkxyMei9tPM9TNB1spRmIKgA5BbHprluFnWCvZKx5sis7MydAwuCcZ9T7f010X+FqJo/AfaHW3UWouvPryzH/PXONHSogWlWTzJSg6mAwAxGeNdJPhmi8nwL2bGe/wCzYzrv+zIPSnf+vzCzlOStDXte17XuVitTP+UHoTNs3aFcwXy4L26Etzy1PJwPuQDrSt36YjKYwMH+X2xrfP48KA1PhBb60Rg/I36ml6sfhDpJHn/7etDWTqCAg475z3Hpp+n/ANtJT9tCp4xMmWYjBJOO+PfVL7z2Buy9b4lvMQf9kygOadZvLlBQHpJPcZLE8auVyqoY2J6R39yc6ZKpa41ktTDWwrDljKDCWLEdsH2xnXI9oKzo1MGt7TjZWpWlz7hQamsl6ttPGi090KtES0UdSJlRsjv1+uOc6BNVXuK6h0sNVTyMV6PMnHOR/dzjjA04XivarKVcF1DsshP0xSRsy8jpVsFc/Y8HSG77iWvRhT3CiuPlcSdE6pNEo7sAPxEa8WwvebkX966CVW+JIc1wpJKeWYMsjhgA/wBz2zpC9PQ06LVXyhkijbEcRWLLlu/BBzo+yVVdWWaB/lkuNHEOtYll/fKcZGe+e4++me7WmtvjyV1dT1VXRQ/2EAmw9N7upH4iDx0nRYOubmyiQ1lLUw3IVimSKKhjNRDNJNmEqe4wP4uec9tINvybwhr5bvJtOKogcHypzUKMDAXqBHcsAv8AXTvPTpcbN+zKCWIVFcWSYTU5WSGNRlmI7dRwAOPXRVs2/UV9o/ZaXGmraOJTLHTNAULnGAepSuD/AMNMh7Wt61vXRFUbftwV9yrvIqqWZ6mCqnYmaU8KTwoB4AAA/lpvop71V01cFqKVIZVPmiSQKSe/HudWTDYtr3K71FAbOkFRSyddZI7uRAoIBDhifU8AHnUhj21sSxvFS0VrppayXLRJUr9Umf4hngKB6nXYNZHG0Ma3NUsVQkcFa9PNF5sXlKRkM+eR7a9R0tVNItO8bLBMwy7DAAHc59tPl0heW+1sktNFGfNfpibChRnjA9dN85gWnHRPKZ+ooEGOg9+O/wCWukxxcRbiqlbH/Dd4aSQbVrN3/K0U9Rd3aOlFUnWiQIcZx7sw7/YatKqsVRUOaKu2xbvrBKzR06EenOGH6agu1dj0lu2nZ6Sk3FHG6QkD5uqaIkuoLBUVxwHOnu2bK3NFQwrFu6theLJcQ1TTBgD6dRJBHbn314msk3075HP4ngfBaAZJh3R4WUFUDWHaEKvAJQDT9KmYlexxgZz21G9q+FUu3ZP27eLNVQU88UyTU0JJmjRwMYIPHGrXpoLx5yUc26KiSrjUusD+WcH0zkZOdLKn9tUsJr5rkZIwGlkiaHqbgdlA7j7aoK6Vrd0HDPxVgBxUPsfy1sWC3zVNyAoqjzEiqo8xrGwyrHPBI5H2GpNYb1DdqaKz3Om+ireekaemLeU6dwQf4eGwP906ItlRFeljmqFajikm+aUzsGBdOcZ9ARn6TpDHu7Zq0b0kV5jE9I4hK0ilxK7E4Cr6k5I47Y1k4ukvlmrZcFN4RFb44rVSwzSGKDETynKmNfQtjnAxj30ls00fXNKsDv1uXZ+k5QH/ADPtprqKu70JgktlBPV07LGqxHKiJRwxZTznJ7fbRl0tirB5u49yNTUXmkLFTs6SOSOAenLH+Wld3bU6+al0lmudxtVymrKWKalpBI3mwVUYEUoxwUYn6TnSCqvkO5AsdPVzbeus4CCoVRwv8IY/hcHHB76cJ6DblPUpTWmgNfWlA8lVXSNKtKjdmfJ4OOy8ffRtfZpkhopI7VV3d45+rMQTp61zh3UkZAycAdtbBzAQbZ96F1AarcVw29V1VdXRp/pOweo+Ud+ijrqdEHVICBhmwrN6EEnTNeNxXG72OGo3NS0kEBkWrakErS1M8jAFHZU5VcMMDPrqztyWWTcdvaC5bTloxEjstSzRdcMijpjkU9X04ByQT64Oni3W+FlFLU0NGKmnpIUk64UZ2HTwS4PGeCM+nrpkVUbGh+HP4eFuCrYlUUtLeZ9zU9fa9w1tNJIoY0ssbJTRqOOkDPIx3Gs3aW822G4XWfdiRNFDJ8m0TAKM8A4PbIJwO+rAvU9wmqUsdGUmmpZVkjZ1RFhUZ6nlfPbnhR+uoNvWq2vtvaUktXTw3mNakrUu2QtXO456D6gDsRwNPRSmVwFtbZZfZDRUPdL5ctyXJaiumjklEaRDAAHSpAyff31JdhbfN73wkRrRPFSE1PmMM/WrYX6M88jUIrTTyVLTUlMtPA5LLEzlukHspPvrZH4etm26m2um5JII2qq9pOh+n6ljBwFHsCR1frrsbUqBRUbpBllYeJ+yf2RSmsrGs4DMqU2e7ol3ktFYyI0/7yF5I+lZscMvt1AgnHtjQd6199h+RorRMn+tVKrPLwWSJfqJwO2dK922SC8uKTB8okPIFP7yBlORInsc9x6jTZao77btxp+2UHkJC3k1QYdMznGCy4+kgA99eJZu3ES5ZDQ817h2Nv7Z0J1CkNulhraOR6aVSlFIfMMakDOM/UDznUQoK+1Vs9ReblE8a9LSTdAADqysiZHqCucfmNP5r6K0bcuddNTyxzM7tOsB6/ML8CQepU8flqLC2XerpqKBViNFTIiND05admcFCccgKByfvjV4GWDjoOaEz+yNfgk13oqekjhsMEIiqLr00/75AGUKvU+T/cVOlM/Y6SXbbq7ov9TTWlvlqehMVIflyAAiLlz98kqM6faypi3Xv69QhpIGslGsFPOEAJdxmTg8Zwe3tpdtjZVJtihS4tJNXPUtiVl/i5yMgffufy030jcNDievbTxz+Fkr0cznCB1bnPwy+KjXSbzWz0Jr4Ya1I/LjkiPTUYXsTjnGf6aIt25dxWG40+3N506U9QzFIatYutJVI+k5/wAdSKu8PrZuWGa7AT0VQzsEkRjHNE2cEA9mBx2xpskF127MlPuWFbp5fRHSzHlx0/0B/loslikaWjPLQixBtwP1VHxyscHHLv4Ed4T/AFK3ivsYq6aup4popOho1kIjlAbPR1ehPbSa1VW3b7X1FovNvqKSpVTVPS1pYhZfYHOGUjBGNFbWprZU0lbRz3J5i9Y9b5eOkIpbIGD6A8Z1JKq20FY1NUVNQgWJQwkDBvMQHjpb0APB+2lHubESw+RAtbT3pyNpkAePMHP+kjvFu+VjFTRxU8EkKeYyoMBo8DqOB3xjjRS7ztthoayrra41QESSrGqkMFxkZPvqQXWip6miiekCAxv0HGcD0KE+2tfPFiuuFuukG2XCwOIy0sdMxYOv8P34GtdmUw2jIIXn+lltKqOzmGVo8PFR/wCdprnvCHdkzN/r1ezRQl8shHYN+ZxqW7rsW3Lraad1hkoa+SoxM7fhVQPrZfQ/fUB2Hte47yvtNaKFVebzWdhkhkVf4jq+rT4dT0kk2175fKipEKALFTwI3R5n1HDNzkgc69RXSx0724XWLRp3L5+SZCXO4rWq7U1xS4TUrv57IQnmKeGXOBjWKy1PRtTl6pHM0XmdYP4TkjpP3GNbRpsHbMslwkqhZBNTyIsM08BVIulAys2DgDPf3wdUv4iUtOtsjWSwSU9dS1Du1bSqTS1EDMSGGQCBntnW1NtFs7wxo8VUtsk2x99vsPcFnvlFCWlp1MdUC+RJGx9PQY1u/RSf6b2+gvlLEXt0ZjlSJcKaw8ZLH+6M5x6ka55VYSZfNEDr1pgk/hOPUca2O+GDxgMSxeGe4ri0EMh67fVFuVI5MRJ7A40ltijL4xPH2m6+C6WzakMdun6FbPV23LTc4JobrSx1UsxXPWM9KjOAvsBnWtfjVZD4bbkpKTZFnq2guZE89LGrCAOMgsjjlXPTyO2DraGKYVFNHUokgVgrL1fiIJ9f0zou62q23qA0tyoo54+sOmR+HByDkdjnXmaOsNLJdwu3iF254BM2wyPNa5eH/wASFmkuVBa57f8AKoE6JhJgeU44AB9Qe+m80trtXiZuTxGudchShmWSjVmDKzyDpXPOr3qfCXw8qq5rou06NayWMq0iwjk4/FjGARqsbp8JlhuwKtvC5KWmMkgCqQ4LZxzz24GujFVUWNxbdlxY8b5pN8FQGgGzrG44KaW3f9qq9601NUtbkpobakr1ZqFADPgdCgHuT31Ad0bsobB4z+ZeXENnutNJZZp2IKvGVEkbcfdmGkNx+D0zyAUG7moaeJ2y3l9crf3eQR21Y9m+Hjw8s9JSG709VfK2mbzEqKydm+sAD8Pbvz+mq4qGDrNeTcEWt63RLaiTqlts9bqq/D/de5aJtv7bs1JU3CC2istFWkanoVvO/dMx9MJzzqT2zwZ31WW+S11G5aaitrVM0xZGJqMOxJAb+H21bG2dnU+07je7hSRoUvNTHUmIKMxkIFP+BOn63U8NPGKengIhQYXOWByedYzbRIcXRC3f6rRlNcASFVlsDwJ2vtbyau60qXitKOXkrMynrJ/EM8DjGpdeNrbVjp5Lm+3La1XQSB6KQwqjJOB+PI5AA9PXUj6lcyIignnJB+/pqBeKHiVs/Z1pWO732mWaVmIihbrnZ8fSOkHtnuTpRsk9ZMBcklblscDL2ACl37VpDbqi6CUfL0iNK8gUgFAuc/7pzqifGb4nKLambRsiporhXPFipq1yywn0C+jH/hqr7x4+b83ZZf8ARjY1tqYqChpGhrp4yW8yNzjqcn8I9MaL234JW2itYuO71qp735waG2np8uZQAxRectkEfV2513INmQUf7lYbm+TRn7/iuRU7SL+rDl3/AEUNtO0/EHxaln3C0U1caiVuqaokIV29lP21aewPB9NqbgaW4dcVXTUT1HU6hmZiPwr6Agf46ftk7drtvX96e0WSqobXLAZpaWSpHTRyj0UgkFiBnA0nrtxV1tqay9Vi9BvN1jpjVNICKeFByME5BOOw1tU1s1Q4xRkYbZAa+C5dr5nVPVqtVnslUYauileqoqf9pyMRk+ZJ9KYPYH7aU3Cqp67clk27TOlRU3ps1cTAFaeBQTM/I7nPTnSKxX2O81t6ultpHltMkyFatlz1JGenODyct1N+mn7aENA1RevEWWESdUb26mZlz1IG4eP7MQB+euVISwlztfmdPn7kbJLZ/Cjw0r7hc6NbBQTU9FUq8zN9TRgrnpP8tR7d/wANuyLlK8u3a2rtgIEpji+uJVPqAeRqa+Fm3LnRbYuEl4p1p7jfp5aqqKt1BCw+hQfXA1MIqWK2SQCKIGCWDpqAXBbIH08e2M/y1g6tnglIjkOXerWFlrHc/hXuCRQCi3D8y9RUCCIyoApUjPVxyMDvpsunwo73oVRoqqimVnUEpP3yce2ttVpKMzyT04DzR5YdLgqpbtx6cDXoaW4UyTRlVljkKvD3DIpwGOPUjHA9c6Yb7QVjdXA+IQwNK1qqfhP3ZU0cck+7aOqlSJEjRuo9OfQN9tNzfClv0BUhrLXUFvoZvPKGPJ/EffGtirHuC3RXSq29WbptdRWGYpDTwuBIvb6SuScjudOnkyU9bNc5bm7IYuiKnCjoQ4z+ZJPv76P+t10brFw9yOBq1+j+E6rFEPmNz0/zPllnESE9IHH0++n2LwE8O9t0NPS3Kmra2qnkiBnmlKnJJ7IPsNXcPmGt7TvE9Q80ILBQOrBHYe2ozuC00O5q+ktkldcaOW3SxVCPGnfA/CG/LvrP/VquZ1pZCB3ZfBDCE17f8KrVb0lCbeoammbqVDHGqzU6gfSecgk+upZBd7fHXw2ehFHHJ0olRTcQSxkjOQMAOM+2g1SwyGkulHRVtbUQTBCaacRPgN0nqUkBgPvom924VsBa7Na5bfEixp81F0SCTIORKCOee+kXSOmdimJP5+ckUDdktcbRXQ0lL5krtHUoB+JiHUsAO+cZOlQrHqrpU05pajoljkjLMv7oYx3+5zqs9zbmv+2d3W2lgs9VR0fy4jLz9VTDMVbK4kTkAhyCTz+ep5Zt5W+4Vz2pI44p1xN0rOHDK3cD1zn0IzxrR8DmRhwF7i+SCj26rFdP9D5bRAUhE0VV58f8MyhCUAzyOf8ADUR8NZqpdnbRpI5h8zSXQU0qtGFVQ0EjsuR37Yzqz72KKUTUtdP53zTO9BIpDFVKfUVweACSOfXUD2lU0tq2XY6m6EKsV3kaWRSCFPRKAfzxpmGQugLbcb+8FAjNSizXK43C67lt/kostmrIxRI/HmKYVbk/cnTza+qWquVDKApmmAyG7xunBz7840kslHNS3+vuNQydFeKfySSCGKxR9fP6/wBNOVbagLwboszoBGI3ijOAenPSf5E6TkcCbdw99h80SE31jVVir7VSUcKvTt10jsoLdCkZUsT7HSm4PQPS1E0RBqIIJR1nnowOTj1B0yXOpv8AcKyemp4g1L8ussMgciXzOrn6cfb89HT0i0ymokr0FRHDIzxrGArqTgKxPbn11pgFhiOagKXGSkir4YpEXzKmkVxkYwileoD25POmC2G32neVTbaZ5I6Wvo0r54+nEUUuSuVx7xqTj/ZGl27aNJqWK6Twz/L2WJq0yq3QzFOlig/vKen10g3TQVFbU1KwyATw0cVRQzIekspldxGwHsMrn1DfbVowD4EfPJWBBU9tjU8cIeCMlZwHAIwSueNEVWHp5UiIUuHVV7+npovb1ypbxSR1kTxyRsrRKy9wF4Kn7hgR+mnKlMzQh5ljLrx+7440i4Fjs9VAUmpKSuNfT1zS9NMtMC0Y4yQOR/hrpp8PUJg8E9koydBNmpn6fbKA/wCeubNQ8cUEkkn4EB/Pt310x8DI/L8HdloDnFjo+f8A6pdek9mLmd5PL5rKTNTrXte17XtVmqU+MOgNf8Pm58LlqYU1SDjt0ToxP8gdc41R8qjKjDOAQMYA11T8ZbH/AKS+FG7bH5fmNWWiqjQYz9Xlt0/1xrlA1cOmnihDNLUqWA/uLjJOnKY9WxSVQ3rBKK+TyaGUebGHnDJGXIUsSMAc6it7tdZXxwz265VlLJRYHTHP5ayn16yQcgfkNSK6FKj5Sn6Y5m8zzQ7rnpUDvj9dN05+ZqUpQ4OC7OvfPGNeP9p6i9UyMfxHx/pMUbeoSeKamsdyW3xxU+656MpH9ZWGKQZJyT2yfzzpguO1J6GlDWeit0szuHqXEYhnZC3UyrnI6mHAGcc6k1bWSJX09vhLMtOheZlAACgfQDj35P5DSHb12nry9xuMEsX7QlVYo2TKohPTGoB9ekhjn3+2vPsdI1uIacv6TeSZloUohBNVQQRAR/QrkxSrk8KTjpY8/hz+ujbOaZqtlFNJM8faogl6DGT/AAyw9WQPvyDqRXzbdpuVNJDW22GdVB6Vk9wO57DOjrbSCloEoxSmCSmRQrNiX6T2HVnnUMwcy51RsohfKSm6ptzQyitHUIzUW4kzwRBSuSgB7EnOAffGmWp3qsFg/alhWKungdLdCI3H/pEmOlpF6eOQDyRxnVgXKyzT3NJ4bHbpHjjDRVjt0yI57jhScDuOdM6bWkuclRV3K32+Oq6GgWrpMu846gf3isuG7ZwfbjGt45mWBfnbvU8FSsE98SeoslqtC1UFLI0wqJ8gVcxJ8yofHdeeAScADueNOlvWzVUPz14vcMMvlx+ZI9THIJGHHl4LAgf7OQdWrWbeuM9VPUUr/LSyqA/mgjCID0dABwoHryPXt21HL7Ya4LJNbaeanjlBkq2ZoayJ3IwSIpATk+/Vxp4VTZCAMkLKubj4crd2um7Pk5EtoDSh0lB4H8Sx85z7dQ1WF4janRbcLW0VRFISzyKVkOeV+n04x76um27eguM4ornb6hIIFY1MtHRNQRgA9nCHDnPPbH56bNr7Vs963vDS1jz3Kkmr56dJW5Yv0qUYtjqOO2Cca6MNWIg4uN8IVCFsZY7Jaxti1Uty25MZoqKMPK1H5pz0KS4GD688+2iazb2y7s0PTPbqNZVbpfyzAzEkAnuvPHqPXUuFprLbGz251HYukrSuMAnHSOvCnHsMaBVxV7SZ6qV0CL1GXqXnOc9sZ/TXjDOS4lpPPXmtQMlB7fs6pmqJLdHDTVdvH10tTBcHLu6+jBecA9/qx9tJrfT19HcHstff5K+rbLRUyQSTLTMBkdRDcKPYnnU7akYokk9HS1M31MipGigg+zYHP+Omye21bWaaGlt1ZSzSMhWOJowevq/F1qw7fn/PWoqHHUqWVcVG3d9V19lpWoBXwEFJZ6qmWKm6MA4X95k/xY76cpttxWyqt5guNLairMYobXZ/NExPSGySG5xxkY/XUwS27ioWq6mW7V6Ax9Yheo+ZQdKkdLYTPRznpBJJHpp9gtk1db4au4VtRKHgR3VGeGI+pYx5GQBjAPI599aPrHNsbiwyyUTBbEjVJKBp7rcqtMEmd1j6Vz2CnpwAB6A6M3HuG42mmMf7MjRamRYIHTrZlyDl2HSAMD2PJxyNPf7GsFvVTEtJEpPVJLEqKzDv9RAyQc+ug1u6LVTzMkVuuVUShXrpqNnQKey5Hb+elMYc8OAuFLEqG2KzTm0CnFUtuYOT5Cq3BJyWeTpy7kck9h20tq6vcltmiSC5rU0KOqVMlZRyAoq/idZY+5Y47gdtSNaz5foSnsFa0LxlyZGHBPoQSTn3zprnkml89rTYqKKRT0LJUTMjqOQzdCZ7Z4OtRIXOu4Zd9kbWCb5rtuue1Q0dBtGG+0bpOhZLsP3+QewYfX6g57YGqsMe+Xv88to27eqCRIhPWeexqZIVUdKU9P8AwDggnjIx9sG57bZpFs8FyrJ6dbmsQ6pHjMsEeCcdI+lh1DGee+k5igulI9JfKdLyjzBRDF1sI2btIUk5GAP4WI1vBUthvhaCPP62KBF1WFDB1WOsaO71kMbSKKxTa2lSd1OTGDkOy/35Ork54GNV94yRzXa3WQ091pOimkmh+UVDGokx1dZJJHIwAM8avm82Wtm23V0q1dRbUSNfIktUz0/Tg5VQhZlA55OeT300bg8PL1vfakWzKu6U9wrFpTPHPXdSVMcvHQzdPDjHGcadpq1kUolccr+llUjJajxwwXHy7dQxeZWVEqKrDJ5PGMD7+v31uhteyU23LDQWOmb6KSGMEjgFunk478nnWuGwdj36j8XRYjDClfZpnlmeRSI16eFfnGRzke+tqXjhigIZCOhT/Ccnjn784IHtxoe01UHujhabi1/fp6L1/stT2jfORrl7k3sIWmMEsiJMxHUFOAOcZz3540MUEfzM1WysFlQRsGUFWx66YBJLeP8AzUUamlqSJWfuyxp6D2IGBn3Y8alFNFEAQBkEKqg+nGvNSDdi1816eN2M5DJN9XZaEVEtVBbk+ZmiETNkhSgIwOeONFTWimqzT1Mg8meFw0clO/JIH8Q7HS8VHn1LxOQRBwOo8nHcgew0ahjaMhujpALMwP0hfbVcbx4q2BhKi1qWnpf2pHcbe8NTU10kkokAz0ZCqQ3YggDByCM4xpzpY46SUwUirFTOepA75GD+Jc54PbGhN8pdH+ZpblAsoYgMhDfTgfTxyV4GmO80ktPb/MqLsKU0CiaRKYj8APdge4HOfbjTAO9dYmxPDPwS5/abcaDjknuWpo7kJYIauOtFO/8AZQvgj/Zb0zpLX220bipzZqgt19KymmCkSRc4zwOdKLJUxvQUs5uElwWuPnQVEVKI1MfopKgg/mTnS6ttsNwieJzOQVx0mdlwPYEEH+us77t1tLcfwBXtvGXte/5+ZqK1+w4jCVpbjU/MUwHkywHpnCKMlSAMPn3I0to4qmO4mG3071FK0PVNOwwkch46ACeCR3GMffTpTW2vt01PFS1MXysQCNGzl5O3cMck+ugQUd5W/wAtRUTUMlv8nEIEJSqDZ/Cxz0sv34OtTOXAhzr2VNwGkFrbXSaKpmDNRTq9N5hyucfWw5Jz21rwm3Ltu/xLuddHeXttPJPI8NZKhfrVTgouOPfWwe7Jmte37tXGp8uVYcRogDAOTgYHcEk4xqN3XaN4u1os+21SGjokpkWvnUusnnKc4XB/FnP5662yJxBikGV8r8uJK8z7SvIDISeZ+ietu2bZvh7eLZJFTK0stKeuuYrCikthiFUABj39c6DZdwbcv9/3DerHdI/m6acw0PBY1cgUsT08kL1FVBIxxj11AK62XfaNbuOkt92/aVLabbHMFuDB5ICwPSYyeMjP20v2daK+0eH1qis1pjnv13Sa7M6kRPIVP7tHYnJHUynGQD0899Nvgbh3pdcusL+vHuXlb8FMq+2XCvtEcG4rdBRyU9AYvPws0jT4wHI4Xp4zlu2ftqL7f8JrDW9MW95zUvcFZacrXMYUA7Oxxhm+2cD0Gp3dJmGy4bFUUkq1Ncop5UgmT5gMR9bkdYPuOD209CxxpbXNDQo8MUSyRRzFenOO/Vg5BHfSgqXxMIBtc8PkVa11rN4r+Fdr2o9DT2mnr43uLeXTrH0zQTNnAYHPUhPtg/nqMXLw33ttamW53SwVMcFOAZKiIK6xLkfVlWOCDjW31Beqerp2oKu3U00DFlMfT1xgDj8WPoJ9tQv/AJs7ltTcVPJteku1bY7gkrV9C9QslNGW/wBlufv666VPtiRjd3Icxz4/C3ncKpbndNmxfiRuWw3g2x4lIlxoQifJXenfqJixkfaTAPI4YY9dX1YfFTw6vtBDWUW7bX5dYT5YaqWP6vUfURzjJx3+2qKnj2Rd7cttn218pJZaoqsBt5X5Zcgth4lIy3swIIzkDVeb82vtW50s9Ptx4KK6edJUU8dOJVirYl7EQBOlX+64B9hrF9NS1j7lpYeJGY8bcO+2Sfh2jNCMJzW6dLcaCviWttVdDVwPwJaebzVP/Z9tKY5RK7LDJFIVbplKkZXA9R6H89c5LNuPxK2CiXazV9wtMKv0E0056Ov+7JGSRn7EadrR8RXiva/mpKK/qhr5TNMzwRufMIwSARhdF3s3KbmKQEfnim27XZliaV0GKyOypD0E5z0sM8Ec4++sfM0sbliFXpBK9bYOB/nrnbU+OnjNVO803iBdULnnpm8sY+wXA00z+IG9brEFvG6rtXqH6wk9XIVGfbnnOrt9mZv5yD1QdtePg0roDujxW2BtMn9v7utdK/SWNMHEk7duyoS3vx06q3cvxfeH9stUibSpZLhcknXoSoR4kMY/FwO2ffOftrTuCjvVwE8sdtkcQcySCM9Kj3YkcaU/6M3OmgqK8iCSOIKJXRw6qWGQMg9/tp6HYFHGf3XF353JSTa0zj1Bb1/PcrD3t8SHiDvVjRPcDa6Z/wD82tzFFZT/AHmzk6YNjWEbzr5TdaeWZoZFfzmmAiEaHLhlYgsSOe+Bjsc6dNn+Cdw3Ptao3Q1+tdLRqFXqNU2EbOD1hVJGB6a2J2Xs/YW26ihstltFB59RREO5jLtUPjmVS/pgnI9iNWq6+moozDStz0yGnmknOfKcUhuo/Dcdg2ArR7Ltk1yrZVkjkmo6cyp5RXlHCKVCnOAOnv66bdtbG39uG909z3SrbforIBDElRL0zzKWygdAT/gMjj01ctDZ7m+0hRyVk1tmpadonWAJGr446gQMrkYPf1+2nG2w0rUySQxIXLGJXb8bBDj6j3PPV3PqdeZNfu2nAMzxOZ+migF9FEq660lJapqAQx0dPGnl+ZUoUhX6vqIHBbP/AIOmS0WKzStDJcqUVZiglq4KeoQGmjLOVRkTsrE+pGcanF+tltvNpMNy8iJKhTFNIow/SDk9BIJB7c6R19P03aC0W+hPW0UAFTKMhkUE8n7euso5gG4W5Eo4VV9TYbxbtk3KgsAMVfdSIB8xLjy1LnqeM/fkBe+p3QbLulBe7NarW/nWWzUcb1cLjCy1XHTGDnJI5c/dvtqX0+2qVrb+yK6GKaASq46ly30tlcH0IPbTkYKaJHSnVQ7qw5bBc8c8+vfnQkr3PHVz1+XyUATWl9t9rog9cDRBJOhIhjOS3SAo9OTom31tXDb5payKR3NS8agqA7J2GfTHJzqPbop0q4Jkp1mmqp7jTvKiIZPKwRlEPAAPQO2cE899SS51dxq4oPloY0YwkyUzoTIWJAOW7cZ9NYljWtBHH5IpBX3OrpbNJV2qAzVlxrBSwOIuBg4LYOOFGTntpLdN1xbQaIXy4s9JAivNUHJ6QeOpgoJxnPYaeKDbdnir0uptpauhURrPLI7eVkc+WCSEH5D9dLKy3AV37QQoGSmaEo0YPUMlu+DkY9NEPjxYbZevkgtbtsVGwLfum6yJviyrZqW7RXETwgyV9wP41iU5LFVZun6QOojBxq8lna8VVPc7rTzUCv0vFEcKX6hkMy/wnBB6TyDpqo9s2KovsV5tm2qamREdxPFSRAtMDyG4yv04wR6+nrqRV1opr1bp6eWONGrRmfrVsn2zgjkY78HTlXO2VzXC/p8h+cFUZJXHbzTD5emqmQSsAT1HqJIHPfvpmEMsm45KmK5VjNSRMohBUhnz2P8ALTvRw1Vks8UNRVS1whHQrSqCVX2++B66YLPUW2ie6bhpaploWP0wlMmTjGQxx3bP/HSUfEg3Vk67DpTS7ehaseV6t4yJmeNiylmLFOr7ZH/HSy700M8IRlp3SMZVJU6wxwQOoH0BGTnvpLcGuk6UNZY6qBXxiWCQ9CTxHhlJwelx3B5/z040lXFeLYyRq0Enl+XJHJgtG+O3UOCOe+dVcTix8/REhRG4bZo9y1tJXXJa2nnp3DyCkqWippJEOQGjbhgfzyNFQWGo/b9fdaxLPVRRtmPrpTTzRt6nzOzAflqXyoehkHR0jAijdegkdiSecZ0KK1U9PTfIxpUMlRKrMBVP9PqTl88fbWhqHNFr5aKABV7WLYRCKWd7zbpoeqnjro4md4G6uoHzIwQF57t+o1CrRt6ZzVW6kv5vFK08FzikgkSOoU9LhnI7FcZP4Tk6ty87Ptksoanr6+mZXE5NLUFAyoQSmEwp+/GT6nUMpqGls15N4q7SlwuhVlp7nGiI8VKeokSICAQB3wOx0/BOMBDSfz8+xVSpFtU1VfbKi2VDvKEjhZ5KuMwzSqQrFiuMKQPbGcaV3C4VVZQ3Z6aqMhjVKqkMTAZXo/CT+Y/rpysEtK9L868I8yuo4Hmd1HTISOPp5x9OBphvFdHbrhNZzRrNWVIVqeniYIWgP0yNjHZT3/w0oP3JDYfnFC5slVbebXaLNFuGvn8mF4o1JByZGcgDB9+o40noEqo0np6ujSRFACxyt3QsGzkZzjvo6h2xBSW+O2XAU9VThvMSIopVX6shhn109PRyGRqgjhF6ejOAMeo4x6ffQMjGjL8HBSxRE1DJUJDVVdyd6VUlE1K+OmYY4U54xnHHtpjpZLTWbmmt7yCmrhTxu4aQZRI3ZkXAPBBkViOcq6DGn260NFV0qQVtP800JeSNXH4X6CucA49fXjSC22enpL+tdTUS08wtgMnSAQXdgSWYd2AQD9B7aqxwDSb8Fa2SeqYwUsHyoSCKTpMnQqdIIzycfn/jo0ySKo8teliueo/hAzydFtGS4kSUeayiMv1MwxwxB57caVvTRTQiORYCxGWwAMKO/J0sTc5q1ssknus0VNbWVJcyvCz9JHf6T39v666j+EcRp/DDakLL0lbPSL0+37peNcrWt003zQadmh8lhEpIPlKOcD7cnXWLYdO9LsuxU0gw0VvgQj8kGvU+zAtLJ4D4rF6f9e17XteyWaKqYFqKaWnYAiRGQ59iMa5I7vsNXtPd94sFTCYJrTX1NII2j56PMIjOfQFMEe4OuueqF+Ij4X7Z4xCPcdhq4rTuemTo89lzFVoOySgeo9G7jW0Lww2KxmjLwCNVzkKnz+lyzBFA479+RpPhx+8hDp0hhlR9Xf8Az1Md/eF3ib4Z3SSh3ttCtpFDnoroIzLSyr7iReB/1sahNTO3VA8bO8Yb6wgzjHrx99fOdpOfJWSPdxJ92g9EzELMAQY0iUPXyUqQPM4Mre+AACf0AH250dCkEiQ1bkM6p1wgHIGe7D34yNC8sVUbgMGiI6irjGT+ujFoYoZvMiUpBHGsaIBwoHp/XSJdzWmSyy9OD/D3yeefvouGIfMmQoMOvB6e5/y0oZl6QvfqYMce2inZlfqBB6m7/nqgRKyJAsiIOoM56V6RnPP9NHAyFVjCKpC/WCcYHJJ/PjQYumIdTKRz9JPGi3lUuHI6B1NlSfqxgd/1zoZlRG4jDqhYIsmEGT3J9O+kNXQVdW/XV/L09MjDMaKGd/1PC5/XS6KmjnZRL1MyjqH2J1lj5DIHHR6YIzn89EOsok1JCvR0mOWOM9+r+FR2/TTRZaKmjqrkLdSok8dwQN9H1dZZSXHtwTp/jkE0JZCepSQc8cDXrUk9Je4gyJ8tUNgso+p5CPxH9Bq2Mhp70LKUKwaoYSOAqn6cMeps5HI/TP66JqyjgvL0kY6TnPbQp4YY3ep6FV2IUk5zj2/roqoEUWDUExRooPUwyR34x6nSI5hXCyskc0arCTHj7YwPY6a71TbkqJ4nsNfSU8ABWZpYuv6cdlAIwc6dYi9RCKmEqQ+ZMDODn30MrUTwIqMF4IB9tWDsJv8AFBMK2XdPzMVUdxMIiVLwxwKoYH7nnOs2eGvvKGgrZbhAkQcVEjTY61Y8AYAIPcZz6DT9FJ1VbQ4PTHGrBu5ODzpQfNlIYFRyQqgd/Yn+R1YzOtYopHR7ftVKqU9NRhoVGMuxk6jz3LZOnOOlSNAsKBAPp+lcYHpoEaOkipE7JknqOOO/fR6yvTqwAL8FVH29xrBznE6qBFVdvgnYRy06sJOCR68aTGy22mdFji8oBgODjqOckE+o05Q1EaJ056CfQ9/00nrIkmSMAkkZPOgHFoshxTfcrFT10QjYsgc9OFHHp6fp66al2fUUx6Y7uJIQSZ0mgXqkTOenK4wRqVtIsX7rzD1qigt9+wH9NFAkTeSCiKuepsZ6uP8A4a0bK9uhUtmolcNoUYsVVDZ5xSU0iNI4iB6urIORknH5DGpElphrbbRwrUSoop1TzUkxIw44Le2dLREnluvKsFIAxwcj1+2iLZWxQ22OqmRUjiDE9JzgLzoOke4WupnoFAblY7SN53K9RW9OtYxRM/8AFOykFj9wuMfpoF7Sqr6YWykrDRSu3VJMq5ITjIX7/f005TdMsk0wJywLDjuSSeNJ3UfibDdP0g45++sd45zg4m5X1CjpW0tM2AcBn48UXTUdHSIBTxqCAYxJ/E2Tkkn7nk6F1FnAmXnvx20HpEnMY55bvxouMTYaapThuyqc8e+qnPMpkADIImWipzWRViUzGYZQNk56T3yO2NGUtHSJSimihRYvq6VYZxwSe+jWYNJ0ISOpc9+dZ6TGhUpkMerOe3Gjc2tdDDcpNS0tHTpFJDAiIsYwAgDYHAHAHOMaxX0FFcqZqespjIrDpJJ5xzn+eedK/olXjpJHBI9MaJJDZIf6s+vqPtohzr34qFrbWIyTbYrFbNm2eG10tRUNS0zsEaRixHUe3Axgad1qKVqn5ZZPrCCTn+P7j/PRykuO7dDDJB9vuNEy01O06VBiQyohRHxyAe+o55eS5+ZKDWCMYWaBGEqoYiQcEFPp7caKQtw/GAOc/n30NSwJDMCoyAdAqvmiipTdA6vws/4V44yPXnVQFdyi29oK+spR8jt6ruqU9VBJLCPpDLnhuodgO+lFPcbxU3Bob3ZYKa3nDpUNM3zBYfwtkYJ1M7Na7xW2h4ZK+OCSdyWmjiz0gcDpB9Pz0cNliWmFFcLhUXDpwVlkZYz25/CNdWGeNkQjcBl4/wBL5vtmYzVjzwGSq687X2Pf7rcluFPceueJXqo6SbojmCdh25b7ffTpt2r2iqyXKkoqswwwJD5daJGEEaAhlxjpBHfjSyv8BbRVVEtTLK1JJMGYVFNK5l68jpJJOPTT5t7w5l2/TilbclTWwRksfOhAdARzgjvn76cfUwmKweT3Ll2IXrHbrDX/APyltVBOqSqUWH5dYOvPBkII6uk/nqS19WtPBBTBVhZyIogsfUE4xg47DStJImhBCl1fAAx3Uev56MkaVgrEDDHnPc65b5MTs9FYKPw7UgNSbrC5oK+TK1K07dUMw9Cyn1+40FrPdqiV1fd9RSEMOjoij4B/hydP1RTySQ4ikEZLDpIHY/8ADTZfdvUm4aA2u5QydUgEiyRN0tG4P0sp+x1ZshJ6x9LoFRm/WZ9nUFx3Ql/q566SEqsaIsazyejuE7tjjOkO06S6XyVq++2mWhVKbpgk6kaWLqGQOoDII5x+epFR1Fz2vElt3gRcKIOEjucUOftidf4T2+ocalDLT4ekhI8+aMyxlFABUcd/XuPvrZ85Y2xzJ/l3dyllUO+/DKyXraE1hsUyvXU06VHm1C9Z80dy5HP1aqeu+F7dk9rrb21xtzTLGJYqeDgSerA57HHbW1lPbLe6+fT0yQtULh16AHJHcE69LS0KOUljMqyYUoG/CP00xT7Xnpm4GHK981CwFaPbH8MqvcG4VhrKOooaCFWeWonpHkQkcdKgdyf8tX6nhHtuqprfUbMpKWlnWIxs9TQiVJMA8nkMpyOD6auqmhpqWAUtFTq0Y7Ljhh99J6+nuNLSmSxUFO030/u2PQp+rk5HrjOtanbUtS8FuVvd5oBtslXT7QhktUVvlhkaojQRyu8asYwVz5n1Dn7Z050XhT4dG3i2XOzU07yIqPMD0NP69bAEc6ke6tqPeJqW5UVzqaWqonLMqH93OnTgI4PB0Rc7FI9Kr1U81OqHDGlTqcE4x39vtpTpLnAWeRzRw2Sbbu2tpbSoZLbY6KOljnlIeONiWdu3PoePfSyHau3omWnqKS5TrKvUHnqGcRNz/Zt/C35fbQoNs1aMyftBYwJA6NCpBkXHPVn1/LT/AEtKsUPl1GagKxEZY8rkdx99LyS5nrEk6o2UYs73mJay0XmKp8qKfFLW9XV81H36X/T6STp2R1oHSB6Xy1lDTM0SkrGxOOkfnn+h06/LRskcThsLhyM9zpPIvXIY0bDDsft6azdKH6hBosm6YUtbS1NG9PNEWkxCJCAZMYJZfYaLvlFcrnNRrRyw08UEgZpXy0iccgAcc6MmW5UdQkkgjqoIs9b9mjHV2A05CQkB/L+puVLdiPTjVsWGxCNs1EbtRPRXNqprlfLnVSiKMRUimKnhVDwDjIJOeT30/LHVrPU3GvWN5Yhim8qLtEoz+IkknJOeNOEZdJXwcqOQvtxzoxQyxlgzRySHpGR/CeSMaD5cQAt+e5QFENUM9SqhGjRW+lunH8vz0TDcaK4NUQxxtJHTuITg/SPUkEff/DS9GjAYFQSpyFzy3rpDRUdLQ0gpbfQmKMv5jqpyFLMSc/qdVBB1U1RtTck8wvBBNMEAVQo4znBGT66EpqJHZpYggwen68nPORpNUFLaUqp6kmJiUFOoHXKx7Bfc/wCHfRENvqJqgXa6zM04H7mnRiI6bGcAf3m55Y6gta6hFk3Xq8R2mrNJSWyqqpWWORYYIuosSSCM9vTTPHu/da17fLeFN2/et1tM9RGnGMcgt31NkKJTeWZTkuwTnk5xg/46NiUR9XWQwGEPphtbCRrR2b+JPysqWKjJvO5KyaFp9m3CmjpWLvCKiFvOJXH1c+mmalG6HtsttvGzqiemqKkzLBTTRr0Q9eVjJz6d+NTuIKZMDqzzgj30LpPQqtIyqWJwvGT686gmDcg0ev1VvFM9Jc75PLiq2tVRRx/QuJowOnIwe/PB0VWWypVZ4LFazThnaSSZJ0T6gfxEE8gjTvDLLJTs00Zhbrwozn6Q30n7E6yEJVI3CukgC8j2wOT+Z1mZLHRGxSOrasknWKGGnjZeqZsnKlVAC8DnvpXTmR41E9UlS5jBljVO5Prycga9Eqz1ElVMxKx4RGC9PDen8xo2SnXqafHlSOFT6TyQD66BddQ5IcrwyzoZYledVPS2OVUjkA/oNRTcVkprVYZ6m2wM5t4SRYY48nyjInmoM8/UufXUp/emRnkAKs4H4vw45zrzEJGxbg5xknnOdGN5YRZVKZLPaHtdFS2uokSWGmiEMbsenrVCChPucHGPtpRW2+hnq4pZYI/m4Y2QMQOtAe/1e320qqBTI6PM4BDBV6z+Jsg4/mNFMq1dSal5WSExeU0YHd+rvnV8ZccRQGeSKqKDrlpxBVyIIT1HoIIkB9D7aXrCsSYEjBeOS2QfvogRuGKhg3TwC/AOjJZVRZGwuekqmR6Z76o4kqwPBJpojLKlCkZBP1Fiw4AJOPc884+2kg89rvOBMPlUp0hBU5LSdb5z7Y+n+el0P/pPnRlD0r1dQXlsAjj20GMqXUI+YgMJlcZGAT+ufXVr2RCDBGyQjBAAkyinv0fcacGkllZnUp5KL0gMvLMPUHSeIn5bpBxxhmOM5zpFJXzxyLPIxjhBMMZ6Seknkk/y1UC+asnewWytut9ttrjUyGvrqelEefxeZIFI7egP9NdYKGD5akgpsACKNUAH2GNaK/Cb4Y1m7PEWg3dUUEv7FsCGpE8i/TLVEYRR6HAJJx241vljXs/ZmnLYXTn+WngPusJDnks69r2va9Os17WCoOs69qKJPVUFHXQNS1lNFPC4w0ciBlP6HVYbl+FvwL3VM1VX7BoYKh89U1Hmnc578oRq19e1lJBHMLSNB8VLrWm5fAR4P1LO1rud/t3VyAlX5oH/AGwdMNd/yfG05EIofEa/RMecyQwNz+iDW2msYHfSbtk0bjfdhG5WmlR/yeMI6TR+KFTlQMGe3o3I9eCNNFf/AMnvuyJHe3eJVsqGByqTW10GfzD/AOWt4ekZzrOBrI7Eoj/C3mUcRXO27fAl43UySrRT7cr0IwpWteNvc8FCP66i03wf/ELbmkJ2Gta7uW64K+FgMnsOpl107x99Y6RnOsHez9L/ABJHn9kcZXLeo+Hbx0oev5vwuvZbByYfKf8A9lzpqm8GPGSNOmbws3IDnB/1Itx+hOur2Pudex9zrE+zkJ0efRTGVycHg54tBSy+Fu6CVHb9nv2/XT9Yfh58a6yWOrXwwvaCBvMSOVYo/MYqQD9T8YBOuovSNY6RoD2bhOrz6KYyubo+G7x5qulpfDSuUq5IBqqc9ux/tNC/8m/x6wvn+GtawOeomopif/vmukIUDtr2PudV/S9N/m70+im8K5uN4AeNUagHw4uo6TgBGhP+D6Qv4F+MqSeW3hnelQDgrGh5/wC3rpj0jXukffQPsvT8Hu9PopjN7rmU3gn4uRyiSTwz3B1BSpKQLgjv6NoL+DninKGil8ONxqoUhv8AUz3Ptg/c66b9I17pGqfpWH/kPuCO9K5ljww8Q4GUTbB3HhVAx+y5mz/JTpHV7J3tTunXsvcMXRnDPaZ8DPp+DXUDpHtrBRT3AOqH2Uj4Sn3BTeG91yvqLReKRlets10jKjB6qCUYP3yum6pmhHUJJgjgheh+D/Xtrq81NTt+KFD+ajSeezWmqQx1FtpZVPcPCpz/ADGs3eyh4S+n3U3hXKaapgLgR1kLFmVARICVOMD9edHUv7yKMv0dPKqR64OCT/LXTWs8KPDO4EtXbBsE5J6iZLdE3PvyukJ8DfB0p0f82W2gvPAtsQ7nJ7L99Yu9lZuEg9Ud4ucMVOsZcgeZ1ZGc8nPb9NMN9qltloelphGXqqkUxycYHdsfoDrpufATwZIx/wA2m3wPYUKD/LSaf4cvAypKmfwt26/S5kXNCnDYxntqv6VqP82+q3pp2RTNfILgEE+S5Yt5kfV5RCjqUNnnI/8AA0VLKscLM/0Ocfox7a6mN8M3gGwIPhTt36u/+proqb4W/h8nUpL4T7eKk5I+UXvrIeydV/m31XsD7V0x/g70XLkJIq9UkQUEDKj3/XRZ6xliwTngd8j74109qPhG+HapUo/hlbUB7mJ5Iz/NWGmiq+CP4cakcbKqYT6GK71a4/TzMaq72VrL5Ob7z9FZvtRRnVrvcPqubDg+aHQAKykc/wDDXvqU9GCcfbXRCs+ArwHqTmFNxUuOwiu0hA/7edNdT/ye/hJKwam3ZvCmA7haqnYH8+qE6zd7M140sfP7LVvtLQ8yPL7rQQBGIYYBXJJ/P00B45QhaBRIy5wrEDJ9tb4v/wAnh4b9Z8nf260BOSCaU8e39jo2n/5PPwshx5m9t3vjvialXP8A9w1T9N1/+I96P6ioD/I+5c+7bW195tMs1Zbai2zJJ0mIt+NR2IJ7Z04u3UTJEwQiMAKfq6fz10HpfgC8EoRiouG6KkH8Qe4her/sIunmh+B34eaNemTbVyqeMZlu9V2/6rjWn6Zrnn+IHj9iqfqaiYLXcfL7hc44UYRHLEk8Dt21hw3WCquWHAAHf7a6aU3wffDrSgBfDmmlx28+qnl/9pzpyh+Fz4foCrR+FVhyrdQJpwcH9daN9lKs5ue31+gWb/aqlt1Wu9PqVzltlM/7MipJupZlhCvg4IJ5I/qRo9aVacDpmkSJV6RHngD/ABzrpD/5Ovggc/8A5M7Fz/8ARV0IfD14Jjj/AJtLDwMDNIp1sPZapGj2+q8S+cvcXO1Oa5wwshYeYeQO59RrFQIFDvFIUVwetc8EY10hHw+eCYIP/Nlt/I7f6kn/AA0Z/wAwfgxjB8M9un86CM/5aP6WqP8ANvqq7wLmuT5q561AQEHBAOPQY0WayKnYCSoiV+nCqWHH3OumI8DfBwKU/wCbHbJB7g2yHn/7Ol1F4UeGVuYPQbBsFOw7GO3xLj+S6I9lp75yD1U3gXMJqyj61IqIyQCMs45PsPfQo6qnYkmVcAYODk66qRbc2/AoWCyUMYXkBadRj+mjhZ7UO1uph/8AVL/w1r+lXHWUe77qbzkuUAME9UrPIh/FlSfxDHqP00KpNAz08pmUSUxPk4xnpPca6uNZrQ34rZSn84V/4aA23rE/D2aib84E/wCGj+lXjSX0P1QxrlQJ6V8u1TGinjPWARnWYqmiwgSSINjAbqGT99dTpNnbTmGJdtWxx96VD/lpFP4a+H1TzUbKskhH96giP/u6p+lZeEg9x+qO8XMJJ0GJBJGxPYKQOdBRW8xuvCkg4+rPP566YzeC/hJUN1z+Gu2nYeptkP8A+Dporfhu8Dq9w83hrZkYesMHlf8As41mfZaoGj2n3qbxc5m+hHZoiQgQD/aP/HQWZoyAkR6mOeSePz10Q/8AJd8CT38PqI855kk7/wDa0fF8NHgXEQV8N7SxBz9cZb/E6qPZeq4ub6/RHeLnWI2kX6mA9e+edZ6BE6gSEHu65BBz/wDDXRuL4dvBKEYj8NbGOc/+irrH/k6eCH1f/k0sf1nLf6qvOgPZWp/zb6qbwLnE8jo65UseTjPb/wADOgo7K3V9IbGB1Due/wDkNdHz8Ofgee/hnYuf/oq6Evw7+CK46fDSxDHP/oq6uPZaoH82+qG8C5uTMZIn4SQOx+nOAcdxomItJ0Qu69ca54OPp9P5a6WR/D74KRDpTwy2/j70SH/EaOTwH8GEGF8L9s+3NtiP+K6I9l5/82+qO8HFc1VFMqrIQpJOQDwSdJ566Lqd/mE4b6R1DIGPz104j8EvB+H+y8MtsLj2tcP/AODpXF4UeGUH9jsDb6Y/u26If+7qw9lpv+Qe4quNcu4aumCZNVEv0jvIATjXluMBUOk0QUA4/eDnnXU+Pw+2NCMRbRs6D/Zoox/lpXFtTbMOBFt+3Jj+7TIP8tWHsrJxlHu+6O8XJoxW6a6G6GraeoaPyYlZ8rCo5bpAHBPqe+nGOOWpRZYYpZAf/wBWxxz6YGursdmtMQxHbKVR7CFR/loYt1AvC0cAHsI1/wCGr/pZ5teX/wDP3U3l1ygjoKuQSSi2VjdIz9FLIxJGcdl++spa7vLkxWO8kOA+P2dNyf8As66wCipB2poh/wBQayKWmHaBP+yNX/S/OX0+6GNcpEst9CdUW37vx/EbfNx+X06PNmvjoqvt67P5Y6ubdN3P/V11V+Wg/wDUp/2Rr3y0H/qU/wCyND9Kj/l9PupvFyoFovyq71O37uVjw5/83T8Y9M9Gi47VuFKRZ5dr3YsQGZBbpiR1Hgfh7jAzrq38rT/+qTn/AGRr3ytP/wCqX+Q1P0qP+X0+6m8K5Vmx3fqIfbt4Vk56P2fP/wDg6A1mvoJBsF3GAGJFunzn2/Brqv8ALQf+qT/sjXvlqf8A9SnP+yNT9Kj/AJfT7qbxcpZbLfZEANhuoOAWzbpv8l15bLf0iZm27eAOkEA2+Ykn/s66tfLU/wD6lP8AsjXjTU5/6FP+zoj2WH/L6fdAvXJprDuF5Yiu3rr5cQMx6rdMQWHb+HvotLTuBVl6tvXfoyrfVbpuxA/2NdaRS04/6FP+yNY+Vp//AFKH/qjVv0wNN76fdHGuTsW37/8AXJJt+849hbp+3/Y0JbRfC7Rz2K7ICg6VNtnJx/2ddYflac/9Cn/ZGsfK0/fyUz79I0P0uP8Al9PupvFyjptn7trqg1Ns2Pf5lLBT5drnJc9hn6cgfpqaWD4fPGrcHQKTw7uVOrOH82qZKdB9iGPVjn210qWGJTlY1H5ADQioIxq7PZiMduQnwy+qm8K0k2x8Dm/LgyvurdFrtMIIYxUiNUSN7gs3SAf0Orf2Z8GPhPt2WOrviVm46mNxIvz0gEKsO2IlAX+er86F9edZAA59ddODYtHTkEMue/P89yBe4pNbrXb7RSpRWyjhpaeIYSKFAiqPsBpVr2va6oAAsFRe17Xte0VF/9k=" width="304px" alt="что такое тренд на форекс"/></p>
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<p class="ez-toc-title">Mục lục</p>
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<nav><ul class='ez-toc-list ez-toc-list-level-1 ' ><li class='ez-toc-page-1 ez-toc-heading-level-2'><a class="ez-toc-link ez-toc-heading-1" href="#%D0%A7%D0%A2%D0%9E_%D0%A2%D0%90%D0%9A%D0%9E%D0%95_%D0%A2%D0%A0%D0%95%D0%9D%D0%94_%D0%9D%D0%90_FOREX_%D0%98_%D0%9A%D0%90%D0%9A_%D0%95%D0%93%D0%9E_%D0%A0%D0%90%D0%A1%D0%9F%D0%9E%D0%97%D0%9D%D0%90%D0%A2%D0%AC" title="ЧТО ТАКОЕ ТРЕНД НА FOREX И КАК ЕГО РАСПОЗНАТЬ">ЧТО ТАКОЕ ТРЕНД НА FOREX И КАК ЕГО РАСПОЗНАТЬ</a></li><li class='ez-toc-page-1 ez-toc-heading-level-2'><a class="ez-toc-link ez-toc-heading-2" href="#%D0%A2%D1%80%D0%B5%D0%BD%D0%B4%D0%BE%D0%B2%D1%8B%D0%B5_%D0%B8%D0%BD%D0%B4%D0%B8%D0%BA%D0%B0%D1%82%D0%BE%D1%80%D1%8B_%D0%9A%D0%B0%D0%BA_%D1%8D%D1%82%D0%BE_%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%B0%D0%B5%D1%82" title="Трендовые индикаторы. Как это работает?">Трендовые индикаторы. Как это работает?</a></li><li class='ez-toc-page-1 ez-toc-heading-level-2'><a class="ez-toc-link ez-toc-heading-3" href="#%D0%9A%D0%90%D0%9A_%D0%A0%D0%98%D0%A1%D0%9E%D0%92%D0%90%D0%A2%D0%AC_%D0%9B%D0%98%D0%9D%D0%98%D0%98_%D0%A2%D0%A0%D0%95%D0%9D%D0%94%D0%90_%D0%9D%D0%90_%D0%A0%D0%AB%D0%9D%D0%9A%D0%95_%D0%A4%D0%9E%D0%A0%D0%95%D0%9A%D0%A1" title="КАК РИСОВАТЬ ЛИНИИ ТРЕНДА НА РЫНКЕ ФОРЕКС?">КАК РИСОВАТЬ ЛИНИИ ТРЕНДА НА РЫНКЕ ФОРЕКС?</a></li></ul></nav></div>
<h2><span class="ez-toc-section" id="%D0%A7%D0%A2%D0%9E_%D0%A2%D0%90%D0%9A%D0%9E%D0%95_%D0%A2%D0%A0%D0%95%D0%9D%D0%94_%D0%9D%D0%90_FOREX_%D0%98_%D0%9A%D0%90%D0%9A_%D0%95%D0%93%D0%9E_%D0%A0%D0%90%D0%A1%D0%9F%D0%9E%D0%97%D0%9D%D0%90%D0%A2%D0%AC"></span>ЧТО ТАКОЕ ТРЕНД НА FOREX И КАК ЕГО РАСПОЗНАТЬ<span class="ez-toc-section-end"></span></h2>
<p>Если провести параллельную линию через первый максимум в начале «бычьего» тренда, то мы получим восходящий наклонный коридор, в котором будет торговаться цена. Определить тренд и флэт можно не только с помощью трендовой линии, но также и посредством различных индикаторов. Например, наиболее известным индиктором является Скользящая средняя.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/08/0540e0f9-8090-4fd9-8e19-66d1c8c3413c.jpg" width="303px" alt="что такое тренд на форекс"/></p>
<h2><span class="ez-toc-section" id="%D0%A2%D1%80%D0%B5%D0%BD%D0%B4%D0%BE%D0%B2%D1%8B%D0%B5_%D0%B8%D0%BD%D0%B4%D0%B8%D0%BA%D0%B0%D1%82%D0%BE%D1%80%D1%8B_%D0%9A%D0%B0%D0%BA_%D1%8D%D1%82%D0%BE_%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%B0%D0%B5%D1%82"></span>Трендовые индикаторы. Как это работает?<span class="ez-toc-section-end"></span></h2>
<ul>
<li>Чембольше сила тренда, тем выше вероятность его продолжения.</li>
<li>Цена колеблется в пределах диапазона, и ни одна из сторон не может вывести ее за грани флэта.</li>
<li>Свинг-трейдеры держат свои сделки открытыми в течение нескольких дней или недель, чтобы уловить направление в колебаниях цен.</li>
<li>Тренд считается сломленным если пробит противоположный тренду экстремум.</li>
<li>Они самостоятельно формируют сделки и устанавливают котировки.</li>
</ul>
<p>Во второй половине апреля произошёл пробой уровня 1.5. Сначала свеча закрылась выше уровня, но не пробила максимумы. Затем через день появилась бычья свеча которая окончательно подтвердила пробой уровня 1.5. Тренд редко бывает такой красивый как в примере выше, с чёткой волновой структурой. Разнонаправленное формирование экстремумов также сбивает с толку.</p>
<h2><span class="ez-toc-section" id="%D0%9A%D0%90%D0%9A_%D0%A0%D0%98%D0%A1%D0%9E%D0%92%D0%90%D0%A2%D0%AC_%D0%9B%D0%98%D0%9D%D0%98%D0%98_%D0%A2%D0%A0%D0%95%D0%9D%D0%94%D0%90_%D0%9D%D0%90_%D0%A0%D0%AB%D0%9D%D0%9A%D0%95_%D0%A4%D0%9E%D0%A0%D0%95%D0%9A%D0%A1"></span>КАК РИСОВАТЬ ЛИНИИ ТРЕНДА НА РЫНКЕ ФОРЕКС?<span class="ez-toc-section-end"></span></h2>
<p>Для подтверждения падающего тренда, необходимо чтобы максимальные цены снижались. На скриншоте это отчетливо видно, равно как и то, что цена в целом идет вниз. У любого тренда бывает три фазы – зарождение, развитие и затухание. Трейдеру, эксплуатирующему трендовые системы, очень важно успеть войти в сделку в период зарождения тенденции и тогда он сможет получить максимум прибыли. Если же вход в сделку осуществляется в период затухания тренда, здесь существенно повышаются риски того, что вместо прибыли вы получите убытки.</p>
<p>Линия сопротивления с одной стороны ограничивает рост цен, а линия поддержки не дает ценам снижаться. Этот период очень полезен для трейдеров, поскольку после выхода цен из бокового тренда происходят сильные колебания цен, из которых можно извлечь солидную прибыль. Таким образом, трендовая линия при восходящем тренде является линией поддержки, а трендовая линия при нисходящем тренде – это линия сопротивления.</p>
<p>Персонализированная лента новостей предоставляет пользователям уникальный контент в зависимости от предпочтений. Нейронная сеть анализирует поведение пользователя в приложении и предлагает видео и статьи, которые идеально соответствуют торговой стратегии. Это поможет вам усовершенствовать свой подход при совершении сделок с CFD на валютные пары.</p>
<p>Так он превращается из хаотичного набора цен – в логически выстроенную структуру. В центре которой до сих пор – человек и его психология. Спустя 5 месяцев восходящий тренд потерял свою силу, и очередная восходящая волна затянулась на 2 месяца. В итоге произошло сильное нисходящее движение с пробоем предыдущего нижнего эктремума(опорного минимума). Мы предоставляем трейдерам Forex Club самые выгодные торговые условия.</p>
<p>Однако на практике мы не можем знать, как долго тенденция будет продолжаться. Поэтому одного трендового индикатора зачастую недостаточно для работы. В основе большинства торговых стратегий, а также разработанных нами советников лежит несколько индикаторов, что позволяет получать более точные сигналы на вход. Меньшие периоды индикатора делают его более чувствительным к любым рыночным изменениям. С одной стороны, это хорошо, так как индикатор оперативнее реагирует на ценовые колебания.</p>
<p>В обсуждениях Вы найдете подробности об инвестициях в Форекс — доверительном управлении forex-активами и работе на Форекс бирже. Тем, кто ищет честный способ заработка и приумножения капитала, однозначно стоит попробовать трейдинг. Как видно на скриншоте, все три кривые индикатора «Аллигатор» (Губы, Зубы и Челюсть) направлены сначала вверх, а затем вниз. Причем они расходятся, что также указывает на усиление сначала восходящей, а затем и нисходящей тенденции. Спрос и предложение на рынке возникают не просто от желания купить или продать актив. Быки и медведи стремятся сделать это выгодно, глядя в будущее.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/07/b1c6a2c5-428f-472b-97eb-aca5af33eae9.jpg" width="301px" alt="что такое тренд на форекс"/></p>
<p>Данный индикатор также может быть отнесен к трендовым, хотя его основное предназначение – выявлять силу тренда, а не его направление. В техническом анализе применяются несколько видов индикаторов. Это трендовые индикаторы и осциллирующие индикаторы (осцилляторы).</p>
<p>Вышеописанные способы торговли тренда имеют свои, как достоинства, так и недостатки. Давайте рассмотрим еще вариант торговли по тренду, используя разные таймфреймы. Суть такого способа торговли в том, что бы найдя тренд перейти на меньший таймфрейм для поиска входа в сделку. При этом стоп у вас будет небольшой &#8211; на младшем таймфрейме, а профит &#8211; на старшем таймфрейме. Такой метод позволяет уменьшить стоп и значительно увеличить соотношение профита к стопу в сделке.</p>
<p>Свинг-трейдеры держат свои сделки открытыми в течение нескольких дней или недель, чтобы уловить направление в колебаниях цен. Они используют технический анализ, чтобы определить вероятные точки разворота стоимости валютной пары и, в соответствии с ними, открывают длинные или же короткие позиции. В техническом анализе существуют также и каналы, которые используются для определения направления движения цены актива и работают по тем же законам, что и уровни поддержи/сопротивления. Они дополнительно помогают определить точки входа-выхода из рынка и делятся на три типа.</p>
<p>Трендовая линия F-E уже пробита и цена за ней уже закрепилась, поэтому ее значение уменьшилось и ее можно не принимать во внимание. Для того чтобы наиболее точно строить трендовые линии я рекомендую использовать индикатор TrueTL V1.01 который можно скачать в конце статьи. Он наиболее точно строит линии и учитывает также долговременные линии тренда, которые сложно строить вручную и отслеживать точность их прохождения через максимумы свечей.</p>
<p>Все определения временных параметров тренда являются довольно условными. Идеально ровной линии часто не получается, но это не имеет значения, поскольку в Форексе важно именно направление и прогноз движения, а не математическая точность как таковая. Начинающим трейдерам рекомендуют торговать именно по тренду. Боковой (flat) — нет чётко выраженной тенденции, цены движутся вбок. Определив тренд с помощью одного из способов, можно использоватьполученную информацию в торговле.</p>
<p>Наш дилинговый центр обладает всеми необходимыми инструментами, чтобы вы смогли зарабатывать трейдингом. Форекс Клуб является лучшим вариантом для трейдеров, которые находятся в поиске надежного Форекс брокера. Честный брокер всегда предлагает своим клиентам реальные условия, которые, тем не менее, остаются выгодными.</p>
<p>Это зависит от того, является ли страна, которая выпускает определенную валюту, нетто-импортером или нетто-экспортером. Маржа представляет собой минимальную сумму, которую необходимо внести для торговли с указанным левериджем. Встречная валюта (контрвалюта) — вторая валюта в валютной паре. Например, в паре EUR/USD в качестве контрвалюты выступает доллар США.</p>
<p>Что же такое тренд наФорекс, как его определить и как использовать в своих целях? Для более глубокого анализа тренда используются специальные индикаторы. Они работают преимущественно на торговой платформе Метатрейдер 4(MT4).</p>
<p>Форекс обучение в школе Бориса Купера, переходите по ссылке и узнаете больше — <a href="https://boriscooper.org/">https://boriscooper.org/</a>.</p>

	
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