diff --git a/.gitignore b/.gitignore index 23888616..9b882e74 100644 --- a/.gitignore +++ b/.gitignore @@ -30,5 +30,5 @@ bun.lockb public/fonts/ *.Identifier - -src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude-komplett-ocr.pdf + +src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude-komplett-ocr.pdf diff --git a/astro.config.mjs b/astro.config.mjs index 576793b0..868ad9da 100644 --- a/astro.config.mjs +++ b/astro.config.mjs @@ -4,12 +4,14 @@ import svelte from "@astrojs/svelte"; import tailwind from "@astrojs/tailwind"; import node from "@astrojs/node"; import mdx from "@astrojs/mdx"; +import dsv from "@rollup/plugin-dsv" +import astroTypesafeAPI from "astro-typesafe-api" import { fileURLToPath } from "url"; // https://astro.build/config export default defineConfig({ - integrations: [svelte(), tailwind(), mdx()], + integrations: [svelte(), tailwind(), mdx(), astroTypesafeAPI()], outDir: "./dist", output: "server", vite: { @@ -28,7 +30,8 @@ export default defineConfig({ commonjsOptions: { transformMixedEsModules: false } - } + }, + plugins: [dsv()] }, adapter: node({ mode: "middleware" diff --git a/bun.lock b/bun.lock new file mode 100644 index 00000000..22203069 --- /dev/null +++ b/bun.lock @@ -0,0 +1,2512 @@ +{ + "lockfileVersion": 1, + "workspaces": { + "": { + "name": "online-energieausweis", + "dependencies": { + "@astrojs/mdx": "^3.1.9", + "@astrojs/node": "^8.3.4", + "@astrojs/svelte": "^2.2.0", + "@astrojs/tailwind": "^3.1.3", + "@ibcornelsen/api": "link:@ibcornelsen/api", + "@ibcornelsen/database": "link:@ibcornelsen/database", + "@ibcornelsen/ui": "^0.0.2", + "@mollie/api-client": "^3.7.0", + "@pdfme/common": "^5.2.16", + "@pdfme/generator": "^5.2.16", + "@pdfme/ui": "^5.2.16", + "@trpc/client": "^10.45.2", + "@trpc/server": "^10.45.2", + "astro": "^4.16.17", + "astro-typesafe-api": "link:astro-typesafe-api", + "body-scroll-lock": "^4.0.0-beta.0", + "buffer": "^6.0.3", + "bun": "^1.1.45", + "csvtojson": 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defineConfig } from "cypress"; +import dsv from "@rollup/plugin-dsv" + +import { fileURLToPath } from "url"; +import vitePreprocessor from "cypress-vite"; export default defineConfig({ e2e: { baseUrl: "http://localhost:3000", - supportFile: false, viewportHeight: 900, viewportWidth: 1660, + supportFile: false, + specPattern: "./src/cypress/e2e/**/*.{ts,js}", + setupNodeEvents(on, config) { + on("file:preprocessor", vitePreprocessor({ + optimizeDeps: { + exclude: ["@ibcornelsen/api", "@ibcornelsen/database"] + }, + resolve: { + alias: { + "#": fileURLToPath(new URL("./src", import.meta.url)), + "#components": fileURLToPath(new URL("./src/components", import.meta.url)), + "#lib": fileURLToPath(new URL("./src/lib", import.meta.url)) + } + }, + base: fileURLToPath(new URL("./src", import.meta.url)), + build: { + commonjsOptions: { + transformMixedEsModules: false + } + }, + plugins: [dsv()] + })) + }, }, - component: { devServer: { framework: "svelte", - bundler: "vite", + bundler: "vite" }, - }, + } }); diff --git a/cypress/e2e/VerbrauchsausweisWohnen/erstellen.cy.ts b/cypress/e2e/VerbrauchsausweisWohnen/erstellen.cy.ts deleted file mode 100644 index a052d7d0..00000000 --- a/cypress/e2e/VerbrauchsausweisWohnen/erstellen.cy.ts +++ /dev/null @@ -1,282 +0,0 @@ -import fuelList from "#components/Ausweis/brennstoffListe"; -import { faker } from "@faker-js/faker"; -import { Enums } from "@ibcornelsen/database/client"; -import "cypress-file-upload" - -describe("Verbrauchsausweis erstellen Schritt 1", () => { - it("erstellt einen neuen Verbrauchsausweis Wohngebäude.", () => { - cy.visit("/energieausweis-erstellen/verbrauchsausweis-wohnen"); - - cy.wait(1000); - - // Wir überprüfen, ob alle Ausstelgründe vorhanden sind, diese sollten genau so viele sein wie in der Datenbank vorhanden sind. - cy.get("input[name='ausstellgrund']") - .should("have.length", Object.values(Enums.Ausstellgrund).length) - .eq( - faker.number.int({ - min: 0, - max: Object.values(Enums.Ausstellgrund).length - 1, - }) - ) - .check(); - - // Jetzt Füllen wir das Baujahr vom Gebäude aus. - cy.get("input[name='baujahr_gebaeude']") - .should("have.attr", "type", "number") - .type( - faker.number.int({ min: 1900, max: 2021 }).toString() + - "{enter}", - { delay: 50 } - ); - - // Jetzt Füllen wir das Baujahr der Heizung aus. - cy.get("input[name='baujahr_heizung']") - .should("have.attr", "type", "number") - .type( - faker.number.int({ min: 1900, max: 2021 }).toString() + - "{enter}", - { delay: 50 } - ); - - // Anzahl Einheiten - cy.get("input[name='einheiten']") - .should("have.attr", "type", "number") - .type(faker.number.int({ min: 1, max: 5 }).toString()); - - // Sanierungsstatus - cy.get("select[name='saniert']").select( - Math.random() > 0.5 ? "true" : "false" - ); - - // Adresse - cy.get("input[name='adresse']").type(faker.location.streetAddress()); - - // Postleitzahl - cy.get("input[name='plz']").type( - faker.location.zipCode({ - format: "#####", - }) - ); - - // TODO: Ort - Dieser wird aus der Datenbank abgefragt, wir müssen also warten, bis der Dropdown da ist. - - // Flaeche - cy.get("input[name='flaeche']") - .should("have.attr", "type", "number") - .type(faker.number.int({ min: 50, max: 1000 }).toString()); - - // Nutzflaeche - cy.get("input[name='nutzflaeche']") - .should("have.attr", "type", "number") - .type(faker.number.int({ min: 50, max: 1000 }).toString()); - - // Keller - cy.get("select[name='keller']").find("option:not([disabled])").should("have.length", Object.values(Enums.Heizungsstatus).length).parent().select(faker.number.int({ - max: Object.values(Enums.Heizungsstatus).length, - min: 1 - })); - - // Dachgeschoss - cy.get("select[name='dachgeschoss']").find("option:not([disabled])").should("have.length", Object.values(Enums.Heizungsstatus).length).parent().select(faker.number.int({ - max: Object.values(Enums.Heizungsstatus).length, - min: 1 - })); - - // Brennstoff und Einheit 1 - const brennstoffKombo = fuelList[faker.number.int({ min: 0, max: fuelList.length - 1 })]; - - cy.get("select[name='brennstoff_1']").select(brennstoffKombo[0]); - cy.get("select[name='einheit_1']").select(brennstoffKombo[1]); - - // Verbrauchszeitraum - cy.get("select[name='energieverbrauch_zeitraum_monat']").select(faker.number.int({ min: 1, max: 12 }).toString()); - cy.get("select[name='energieverbrauch_zeitraum_jahr']").select(faker.number.int({ min: 2018, max: 2019 }).toString()); - - // Verbrauch - cy.get("input[name='verbrauch_1']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); - cy.get("input[name='verbrauch_2']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); - cy.get("input[name='verbrauch_3']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); - - - const zusaetzlicheHeizquelle = Math.random() > 0.5; - - if (zusaetzlicheHeizquelle) { - cy.get("input[name='zusaetzliche_heizquelle']").check(); - - // Brennstoff und Einheit 2 - const brennstoffKombo2 = fuelList[faker.number.int({ min: 0, max: fuelList.length - 1 })]; - - cy.get("select[name='brennstoff_2']").select(brennstoffKombo2[0]); - cy.get("select[name='einheit_2']").select(brennstoffKombo2[1]); - - // Verbrauch - cy.get("input[name='verbrauch_4']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); - cy.get("input[name='verbrauch_5']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); - cy.get("input[name='verbrauch_6']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); - } - - // Warmwasser enthalten und bekannt - const warmwasserEnthalten = Math.random() > 0.5; - const anteilBekannt = Math.random() > 0.5; - - if (warmwasserEnthalten) { - cy.get("input[name='warmwasser_enthalten']").check(); - - if (anteilBekannt) { - // Der Anteil ist bekannt, wir müssen ihn also angeben. - cy.get("input[name='warmwasser_anteil_bekannt']").check(); - - cy.get("input[name='anteil_warmwasser_1']").type(faker.number.int({ min: 0, max: 50 }).toString()); - - if (zusaetzlicheHeizquelle) { - // Zusätzliche Heizquelle existiert, also müssen wir auch hier den Anteil angeben. - cy.get("input[name='anteil_warmwasser_2']").type(faker.number.int({ min: 0, max: 50 }).toString()); - } - } - } - - // Alternative Energieversorgungssysteme - if (Math.random() > 0.5) cy.get("input[name='alternative_heizung']").check(); - if (Math.random() > 0.5) cy.get("input[name='alternative_warmwasser']").check(); - if (Math.random() > 0.5) cy.get("input[name='alternative_lueftung']").check(); - if (Math.random() > 0.5) cy.get("input[name='alternative_kuehlung']").check(); - - // Gebäudetyp - cy.get("select[name='gebaeudetyp']").then(($dropdown) => { - const options = $dropdown.find('option'); - // Select the option at the random index - cy.get("select[name='gebaeudetyp']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); - }); - - // Gebäudeteil - cy.get("select[name='gebaeudeteil']").then(($dropdown) => { - const options = $dropdown.find('option'); - // Select the option at the random index - cy.get("select[name='gebaeudeteil']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); - }); - - // Lüftung - cy.get("select[name='lueftung']").then(($dropdown) => { - const options = $dropdown.find('option'); - // Select the option at the random index - cy.get("select[name='lueftung']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); - }); - - // Kühlung - cy.get("select[name='kuehlung']").then(($dropdown) => { - const options = $dropdown.find('option'); - // Select the option at the random index - cy.get("select[name='kuehlung']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); - }); - - // Leerstand - cy.get("input[name='leerstand']").should("have.attr", "type", "number").type(faker.number.int({ min: 0, max: 30 }).toString()); - - // Heizungsanlage Daten - if (Math.random() > 0.5) cy.get("input[name='zentralheizung']").check(); - if (Math.random() > 0.5) cy.get("input[name='einzelofen']").check(); - if (Math.random() > 0.5) cy.get("input[name='durchlauf_erhitzer']").check(); - if (Math.random() > 0.5) cy.get("input[name='standard_kessel']").check(); - if (Math.random() > 0.5) cy.get("input[name='solarsystem_warmwasser']").check(); - if (Math.random() > 0.5) cy.get("input[name='waermepumpe']").check(); - if (Math.random() > 0.5) cy.get("input[name='niedertemperatur_kessel']").check(); - if (Math.random() > 0.5) cy.get("input[name='brennwert_kessel']").check(); - if (Math.random() > 0.5) cy.get("input[name='warmwasser_rohre_gedaemmt']").check(); - if (Math.random() > 0.5) cy.get("input[name='heizungsrohre_gedaemmt']").check(); - if (Math.random() > 0.5) cy.get("input[name='zirkulation']").check(); - if (Math.random() > 0.5) cy.get("input[name='raum_temperatur_regler']").check(); - - // Heizungsanlage Bilder - cy.get("input[name='heizung_image']").should("have.attr", "type", "file").attachFile("images/heizungsanlage/1.jpeg", { subjectType: "input" }); - cy.get("input[name='heizung_image']").should("have.attr", "type", "file").attachFile("images/heizungsanlage/2.jpeg", { subjectType: "input" }); - - // Fenster Daten - if (Math.random() > 0.5) cy.get("input[name='einfach_verglasung']").check(); - if (Math.random() > 0.5) cy.get("input[name='doppel_verglasung']").check(); - if (Math.random() > 0.5) cy.get("input[name='isolier_verglasung']").check(); - if (Math.random() > 0.5) cy.get("input[name='dreifach_verglasung']").check(); - if (Math.random() > 0.5) cy.get("input[name='fenster_dicht']").check(); - if (Math.random() > 0.5) cy.get("input[name='fenster_teilweise_undicht']").check(); - if (Math.random() > 0.5) cy.get("input[name='tueren_dicht']").check(); - if (Math.random() > 0.5) cy.get("input[name='tueren_undicht']").check(); - if (Math.random() > 0.5) cy.get("input[name='rolllaeden_kaesten_gedaemmt']").check(); - - // Fenster Bilder - cy.get("input[name='fenster_image']").should("have.attr", "type", "file").attachFile("images/fenster/1.jpeg", { subjectType: "input" }); - cy.get("input[name='fenster_image']").should("have.attr", "type", "file").attachFile("images/fenster/2.jpeg", { subjectType: "input" }); - - // Wärmedämmung Daten - if (Math.random() > 0.5) cy.get("input[name='aussenwand_gedaemmt']").check(); - if (Math.random() > 0.5) cy.get("input[name='keller_wand_gedaemmt']").check(); - if (Math.random() > 0.5) cy.get("input[name='keller_decke_gedaemmt']").check(); - if (Math.random() > 0.5) cy.get("input[name='dachgeschoss_gedaemmt']").check(); - if (Math.random() > 0.5) cy.get("input[name='oberste_geschossdecke_gedaemmt']").check(); - if (Math.random() > 0.5) cy.get("input[name='oberste_geschossdecke_min_12cm_gedaemmt']").check(); - - // Wärmedämmung Bilder - cy.get("input[name='daemmung_image']").should("have.attr", "type", "file").attachFile("images/daemmung/1.jpeg", { subjectType: "input" }); - cy.get("input[name='daemmung_image']").should("have.attr", "type", "file").attachFile("images/daemmung/2.jpeg", { subjectType: "input" }); - - // Gebäude Bild - cy.get("input[name='gebaeude_image']").should("have.attr", "type", "file").attachFile("images/gebaeude/1.jpeg", { subjectType: "input" }); - - // Jetzt können wir den Verbrauchsausweis erstellen. - cy.get("form[name='ausweis'] button[type='submit']").click({ force: true }); - - // Wir sind nicht eingeloggt also sollte jetzt ein Login Screen erscheinen. - // Wir klicken auf registrieren und erstellen einen neuen Benutzer, danach loggen wir uns mit diesem ein. - cy.get("button[name='registrieren']").click(); - - const email = faker.internet.email(); - const passwort = "test1234"; - const vorname = faker.person.firstName(); - const nachname = faker.person.lastName(); - - cy.get("form[name='signup'] input[name='email']").should("be.visible").should("have.attr", "type", "email").type(email); - cy.get("form[name='signup'] input[name='passwort']").should("be.visible").should("have.attr", "type", "password").type(passwort); - cy.get("form[name='signup'] input[name='vorname']").should("be.visible").should("have.attr", "type", "text").type(vorname); - cy.get("form[name='signup'] input[name='nachname']").should("be.visible").should("have.attr", "type", "text").type(nachname); - - cy.get("form[name='signup'] button[type='submit']").click(); - - // Wir sind jetzt registriert und können uns nun einloggen. - // Die Email sollte automatisch eingetragen sein, da wir uns gerade registriert haben. - cy.get("form[name='login'] input[name='email']").should("be.visible").should("have.attr", "type", "email").should("contain.value", email); - cy.get("form[name='login'] input[name='passwort']").should("be.visible").should("have.attr", "type", "password").type(passwort); - - cy.get("form[name='login'] button[type='submit']").click(); - - // Der Ausweis sollte jetzt schon erstellt worden sein und wir sollten auf die kundendaten seite weitergeleitet worden sein. - cy.url().should("contain", "/kundendaten"); - - cy.wait(1000) - - // Wir füllen jetzt die Kundendaten aus. - cy.get("select[name='anrede']").select(Math.random() > 0.5 ? "Herr" : "Frau"); - cy.get("input[name='vorname']").should("contain.value", vorname); - cy.get("input[name='name']").should("contain.value", nachname); - cy.get("input[name='email']").should("contain.value", email); - cy.get("input[name='telefon']").type(faker.phone.number()); - - cy.get("input[name='rechnung_empfaenger']").type(`${vorname} ${nachname}`); - cy.get("input[name='rechnung_strasse']").type(faker.location.streetAddress()); - // TODO: Random Plz generieren, allerdings muss die auch in der Datenbank vorhanden sein... - cy.get("input[name='rechnung_plz']").type("2103"); - // Jetzt sollte der PLZ Container erscheinen, dort klicken wir einfach das erste Element an. - cy.get("div[data-test='plz-container']").children().first().click(); - cy.get("input[name='rechnung_telefon']").type(faker.phone.number()); - cy.get("input[name='rechnung_email']").type(faker.internet.email()); - cy.get("button[data-test='paypal']").click(); - - // Datenschutz und AGB akzeptieren, dann schicken wir das Formular ab. - cy.get("input[name='agb-akzeptieren']").check() - cy.get("input[name='datenschutz-akzeptieren']").check() - cy.get("button[type='submit']").click(); - - cy.origin('https://www.mollie.com', () => { - // Jetzt sind wir auf der Mollie Seite, dort wählen wir den "paid" status aus - cy.get("input[type='radio'][name='final_state'][value='paid']").check(); - // Da wird unser Test fehlschlagen, da die localhost domain von Mollie aus nicht erreichbar ist. - }) - }); -}); diff --git a/openapi.json b/openapi.json new file mode 100644 index 00000000..de8cae85 --- /dev/null +++ b/openapi.json @@ -0,0 +1,1521 @@ +{ + "openapi": "3.0.3", + "info": { "title": "Title", "version": "1.0.0", "description": "" }, + "paths": { + "/klimafaktoren": { + "get": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "plz": { + "type": "string", + "minLength": 4, + "maxLength": 5 + }, + "startdatum": { + "type": "string", + "format": "date-time" + }, + "enddatum": { + "type": "string", + "format": "date-time" + }, + "genauigkeit": { + "type": "string", + "enum": ["months", "years"] + } + }, + "required": [ + "plz", + "startdatum", + "enddatum", + "genauigkeit" + ], + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "array", + "items": { + "type": "object", + "properties": { + "month": { "type": "number" }, + "year": { "type": "number" }, + "klimafaktor": { "type": "number" } + }, + "required": [ + "month", + "year", + "klimafaktor" + ], + "additionalProperties": false + } + } + } + } + } + } + } + }, + "/postleitzahlen": { + "get": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "plz": { + "type": "string", + "minLength": 1, + "maxLength": 5 + }, + "limit": { + "type": "integer", + "maximum": 50, + "minimum": 1, + "default": 10 + } + }, + "required": ["plz"], + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "array", + "items": { + "type": "object", + "properties": { + "plz": { + "type": "string", + "minLength": 4, + "maxLength": 5 + }, + "stadt": { "type": "string" }, + "bundesland": { "type": "string" }, + "landkreis": { "type": "string" }, + "lat": { "type": "number" }, + "lon": { "type": "number" } + }, + "required": [ + "plz", + "stadt", + "bundesland", + "landkreis", + "lat", + "lon" + ], + "additionalProperties": false + } + } + } + } + } + } + } + }, + "/verbrauchsausweis-wohnen/": { + "patch": { + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { "application/json": { "schema": {} } } + } + } + } + }, + "/verbrauchsausweis-wohnen/{uid}": { + "patch": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "ausstellgrund": { + "type": "string", + "enum": [ + "Neubau", + "Vermietung", + "Verkauf", + "Modernisierung", + "Sonstiges" + ], + "description": "Ausstellgrund wie z.B. Vermietung oder Verkauf", + "nullable": true + }, + "registriernummer": { + "type": "string", + "nullable": true, + "description": "Die Registriernummer des Ausweises" + }, + "zusaetzliche_heizquelle": { + "type": "boolean", + "nullable": true, + "description": "Falls eine sekundäre Heizquelle existiert, sollte dieser Wert auf true stehen" + }, + "einheit_1": { + "type": "string", + "nullable": true, + "description": "Einheit des Energieträgers der primären Heizquelle" + }, + "einheit_2": { + "type": "string", + "nullable": true, + "description": "Einheit des Energieträgers der sekundären Heizquelle" + }, + "startdatum": { + "type": "string", + "format": "date-time", + "nullable": true + }, + "verbrauch_1": { + "type": "integer", + "description": "Energieverbrauch der primären Heizquelle im ersten der drei Verbrauchsjahre", + "nullable": true + }, + "verbrauch_2": { + "type": "integer", + "description": "Energieverbrauch der primären Heizquelle im zweiten der drei Verbrauchsjahre", + "nullable": true + }, + "verbrauch_3": { + "type": "integer", + "description": "Energieverbrauch der primären Heizquelle im letzten der drei Verbrauchsjahre", + "nullable": true + }, + "verbrauch_4": { + "type": "integer", + "description": "Energieverbrauch der sekund̈́ären Heizquelle im ersten der drei Verbrauchsjahre", + "nullable": true + }, + "verbrauch_5": { + "type": "integer", + "description": "Energieverbrauch der sekund̈́ären Heizquelle im zweiten der drei Verbrauchsjahre", + "nullable": true + }, + "verbrauch_6": { + "type": "integer", + "description": "Energieverbrauch der sekund̈́ären Heizquelle im letzten der drei Verbrauchsjahre", + "nullable": true + }, + "warmwasser_enthalten": { + "type": "boolean", + "nullable": true, + "description": "Falls Warmwasser im Verbrauchswert enthalten ist, sollte dieser Wert auf true stehen" + }, + "warmwasser_anteil_bekannt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Warmwasser Anteil am Verbrauch bekannt ist, sollte dieser Wert auf true stehen" + }, + "wird_gekuehlt": { + "type": "boolean", + "nullable": true, + "description": "Falls Kühlung im Verbrauch enthalten ist, sollte dieser Wert auf true stehen" + }, + "keller_beheizt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Keller des Gebäudes beheizt wird, sollte dieser Wert auf true stehen" + }, + "faktorKeller": { + "type": "number", + "nullable": true, + "description": "Der Faktor mit dem die Wohnfläche erhöht wird wenn die beheizte Gesamtfläche (energetische Nutzfläche) unbekannt ist." + }, + "alternative_heizung": { + "type": "boolean", + "nullable": true, + "description": "Falls der Heizungsverbrauch alternative Energieversorgungssysteme beinhaltet, sollte dieser Wert auf true stehen." + }, + "alternative_warmwasser": { + "type": "boolean", + "nullable": true, + "description": "Falls der Warmwasserverbrauch alternative Energieversorgungssysteme (z.B. Solarsystem, Wärmepumpe, etc.) beinhaltet, sollte dieser Wert auf true stehen." + }, + "alternative_lueftung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Lüftung alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen." + }, + "alternative_kuehlung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Kühlung alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen." + }, + "anteil_warmwasser_1": { + "type": "number", + "nullable": true, + "description": "Anteil des Warmwassers am Gesamtverbrauch der primären Energiequelle in Prozent" + }, + "anteil_warmwasser_2": { + "type": "number", + "nullable": true, + "description": "Anteil des Warmwassers am Gesamtverbrauch der sekundären Energiequelle in Prozent" + } + }, + "additionalProperties": false + } + } + } + }, + "parameters": [ + { + "name": "uid", + "in": "path", + "required": true, + "schema": { "type": "string" } + }, + { + "name": "Authorization", + "schema": { "type": "string" }, + "required": true, + "in": "header" + } + ], + "responses": { + "200": { + "description": "Successful response", + "content": { "application/json": { "schema": {} } } + } + } + } + }, + "/aufnahme/": { + "put": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "aufnahme": { + "type": "object", + "properties": { + "ausweisart": { + "type": "string", + "enum": [ + "VerbrauchsausweisWohnen", + "VerbrauchsausweisGewerbe", + "BedarfsausweisWohnen", + "BedarfsausweisGewerbe" + ], + "description": "Art des korrespondierenden Ausweises, wie z.B. VerbrauchsausweisWohnen", + "nullable": true + }, + "gebaeudetyp": { + "type": "string", + "nullable": true, + "description": "Art des Gebäudes und seiner primären Nutzungsart" + }, + "gebaeudeteil": { + "type": "string", + "nullable": true, + "description": "Betrachteter Teil des Gebäudes, z.B. Gesamtgebäude, Wohnteil, Gewerbeteil" + }, + "baujahr_gebaeude": { + "type": "array", + "items": { "type": "integer" }, + "description": "Alle Jahre in denen das Gebäude konstruiert oder grundlegend verändert wurde" + }, + "baujahr_heizung": { + "type": "array", + "items": { "type": "integer" }, + "description": "Alle Jahre in denen die Heizung eingebaut oder grundlegend verändert wurde" + }, + "baujahr_klima": { + "type": "array", + "items": { + "type": "integer", + "exclusiveMinimum": true, + "minimum": 0 + }, + "nullable": true + }, + "einheiten": { + "type": "integer", + "description": "Anzahl der (Wohn)Einheiten im Gebäude", + "nullable": true + }, + "flaeche": { + "type": "integer", + "description": "Wohnfläche bei Wohngebäuden, Nutzfläche bei Gewerbegebäuden", + "nullable": true + }, + "nutzflaeche": { + "type": "integer", + "description": "(energetische) Nutzfläche des Gebäudes. Bei Gewerbegebäuden entspricht Sie der Nutzfläche", + "nullable": true + }, + "saniert": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude energetisch saniert ist, sollte dieser Wert auf true stehen" + }, + "keller": { + "type": "string", + "enum": [ + "BEHEIZT", + "UNBEHEIZT", + "NICHT_VORHANDEN" + ], + "description": "Ob ein Keller vorhanden, beheizt oder unbeheizt ist", + "nullable": true + }, + "dachgeschoss": { + "type": "string", + "enum": [ + "BEHEIZT", + "UNBEHEIZT", + "NICHT_VORHANDEN" + ], + "description": "Ob ein Dachgeschoss vorhanden, beheizt oder unbeheizt ist", + "nullable": true + }, + "lueftung": { + "type": "string", + "enum": [ + "Fensterlueftung", + "Schachtlueftung", + "LueftungsanlageMitWaermerueckgewinnung", + "LueftungsanlageOhneWaermerueckgewinnung" + ], + "description": "Art der Gebäudelüftung", + "nullable": true + }, + "kuehlung": { + "type": "string", + "nullable": true, + "description": "Art der Gebäudekühlung" + }, + "leerstand": { + "type": "integer", + "description": "Prozentualer Leerstand des Gebäudes in einem durchschnittlichen Jahr", + "nullable": true + }, + "alternative_heizung": { + "type": "boolean", + "nullable": true, + "description": "Falls der Heizungsverbrauch alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "alternative_warmwasser": { + "type": "boolean", + "nullable": true, + "description": "Falls der Warmwasserverbrauch alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "alternative_lueftung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Lüftung alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "alternative_kuehlung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Kühlung alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "brennstoff_1": { + "type": "string", + "nullable": true, + "description": "Genutzer Brennstoff der primären Energiequelle" + }, + "brennstoff_2": { + "type": "string", + "nullable": true, + "description": "Genutzer Brennstoff der sekundären Energiequelle" + }, + "storniert": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis storniert wurde, sollte dieser Wert auf true stehen" + }, + "erledigt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis erledigt ist, sollte dieser Wert auf true stehen" + }, + "bestellt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis bestellt wurde, sollte dieser Wert auf true stehen" + }, + "zurueckgestellt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis vom Aussteller zurückgestellt wurde, sollte dieser Wert auf true stehen" + }, + "prueftext": { + "type": "string", + "nullable": true, + "description": "Durch den Kunden hinzugefügte Anmerkung zur Vorabprüfung" + }, + "boxpruefung": { + "type": "boolean", + "nullable": true + }, + "energieeffizienzklasse": { + "type": "string", + "nullable": true, + "description": "Die aus der Berechnung hervorgehende Energieeffizienzklasse des Gebäudes" + }, + "erstellungsdatum": { + "type": "string", + "format": "date-time", + "description": "Datum an dem der Kunde den Ausweis erstellt hat", + "nullable": true + }, + "ausstellungsdatum": { + "type": "string", + "format": "date-time", + "description": "Datum an dem der Aussteller den Ausweis ausgestellt hat", + "nullable": true + }, + "zentralheizung": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Zentralbeheizung verfügt, sollte dieser Wert auf true stehen" + }, + "solarsystem_warmwasser": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über ein Solarsystem für Warmwasser verfügt, sollte dieser Wert auf true stehen" + }, + "warmwasser_rohre_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Warmwasserrohre des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "niedertemperatur_kessel": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Niedertemperaturkessel verfügt, sollte dieser Wert auf true stehen" + }, + "brennwert_kessel": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Brennwertkessel verfügt, sollte dieser Wert auf true stehen" + }, + "heizungsrohre_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Heizungsrohre des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "standard_kessel": { + "type": "boolean", + "nullable": true + }, + "waermepumpe": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Wärmepumpe verfügt, sollte dieser Wert auf true stehen" + }, + "raum_temperatur_regler": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Raumtemperaturregler verfügt, sollte dieser Wert auf true stehen" + }, + "photovoltaik": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Photovoltaikanlage verfügt, sollte dieser Wert auf true stehen" + }, + "durchlauf_erhitzer": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Durchlauferhitzer verfügt, sollte dieser Wert auf true stehen" + }, + "einzelofen": { + "type": "boolean", + "nullable": true + }, + "zirkulation": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Zirkulationspumpe verfügt, sollte dieser Wert auf true stehen" + }, + "einfach_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes einfach gedämmt sind, sollte dieser Wert auf true stehen" + }, + "dreifach_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes dreifach gedämmt sind, sollte dieser Wert auf true stehen" + }, + "fenster_teilweise_undicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes teilweise undicht sind, sollte dieser Wert auf true stehen" + }, + "doppel_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes doppelt gedämmt sind, sollte dieser Wert auf true stehen" + }, + "fenster_dicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes dicht sind, sollte dieser Wert auf true stehen" + }, + "rolllaeden_kaesten_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über gedämmte Rolllädenkästen verfügt, sollte dieser Wert auf true stehen" + }, + "isolier_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes isolier Verglasung haben, sollte dieser Wert auf true stehen" + }, + "tueren_undicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Türen des Gebäudes undicht sind, sollte dieser Wert auf true stehen" + }, + "tueren_dicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Türen des Gebäudes dicht sind, sollte dieser Wert auf true stehen" + }, + "dachgeschoss_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls das Dachgeschoss des Gebäudes gedämmt ist, sollte dieser Wert auf true stehen" + }, + "keller_decke_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Kellerdecke des Gebäudes gedämmt ist, sollte dieser Wert auf true stehen" + }, + "keller_wand_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Kellerwände des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "aussenwand_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Außenwände des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "oberste_geschossdecke_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die oberste Geschossdecke des Gebäudes gedämmt ist, sollte dieser Wert auf true stehen" + }, + "aussenwand_min_12cm_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Außenwände des Gebäudes mindestens 12cm gedämmt sind, sollte dieser Wert auf true stehen" + }, + "dachgeschoss_min_12cm_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls das Dachgeschoss des Gebäudes mindestens 12cm gedämmt ist, sollte dieser Wert auf true stehen" + }, + "oberste_geschossdecke_min_12cm_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die oberste Geschossdecke des Gebäudes mindestens 12cm gedämmt ist, sollte dieser Wert auf true stehen" + } + }, + "required": [ + "baujahr_gebaeude", + "baujahr_heizung" + ], + "additionalProperties": false + }, + "uid_objekt": { "type": "string" } + }, + "required": ["aufnahme", "uid_objekt"], + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "uid": { "type": "string" } + }, + "required": ["uid"], + "additionalProperties": false + } + } + } + } + } + } + }, + "/aufnahme/{uid}": { + "patch": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "ausweisart": { + "type": "string", + "enum": [ + "VerbrauchsausweisWohnen", + "VerbrauchsausweisGewerbe", + "BedarfsausweisWohnen", + "BedarfsausweisGewerbe" + ], + "description": "Art des korrespondierenden Ausweises, wie z.B. VerbrauchsausweisWohnen", + "nullable": true + }, + "gebaeudetyp": { + "type": "string", + "nullable": true, + "description": "Art des Gebäudes und seiner primären Nutzungsart" + }, + "gebaeudeteil": { + "type": "string", + "nullable": true, + "description": "Betrachteter Teil des Gebäudes, z.B. Gesamtgebäude, Wohnteil, Gewerbeteil" + }, + "baujahr_gebaeude": { + "type": "array", + "items": { "type": "integer" }, + "description": "Alle Jahre in denen das Gebäude konstruiert oder grundlegend verändert wurde" + }, + "baujahr_heizung": { + "type": "array", + "items": { "type": "integer" }, + "description": "Alle Jahre in denen die Heizung eingebaut oder grundlegend verändert wurde" + }, + "baujahr_klima": { + "type": "array", + "items": { "type": "integer" }, + "description": "Alle Jahre in denen die Klimaanlage eingebaut oder grundlegend verändert wurde" + }, + "einheiten": { + "type": "integer", + "description": "Anzahl der (Wohn)Einheiten im Gebäude", + "nullable": true + }, + "flaeche": { + "type": "integer", + "description": "Wohnfläche bei Wohngebäuden, Nutzfläche bei Gewerbegebäuden", + "nullable": true + }, + "nutzflaeche": { + "type": "integer", + "description": "(energetische) Nutzfläche des Gebäudes. Bei Gewerbegebäuden entspricht Sie der Nutzfläche", + "nullable": true + }, + "saniert": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude energetisch saniert ist, sollte dieser Wert auf true stehen" + }, + "keller": { + "type": "string", + "enum": [ + "BEHEIZT", + "UNBEHEIZT", + "NICHT_VORHANDEN" + ], + "description": "Ob ein Keller vorhanden, beheizt oder unbeheizt ist", + "nullable": true + }, + "dachgeschoss": { + "type": "string", + "enum": [ + "BEHEIZT", + "UNBEHEIZT", + "NICHT_VORHANDEN" + ], + "description": "Ob ein Dachgeschoss vorhanden, beheizt oder unbeheizt ist", + "nullable": true + }, + "lueftung": { + "type": "string", + "enum": [ + "Fensterlueftung", + "Schachtlueftung", + "LueftungsanlageMitWaermerueckgewinnung", + "LueftungsanlageOhneWaermerueckgewinnung" + ], + "description": "Art der Gebäudelüftung", + "nullable": true + }, + "kuehlung": { + "type": "string", + "nullable": true, + "description": "Art der Gebäudekühlung" + }, + "leerstand": { + "type": "integer", + "description": "Prozentualer Leerstand des Gebäudes in einem durchschnittlichen Jahr", + "nullable": true + }, + "alternative_heizung": { + "type": "boolean", + "nullable": true, + "description": "Falls der Heizungsverbrauch alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "alternative_warmwasser": { + "type": "boolean", + "nullable": true, + "description": "Falls der Warmwasserverbrauch alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "alternative_lueftung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Lüftung alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "alternative_kuehlung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Kühlung alternative Energieversorgungssysteme beinhaltet sollte dieser Wert auf true stehen" + }, + "brennstoff_1": { + "type": "string", + "nullable": true, + "description": "Genutzer Brennstoff der primären Energiequelle" + }, + "brennstoff_2": { + "type": "string", + "nullable": true, + "description": "Genutzer Brennstoff der sekundären Energiequelle" + }, + "storniert": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis storniert wurde, sollte dieser Wert auf true stehen" + }, + "erledigt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis erledigt ist, sollte dieser Wert auf true stehen" + }, + "bestellt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis bestellt wurde, sollte dieser Wert auf true stehen" + }, + "zurueckgestellt": { + "type": "boolean", + "nullable": true, + "description": "Falls der Ausweis vom Aussteller zurückgestellt wurde, sollte dieser Wert auf true stehen" + }, + "prueftext": { + "type": "string", + "nullable": true, + "description": "Durch den Kunden hinzugefügte Anmerkung zur Vorabprüfung" + }, + "boxpruefung": { + "type": "boolean", + "nullable": true + }, + "energieeffizienzklasse": { + "type": "string", + "nullable": true, + "description": "Die aus der Berechnung hervorgehende Energieeffizienzklasse des Gebäudes" + }, + "erstellungsdatum": { + "type": "string", + "format": "date-time", + "description": "Datum an dem der Kunde den Ausweis erstellt hat", + "nullable": true + }, + "ausstellungsdatum": { + "type": "string", + "format": "date-time", + "description": "Datum an dem der Aussteller den Ausweis ausgestellt hat", + "nullable": true + }, + "zentralheizung": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Zentralbeheizung verfügt, sollte dieser Wert auf true stehen" + }, + "solarsystem_warmwasser": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über ein Solarsystem für Warmwasser verfügt, sollte dieser Wert auf true stehen" + }, + "warmwasser_rohre_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Warmwasserrohre des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "niedertemperatur_kessel": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Niedertemperaturkessel verfügt, sollte dieser Wert auf true stehen" + }, + "brennwert_kessel": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Brennwertkessel verfügt, sollte dieser Wert auf true stehen" + }, + "heizungsrohre_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Heizungsrohre des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "standard_kessel": { + "type": "boolean", + "nullable": true + }, + "waermepumpe": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Wärmepumpe verfügt, sollte dieser Wert auf true stehen" + }, + "raum_temperatur_regler": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Raumtemperaturregler verfügt, sollte dieser Wert auf true stehen" + }, + "photovoltaik": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Photovoltaikanlage verfügt, sollte dieser Wert auf true stehen" + }, + "durchlauf_erhitzer": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über einen Durchlauferhitzer verfügt, sollte dieser Wert auf true stehen" + }, + "einzelofen": { + "type": "boolean", + "nullable": true + }, + "zirkulation": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über eine Zirkulationspumpe verfügt, sollte dieser Wert auf true stehen" + }, + "einfach_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes einfach gedämmt sind, sollte dieser Wert auf true stehen" + }, + "dreifach_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes dreifach gedämmt sind, sollte dieser Wert auf true stehen" + }, + "fenster_teilweise_undicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes teilweise undicht sind, sollte dieser Wert auf true stehen" + }, + "doppel_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes doppelt gedämmt sind, sollte dieser Wert auf true stehen" + }, + "fenster_dicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes dicht sind, sollte dieser Wert auf true stehen" + }, + "rolllaeden_kaesten_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls das Gebäude über gedämmte Rolllädenkästen verfügt, sollte dieser Wert auf true stehen" + }, + "isolier_verglasung": { + "type": "boolean", + "nullable": true, + "description": "Falls die Fenster des Gebäudes isolier Verglasung haben, sollte dieser Wert auf true stehen" + }, + "tueren_undicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Türen des Gebäudes undicht sind, sollte dieser Wert auf true stehen" + }, + "tueren_dicht": { + "type": "boolean", + "nullable": true, + "description": "Falls die Türen des Gebäudes dicht sind, sollte dieser Wert auf true stehen" + }, + "dachgeschoss_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls das Dachgeschoss des Gebäudes gedämmt ist, sollte dieser Wert auf true stehen" + }, + "keller_decke_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Kellerdecke des Gebäudes gedämmt ist, sollte dieser Wert auf true stehen" + }, + "keller_wand_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Kellerwände des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "aussenwand_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Außenwände des Gebäudes gedämmt sind, sollte dieser Wert auf true stehen" + }, + "oberste_geschossdecke_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die oberste Geschossdecke des Gebäudes gedämmt ist, sollte dieser Wert auf true stehen" + }, + "aussenwand_min_12cm_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die Außenwände des Gebäudes mindestens 12cm gedämmt sind, sollte dieser Wert auf true stehen" + }, + "dachgeschoss_min_12cm_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls das Dachgeschoss des Gebäudes mindestens 12cm gedämmt ist, sollte dieser Wert auf true stehen" + }, + "oberste_geschossdecke_min_12cm_gedaemmt": { + "type": "boolean", + "nullable": true, + "description": "Falls die oberste Geschossdecke des Gebäudes mindestens 12cm gedämmt ist, sollte dieser Wert auf true stehen" + } + }, + "required": [ + "baujahr_gebaeude", + "baujahr_heizung", + "baujahr_klima" + ], + "additionalProperties": false + } + } + } + }, + "parameters": [ + { + "name": "uid", + "in": "path", + "required": true, + "schema": { "type": "string" } + } + ], + "responses": { + "200": { + "description": "Successful response", + "content": { "application/json": { "schema": {} } } + } + } + } + }, + "/ticket": { + "put": { + "description": "Erstellt ein neues Support Ticket und weist den Ersteller diesem zu, falls ein Authorization Header mitgegeben wurde.", + "tags": ["Tickets"], + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "titel": { "type": "string" }, + "beschreibung": { "type": "string" }, + "metadata": { + "anyOf": [ + { + "anyOf": [ + { "type": "string" }, + { "type": "number" }, + { "type": "boolean" } + ] + }, + { + "type": "array", + "items": { + "$ref": "#/properties/metadata" + } + }, + { + "type": "object", + "additionalProperties": { + "$ref": "#/properties/metadata" + } + } + ] + }, + "email": { "type": "string" } + }, + "required": [ + "titel", + "beschreibung", + "metadata", + "email" + ], + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "uid": { "type": "string" } + }, + "required": ["uid"], + "additionalProperties": false + } + } + } + } + } + } + }, + "/auth/access-token": { + "get": { + "description": "Erstellt, basierend auf einem existierenden und gültigen Refresh Tokens, einen neuen Access Token, welcher zur Authentifizierung genutzt werden kann. Der resultierende Access Token ist nur 2 Tage gültig und muss danach neu generiert werden. Diese Funktion gibt ebenfalls einen neuen Refresh Token zurück, der alte wird dadurch invalidiert.", + "tags": ["Benutzer"], + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "refreshToken": { "type": "string" } + }, + "required": ["refreshToken"], + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "accessToken": { "type": "string" }, + "accessTokenExpiry": { + "type": "number" + }, + "refreshToken": { "type": "string" }, + "refreshTokenExpiry": { + "type": "number" + } + }, + "required": [ + "accessToken", + "accessTokenExpiry", + "refreshToken", + "refreshTokenExpiry" + ], + "additionalProperties": false + } + } + } + } + } + } + }, + "/auth/refresh-token": { + "get": { + "description": "Erstellt sowohl einen neuen Refresh Token als auch einen Access Token für den gegebenen Benutzer. Der Refresh Token kann später für die Erstellung neuer Access Token genutzt werden.", + "tags": ["Benutzer"], + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "email": { + "type": "string", + "format": "email" + }, + "passwort": { + "type": "string", + "minLength": 8, + "maxLength": 100 + } + }, + "required": ["email", "passwort"], + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "uid": { "type": "string" }, + "accessToken": { "type": "string" }, + "refreshToken": { "type": "string" }, + "refreshTokenBase64": { + "type": "string" + }, + "accessTokenBase64": { + "type": "string" + }, + "exp": { "type": "number" } + }, + "required": [ + "uid", + "accessToken", + "refreshToken", + "refreshTokenBase64", + "accessTokenBase64", + "exp" + ], + "additionalProperties": false + } + } + } + } + } + } + }, + "/user/self": { + "get": { + "description": "Gibt die Daten des momentan eingeloggten Benutzers zurück. Falls der Authorization Key invalid ist wird stattdessen null zurückgegeben.", + "tags": ["Benutzer"], + "requestBody": { + "required": true, + "content": { "application/json": { "schema": {} } } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "anyOf": [ + { + "type": "object", + "properties": { + "uid": { "type": "string" }, + "name": { + "type": "string", + "nullable": true + }, + "vorname": { + "type": "string", + "nullable": true + }, + "email": { "type": "string" }, + "profilbild": { + "type": "string", + "nullable": true + }, + "plz": { + "type": "string", + "nullable": true + }, + "ort": { + "type": "string", + "nullable": true + }, + "adresse": { + "type": "string", + "nullable": true + }, + "telefon": { + "type": "string", + "nullable": true + }, + "anrede": { + "type": "string", + "nullable": true + }, + "rolle": { + "type": "string", + "enum": ["USER", "ADMIN"] + } + }, + "required": [ + "uid", + "email", + "rolle" + ], + "additionalProperties": false + }, + { "enum": ["null"], "nullable": true } + ] + } + } + } + } + } + } + }, + "/user/": { + "put": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "email": { + "type": "string", + "format": "email" + }, + "passwort": { + "type": "string", + "minLength": 6 + }, + "vorname": { "type": "string" }, + "name": { "type": "string" } + }, + "required": [ + "email", + "passwort", + "vorname", + "name" + ], + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "uid": { "type": "string" } + }, + "required": ["uid"], + "additionalProperties": false + } + } + } + } + } + } + }, + "/objekt/{uid}/bilder": { + "put": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "kategorie": { + "type": "string", + "enum": [ + "Heizung", + "Fenster", + "Gebaeude", + "Daemmung" + ] + }, + "base64": { "type": "string" } + }, + "required": ["kategorie", "base64"], + "additionalProperties": false + } + } + } + }, + "parameters": [ + { + "name": "uid", + "in": "path", + "required": true, + "schema": { "type": "string" } + } + ], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "uid": { + "type": "string", + "description": "Die UID des Bildes." + } + }, + "required": ["uid"], + "additionalProperties": false + } + } + } + } + } + } + }, + "/objekt/{uid}/": { + "patch": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "latitude": { + "type": "number", + "nullable": true + }, + "longitude": { + "type": "number", + "nullable": true + }, + "plz": { + "type": "string", + "nullable": true, + "description": "Postleitzahl des Gebäudes" + }, + "ort": { + "type": "string", + "nullable": true, + "description": "Ort des Gebäudes" + }, + "adresse": { + "type": "string", + "nullable": true, + "description": "Adresse (Straße und Hausnummer) des Gebäudes" + } + }, + "additionalProperties": false + } + } + } + }, + "parameters": [ + { + "name": "uid", + "in": "path", + "required": true, + "schema": { "type": "string" } + }, + { + "name": "Authorization", + "schema": { "type": "string" }, + "required": true, + "in": "header" + } + ], + "responses": { + "200": { + "description": "Successful response", + "content": { "application/json": { "schema": {} } } + } + } + } + }, + "/objekt/": { + "put": { + "requestBody": { + "required": true, + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "latitude": { + "type": "number", + "nullable": true + }, + "longitude": { + "type": "number", + "nullable": true + }, + "plz": { + "type": "string", + "nullable": true, + "description": "Postleitzahl des Gebäudes" + }, + "ort": { + "type": "string", + "nullable": true, + "description": "Ort des Gebäudes" + }, + "adresse": { + "type": "string", + "nullable": true, + "description": "Adresse (Straße und Hausnummer) des Gebäudes" + } + }, + "additionalProperties": false + } + } + } + }, + "parameters": [], + "responses": { + "200": { + "description": "Successful response", + "content": { + "application/json": { + "schema": { + "type": "object", + "properties": { + "uid": { "type": "string" } + }, + "required": ["uid"], + "additionalProperties": false + } + } + } + } + } + } + } + }, + "servers": [{ "url": "awd" }] +} diff --git a/package.json b/package.json index 919b557a..dcac997c 100644 --- a/package.json +++ b/package.json @@ -1,82 +1,93 @@ -{ - "name": "online-energieausweis", - "version": "0.0.1", - "license": "GPL V3.0", - "type": "module", - "scripts": { - "dev": "bun astro dev", - "build": "bun astro build", - "preview": "bun astro preview", - "astro": "astro", - "test:e2e": "cypress run", - "test:unit": "bun test", - "format": "prettier --write .", - "build:production": "astro build && bun --bun server.ts", - "i18n:generate": "bunx astro-i18next generate", - "prisma:studio": "bunx prisma studio --schema=./node_modules/@ibcornelsen/database/prisma/schema.prisma" - }, - "private": true, - "dependencies": { - "@astrojs/mdx": "^3.1.9", - "@astrojs/node": "^8.3.4", - "@astrojs/svelte": "^2.2.0", - "@astrojs/tailwind": "^3.1.3", - "@ibcornelsen/api": "link:@ibcornelsen/api", - "@ibcornelsen/database": "link:@ibcornelsen/database", - "@ibcornelsen/ui": "^0.0.2", - "@mollie/api-client": "^3.7.0", - "@pdfme/common": "^5.1.7", - "@pdfme/generator": "^5.2.11", - "@pdfme/ui": "^5.1.7", - "@trpc/client": "^10.45.2", - "@trpc/server": "^10.45.2", - "astro": "^4.16.10", - "body-scroll-lock": "^4.0.0-beta.0", - "buffer": "^6.0.3", - "bun": "^1.1.34", - "csvtojson": "^2.0.10", - "express": "^4.21.1", - "flag-icons": "^6.15.0", - "fontkit": "^2.0.4", - "js-cookie": "^3.0.5", - "js-interpolate": "^1.3.2", - "moment": "^2.30.1", - "moment-timezone": "^0.5.46", - "pdf-lib": "^1.17.1", - "postcss-nested": "^7.0.2", - "radix-svelte-icons": "^1.0.0", - "sass": "^1.80.6", - "svelte": "^3.59.2", - "svelte-dialogs": "^1.2.2", - "svelte-preprocess": "^5.1.4", - "svelte-ripple-action": "^1.0.6", - "tailwindcss": "^3.4.14", - "trpc-openapi": "^1.2.0", - "uuid": "^9.0.1", - "zod": "^3.23.8" - }, - "devDependencies": { - "@faker-js/faker": "^8.4.1", - "@rollup/plugin-dsv": "^3.0.5", - "@tailwindcss/typography": "^0.5.15", - "@types/body-scroll-lock": "^3.1.2", - "@types/express": "^5.0.0", - "@types/fontkit": "^2.0.7", - "@types/js-cookie": "^3.0.6", - "@types/uuid": "^9.0.8", - "@typescript-eslint/eslint-plugin": "^5.62.0", - "@typescript-eslint/parser": "^5.62.0", - "autoprefixer": "^10.4.20", - "bun-types": "^1.1.34", - "cypress": "^13.15.2", - "cypress-file-upload": "^5.0.8", - "daisyui": "^4.12.14", - "eslint": "~8.15.0", - "eslint-config-prettier": "8.1.0", - "postcss": "^8.4.49", - "postcss-import": "^16.1.0", - "postcss-nesting": "^13.0.1", - "prettier": "^2.8.8", - "typescript": "^4.9.5" - } -} +{ + "name": "online-energieausweis", + "version": "0.0.1", + "license": "GPL V3.0", + "type": "module", + "scripts": { + "dev": "bun astro dev", + "build": "bun astro build", + "preview": "bun astro preview", + "astro": "astro", + "test:e2e": "cypress run", + "test:unit": "bun test", + "format": "prettier --write .", + "build:production": "astro build && bun --bun server.ts", + "i18n:generate": "bunx astro-i18next generate", + "prisma:studio": "bunx prisma studio --schema=./node_modules/@ibcornelsen/database/prisma/schema.prisma", + "openapi:generate": "bun astro-typesafe-api generate" + }, + "private": true, + "dependencies": { + "@astrojs/mdx": "^3.1.9", + "@astrojs/node": "^8.3.4", + "@astrojs/svelte": "^2.2.0", + "@astrojs/tailwind": "^3.1.3", + "@ibcornelsen/api": "link:@ibcornelsen/api", + "@ibcornelsen/database": "link:@ibcornelsen/database", + "@ibcornelsen/ui": "^0.0.2", + "@mollie/api-client": "^3.7.0", + "@pdfme/common": "^5.2.16", + "@pdfme/generator": "^5.2.16", + "@pdfme/ui": "^5.2.16", + "@trpc/client": "^10.45.2", + "@trpc/server": "^10.45.2", + "astro": "^4.16.17", + "astro-typesafe-api": "link:astro-typesafe-api", + "body-scroll-lock": "^4.0.0-beta.0", + "buffer": "^6.0.3", + "bun": "^1.1.45", + "csvtojson": "^2.0.10", + "express": "^4.21.2", + "flag-icons": "^6.15.0", + "fontkit": "^2.0.4", + "is-base64": "^1.1.0", + "js-cookie": "^3.0.5", + "js-interpolate": "^1.3.2", + "jsonwebtoken": "^9.0.2", + "jwt-decode": "^4.0.0", + "moment": "^2.30.1", + "moment-timezone": "^0.5.46", + "pdf-lib": "^1.17.1", + "postcss-nested": "^7.0.2", + "radix-svelte-icons": "^1.0.0", + "sass": "^1.83.4", + "svelte": "^3.59.2", + "svelte-dialogs": "^1.2.2", + "svelte-preprocess": "^5.1.4", + "svelte-ripple-action": "^1.0.6", + "tailwindcss": "^3.4.17", + "trpc-openapi": "^1.2.0", + "uuid": "^9.0.1", + "zod": "^3.24.1" + }, + "devDependencies": { + "@faker-js/faker": "^8.4.1", + "@rollup/plugin-dsv": "^3.0.5", + "@tailwindcss/typography": "^0.5.16", + "@types/body-scroll-lock": "^3.1.2", + "@types/express": "^5.0.0", + "@types/fontkit": "^2.0.7", + "@types/is-base64": "^1.1.3", + "@types/js-cookie": "^3.0.6", + "@types/jsonwebtoken": "^9.0.7", + "@types/uuid": "^9.0.8", + "@typescript-eslint/eslint-plugin": "^5.62.0", + "@typescript-eslint/parser": "^5.62.0", + "autoprefixer": "^10.4.20", + "bun-types": "^1.1.45", + "cypress": "^13.17.0", + "cypress-file-upload": "^5.0.8", + "cypress-vite": "^1.6.0", + "daisyui": "^4.12.23", + "eslint": "~8.15.0", + "eslint-config-prettier": "8.1.0", + "postcss": "^8.5.1", + "postcss-import": "^16.1.0", + "postcss-nesting": "^13.0.1", + "prettier": "^2.8.8", + "typescript": "^4.9.5" + }, + "overrides": { + "zod": "^3.24.1" + } +} diff --git a/persistent/uploads/images/3bfcee31-723c-45fd-a716-1118e877bdbb.jpg b/persistent/uploads/images/3bfcee31-723c-45fd-a716-1118e877bdbb.jpg deleted file mode 100644 index 2ee7916b..00000000 Binary files a/persistent/uploads/images/3bfcee31-723c-45fd-a716-1118e877bdbb.jpg and /dev/null differ diff --git a/persistent/uploads/images/c646b143-5cdf-47c9-859a-87731595b75f.jpg b/persistent/uploads/images/c646b143-5cdf-47c9-859a-87731595b75f.jpg deleted file mode 100644 index 30a8069f..00000000 Binary files a/persistent/uploads/images/c646b143-5cdf-47c9-859a-87731595b75f.jpg and /dev/null differ diff --git a/persistent/uploads/images/c6ef6b29-d1ba-4076-996c-1cbf7d470eb9.jpg b/persistent/uploads/images/c6ef6b29-d1ba-4076-996c-1cbf7d470eb9.jpg deleted file mode 100644 index cf8f91a5..00000000 Binary files a/persistent/uploads/images/c6ef6b29-d1ba-4076-996c-1cbf7d470eb9.jpg and /dev/null differ diff --git a/persistent/uploads/images/f89fb8e5-6902-4a50-8c07-ca2094c91dd6.jpg b/persistent/uploads/images/f89fb8e5-6902-4a50-8c07-ca2094c91dd6.jpg deleted file mode 100644 index 963f40b8..00000000 Binary files a/persistent/uploads/images/f89fb8e5-6902-4a50-8c07-ca2094c91dd6.jpg and /dev/null differ diff --git a/public/images/pfeil-nach-oben.png b/public/images/pfeil-nach-oben.png new file mode 100644 index 00000000..30d7d5e0 Binary files /dev/null and b/public/images/pfeil-nach-oben.png differ diff --git a/public/images/pfeil-nach-oben.svg b/public/images/pfeil-nach-oben.svg new file mode 100644 index 00000000..359b2e67 --- /dev/null +++ b/public/images/pfeil-nach-oben.svg @@ -0,0 +1,10 @@ + + + + + + + + + + diff --git a/public/images/pfeil-nach-unten.png b/public/images/pfeil-nach-unten.png new file mode 100644 index 00000000..5ba802e3 Binary files /dev/null and b/public/images/pfeil-nach-unten.png differ diff --git a/public/images/pfeil-nach-unten.svg b/public/images/pfeil-nach-unten.svg new file mode 100644 index 00000000..202b0002 --- /dev/null +++ b/public/images/pfeil-nach-unten.svg @@ -0,0 +1,10 @@ + + + + + + + + + + diff --git a/src/astro-typesafe-api-caller.ts b/src/astro-typesafe-api-caller.ts new file mode 100644 index 00000000..152bf153 --- /dev/null +++ b/src/astro-typesafe-api-caller.ts @@ -0,0 +1,22 @@ +import { createCallerFactory } from "astro-typesafe-api/server"; + +export const createCaller = createCallerFactory({ + "klimafaktoren": await import("../src/pages/api/klimafaktoren.ts"), + "postleitzahlen": await import("../src/pages/api/postleitzahlen.ts"), + "aufnahme/[uid]": await import("../src/pages/api/aufnahme/[uid].ts"), + "aufnahme": await import("../src/pages/api/aufnahme/index.ts"), + "auth/access-token": await import("../src/pages/api/auth/access-token.ts"), + "auth/refresh-token": await import("../src/pages/api/auth/refresh-token.ts"), + "bedarfsausweis-wohnen": await import("../src/pages/api/bedarfsausweis-wohnen/index.ts"), + "bilder/[uid]": await import("../src/pages/api/bilder/[uid].ts"), + "objekt": await import("../src/pages/api/objekt/index.ts"), + "ticket": await import("../src/pages/api/ticket/index.ts"), + "user": await import("../src/pages/api/user/index.ts"), + "user/self": await import("../src/pages/api/user/self.ts"), + "verbrauchsausweis-gewerbe/[uid]": await import("../src/pages/api/verbrauchsausweis-gewerbe/[uid].ts"), + "verbrauchsausweis-gewerbe": await import("../src/pages/api/verbrauchsausweis-gewerbe/index.ts"), + "verbrauchsausweis-wohnen/[uid]": await import("../src/pages/api/verbrauchsausweis-wohnen/[uid].ts"), + "verbrauchsausweis-wohnen": await import("../src/pages/api/verbrauchsausweis-wohnen/index.ts"), + "objekt/[uid]/bilder": await import("../src/pages/api/objekt/[uid]/bilder.ts"), + "objekt/[uid]": await import("../src/pages/api/objekt/[uid]/index.ts"), +}) \ No newline at end of file diff --git a/src/client/lib/bilderHochladen.ts b/src/client/lib/bilderHochladen.ts index 0c12ac49..fb9a78c8 100644 --- a/src/client/lib/bilderHochladen.ts +++ b/src/client/lib/bilderHochladen.ts @@ -1,65 +1,95 @@ -import { GebaeudeClient, UploadedGebaeudeBild, VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; +import { + ObjektClient, + UploadedGebaeudeBild, + VerbrauchsausweisWohnenClient, +} from "#components/Ausweis/types.js"; +import { API_ACCESS_TOKEN_COOKIE_NAME } from "#lib/constants.js"; import { Enums } from "@ibcornelsen/database/client"; import { addNotification, updateNotification } from "@ibcornelsen/ui"; -import { client } from "src/trpc"; +import { api } from "astro-typesafe-api/client"; +import Cookies from "js-cookie"; -export async function bilderHochladen(images: (UploadedGebaeudeBild & { base64?: string })[], gebaeude_uid: string) { - if (images.length == 0) { - return images; - } +export async function bilderHochladen( + images: (UploadedGebaeudeBild & { base64?: string, update?: boolean })[], + gebaeude_uid: string +) { + if (images.length == 0) { + return images; + } - // Wenn Bilder hochgeladen werden konvertieren wir sie zu base64, das heißt, dass die base64 Eigenschaft bei diesen Bildern - // existiert. Das müssen wir TypeScript nur wissen lassen, damit es uns in Ruhe lässt. - const imagesToUpload = images.filter(image => !image.uid || image.update) as unknown as { base64: string, kategorie: string, uid?: string, update: boolean }[]; + // Wenn Bilder hochgeladen werden konvertieren wir sie zu base64, das heißt, dass die base64 Eigenschaft bei diesen Bildern + // existiert. Das müssen wir TypeScript nur wissen lassen, damit es uns in Ruhe lässt. + const imagesToUpload = images.filter( + (image) => !image.uid || image.update + ) as unknown as { + base64: string; + kategorie: string; + uid?: string; + update: boolean; + }[]; - if (imagesToUpload.length == 0) { - return images; - } + if (imagesToUpload.length == 0) { + return images; + } - // Alle Bilder hochladen - const notification = addNotification({ - dismissable: false, - message: "Bilder hochladen.", - subtext: `${imagesToUpload.length} Bilder werden hochgeladen, bitte haben sie Geduld.`, - timeout: 0, - type: "info" - }) - for (let i = 0; i < imagesToUpload.length; i++) { - const image = imagesToUpload[i]; + // Alle Bilder hochladen + const notification = addNotification({ + dismissable: false, + message: "Bilder hochladen.", + subtext: `${imagesToUpload.length} Bilder werden hochgeladen, bitte haben sie Geduld.`, + timeout: 0, + type: "info", + }); + for (let i = 0; i < imagesToUpload.length; i++) { + const image = imagesToUpload[i]; - try { - if (image.update) { - await client.v1.bilder.update.mutate({ - uid: image.uid as string, - base64: image.base64, - kategorie: image.kategorie as Enums.BilderKategorie - }) - } else { - const response = await client.v1.bilder.upload.mutate({ - base64: image.base64, - kategorie: image.kategorie as Enums.BilderKategorie, - gebaeude_uid - }) - - image.uid = response.uid - } + try { + if (image.update) { + await api.bilder._uid.PATCH.fetch({ + base64: image.base64, + kategorie: image.kategorie as Enums.BilderKategorie, + }, { + params: { + uid: image.uid as string, + }, + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }); + } else { + const response = await api.objekt._uid.bilder.PUT.fetch({ + base64: image.base64, + kategorie: image.kategorie as Enums.BilderKategorie + }, { + params: { + uid: gebaeude_uid + }, + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }); - updateNotification(notification, { - dismissable: true, - message: "Bild hochgeladen.", - subtext: `${i + 1}/${imagesToUpload.length} Bildern wurden erfolgreich hochgeladen.`, - timeout: 3000 - }) - } catch (e) { - updateNotification(notification, { - dismissable: true, - message: "Bild konnte nicht hochgeladen werden.", - subtext: `Eines ihrer Bilder konnte nicht hochgeladen werden. Wir haben bereits ein Ticket erstellt und melden uns so schnell wie möglich bei ihnen.`, - timeout: 15000, - type: "error" - }) - } - } + image.uid = response.uid; + } - return images; -} \ No newline at end of file + updateNotification(notification, { + dismissable: true, + message: "Bild hochgeladen.", + subtext: `${i + 1}/${ + imagesToUpload.length + } Bildern wurden erfolgreich hochgeladen.`, + timeout: 3000, + }); + } catch (e) { + updateNotification(notification, { + dismissable: true, + message: "Bild konnte nicht hochgeladen werden.", + subtext: `Eines ihrer Bilder konnte nicht hochgeladen werden. Wir haben bereits ein Ticket erstellt und melden uns so schnell wie möglich bei ihnen.`, + timeout: 15000, + type: "error", + }); + } + } + + return images; +} diff --git a/src/client/lib/spawnSignupPrompt.ts b/src/client/lib/spawnSignupPrompt.ts index f8ba08e6..80b7290e 100644 --- a/src/client/lib/spawnSignupPrompt.ts +++ b/src/client/lib/spawnSignupPrompt.ts @@ -1,6 +1,6 @@ -import { dialogs } from "../../../svelte-dialogs.config"; -import { addNotification } from "#components/Notifications/shared"; -import { client } from "src/trpc"; +import { dialogs } from "../../../svelte-dialogs.config.js"; +import { addNotification } from "#components/Notifications/shared.js"; +import { api } from "astro-typesafe-api/client"; export async function spawnSignupPrompt() { const result = await dialogs.prompt( @@ -46,7 +46,7 @@ export async function spawnSignupPrompt() { const [vorname, name, email, passwort] = result; try { - const response = await client.v1.benutzer.erstellen.mutate({ + const response = await api.user.PUT.fetch({ email, passwort, vorname, diff --git a/src/client/lib/validateAccessToken.ts b/src/client/lib/validateAccessToken.ts index 1e4f334d..1fa7c42e 100644 --- a/src/client/lib/validateAccessToken.ts +++ b/src/client/lib/validateAccessToken.ts @@ -1,7 +1,9 @@ import Cookies from "js-cookie"; import { API_ACCESS_TOKEN_COOKIE_NAME, API_REFRESH_TOKEN_COOKIE_NAME, API_UID_COOKIE_NAME } from "#lib/constants.js"; -import { client } from "../../trpc.js"; import moment from "moment"; +import { TokenData, TokenType } from "#lib/auth/types.js"; +import { api } from "astro-typesafe-api/client"; +import { jwtDecode } from "jwt-decode" export async function validateAccessTokenClient() { @@ -9,10 +11,10 @@ export async function validateAccessTokenClient() { const refreshToken = Cookies.get(API_REFRESH_TOKEN_COOKIE_NAME); if (accessToken) { - const { valid } = await client.v1.benutzer.validateAccessToken.query({accessToken}) + const { exp, typ, uid } = jwtDecode(accessToken) as TokenData - if (valid) { - return valid; + if (exp > Date.now() && typ === TokenType.Access) { + return true; } else { Cookies.remove(API_ACCESS_TOKEN_COOKIE_NAME); } @@ -33,7 +35,7 @@ export async function validateAccessTokenClient() { // Wenn das klappt, dann haben wir auch einen neuen Access Token. // Wenn das nicht klappt, dann müssen wir uns neu anmelden. try { - const { accessToken: newAccessToken, accessTokenExpiry, refreshToken: newRefreshToken, refreshTokenExpiry } = await client.v1.benutzer.getAccessToken.query({ + const { accessToken: newAccessToken, accessTokenExpiry, refreshToken: newRefreshToken, refreshTokenExpiry } = await api.auth["access-token"].GET.fetch({ refreshToken }) diff --git a/src/client/lib/verbrauchsausweisWohnenSpeichern.ts b/src/client/lib/verbrauchsausweisWohnenSpeichern.ts index 607e166a..73967fcb 100644 --- a/src/client/lib/verbrauchsausweisWohnenSpeichern.ts +++ b/src/client/lib/verbrauchsausweisWohnenSpeichern.ts @@ -1,86 +1,133 @@ -import { - BenutzerClient, - GebaeudeAufnahmeClient, - GebaeudeClient, - UploadedGebaeudeBild, - VerbrauchsausweisWohnenClient, -} from "#components/Ausweis/types.js"; + +import { api } from "astro-typesafe-api/client" import { exclude } from "#lib/exclude.js"; -import { client } from "src/trpc.js"; -import { bilderHochladen } from "./bilderHochladen.js"; -import { addNotification } from "@ibcornelsen/ui"; +import Cookies from "js-cookie"; +import { API_ACCESS_TOKEN_COOKIE_NAME } from "#lib/constants.js"; +import { AufnahmeClient, ObjektClient, UploadedGebaeudeBild, VerbrauchsausweisWohnenClient, } from "#components/Ausweis/types.js"; +// import { addNotification } from "@ibcornelsen/ui"; export async function verbrauchsausweisWohnenSpeichern( ausweis: VerbrauchsausweisWohnenClient, - gebaeude: GebaeudeClient, - gebaeude_aufnahme_allgemein: GebaeudeAufnahmeClient, - images: (UploadedGebaeudeBild & { base64?: string })[], - user: BenutzerClient + objekt: ObjektClient, + aufnahme: AufnahmeClient, + bilder: (UploadedGebaeudeBild & { base64?: string })[] ) { - if (ausweis.uid) { - // Anscheinend wurde der Ausweis bereits erstellt und hat eine UID. - // Jetzt müssen wir ihn nun nur noch abspeichern. - try { - await client.v1.verbrauchsausweisWohnen[2016].speichern.mutate({ - ...ausweis, - gebaeude_aufnahme_allgemein: { - ...exclude( - gebaeude_aufnahme_allgemein, - ["erstellungsdatum", "events", "ausstellungsdatum", "rechnungen"] - ), - gebaeude_stammdaten: { - ...exclude(gebaeude, [ - "gebaeude_bilder", - ]), - }, - }, - }); + if (objekt.uid) { + await api.objekt._uid.PATCH.fetch({ + ...exclude(objekt, ["uid"]) + }, { + params: { + uid: objekt.uid + }, + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }) +} else { + const { uid } = await api.objekt.PUT.fetch({ + ...exclude(objekt, ["uid"]) + }, { + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }) - images = await bilderHochladen(images, gebaeude.uid); - - return { uid: ausweis.uid, gebaeude_uid: gebaeude.uid, gebaeude_aufnahme_uid: gebaeude_aufnahme_allgemein.uid }; - } catch (e) { - // TODO: Ticket mit Fehldermeldung abschicken. - } - } else { - // Wir speichern den Ausweis ab und leiten auf die "ausweis-gespeichert" Seite weiter. - try { - const response = - await client.v1.verbrauchsausweisWohnen[2016].erstellen.mutate({ - ...ausweis, - gebaeude_aufnahme_allgemein: { - ...gebaeude_aufnahme_allgemein, - gebaeude_stammdaten: { - ...gebaeude, - }, - }, - }); - - images = await bilderHochladen(images, response.gebaeude_uid); - - return response; - } catch (e: any) { - await client.v1.tickets.erstellen.mutate({ - titel: "Ausweis konnte nicht gespeichert werden", - beschreibung: e.stack, - email: user.email ?? "", - metadata: JSON.stringify({ - ausweis, - }), - }); - // TODO: Ticket mit Fehldermeldung abschicken. - } + objekt.uid = uid; } - addNotification({ - dismissable: false, - message: - "Ausweis konnte nicht gespeichert werden, bitte versuchen sie es erneut.", - subtext: - "Sollte das Problem weiterhin bestehen, kontaktieren sie bitte den Support.", - timeout: 6000, - type: "error", - }); + + + if (aufnahme.uid) { + await api.aufnahme._uid.PATCH.fetch({ + ...exclude(aufnahme, ["uid"]) + }, { + params: { + uid: aufnahme.uid + }, + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }) + } else { + const { uid } = await api.aufnahme.PUT.fetch({ + aufnahme, + uid_objekt: objekt.uid + }, { + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }) + + aufnahme.uid = uid + } + + if (ausweis.uid) { + await api["verbrauchsausweis-wohnen"]._uid.PATCH.fetch({ + ...exclude(ausweis, ["uid"]) + }, { + params: { + uid: ausweis.uid + }, + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }) + } else { + await api["verbrauchsausweis-wohnen"].PUT.fetch({ + ausweis, + uid_aufnahme: aufnahme.uid + }, { + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }) + } + + for (const bild of bilder) { + if (bild.uid) { + continue; + } + + const response = await api.objekt._uid.bilder.PUT.fetch({ + base64: bild.base64, + kategorie: bild.kategorie + }, { + params: { + uid: objekt.uid + }, + headers: { + "Authorization": `Bearer ${Cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)}` + } + }) + + bild.uid = response.uid + } + + return { + uid_ausweis: ausweis.uid, + uid_aufnahme: aufnahme.uid, + uid_objekt: objekt.uid + } + + + // await client.v1.tickets.erstellen.mutate({ + // titel: "Ausweis konnte nicht gespeichert werden", + // beschreibung: e.stack, + // email: user.email ?? "", + // metadata: JSON.stringify({ + // ausweis, + // }), + // }); + + // addNotification({ + // dismissable: false, + // message: + // "Ausweis konnte nicht gespeichert werden, bitte versuchen sie es erneut.", + // subtext: + // "Sollte das Problem weiterhin bestehen, kontaktieren sie bitte den Support.", + // timeout: 6000, + // type: "error", + // }); return null; } diff --git a/src/client/tickets/createTicket.ts b/src/client/tickets/createTicket.ts index aec6754f..a9b14b14 100644 --- a/src/client/tickets/createTicket.ts +++ b/src/client/tickets/createTicket.ts @@ -1,7 +1,6 @@ -import { AppRouter } from "@ibcornelsen/api"; -import { inferProcedureInput } from "@trpc/server"; -import { client } from "src/trpc"; +import { OmitKeys, TicketClient } from "#components/Ausweis/types.js"; +import { api } from "astro-typesafe-api/client"; -export async function createTicket(info: inferProcedureInput) { - return await client.v1.tickets.erstellen.mutate(info) +export async function createTicket(info: OmitKeys) { + return await api.ticket.PUT.fetch(info) } \ No newline at end of file diff --git a/src/components/Ausweis/AusweisPreviewContainer.svelte b/src/components/Ausweis/AusweisPreviewContainer.svelte index 6f47b593..fa1cbe68 100644 --- a/src/components/Ausweis/AusweisPreviewContainer.svelte +++ b/src/components/Ausweis/AusweisPreviewContainer.svelte @@ -1,8 +1,8 @@
- {#if Energieausweis=="Verbrauchsausweis Wohngebäude" || Energieausweis=="Bedarfsausweis Wohngebäude"} + {#if ausweisart=="VerbrauchsausweisWohnen"} @@ -85,7 +83,7 @@ xl:grid-cols-3 xl:gap-x-8 xl:gap-y-8 - {:else if Energieausweis=="Verbrauchsausweis Gewerbe"} + {:else if ausweisart=="VerbrauchsausweisGewerbe"} @@ -161,7 +159,7 @@ xl:grid-cols-3 xl:gap-x-8 xl:gap-y-8 autocomplete="off" data-msg="Pflichtfeld" maxlength="3" - bind:value={gebaeude_aufnahme_allgemein.einheiten} + bind:value={aufnahme.einheiten} />
@@ -180,7 +178,7 @@ xl:grid-cols-3 xl:gap-x-8 xl:gap-y-8 @@ -138,7 +140,7 @@ xl:grid-cols-3 xl:gap-x-8 xl:gap-y-8 name="keller" data-test="keller" required - bind:value={gebaeude_aufnahme_allgemein.keller} + bind:value={aufnahme.keller} > @@ -170,7 +172,7 @@ xl:grid-cols-3 xl:gap-x-8 xl:gap-y-8 autocomplete="off" data-rule-minlength="2" data-msg-minlength="min. 2 Zeichen" - bind:value={gebaeude_aufnahme_allgemein.nutzflaeche} + bind:value={aufnahme.nutzflaeche} />
diff --git a/src/components/Ausweis/LueftungundLeerstand.svelte b/src/components/Ausweis/LueftungundLeerstand.svelte index 53880d8c..cea31ba0 100644 --- a/src/components/Ausweis/LueftungundLeerstand.svelte +++ b/src/components/Ausweis/LueftungundLeerstand.svelte @@ -1,9 +1,9 @@ @@ -25,7 +25,7 @@ xl:grid-cols-3 xl:gap-x-8 xl:gap-y-8 + {flaechenBezogenerWaermebedarf} diff --git a/src/components/Tickets/TicketPopup.svelte b/src/components/Tickets/TicketPopup.svelte index 7e320463..5d8817b3 100644 --- a/src/components/Tickets/TicketPopup.svelte +++ b/src/components/Tickets/TicketPopup.svelte @@ -1,6 +1,5 @@
diff --git a/src/components/design/sidebars/cards/NavigationCard.svelte b/src/components/design/sidebars/cards/NavigationCard.svelte new file mode 100644 index 00000000..dbdf7e7e --- /dev/null +++ b/src/components/design/sidebars/cards/NavigationCard.svelte @@ -0,0 +1,455 @@ + + + + +
+
+ + + +
+
+ + + + diff --git a/src/components/design/sidebars/cards/cardNavigation.svelte b/src/components/design/sidebars/cards/cardNavigation.svelte deleted file mode 100644 index 99986e58..00000000 --- a/src/components/design/sidebars/cards/cardNavigation.svelte +++ /dev/null @@ -1,286 +0,0 @@ - - - - - -
- -
- - - -
-
- - - - - - - \ No newline at end of file diff --git a/src/components/design/sidebars/left/ORG_SidebarLeft.astro b/src/components/design/sidebars/left/ORG_SidebarLeft.astro deleted file mode 100644 index 39b78592..00000000 --- a/src/components/design/sidebars/left/ORG_SidebarLeft.astro +++ /dev/null @@ -1,253 +0,0 @@ -
- - -
-
- Mitglied Ingenieurkammer Niedersachen - Mitglied im Händlerbund -
-
-
-
Was wird der Energieausweis kosten?
-
-
    -
  • Verbrauchsausweis Wohngebäude
    45€ inkl. MwSt.
  • -
  • Bedarfsausweis Wohngebäude
    75€ inkl. MwSt.
  • -
  • Verbrauchsausweis Gewerbe
    65€ inkl. MwSt.
  • -
  • Bedarfsausweis Gewerbe
    ab 300€ inkl. MwSt.
  • -
  • EnEV-Nachweis Wohngebäude
    ab 400€ inkl. MwSt.
  • -
  • EnEV-Nachweis Gewerbe
    ab 450€ inkl. MwSt.
  • -
-
-
-
-
Zahlungsoptionen
-
-

- Ihre online Zahlungen werden sicher über eine SSL Verschlüsselung - abgewickelt. -

-
-
- Bezahloptionen - Paypal, Visa, Kreditkarte... -
-
-
- - diff --git a/src/components/design/sidebars/right/ORG_SidebarRight.astro b/src/components/design/sidebars/right/ORG_SidebarRight.astro deleted file mode 100644 index 696d5233..00000000 --- a/src/components/design/sidebars/right/ORG_SidebarRight.astro +++ /dev/null @@ -1,144 +0,0 @@ ---- -import { validateAccessTokenServer } from "#server/lib/validateAccessToken"; -import SidebarWidgetLogin from "./SidebarWidgetLogin.svelte"; -import SidebarWidgetProfile from "./SidebarWidgetProfile.svelte" - -const loggedin = await validateAccessTokenServer(Astro) ---- - -
- { !loggedin ? - : } - -
-

- Rufen Sie uns an
Wir sind gerne für Sie da -

-
-
-
-

Telefonische Beratung unter

-

- 040 / 209 339 850 -

-
- Telefon - Rufen sie uns an. -
-
- -
-

- Bitte bewerten Sie uns! -

-
-
- Review Widget -
-
-
- -
-

- Verbrauchsausweis für Wohngebäude -

-
- -
- -
-

- Welche Häuser benötigen einen Energieausweis? -

-
-
    -
  • Wohngebäude > 50m² mit dauerhaftem Aufenthalt
  • -
  • Nichtwohngebäude > 50m² mit dauerhaftem Aufenthalt
  • -
  • Beheizte Gebäude > 50m²
  • -
  • Neubauten
  • -
  • Anbauten > 50 m²
  • -
  • Sanierung mit Austausch der Heizungsanlage
  • -
-
-
-
-

- Bedarfsausweis für Wohngebäude -

-
- -
-
-

- Welcher Energieausweis ist der richtige? -

-
-
    -
  • - Verbrauchsausweis bei Vermietung, Verkauf und Aushang (Baujahr nach 1977 - bzw. saniert).
    -
  • -
  • - Bedarfsausweis bei Neubau, Sanierung, Erweiterung und - Fördermittelantrag. -
  • -
-
-
-
-

- Verbrauchsausweis für Gewerbe -

-
- -
-
- - - \ No newline at end of file diff --git a/src/components/design/sidebars/right/SidebarRight_1.astro b/src/components/design/sidebars/right/SidebarRight_1.astro deleted file mode 100644 index 0bfced6b..00000000 --- a/src/components/design/sidebars/right/SidebarRight_1.astro +++ /dev/null @@ -1,25 +0,0 @@ ---- -import Login from "#sidebarCards/cardlogin_1.svelte"; -import Contact from "#sidebarCards/cardcontact.svelte"; -import Review from "#sidebarCards/cardreview.svelte"; -import VApromo from "#sidebarCards/cardVApromo.svelte"; -import VAGpromo from "#sidebarCards/cardVAGpromo.svelte"; -import BApromo from "#sidebarCards/cardBApromo.svelte"; -import BAGpromo from "#sidebarCards/cardBAGpromo.svelte"; ---- - - - - -
\ No newline at end of file diff --git a/src/components/labels/StromVerbrauchsHelpLabel.svelte b/src/components/labels/StromVerbrauchsHelpLabel.svelte index 8ed5cd74..a37965f3 100644 --- a/src/components/labels/StromVerbrauchsHelpLabel.svelte +++ b/src/components/labels/StromVerbrauchsHelpLabel.svelte @@ -3,7 +3,7 @@ export let addYear: number; export let heizquelle: number; - export let gebaeude_aufnahme_allgemein; + export let aufnahme; export let ausweis; diff --git a/src/components/labels/VerbrauchsHelpLabel.svelte b/src/components/labels/VerbrauchsHelpLabel.svelte index 5b4a4a5b..094d9e09 100644 --- a/src/components/labels/VerbrauchsHelpLabel.svelte +++ b/src/components/labels/VerbrauchsHelpLabel.svelte @@ -3,21 +3,21 @@ export let addYear: number; export let heizquelle: number; - export let gebaeude_aufnahme_allgemein; + export let aufnahme; export let ausweis; {#if ausweis.startdatum} Bitte geben Sie Ihren {#if heizquelle == 1} - {#if gebaeude_aufnahme_allgemein.brennstoff_1} - {gebaeude_aufnahme_allgemein.brennstoff_1} + {#if aufnahme.brennstoff_1} + {aufnahme.brennstoff_1} {/if} Verbrauch {#if ausweis.einheit_1} in {ausweis.einheit_1} {/if} {:else if heizquelle == 2} - {#if gebaeude_aufnahme_allgemein.brennstoff_2} - {gebaeude_aufnahme_allgemein.brennstoff_2} + {#if aufnahme.brennstoff_2} + {aufnahme.brennstoff_2} {/if} Verbräuche {#if ausweis.einheit_2} in {ausweis.einheit_2} {/if} diff --git a/cypress/e2e/VerbrauchsausweisGewerbe/erstellen.cy.ts b/src/cypress/e2e/VerbrauchsausweisGewerbe/erstellen.cy.ts similarity index 100% rename from cypress/e2e/VerbrauchsausweisGewerbe/erstellen.cy.ts rename to src/cypress/e2e/VerbrauchsausweisGewerbe/erstellen.cy.ts diff --git a/src/cypress/e2e/VerbrauchsausweisWohnen/erstellen.cy.ts b/src/cypress/e2e/VerbrauchsausweisWohnen/erstellen.cy.ts new file mode 100644 index 00000000..14ca8cd1 --- /dev/null +++ b/src/cypress/e2e/VerbrauchsausweisWohnen/erstellen.cy.ts @@ -0,0 +1,286 @@ +import fuelList from "#components/Ausweis/brennstoffListe.js"; +import { faker } from "@faker-js/faker"; +import { Enums } from "@ibcornelsen/database/client"; + +import "cypress-file-upload" + +describe("Verbrauchsausweis erstellen Schritt 1", () => { + it("erstellt einen neuen Verbrauchsausweis Wohngebäude.", () => { + cy.visit("/energieausweis-erstellen/verbrauchsausweis-wohngebaeude"); + + console.log(Enums); + + + // cy.wait(1000); + + // // Wir überprüfen, ob alle Ausstelgründe vorhanden sind, diese sollten genau so viele sein wie in der Datenbank vorhanden sind. + // cy.get("input[name='ausstellgrund']") + // .should("have.length", Object.values(Enums.Ausstellgrund).length) + // .eq( + // faker.number.int({ + // min: 0, + // max: Object.values(Enums.Ausstellgrund).length - 1, + // }) + // ) + // .check(); + + // // Jetzt Füllen wir das Baujahr vom Gebäude aus. + // cy.get("input[name='baujahr_gebaeude']") + // .should("have.attr", "type", "number") + // .type( + // faker.number.int({ min: 1900, max: 2021 }).toString() + + // "{enter}", + // { delay: 50 } + // ); + + // // Jetzt Füllen wir das Baujahr der Heizung aus. + // cy.get("input[name='baujahr_heizung']") + // .should("have.attr", "type", "number") + // .type( + // faker.number.int({ min: 1900, max: 2021 }).toString() + + // "{enter}", + // { delay: 50 } + // ); + + // // Anzahl Einheiten + // cy.get("input[name='einheiten']") + // .should("have.attr", "type", "number") + // .type(faker.number.int({ min: 1, max: 5 }).toString()); + + // // Sanierungsstatus + // cy.get("select[name='saniert']").select( + // Math.random() > 0.5 ? "true" : "false" + // ); + + // // Adresse + // cy.get("input[name='adresse']").type(faker.location.streetAddress()); + + // // Postleitzahl + // cy.get("input[name='plz']").type( + // faker.location.zipCode({ + // format: "#####", + // }) + // ); + + // // TODO: Ort - Dieser wird aus der Datenbank abgefragt, wir müssen also warten, bis der Dropdown da ist. + + // // Flaeche + // cy.get("input[name='flaeche']") + // .should("have.attr", "type", "number") + // .type(faker.number.int({ min: 50, max: 1000 }).toString()); + + // // Nutzflaeche + // cy.get("input[name='nutzflaeche']") + // .should("have.attr", "type", "number") + // .type(faker.number.int({ min: 50, max: 1000 }).toString()); + + // // Keller + // cy.get("select[name='keller']").find("option:not([disabled])").should("have.length", Object.values(Enums.Heizungsstatus).length).parent().select(faker.number.int({ + // max: Object.values(Enums.Heizungsstatus).length, + // min: 1 + // })); + + // // Dachgeschoss + // cy.get("select[name='dachgeschoss']").find("option:not([disabled])").should("have.length", Object.values(Enums.Heizungsstatus).length).parent().select(faker.number.int({ + // max: Object.values(Enums.Heizungsstatus).length, + // min: 1 + // })); + + // // Brennstoff und Einheit 1 + // const brennstoffKombo = fuelList[faker.number.int({ min: 0, max: fuelList.length - 1 })]; + + // cy.get("select[name='brennstoff_1']").select(brennstoffKombo[0]); + // cy.get("select[name='einheit_1']").select(brennstoffKombo[1]); + + // // Verbrauchszeitraum + // cy.get("select[name='energieverbrauch_zeitraum_monat']").select(faker.number.int({ min: 1, max: 12 }).toString()); + // cy.get("select[name='energieverbrauch_zeitraum_jahr']").select(faker.number.int({ min: 2018, max: 2019 }).toString()); + + // // Verbrauch + // cy.get("input[name='verbrauch_1']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); + // cy.get("input[name='verbrauch_2']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); + // cy.get("input[name='verbrauch_3']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); + + + // const zusaetzlicheHeizquelle = Math.random() > 0.5; + + // if (zusaetzlicheHeizquelle) { + // cy.get("input[name='zusaetzliche_heizquelle']").check(); + + // // Brennstoff und Einheit 2 + // const brennstoffKombo2 = fuelList[faker.number.int({ min: 0, max: fuelList.length - 1 })]; + + // cy.get("select[name='brennstoff_2']").select(brennstoffKombo2[0]); + // cy.get("select[name='einheit_2']").select(brennstoffKombo2[1]); + + // // Verbrauch + // cy.get("input[name='verbrauch_4']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); + // cy.get("input[name='verbrauch_5']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); + // cy.get("input[name='verbrauch_6']").type(faker.number.int({ min: 4000, max: 15000 }).toString()); + // } + + // // Warmwasser enthalten und bekannt + // const warmwasserEnthalten = Math.random() > 0.5; + // const anteilBekannt = Math.random() > 0.5; + + // if (warmwasserEnthalten) { + // cy.get("input[name='warmwasser_enthalten']").check(); + + // if (anteilBekannt) { + // // Der Anteil ist bekannt, wir müssen ihn also angeben. + // cy.get("input[name='warmwasser_anteil_bekannt']").check(); + + // cy.get("input[name='anteil_warmwasser_1']").type(faker.number.int({ min: 0, max: 50 }).toString()); + + // if (zusaetzlicheHeizquelle) { + // // Zusätzliche Heizquelle existiert, also müssen wir auch hier den Anteil angeben. + // cy.get("input[name='anteil_warmwasser_2']").type(faker.number.int({ min: 0, max: 50 }).toString()); + // } + // } + // } + + // // Alternative Energieversorgungssysteme + // if (Math.random() > 0.5) cy.get("input[name='alternative_heizung']").check(); + // if (Math.random() > 0.5) cy.get("input[name='alternative_warmwasser']").check(); + // if (Math.random() > 0.5) cy.get("input[name='alternative_lueftung']").check(); + // if (Math.random() > 0.5) cy.get("input[name='alternative_kuehlung']").check(); + + // // Gebäudetyp + // cy.get("select[name='gebaeudetyp']").then(($dropdown) => { + // const options = $dropdown.find('option'); + // // Select the option at the random index + // cy.get("select[name='gebaeudetyp']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); + // }); + + // // Gebäudeteil + // cy.get("select[name='gebaeudeteil']").then(($dropdown) => { + // const options = $dropdown.find('option'); + // // Select the option at the random index + // cy.get("select[name='gebaeudeteil']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); + // }); + + // // Lüftung + // cy.get("select[name='lueftung']").then(($dropdown) => { + // const options = $dropdown.find('option'); + // // Select the option at the random index + // cy.get("select[name='lueftung']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); + // }); + + // // Kühlung + // cy.get("select[name='kuehlung']").then(($dropdown) => { + // const options = $dropdown.find('option'); + // // Select the option at the random index + // cy.get("select[name='kuehlung']").select(options.eq(faker.number.int({ min: 1, max: options.length - 1 })).val() as string); + // }); + + // // Leerstand + // cy.get("input[name='leerstand']").should("have.attr", "type", "number").type(faker.number.int({ min: 0, max: 30 }).toString()); + + // // Heizungsanlage Daten + // if (Math.random() > 0.5) cy.get("input[name='zentralheizung']").check(); + // if (Math.random() > 0.5) cy.get("input[name='einzelofen']").check(); + // if (Math.random() > 0.5) cy.get("input[name='durchlauf_erhitzer']").check(); + // if (Math.random() > 0.5) cy.get("input[name='standard_kessel']").check(); + // if (Math.random() > 0.5) cy.get("input[name='solarsystem_warmwasser']").check(); + // if (Math.random() > 0.5) cy.get("input[name='waermepumpe']").check(); + // if (Math.random() > 0.5) cy.get("input[name='niedertemperatur_kessel']").check(); + // if (Math.random() > 0.5) cy.get("input[name='brennwert_kessel']").check(); + // if (Math.random() > 0.5) cy.get("input[name='warmwasser_rohre_gedaemmt']").check(); + // if (Math.random() > 0.5) cy.get("input[name='heizungsrohre_gedaemmt']").check(); + // if (Math.random() > 0.5) cy.get("input[name='zirkulation']").check(); + // if (Math.random() > 0.5) cy.get("input[name='raum_temperatur_regler']").check(); + + // // Heizungsanlage Bilder + // cy.get("input[name='heizung_image']").should("have.attr", "type", "file").attachFile("images/heizungsanlage/1.jpeg", { subjectType: "input" }); + // cy.get("input[name='heizung_image']").should("have.attr", "type", "file").attachFile("images/heizungsanlage/2.jpeg", { subjectType: "input" }); + + // // Fenster Daten + // if (Math.random() > 0.5) cy.get("input[name='einfach_verglasung']").check(); + // if (Math.random() > 0.5) cy.get("input[name='doppel_verglasung']").check(); + // if (Math.random() > 0.5) cy.get("input[name='isolier_verglasung']").check(); + // if (Math.random() > 0.5) cy.get("input[name='dreifach_verglasung']").check(); + // if (Math.random() > 0.5) cy.get("input[name='fenster_dicht']").check(); + // if (Math.random() > 0.5) cy.get("input[name='fenster_teilweise_undicht']").check(); + // if (Math.random() > 0.5) cy.get("input[name='tueren_dicht']").check(); + // if (Math.random() > 0.5) cy.get("input[name='tueren_undicht']").check(); + // if (Math.random() > 0.5) cy.get("input[name='rolllaeden_kaesten_gedaemmt']").check(); + + // // Fenster Bilder + // cy.get("input[name='fenster_image']").should("have.attr", "type", "file").attachFile("images/fenster/1.jpeg", { subjectType: "input" }); + // cy.get("input[name='fenster_image']").should("have.attr", "type", "file").attachFile("images/fenster/2.jpeg", { subjectType: "input" }); + + // // Wärmedämmung Daten + // if (Math.random() > 0.5) cy.get("input[name='aussenwand_gedaemmt']").check(); + // if (Math.random() > 0.5) cy.get("input[name='keller_wand_gedaemmt']").check(); + // if (Math.random() > 0.5) cy.get("input[name='keller_decke_gedaemmt']").check(); + // if (Math.random() > 0.5) cy.get("input[name='dachgeschoss_gedaemmt']").check(); + // if (Math.random() > 0.5) cy.get("input[name='oberste_geschossdecke_gedaemmt']").check(); + // if (Math.random() > 0.5) cy.get("input[name='oberste_geschossdecke_min_12cm_gedaemmt']").check(); + + // // Wärmedämmung Bilder + // cy.get("input[name='daemmung_image']").should("have.attr", "type", "file").attachFile("images/daemmung/1.jpeg", { subjectType: "input" }); + // cy.get("input[name='daemmung_image']").should("have.attr", "type", "file").attachFile("images/daemmung/2.jpeg", { subjectType: "input" }); + + // // Gebäude Bild + // cy.get("input[name='gebaeude_image']").should("have.attr", "type", "file").attachFile("images/gebaeude/1.jpeg", { subjectType: "input" }); + + // // Jetzt können wir den Verbrauchsausweis erstellen. + // cy.get("form[name='ausweis'] button[type='submit']").click({ force: true }); + + // // Wir sind nicht eingeloggt also sollte jetzt ein Login Screen erscheinen. + // // Wir klicken auf registrieren und erstellen einen neuen Benutzer, danach loggen wir uns mit diesem ein. + // cy.get("button[name='registrieren']").click(); + + // const email = faker.internet.email(); + // const passwort = "test1234"; + // const vorname = faker.person.firstName(); + // const nachname = faker.person.lastName(); + + // cy.get("form[name='signup'] input[name='email']").should("be.visible").should("have.attr", "type", "email").type(email); + // cy.get("form[name='signup'] input[name='passwort']").should("be.visible").should("have.attr", "type", "password").type(passwort); + // cy.get("form[name='signup'] input[name='vorname']").should("be.visible").should("have.attr", "type", "text").type(vorname); + // cy.get("form[name='signup'] input[name='nachname']").should("be.visible").should("have.attr", "type", "text").type(nachname); + + // cy.get("form[name='signup'] button[type='submit']").click(); + + // // Wir sind jetzt registriert und können uns nun einloggen. + // // Die Email sollte automatisch eingetragen sein, da wir uns gerade registriert haben. + // cy.get("form[name='login'] input[name='email']").should("be.visible").should("have.attr", "type", "email").should("contain.value", email); + // cy.get("form[name='login'] input[name='passwort']").should("be.visible").should("have.attr", "type", "password").type(passwort); + + // cy.get("form[name='login'] button[type='submit']").click(); + + // // Der Ausweis sollte jetzt schon erstellt worden sein und wir sollten auf die kundendaten seite weitergeleitet worden sein. + // cy.url().should("contain", "/kundendaten"); + + // cy.wait(1000) + + // // Wir füllen jetzt die Kundendaten aus. + // cy.get("select[name='anrede']").select(Math.random() > 0.5 ? "Herr" : "Frau"); + // cy.get("input[name='vorname']").should("contain.value", vorname); + // cy.get("input[name='name']").should("contain.value", nachname); + // cy.get("input[name='email']").should("contain.value", email); + // cy.get("input[name='telefon']").type(faker.phone.number()); + + // cy.get("input[name='rechnung_empfaenger']").type(`${vorname} ${nachname}`); + // cy.get("input[name='rechnung_strasse']").type(faker.location.streetAddress()); + // // TODO: Random Plz generieren, allerdings muss die auch in der Datenbank vorhanden sein... + // cy.get("input[name='rechnung_plz']").type("2103"); + // // Jetzt sollte der PLZ Container erscheinen, dort klicken wir einfach das erste Element an. + // cy.get("div[data-test='plz-container']").children().first().click(); + // cy.get("input[name='rechnung_telefon']").type(faker.phone.number()); + // cy.get("input[name='rechnung_email']").type(faker.internet.email()); + // cy.get("button[data-test='paypal']").click(); + + // // Datenschutz und AGB akzeptieren, dann schicken wir das Formular ab. + // cy.get("input[name='agb-akzeptieren']").check() + // cy.get("input[name='datenschutz-akzeptieren']").check() + // cy.get("button[type='submit']").click(); + + // cy.origin('https://www.mollie.com', () => { + // // Jetzt sind wir auf der Mollie Seite, dort wählen wir den "paid" status aus + // cy.get("input[type='radio'][name='final_state'][value='paid']").check(); + // // Da wird unser Test fehlschlagen, da die localhost domain von Mollie aus nicht erreichbar ist. + // }) + }); +}); diff --git a/cypress/e2e/auth/index.cy.ts b/src/cypress/e2e/auth/index.cy.ts similarity index 92% rename from cypress/e2e/auth/index.cy.ts rename to src/cypress/e2e/auth/index.cy.ts index de54b95d..f6abf261 100644 --- a/cypress/e2e/auth/index.cy.ts +++ b/src/cypress/e2e/auth/index.cy.ts @@ -1,4 +1,4 @@ -import { API_ACCESS_TOKEN_COOKIE_NAME, API_REFRESH_TOKEN_COOKIE_NAME } from "#lib/constants"; +import { API_ACCESS_TOKEN_COOKIE_NAME, API_REFRESH_TOKEN_COOKIE_NAME } from "#lib/constants.js"; import {faker} from "@faker-js/faker"; describe('Benutzer Authentifizierung', () => { @@ -11,6 +11,8 @@ describe('Benutzer Authentifizierung', () => { it("erstellt einen Nutzer und leitet auf die Login Seite weiter", () => { cy.visit("/auth/signup") + cy.wait(1000) + cy.get('input[name="email"]').type(email) cy.get('input[name="passwort"]').type(password) cy.get('input[name="vorname"]').type(name) @@ -24,12 +26,14 @@ describe('Benutzer Authentifizierung', () => { it("meldet einen Nutzer an und leitet auf die Startseite weiter", () => { cy.visit("/auth/login") + cy.wait(1000) + cy.get('input[name="email"]').type(email) cy.get('input[name="passwort"]').type(password) cy.get('button[type="submit"]').click() - cy.url().should("include", "/user") + cy.url().should("include", "/dashboard") // Wir sollten nun einen Access Token und Refresh Token in unseren Cookies sehen. cy.getCookie(API_ACCESS_TOKEN_COOKIE_NAME).should("exist") diff --git a/cypress/fixtures/example.json b/src/cypress/fixtures/example.json similarity index 100% rename from cypress/fixtures/example.json rename to src/cypress/fixtures/example.json diff --git a/cypress/fixtures/images/daemmung/1.jpeg b/src/cypress/fixtures/images/daemmung/1.jpeg similarity index 100% rename from cypress/fixtures/images/daemmung/1.jpeg rename to src/cypress/fixtures/images/daemmung/1.jpeg diff --git a/cypress/fixtures/images/daemmung/2.jpeg b/src/cypress/fixtures/images/daemmung/2.jpeg similarity index 100% rename from cypress/fixtures/images/daemmung/2.jpeg rename to src/cypress/fixtures/images/daemmung/2.jpeg diff --git a/cypress/fixtures/images/fenster/1.jpeg b/src/cypress/fixtures/images/fenster/1.jpeg similarity index 100% rename from cypress/fixtures/images/fenster/1.jpeg rename to src/cypress/fixtures/images/fenster/1.jpeg diff --git a/cypress/fixtures/images/fenster/2.jpeg b/src/cypress/fixtures/images/fenster/2.jpeg similarity index 100% rename from cypress/fixtures/images/fenster/2.jpeg rename to src/cypress/fixtures/images/fenster/2.jpeg diff --git a/cypress/fixtures/images/gebaeude/1.jpeg b/src/cypress/fixtures/images/gebaeude/1.jpeg similarity index 100% rename from cypress/fixtures/images/gebaeude/1.jpeg rename to src/cypress/fixtures/images/gebaeude/1.jpeg diff --git a/cypress/fixtures/images/heizungsanlage/1.jpeg b/src/cypress/fixtures/images/heizungsanlage/1.jpeg similarity index 100% rename from cypress/fixtures/images/heizungsanlage/1.jpeg rename to src/cypress/fixtures/images/heizungsanlage/1.jpeg diff --git a/cypress/fixtures/images/heizungsanlage/2.jpeg b/src/cypress/fixtures/images/heizungsanlage/2.jpeg similarity index 100% rename from cypress/fixtures/images/heizungsanlage/2.jpeg rename to src/cypress/fixtures/images/heizungsanlage/2.jpeg diff --git a/cypress/support/commands.ts b/src/cypress/support/commands.ts similarity index 100% rename from cypress/support/commands.ts rename to src/cypress/support/commands.ts diff --git a/cypress/support/component-index.html b/src/cypress/support/component-index.html similarity index 100% rename from cypress/support/component-index.html rename to src/cypress/support/component-index.html diff --git a/cypress/support/component.ts b/src/cypress/support/component.ts similarity index 97% rename from cypress/support/component.ts rename to src/cypress/support/component.ts index e28b7781..5ff58f9d 100644 --- a/cypress/support/component.ts +++ b/src/cypress/support/component.ts @@ -14,7 +14,7 @@ // *********************************************************** // Import commands.js using ES2015 syntax: -import './commands' +import './commands.js' // Alternatively you can use CommonJS syntax: // require('./commands') diff --git a/src/data/templates/verbrauchsausweis-wohnen-2016.json b/src/data/templates/verbrauchsausweis-wohnen-2016.json index d7c3d96b..b470e6b2 100644 --- a/src/data/templates/verbrauchsausweis-wohnen-2016.json +++ b/src/data/templates/verbrauchsausweis-wohnen-2016.json @@ -1 +1 @@ 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SJkeiQjfyT5ESAZ+SPJjwDJyB9JfgRIRv5I8iNAMvJHkh8BkpE/kvwIkIz8keRHgGTkjyQ/AiQjfyT5ESAZ+SPJjwDJyB9JfgRIRv5I8iNAMjJF6kLi0gSpC4mJMZJ8tkhdSNQmSF3IUNkiGfkiVSHRFCZIVUgsShOkKiRmNkhVSNzYIFUhMbFBqkKGygapCtkUhkhW/JrUAqkJiakRUhMy1EZITcimsEOy4keaNkhFyFBbIRUhF4UZkv61dzfdaRtRGIBHtqFbXQn2RhizDdg1XprYsVk2TlxryYlTo2WP4yLtwaCf3dNGyu3wWkqaczQzizurAGb05M6HPtBcJT+/jtQU8ucDuekZQwaJc8MGkV33AonIloFAWkO+9NxHbi/IfeQDuY987rmP/AuN9pEYR/eQmP7MbeQ25Xx3lpBX3yuXJxETzSN//AxVkIIUpCAFKUhBClKQghSkIAUpSEEKUpCCFKQgBSlIQQpSkIIUpCAFKUhBClKQghSkIAUpSEEKUpCCFKQgmyy+AeRedKi/jKr+LvII3z25uru7uhx7jSL379PlW/3lB+/1v0vhg+B08XXD6edxM0h+ntJm9K2eGJ7FW3xw/88Ht7vw/65L8BpDtvQF/MdVC5wGxQdg5O08eE0hz4v1a3pe9AsI+AwX0QeasYhzE0g/0XKIhBks8dY/eNI6CqzeagYZZtqa7k7VysBjzD4xeG3ZUQNIVs11y3YKvYLXVfMQg3LbHJKbccjrF7FX8BP+MJD8fzCIXEGv4Mp4JGG5MIbEkLSgsk5FUgVjSFyKPoTKhlVrcU0hMYXDjCvTJlQsU5PIJ712rgzzp6dpxi/mJpFr7a+gMt7A5sM4Ornm/5whJH6rDW9PvhnHROQHZzwtmEFi5zqHymY707d/YwU5h8excGW8ubVHsNc3iFxh5VxZiJPAxGifxOm8C5V1sO4Do1MQTudDqKyNc0AQm5zMMSvhDCob5ti4Az4wMYZkQJBAZRMcXeSfpennnlkkN2WIlc1e2wn60dgjM0j8XqsaOSIohpFlmCZYWcyvrCK5w8VQme8OclVWjcjEMhKm805eidx4VpAIomN8L8gsI2E6P3cUuS3f5Kbdas2dcYewhnzOeDoPM36LI+kA8ikuTv34EOgyq4tkdFqm1Dg0hzwvdyjlW9uoLpL7i7wsy5ExZJun89lXzn4d8gYuD5hAdsoNlhWvwhpkmMHlARPIICsRnSKmdcgupOEzgqRZ+dWi4adBDbIN1zDMIIflBidFHXWRHFpCtop/+HExYwYOIovArYOM36icJ1t2kOXOcHNU1FgbyY4dZHlYsb0vRmxtJP3YChIfCR5kNUdBg8wKUm/CNUEkNaR/+vvjY2IayRXy69ojc6VUOcZH5pAU6y0Y7iCx6l8sICd6DUFWf7bIB8wmkS39jCwEJESS3zOGDLWjL45k5RWMoQVkkGhXCUJAwjVrHkxmkAWkpEAkJ+WW8LeeF6PIIVcAkYTrk9xP12QS2eWpnDcAV3pBsDKJ5CqfCCJ5gHV3IbgmkH5cVgeRrPn1IZ8bRPJw3Y4gkry5Z2/3F/GpWWS7nFMwkhTv3Bvi3/DWjCJDHgkcSfht8c2/xl9572QWGSRlt8NI8gni8jKK+tcZ753MImnIX+dI4i8SaZrmvG3TyE7GoeFI4hkDbMwkks6yfDkiiCR3SihrMo70+yeHBJHkL2L5ZB5Jvk8EkYT2hm2ZQnLBSOL1fh7bTSL//N/IIEHjdtT4XX+MnFduYOPV3fX3QI0gA/3+yVblA/j8BI7NbjBDfzNImmmXZ8PqVptBpwsTuMezIWRL23YQV+5/j3GHcpBoxrfUAJJZHLpB5a2aQYIN2r/nzWzeNnmf+SJNWRVcp+lnj14rR4t0uduge+/SvJH7zPGe+4i4+P3KexSik0McT9Hpu7s/7q7GnttrH3ylPFlFIkhBClKQghSkIAUpSEEKUpCCFKQgBSlIQQpSkIIUpCAFKUhBClKQghSkIAUpSEEKUpCCFKQgbSO7cPO35YKpKN5ryNxN5FR13ETm1cipK0hdpTTze1eQeifUkXNXkG0dubsY337B1HI68osryImO9BNct2W/zLSsFcqPIT+a/bKDUhp623Nwr7gmRecwmzs2l69I6dlxfrPuw2Q4T6SonTs2B2FKRkXd3L3hPdN3g4rC3LmREyT6OFE7SSOn9omYIlKRr7E/2SdiBiJFNHOsU6JIQbpLZ6ZynnAUHxY5M1N2NdCcSHE3deZAaLKbMkxxdF1pb/QoIordau+WxnkhIgXhXXt2jf4Mup8Cuu35vJNBwyo+MGK7Q8MmHxVIP4GV9tavXfD+pkDSOYTSmUCuqES2cgilxUDiXKPgE6sD3L+BeBVITKdxaws5gOcRlUh8hM3GSoNjAoX8iRgJ6VOeezaMmIpiykiehHiEe+aN/tmuYuMxktuby4NnxYitzchOjkrDLR6cZWCYMrIiXc7zoUnj3nX1s8ZUTbqc5eWhMeLpoibvkdJmemBejSPVeIn6V4ssr0nXo7QzNCxp+th4KVKEQXkmRvLQcaxcANKPXTO+eICkgWvIW0JkEDsWyB4hkgbuBRKRQexcIBFJA/cCichg5o5x7VUg6SCzTMN0YYikiSvIL1SNDGLnRg0i6ch2g2PeNUTSmQvIBwIknAtZLXgWiEgKY+sdckTfQ9J+Yte4eUOIhHJkQ4mJABGJSvvGeiT1F7aMyzH9KJL2biyN6zdUjUTlr6l54vZDj+qQWPrXmWEi5KUEJBa//26RGRMuP449+jEkprV8TLPGgenjx8uomkj0N73+g6V/XjknAAAAAElFTkSuQmCC","objekt.gebaeudetyp":"Wohngebäude","objekt.adresse":"Curslacker Deich 170","objekt.plz":"21039","objekt.ort":"Hamburg","objekt.gebaeudeteil":"Freistehendes Wohngebäude","objekt.baujahr_gebaeude":"1997","objekt.baujahr_anlage":"1997","objekt.einheiten":"1997","aufnahme.nutzflaeche":"Type Something..."}]} \ No newline at end of file diff --git a/src/env.d.ts b/src/env.d.ts index 1e58cf75..54de9e7b 100644 --- a/src/env.d.ts +++ b/src/env.d.ts @@ -1,4 +1,12 @@ /// /// +/// + /// +/// + + +declare module "*.csv" { + export default <{ [key: string]: any }>Array; +} \ No newline at end of file diff --git a/src/layouts/AusweisLayoutDaten.astro b/src/layouts/AusweisLayoutDaten.astro index 4780549c..a3ccfd43 100644 --- a/src/layouts/AusweisLayoutDaten.astro +++ b/src/layouts/AusweisLayoutDaten.astro @@ -2,9 +2,9 @@ import "../style/global.css"; import "../style/formular.css"; import "../../svelte-dialogs.config" -import Header from "#header/AusweisHeader.astro"; -import Footer from "#footer/Footer.astro"; -import SidebarLeft from "#sidebarLeft/SidebarLeft.astro"; +import Header from "#components/design/header/AusweisHeader.astro"; +import Footer from "#components/design/footer/Footer.astro"; +import SidebarLeft from "#components/design/sidebars/SidebarLeft.astro"; import { NotificationWrapper } from "@ibcornelsen/ui"; export interface Props { diff --git a/src/layouts/AusweisLayoutPruefung.astro b/src/layouts/AusweisLayoutPruefung.astro index b763b588..4b9d737d 100644 --- a/src/layouts/AusweisLayoutPruefung.astro +++ b/src/layouts/AusweisLayoutPruefung.astro @@ -2,9 +2,9 @@ import "../style/global.css"; import "../style/formular.css"; import "../../svelte-dialogs.config" -import Header from "#header/AusweisHeader.astro"; -import Footer from "#footer/Footer.astro"; -import SidebarLeft from "#sidebarLeft/SidebarLeft.astro"; +import Header from "#components/design/header/AusweisHeader.astro"; +import Footer from "#components/design/footer/Footer.astro"; +import SidebarLeft from "#components/design/sidebars/SidebarLeft.astro"; import { NotificationWrapper } from "@ibcornelsen/ui"; export interface Props { diff --git a/src/layouts/BlankLayout.astro b/src/layouts/BlankLayout.astro index 17518447..b38aa5a1 100644 --- a/src/layouts/BlankLayout.astro +++ b/src/layouts/BlankLayout.astro @@ -1,7 +1,5 @@ --- -import i18next from "i18next"; -import "../style/global.scss"; import { NotificationWrapper } from "@ibcornelsen/ui"; export interface Props { @@ -37,7 +35,7 @@ const schema = JSON.stringify({ --- - + diff --git a/src/layouts/Layout.astro b/src/layouts/Layout.astro index 52779dad..b49b04ff 100644 --- a/src/layouts/Layout.astro +++ b/src/layouts/Layout.astro @@ -1,10 +1,10 @@ --- import "../style/global.css"; import "../../svelte-dialogs.config" -import Header from "#header/Header.astro"; -import Footer from "#footer/Footer.astro"; -import SidebarLeft from "#sidebarLeft/SidebarLeft.astro"; -import SidebarRight from "#sidebarRight/SidebarRight.astro"; +import Header from "#components/design/header/Header.astro"; +import Footer from "#components/design/footer/Footer.astro"; +import SidebarLeft from "#components/design/sidebars/SidebarLeft.astro"; +import SidebarRight from "#components/design/sidebars/SidebarRight.astro"; import { NotificationWrapper } from "@ibcornelsen/ui"; export interface Props { diff --git a/src/layouts/Layout_1.astro b/src/layouts/Layout_1.astro deleted file mode 100644 index c1286574..00000000 --- a/src/layouts/Layout_1.astro +++ /dev/null @@ -1,63 +0,0 @@ ---- -import "../style/global.css"; -import "../../svelte-dialogs.config" -import Header from "#header/Header_1.astro"; -import Footer from "#footer/Footer.astro"; -import SidebarLeft from "#sidebarLeft/SidebarLeft.astro"; -import SidebarRight from "#sidebarRight/SidebarRight_1.astro"; -import { NotificationWrapper } from "@ibcornelsen/ui"; - -export interface Props { - title: string; -} - -const { title } = Astro.props; - ---- - - - - - - - - - - {title || "Energieausweis online erstellen - Online Energieausweis"} - - - - - - -
- -
- - - -
- -
- - - -
- -
- - - - - - diff --git a/src/layouts/MinimalLayout.astro b/src/layouts/MinimalLayout.astro index 5e6d63c8..1b85563a 100644 --- a/src/layouts/MinimalLayout.astro +++ b/src/layouts/MinimalLayout.astro @@ -1,5 +1,4 @@ --- -import i18next from "i18next"; import "#style/global.css"; import "../../svelte-dialogs.config" @@ -42,7 +41,7 @@ const lightTheme = Astro.cookies.get("theme")?.value === "light"; --- - + diff --git a/src/layouts/ORG_Layout.astro b/src/layouts/ORG_Layout.astro deleted file mode 100644 index 81b69e4a..00000000 --- a/src/layouts/ORG_Layout.astro +++ /dev/null @@ -1,154 +0,0 @@ ---- -import i18next from "i18next"; - -import "../style/UMBE_global.css"; -import "#style/global.css"; -import "../../svelte-dialogs.config" -import Footer from "../components/Footer.astro"; -import Header from "../components/Header.astro"; -import SidebarLeft from "../components/SidebarLeft.astro"; -import SidebarRight from "../components/SidebarRight.astro"; -import { NotificationWrapper } from "@ibcornelsen/ui"; -import TicketPopup from "../components/Tickets/TicketButton.svelte" - -export interface Props { - title: string; -} - -const { title } = Astro.props; - -const schema = JSON.stringify({ - "@context": "http://schema.org", - "@type": "Corporation", - name: "IB Cornelsen", - alternateName: "online-energieausweis.org", - url: "https://online-energieausweis.org", - logo: "https://online-energieausweis.org/ib-cornelsen.png", - address: { - "@type": "PostalAddress", - streetAddress: "Katendeich 5A", - addressLocality: "Hamburg", - postalCode: "21035", - addressCountry: "Deutschland", - email: "info@online-energieausweis.org", - }, - contactPoint: { - "@type": "ContactPoint", - telephone: "+49-040-209339850", - faxNumber: "+49-040-209339859", - contactType: "customer service", - areaServed: "DE", - availableLanguage: "German", - }, -}); ---- - - - - - - - - - - - - - - - - - - - - - - - - - {title || "Energieausweis online erstellen - Online Energieausweis"} - - - - -
-
- -
- -
-
-
- - - - - - diff --git a/src/layouts/UserLayout.astro b/src/layouts/UserLayout.astro index 70bd4ff8..f030e361 100644 --- a/src/layouts/UserLayout.astro +++ b/src/layouts/UserLayout.astro @@ -1,5 +1,4 @@ --- -import i18next from "i18next"; import "#style/global.css"; import "../../svelte-dialogs.config" @@ -54,7 +53,7 @@ let lightTheme = Astro.cookies.get("theme")?.value === "light"; --- - + diff --git a/src/layouts/WidgetLayout_1.astro b/src/layouts/WidgetLayout_1.astro deleted file mode 100644 index 7facef38..00000000 --- a/src/layouts/WidgetLayout_1.astro +++ /dev/null @@ -1,23 +0,0 @@ ---- - ---- - - - - - - - - - - IB Cornelsen - Widget - - - - - - - \ No newline at end of file diff --git a/src/layouts/cadLayout.astro b/src/layouts/cadLayout.astro index e897e2be..682fe383 100644 --- a/src/layouts/cadLayout.astro +++ b/src/layouts/cadLayout.astro @@ -1,10 +1,10 @@ --- import "../style/global.css"; import "../../svelte-dialogs.config" -import Header from "#header/Header.astro"; -import Footer from "#footer/Footer.astro"; -import SidebarLeft from "#sidebarLeft/SidebarLeft.astro"; -import SidebarRight from "#sidebarRight/SidebarRight.astro"; +import Header from "#components/design/header/Header.astro"; +import Footer from "#components/design/footer/Footer.astro"; +import SidebarLeft from "#components/design/sidebars/SidebarLeft.astro"; +import SidebarRight from "#components/design/sidebars/SidebarRight.astro"; import { NotificationWrapper } from "@ibcornelsen/ui"; export interface Props { diff --git a/src/lib/APIResponse.ts b/src/lib/APIResponse.ts deleted file mode 100644 index 221cc051..00000000 --- a/src/lib/APIResponse.ts +++ /dev/null @@ -1,38 +0,0 @@ -import type { ZodError } from "zod"; - -export function success(data: any = {}) { - return new Response(JSON.stringify({ - success: true, - data - })) -} - -export function error(errors: any[]) { - return new Response(JSON.stringify({ - success: false, - errors - })) -} - -export function MissingPropertyError(properties: string[]) { - return error(properties.map(property => { - return `Missing property '${property}' in request body.` - })); -} - -/** - * Signalisiert ein fehlendes Objekt und gibt den Fehler als HTTP Response zurück. - * @param name Der Name der Entität, die nicht gefunden werden konnte. - * @returns {Response} HTTP Response Objekt - */ -export function MissingEntityError(name: string): Response { - return error([`Missing entity, ${name} does not exist.`]) -} - -export function ActionFailedError(): Response { - return error(["Failed executing action, error encountered."]); -} - -export function InvalidDataError(err: ZodError): Response { - return error(err.issues); -} \ No newline at end of file diff --git a/src/lib/AusweisData.ts b/src/lib/AusweisData.ts index 9bb6cb40..4c2255d0 100644 --- a/src/lib/AusweisData.ts +++ b/src/lib/AusweisData.ts @@ -10,7 +10,7 @@ export function convertAusweisData( let pdfInputs: z.infer = { ...inputs, pdf: { - "brennstoff": [inputs.gebaeude_aufnahme_allgemein?.brennstoff_1, inputs.gebaeude_aufnahme_allgemein?.brennstoff_2].filter(x => x).join(", ") + "brennstoff": [inputs.aufnahme?.brennstoff_1, inputs.aufnahme?.brennstoff_2].filter(x => x).join(", ") } } let result = recursiveFlatten(inputs, ""); diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude-Symbole-Einheiten.pdf b/src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude-Symbole-Einheiten.pdf new file mode 100644 index 00000000..0af371be Binary files /dev/null and b/src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude-Symbole-Einheiten.pdf differ diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude.pdf b/src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude.pdf new file mode 100644 index 00000000..3704b391 Binary files /dev/null and b/src/lib/Berechnungen/BedarfsausweisWohnen/18599-Tabellenverfahren-Wohngebaeude.pdf differ diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/A9BerechnungNutzenergiebedarfTrinkwarmwasser.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/A9BerechnungNutzenergiebedarfTrinkwarmwasser.ts index a81dbc48..5d278bdc 100644 --- a/src/lib/Berechnungen/BedarfsausweisWohnen/A9BerechnungNutzenergiebedarfTrinkwarmwasser.ts +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/A9BerechnungNutzenergiebedarfTrinkwarmwasser.ts @@ -24,7 +24,9 @@ export function A9BerechnungNutzenergiebedarfTrinkwarmwasser(ausweis: Bedarfsaus if (flaecheProEinheit < 10) { flaechenBezogenerWaermebedarf = 16.5 - } else if (flaecheProEinheit < 160) { + } else if (flaecheProEinheit >= 160) { + flaechenBezogenerWaermebedarf = 8.5 + } else { flaechenBezogenerWaermebedarf = linearInterpolation([{ x: 10, y: 16 @@ -32,9 +34,6 @@ export function A9BerechnungNutzenergiebedarfTrinkwarmwasser(ausweis: Bedarfsaus x: 150, y: 9 }], flaecheProEinheit) - - } else { - flaechenBezogenerWaermebedarf = 8.5 } // Q_w,b diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/BedarfsausweisWohnen_18599.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/BedarfsausweisWohnen_18599.ts index 0993b8fb..52db58ee 100644 --- a/src/lib/Berechnungen/BedarfsausweisWohnen/BedarfsausweisWohnen_18599.ts +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/BedarfsausweisWohnen_18599.ts @@ -5,7 +5,7 @@ import moment from "moment"; export function energetischeNutzflaecheBedarfsausweisWohnen_18599( ausweis: BedarfsausweisWohnenClient ): number { - if (!ausweis.gebaeude_aufnahme_allgemein.gebaeude_stammdaten) { + if (!ausweis.aufnahme.objekt) { return 0 } @@ -15,7 +15,7 @@ export function energetischeNutzflaecheBedarfsausweisWohnen_18599( export async function endEnergieBedarfBedarfsausweis_18599( ausweis: BedarfsausweisWohnenClient ) { - if (!ausweis.gebaeude_aufnahme_allgemein || !ausweis.gebaeude_aufnahme_allgemein.gebaeude_stammdaten) { + if (!ausweis.aufnahme || !ausweis.aufnahme.objekt) { return null; } diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungKenngroessenThermischeSolaranlagen.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungKenngroessenThermischeSolaranlagen.ts new file mode 100644 index 00000000..71a3671f --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungKenngroessenThermischeSolaranlagen.ts @@ -0,0 +1,82 @@ + +// Beispiel für Tabellen 59-62, Beispielwert Spalte1=235 + +type DataPoint = { + Spalte1: number; + Spalte2: number; + Spalte3: number; + Spalte4: number; + Spalte5: number; + Spalte6: number; + Spalte7: number; + Spalte8: number; + }; + + function interpolateForX(data: DataPoint[], x: number): DataPoint | null { + // Sort the data by Spalte1 + data.sort((a, b) => a.Spalte1 - b.Spalte1); + + // Ensure x is within range + if (x < data[0].Spalte1 || x > data[data.length - 1].Spalte1) { + console.error("Target value is out of interpolation range."); + return null; + } + + // Find the two points to interpolate between + let lower: DataPoint | null = null; + let upper: DataPoint | null = null; + + for (let i = 0; i < data.length - 1; i++) { + if (data[i].Spalte1 <= x && data[i + 1].Spalte1 >= x) { + lower = data[i]; + upper = data[i + 1]; + break; + } + } + + if (!lower || !upper) { + console.error("Could not find interpolation bounds."); + return null; + } + + // Linear interpolation function + const interpolateValue = (x1: number, y1: number, x2: number, y2: number, x: number) => { + return y1 + ((y2 - y1) * (x - x1)) / (x2 - x1); + }; + + // Perform interpolation for all columns + return { + Spalte1: x, + Spalte2: interpolateValue(lower.Spalte1, lower.Spalte2, upper.Spalte1, upper.Spalte2, x), + Spalte3: interpolateValue(lower.Spalte1, lower.Spalte3, upper.Spalte1, upper.Spalte3, x), + Spalte4: interpolateValue(lower.Spalte1, lower.Spalte4, upper.Spalte1, upper.Spalte4, x), + Spalte5: interpolateValue(lower.Spalte1, lower.Spalte5, upper.Spalte1, upper.Spalte5, x), + Spalte6: interpolateValue(lower.Spalte1, lower.Spalte6, upper.Spalte1, upper.Spalte6, x), + Spalte7: interpolateValue(lower.Spalte1, lower.Spalte7, upper.Spalte1, upper.Spalte7, x), + Spalte8: interpolateValue(lower.Spalte1, lower.Spalte8, upper.Spalte1, upper.Spalte8, x), + }; + } + + // Example usage with the complete dataset + const dataset: DataPoint[] = [ + { Spalte1: 100, Spalte2: 130, Spalte3: 121, Spalte4: 251, Spalte5: 3.36, Spalte6: 1296, Spalte7: 2.04, Spalte8: 1391 }, + { Spalte1: 150, Spalte2: 174, Spalte3: 137, Spalte4: 295, Spalte5: 4.51, Spalte6: 1740, Spalte7: 2.73, Spalte8: 1866 }, + { Spalte1: 200, Spalte2: 219, Spalte3: 153, Spalte4: 372, Spalte5: 5.67, Spalte6: 2186, Spalte7: 3.43, Spalte8: 2345 }, + { Spalte1: 300, Spalte2: 308, Spalte3: 182, Spalte4: 489, Spalte5: 7.98, Spalte6: 3075, Spalte7: 4.83, Spalte8: 3299 }, + { Spalte1: 400, Spalte2: 396, Spalte3: 207, Spalte4: 604, Spalte5: 10.27, Spalte6: 3961, Spalte7: 6.22, Spalte8: 4249 }, + { Spalte1: 500, Spalte2: 486, Spalte3: 231, Spalte4: 717, Spalte5: 12.59, Spalte6: 4853, Spalte7: 7.62, Spalte8: 5205 }, + { Spalte1: 600, Spalte2: 575, Spalte3: 253, Spalte4: 828, Spalte5: 14.89, Spalte6: 5740, Spalte7: 9.01, Spalte8: 6157 }, + { Spalte1: 700, Spalte2: 664, Spalte3: 274, Spalte4: 938, Spalte5: 17.2, Spalte6: 6629, Spalte7: 10.41, Spalte8: 7111 }, + { Spalte1: 800, Spalte2: 752, Spalte3: 294, Spalte4: 1046, Spalte5: 19.49, Spalte6: 7512, Spalte7: 11.79, Spalte8: 8057 }, + { Spalte1: 900, Spalte2: 841, Spalte3: 313, Spalte4: 1154, Spalte5: 21.79, Spalte6: 8400, Spalte7: 13.19, Spalte8: 9010 }, + { Spalte1: 1000, Spalte2: 930, Spalte3: 331, Spalte4: 1261, Spalte5: 24.11, Spalte6: 9293, Spalte7: 14.59, Spalte8: 9969 }, + { Spalte1: 2000, Spalte2: 1819, Spalte3: 484, Spalte4: 2303, Spalte5: 47.14, Spalte6: 18172, Spalte7: 28.53, Spalte8: 19348 }, + { Spalte1: 3000, Spalte2: 2703, Spalte3: 606, Spalte4: 3309, Spalte5: 70.04, Spalte6: 27001, Spalte7: 42.39, Spalte8: 28798 }, + { Spalte1: 4000, Spalte2: 3592, Spalte3: 714, Spalte4: 4306, Spalte5: 93.08, Spalte6: 35881, Spalte7: 56.33, Spalte8: 38298 }, + { Spalte1: 5000, Spalte2: 4486, Spalte3: 812, Spalte4: 5298, Spalte5: 116.25, Spalte6: 44815, Spalte7: 70.35, Spalte8: 47835 }, + ]; + + const x = 235; // Example Spalte1 value to interpolate + const interpolatedResult = interpolateForX(dataset, x); + + console.log(interpolatedResult); \ No newline at end of file diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungNutzenergiebedarfHeizen.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungNutzenergiebedarfHeizen.ts new file mode 100644 index 00000000..077a2f82 --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungNutzenergiebedarfHeizen.ts @@ -0,0 +1,113 @@ +import bilanzInnentemperaturEinfamilienhaus from "./tabellen/18599-12-T8-bilanz-innentemperatur-einfamilienhaus.csv"; +import bilanzInnentemperaturMehrfamilienhaus from "./tabellen/18599-12-T10-bilanz-innentemperatur-wohngebaeude-mehrfamilienhaus.csv"; +import mittlereMonatlicheAuslastungEinfamilienhaus from "./tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-einfamilienhaus.csv"; +import mittlereMonatlicheAuslastungMehrfamilienhaus from "./tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-mehrfamilienhaus.csv"; +import { BedarfsausweisWohnenClient } from "#components/Ausweis/types.js"; + +type BilanzInnenTemperatur = { + monat: string; + ohne_teilbeheizung: number; + "5": number; + "10": number; + "25": number; + "50": number; + "75": number; + "100": number; + "125": number; + "150": number; + zeitkonstante: number; +}; + +function berechnungWaermetransferkoeffizienten() {} + +function berechnungHuellflaeche(ausweis: BedarfsausweisWohnenClient) { + return ( + (ausweis.dachfenster_flaeche ?? 0) + + (ausweis.fenster_flaeche_1 ?? 0) + + (ausweis.fenster_flaeche_2 ?? 0) + + (ausweis.fensterflaeche_nw_no ?? 0) + + (ausweis.fensterflaeche_so_sw ?? 0) + + (ausweis.haustuer_flaeche ?? 0) + + (ausweis.dachflaeche ?? 0) + + (ausweis.aussenwand_flaeche ?? 0) + + // TODO: Ist das hier nötig? Kellerdecke zum unbeheizten Keller/Erdreich? + (ausweis.fussboden_flaeche ?? 0) + ); +} + +function getWaermebrueckenzuschlag(ausweis: BedarfsausweisWohnenClient) { + // Ohne Nachweis allgemein + return 0.1; + // Bei Außenbauteilen mit innenliegender Dämmschicht und einbindender Massivdecke + return 0.15; + // Mit Überprüfung und Einhaltung der Gleichwertigkeit nach DIN 4108 - Beiblatt 2: Alle Anschlüsse erfüllen die Merkmale und Kriterien nach Kategorie B + return 0.03; + // Mit Überprüfung und Einhaltung der Gleichwertigkeit nach DIN 4108 - Beiblatt 2: Alle anderen Fälle als in Zeile 3 genannt + return 0.05; +} + +function getSumOfWaermetransferkoeffizientTransmission( + ausweis: BedarfsausweisWohnenClient +) { + // Zur Berechnung von H_Ti aller einzelnen Gebäudeteile wird von den folgenden Wärmedurchgangskoeffizienten ausgegangen: + // Außenwand : 0.2 + // Fenster : 0.95 + // Haustür : 1.3 + // Dach : 0.13 + // Kellerdecke : 0.21 + + return ( + ((ausweis.dachfenster_flaeche ?? 0) * 0.95) + + ((ausweis.fenster_flaeche_1 ?? 0) * 0.95) + + ((ausweis.fenster_flaeche_2 ?? 0) * 0.95) + + ((ausweis.fensterflaeche_nw_no ?? 0) * 0.95) + + ((ausweis.fensterflaeche_so_sw ?? 0) * 0.95) + + ((ausweis.haustuer_flaeche ?? 0) * 1.3) + + ((ausweis.dachflaeche ?? 0) * 0.13) + + ((ausweis.aussenwand_flaeche ?? 0) * 0.2) + + // TODO: Ist das hier nötig? Kellerdecke zum unbeheizten Keller/Erdreich? + ((ausweis.fussboden_flaeche ?? 0) * 0.21) + ); +} + +export function berechnungNutzenergiebedarfHeizen( + ausweis: BedarfsausweisWohnenClient +) { + const mittlereAussentemperatur = [ + 1, 1.9, 4.7, 9.2, 14.1, 16.7, 19, 18.6, 14.3, 9.4, 4.1, 0.9, + ]; + const mindestAussenTemperatur = -12; + const temperaturInnenHeizungSollwert = 20; + + // A + const huellflaeche = berechnungHuellflaeche(ausweis); + + // DELTA_U_WB + const waermebrueckenzuschlag = getWaermebrueckenzuschlag(ausweis); + + // H_T,WB + const waermebrueckenTransferKoeffizient = + waermebrueckenzuschlag * huellflaeche; + + // H_T,ges + const waermeTransferKoeffizientTransmission = + getSumOfWaermetransferkoeffizientTransmission(ausweis) + waermebrueckenTransferKoeffizient; + + for (let i = 0; i < 12; i++) { + const tageImMonat = new Date(0, i, 0).getDate(); + const monatName = new Date(0, i, 0).toLocaleString("de-DE", { + month: "long", + }); + + // Gebäudeschwere wird in der Planung festgelegt. Wir verwenden eigentlich immer mittelschwer. + const bilanzInnenTemperatur = bilanzInnentemperaturEinfamilienhaus.find( + (row: BilanzInnenTemperatur) => row.monat === monatName && row.zeitkonstante == 90 + ); + } + + // const leistungHeizungWaermesenke = + // ((waermeleistungGesamt * + // (temperaturInnenHeizung - mindestAussenTemperatur)) / + // (temperaturInnenHeizungSollwert - mindestAussenTemperatur)) * + // mittlererExternerBelastungsgrad; +} diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungRechnerischeLaufzeitHeizung.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungRechnerischeLaufzeitHeizung.ts new file mode 100644 index 00000000..155b5edd --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungRechnerischeLaufzeitHeizung.ts @@ -0,0 +1,28 @@ +import { BedarfsausweisWohnenClient, VerbrauchsausweisWohnenClient } from "#components/Ausweis/types.js"; +import { FixedLengthArray } from "./types.js"; + +export function berechnungRechnerischeLauzeitHeizung(ausweis: VerbrauchsausweisWohnenClient) { + // TODO Tabelle A.12 (Berechnung Nutzenergiebedarf) + const zeitkonstanteHeizung; + + const faktorWochenendAbschaltung = 0.042; + const zeitkonstanteRechnerischeLaufzeitEinfamilienhaus: FixedLengthArray = [17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17, 17]; + const zeitkonstanteRechnerischeLaufzeitMehrfamilienhaus: FixedLengthArray = [19.86, 18.58, 18.69, 17.25, 17, 17, 17, 17, 17, 17.16, 18.88, 19.9]; + + let rechnerischeLaufzeiten = new Array(12).fill(0) as unknown as FixedLengthArray + + if (ausweis.aufnahme.gebaeudetyp === "Einfamilienhaus") { + for (let i = 0; i < 12; i++) { + rechnerischeLaufzeiten[i] = zeitkonstanteHeizung * faktorWochenendAbschaltung * zeitkonstanteRechnerischeLaufzeitEinfamilienhaus[i] + } + } else { + for (let i = 0; i < 12; i++) { + rechnerischeLaufzeiten[i] = zeitkonstanteHeizung * faktorWochenendAbschaltung * zeitkonstanteRechnerischeLaufzeitMehrfamilienhaus[i] + } + } + + return { + rechnerischeLaufzeitGesamt: rechnerischeLaufzeiten.reduce((acc, curr) => acc + curr, 0), + rechnerischeLaufzeiten + } +} \ No newline at end of file diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWaermequellenAusAnlagentechnikTrinkwasser.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWaermequellenAusAnlagentechnikTrinkwasser.ts new file mode 100644 index 00000000..c8821d5d --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWaermequellenAusAnlagentechnikTrinkwasser.ts @@ -0,0 +1,19 @@ +import { BedarfsausweisWohnenClient, GebaeudeAufnahmeClient } from "#components/Ausweis/types.js"; +import { berechnungNutzenergiebedarfTrinkwarmwasser } from "./BerechnungNutzenergiebedarfTrinkwarmwasser.js"; +import { FixedLengthArray } from "./types.js"; + +export function berechnungWaermequellenAusAnlagentechnikTrinkwasser(ausweis: BedarfsausweisWohnenClient, gebaeude_aufnahme: GebaeudeAufnahmeClient) { + const trinkwasserWaermebedarf = berechnungNutzenergiebedarfTrinkwarmwasser(ausweis, gebaeude_aufnahme); + + const result = new Array(12).fill(0) as unknown as FixedLengthArray + + for (let i = 0; i < 12; i++) { + const tageImMonat = new Date(0, i, 0).getDate(); + + const monatlicheTrinkwasserWaermebedarf = trinkwasserWaermebedarf.trinkwasserWaermebedarf / 365 * tageImMonat; + + + } + + return result; +} \ No newline at end of file diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWaermesenken.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWaermesenken.ts new file mode 100644 index 00000000..af2d4bdf --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWaermesenken.ts @@ -0,0 +1,8 @@ +import type { VerbrauchsausweisWohnen } from "@ibcornelsen/database/client" + +export function BerechnungWaermesenken(ausweis: VerbrauchsausweisWohnen) { + // Außentemperatur nach Monat (Januar - Dezember) + const aussenTemperatur = [1, 1.9, 4.7, 9.2, 14.1, 16.7, 19, 18.6, 14.3, 9.5, 4.1, 0.9]; + + const bilanzInnenTemperatur = [] +} \ No newline at end of file diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWintergartenSolareEinstrahlung.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/BerechnungWintergartenSolareEinstrahlung.ts new file mode 100644 index 00000000..e69de29b diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/funktionBilanzInnentemperatur.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/funktionBilanzInnentemperatur.ts index 9a55ab68..56be9e3a 100644 --- a/src/lib/Berechnungen/BedarfsausweisWohnen/funktionBilanzInnentemperatur.ts +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/funktionBilanzInnentemperatur.ts @@ -1,7 +1,6 @@ // Funktion zur Berechnung der Bilanzinnentemperatur aus Tabelle 8 EFH oder Tabelle 10 MFH import { cubicSplineInterpolation } from "js-interpolate"; -import { any } from "node_modules/cypress/types/bluebird/index.js"; // aus Eingabeformular let WohnEinheiten = 2; @@ -149,7 +148,7 @@ const HeizLast = [0, 5, 10, 25, 50, 75, 100, 125, 150]; // jede einzeln interpolieren und dann zwischen den Tabellen interpolieren. // Falls wir also den Wert an Stelle Heizlast: 120, Zeitkonstante 100, Monat: // Januar haben wollen: -export function funktionBilanzInnentemperatur(heizlast: number, zeitkonstane: number, monat: keyof typeof dataset): number { +export function funktionBilanzInnentemperatur(heizlast: number, zeitkonstane: number, monat: keyof typeof dataset): number { const data = dataset[monat] const interpolations: number[] = [] @@ -157,7 +156,7 @@ export function funktionBilanzInnentemperatur(heizlast: number, zeitkonstane: nu for (const key in data) { const values = data[key as unknown as keyof typeof data] - const interpolated = cubicSplineInterpolation( + const interpolated = cubicSplineInterpolation( values.map((value, i) => ({ x: HeizLast[i], y: value })), heizlast ) @@ -165,7 +164,7 @@ export function funktionBilanzInnentemperatur(heizlast: number, zeitkonstane: nu interpolations.push(interpolated) } - const interpolated = cubicSplineInterpolation( + const interpolated = cubicSplineInterpolation( interpolations.map((interpolation, i) => { return { x: Object.keys(data)[i], diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/funktionMonatlicherBelastungsgrad.ts b/src/lib/Berechnungen/BedarfsausweisWohnen/funktionMonatlicherBelastungsgrad.ts index 6439be49..2f7294ee 100644 --- a/src/lib/Berechnungen/BedarfsausweisWohnen/funktionMonatlicherBelastungsgrad.ts +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/funktionMonatlicherBelastungsgrad.ts @@ -2,8 +2,7 @@ import { cubicSplineInterpolation } from "js-interpolate"; -// aus Eingabeformular -let WohnEinheiten = 3; +let wohneinheiten = 3; const datasetEinfamilienHausMittlereBelastung = { Januar: { @@ -156,7 +155,7 @@ export function funktionMonatlicherBelastungsgrad(heizlast: number, zeitkonstane for (const key in data) { const values = data[key as unknown as keyof typeof data] - const interpolated = cubicSplineInterpolation( + const interpolated = cubicSplineInterpolation( values.map((value, i) => ({ x: HeizLast[i], y: value })), heizlast ) @@ -164,7 +163,7 @@ export function funktionMonatlicherBelastungsgrad(heizlast: number, zeitkonstane interpolations.push(interpolated) } - const interpolated = cubicSplineInterpolation( + const interpolated = cubicSplineInterpolation( interpolations.map((interpolation, i) => { return { x: Object.keys(data)[i], @@ -175,4 +174,4 @@ export function funktionMonatlicherBelastungsgrad(heizlast: number, zeitkonstane ) return interpolated -} +} \ No newline at end of file diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T10-bilanz-innentemperatur-wohngebaeude-mehrfamilienhaus.csv b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T10-bilanz-innentemperatur-wohngebaeude-mehrfamilienhaus.csv new file mode 100644 index 00000000..35f0e557 --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T10-bilanz-innentemperatur-wohngebaeude-mehrfamilienhaus.csv @@ -0,0 +1,37 @@ +monat,ohne_teilbeheizung,5,10,25,50,75,100,125,150,zeitkonstante +Januar,19,41,19,37,19,33,19,24,19,16,19,12,19,10,19,09,19,08,50 +Februar,19,44,19,40,19,36,19,28,19,20,19,16,19,14,19,13,19,13,50 +März,19,53,19,49,19,46,19,39,19,32,19,29,19,27,19,27,19,26,50 +April,19,66,19,64,19,62,19,57,19,52,19,50,19,49,19,48,19,48,50 +Mai,19,82,19,80,19,79,19,76,19,74,19,73,19,72,19,72,19,72,50 +Juni,19,90,19,89,19,88,19,87,19,85,19,85,19,84,19,84,19,84,50 +Juli,19,97,19,97,19,96,19,96,19,96,19,95,19,95,19,95,19,95,50 +August,19,96,19,95,19,95,19,94,19,94,19,93,19,93,19,93,19,93,50 +September,19,82,19,81,19,80,19,77,19,75,19,74,19,73,19,73,19,73,50 +Oktober,19,67,19,65,19,63,19,58,19,53,19,51,19,50,19,50,19,49,50 +November,19,51,19,47,19,44,19,36,19,30,19,26,19,25,19,24,19,23,50 +Dezember,19,41,19,36,19,32,19,24,19,15,19,11,19,09,19,08,19,08,50 +Januar,19,50,19,45,19,41,19,33,19,24,19,20,19,18,19,17,19,17,90 +Februar,19,52,19,48,19,44,19,36,19,28,19,24,19,22,19,21,19,21,90 +März,19,60,19,56,19,53,19,46,19,39,19,36,19,34,19,33,19,33,90 +April,19,71,19,69,19,67,19,62,19,57,19,55,19,54,19,53,19,53,90 +Mai,19,84,19,83,19,82,19,79,19,77,19,75,19,75,19,74,19,74,90 +Juni,19,91,19,91,19,90,19,88,19,87,19,86,19,86,19,86,19,86,90 +Juli,19,97,19,97,19,97,19,96,19,96,19,96,19,96,19,96,19,96,90 +August,19,96,19,96,19,96,19,95,19,94,19,94,19,94,19,94,19,94,90 +September,19,85,19,84,19,82,19,80,19,77,19,76,19,76,19,75,19,75,90 +Oktober,19,72,19,70,19,68,19,63,19,58,19,56,19,55,19,54,19,54,90 +November,19,58,19,54,19,51,19,44,19,37,19,33,19,32,19,31,19,30,90 +Dezember,19,49,19,45,19,41,19,32,19,24,19,20,19,18,19,17,19,16,90 +Januar,19,57,19,53,19,49,19,40,19,32,19,28,19,26,19,25,19,24,130 +Februar,19,59,19,55,19,51,19,43,19,35,19,31,19,29,19,28,19,28,130 +März,19,66,19,62,19,59,19,52,19,45,19,42,19,40,19,39,19,39,130 +April,19,76,19,73,19,71,19,66,19,61,19,59,19,58,19,57,19,57,130 +Mai,19,87,19,85,19,84,19,81,19,79,19,78,19,77,19,77,19,76,130 +Juni,19,93,19,92,19,91,19,90,19,88,19,87,19,87,19,87,19,87,130 +Juli,19,98,19,98,19,97,19,97,19,96,19,96,19,96,19,96,19,96,130 +August,19,97,19,97,19,96,19,96,19,95,19,95,19,95,19,94,19,94,130 +September,19,87,19,86,19,85,19,82,19,80,19,78,19,78,19,77,19,77,130 +Oktober,19,76,19,74,19,72,19,67,19,62,19,60,19,59,19,58,19,58,130 +November,19,64,19,60,19,57,19,50,19,43,19,39,19,38,19,37,19,37,130 +Dezember,19,57,19,52,19,49,19,40,19,31,19,27,19,25,19,24,19,24,130 diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T8-bilanz-innentemperatur-einfamilienhaus.csv b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T8-bilanz-innentemperatur-einfamilienhaus.csv new file mode 100644 index 00000000..dd796d06 --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T8-bilanz-innentemperatur-einfamilienhaus.csv @@ -0,0 +1,37 @@ +monat,ohne_teilbeheizung,5,10,25,50,75,100,125,150,zeitkonstante +Januar,18,83,18,71,18,61,18,38,18,16,18,05,17,99,17,97,17,95,50 +Februar,18,88,18,76,18,67,18,44,18,23,18,13,18,08,18,05,18,04,50 +März,19,05,18,95,18,87,18,68,18,50,18,42,18,37,18,35,18,34,50 +April,19,33,19,26,19,20,19,07,18,94,18,88,18,85,18,84,18,83,50 +Mai,19,63,19,60,19,56,19,49,19,42,19,39,19,37,19,36,19,36,50 +Juni,19,80,19,77,19,76,19,72,19,68,19,66,19,65,19,64,19,64,50 +Juli,19,94,19,93,19,93,19,91,19,90,19,90,19,89,19,89,19,89,50 +August,19,91,19,90,19,90,19,88,19,86,19,86,19,85,19,85,19,85,50 +September,19,65,19,61,19,58,19,51,19,44,19,41,19,39,19,39,19,38,50 +Oktober,19,35,19,28,19,23,19,10,18,97,18,91,18,88,18,87,18,86,50 +November,19,01,18,91,18,83,18,63,18,45,18,35,18,31,18,29,18,28,50 +Dezember,18,83,18,71,18,61,18,38,18,15,18,04,17,99,17,96,17,95,50 +Januar,18,99,18,87,18,77,18,54,18,31,18,20,18,15,18,12,18,11,90 +Februar,19,04,18,93,18,83,18,60,18,39,18,29,18,23,18,21,18,20,90 +März,19,19,19,09,19,01,18,82,18,64,18,55,18,51,18,49,18,48,90 +April,19,43,19,36,19,30,19,17,19,04,18,98,18,95,18,93,18,92,90 +Mai,19,69,19,65,19,62,19,55,19,48,19,44,19,42,19,42,19,41,90 +Juni,19,83,19,80,19,79,19,75,19,71,19,69,19,68,19,67,19,67,90 +Juli,19,95,19,94,19,94,19,92,19,91,19,91,19,90,19,90,19,90,90 +August,19,93,19,92,19,91,19,89,19,88,19,87,19,86,19,86,19,86,90 +September,19,70,19,66,19,63,19,56,19,49,19,46,19,44,19,44,19,43,90 +Oktober,19,44,19,38,19,32,19,19,19,07,19,01,18,98,18,96,18,95,90 +November,19,16,19,06,18,97,18,77,18,59,18,49,18,45,18,43,18,42,90 +Dezember,18,99,18,87,18,76,18,53,18,30,18,19,18,14,18,11,18,10,90 +Januar,19,14,19,02,18,92,18,68,18,45,18,34,18,29,18,26,18,25,130 +Februar,19,18,19,07,18,97,18,74,18,53,18,42,18,37,18,34,18,33,130 +März,19,31,19,21,19,13,18,94,18,75,18,67,18,62,18,60,18,59,130 +April,19,51,19,44,19,38,19,25,19,12,19,06,19,03,19,01,19,00,130 +Mai,19,73,19,70,19,66,19,59,19,52,19,49,19,47,19,46,19,46,130 +Juni,19,85,19,83,19,81,19,77,19,73,19,71,19,70,19,70,19,70,130 +Juli,19,95,19,95,19,94,19,93,19,92,19,91,19,91,19,91,19,91,130 +August,19,94,19,93,19,92,19,90,19,89,19,88,19,87,19,87,19,87,130 +September,19,74,19,71,19,68,19,60,19,54,19,50,19,49,19,48,19,47,130 +Oktober,19,53,19,46,19,40,19,27,19,15,19,08,19,05,19,04,19,03,130 +November,19,28,19,18,19,09,18,90,18,71,18,61,18,57,18,55,18,53,130 +Dezember,19,14,19,02,18,91,18,67,18,45,18,33,18,28,18,25,18,24,130 diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-einfamilienhaus.csv b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-einfamilienhaus.csv new file mode 100644 index 00000000..2b8b4248 --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-einfamilienhaus.csv @@ -0,0 +1,37 @@ +monat,ohne_teilbeheizung,5,10,25,50,75,100,125,150,zeitkonstante +Januar,557,554,550,543,536,533,531,530,530,50 +Februar,531,527,524,517,510,507,506,505,504,50 +März,448,445,443,437,431,429,427,427,426,50 +April,317,314,313,308,305,303,302,301,301,50 +Mai,173,172,171,169,166,165,165,165,164,50 +Juni,97,96,96,94,93,92,92,92,92,50 +Juli,29,29,29,29,28,28,28,28,28,50 +August,41,41,41,40,39,39,39,39,39,50 +September,167,166,165,163,161,160,159,159,159,50 +Oktober,308,306,304,300,296,294,293,293,293,50 +November,466,463,460,454,448,445,444,443,443,50 +Dezember,560,557,553,546,539,536,534,533,533,50 +Januar,562,559,555,548,541,538,536,535,535,90 +Februar,536,532,529,522,515,512,510,510,509,90 +März,453,450,447,441,436,433,431,431,430,90 +April,320,318,316,311,307,306,305,304,304,90 +Mai,175,173,172,170,168,167,166,166,166,90 +Juni,98,97,96,95,94,93,93,93,93,90 +Juli,30,29,29,29,28,28,28,28,28,90 +August,41,41,41,40,40,40,39,39,39,90 +September,169,168,167,164,162,161,161,161,160,90 +Oktober,311,309,307,303,299,297,296,296,295,90 +November,471,467,465,459,453,450,448,448,447,90 +Dezember,565,562,558,551,544,540,539,538,537,90 +Januar,567,563,560,553,545,542,540,539,539,130 +Februar,540,537,533,526,520,516,515,514,513,130 +März,457,454,451,445,439,436,435,434,434,130 +April,322,320,318,314,310,308,307,307,306,130 +Mai,176,175,174,172,169,168,168,168,167,130 +Juni,98,98,97,96,95,94,94,94,94,130 +Juli,30,30,29,29,29,29,28,28,28,130 +August,42,41,41,41,40,40,40,40,40,130 +September,170,169,168,166,164,163,162,162,162,130 +Oktober,313,311,309,305,301,300,299,298,298,130 +November,474,471,469,462,456,454,452,451,451,130 +Dezember,570,566,563,555,548,545,543,542,542,130 diff --git a/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-mehrfamilienhaus.csv b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-mehrfamilienhaus.csv new file mode 100644 index 00000000..932d9c0a --- /dev/null +++ b/src/lib/Berechnungen/BedarfsausweisWohnen/tabellen/18599-12-T9-mittlere-monatliche-aussentemperaturabhaengige-belastung-wohngebauede-mehrfamilienhaus.csv @@ -0,0 +1,37 @@ +monat,ohne_teilbeheizung,5,10,25,50,75,100,125,150,zeitkonstante +Januar,575,574,573,570,567,566,566,565,565,50 +Februar,548,547,546,543,541,539,539,538,538,50 +März,463,462,461,459,457,456,455,455,455,50 +April,327,326,326,324,323,322,321,321,321,50 +Mai,179,178,178,177,176,176,176,176,175,50 +Juni,100,100,99,99,99,98,98,98,98,50 +Juli,30,30,30,30,30,30,30,30,30,50 +August,42,42,42,42,42,42,42,42,42,50 +September,173,172,172,171,170,170,170,170,170,50 +Oktober,318,317,317,315,314,313,313,312,312,50 +November,481,480,479,477,475,474,473,473,473,50 +Dezember,578,577,576,573,570,569,569,568,568,50 +Januar,578,577,575,573,570,569,568,568,568,90 +Februar,551,549,548,546,543,542,541,541,541,90 +März,465,464,463,461,459,458,458,457,457,90 +April,329,328,327,326,324,323,323,323,323,90 +Mai,179,179,179,178,177,177,176,176,176,90 +Juni,100,100,100,99,99,99,99,99,99,90 +Juli,30,30,30,30,30,30,30,30,30,90 +August,43,42,42,42,42,42,42,42,42,90 +September,173,173,173,172,171,171,170,170,170,90 +Oktober,319,319,318,317,315,314,314,314,314,90 +November,484,483,482,479,477,476,476,475,475,90 +Dezember,581,580,578,576,573,572,571,571,571,90 +Januar,580,579,578,575,572,571,571,570,570,130 +Februar,553,552,550,548,545,544,543,543,543,130 +März,467,466,465,463,461,460,459,459,459,130 +April,330,329,328,327,325,325,324,324,324,130 +Mai,180,180,179,179,178,177,177,177,177,130 +Juni,101,101,100,100,99,99,99,99,99,130 +Juli,31,30,30,30,30,30,30,30,30,130 +August,43,43,43,42,42,42,42,42,42,130 +September,174,174,173,173,172,171,171,171,171,130 +Oktober,321,320,319,318,316,316,315,315,315,130 +November,486,485,484,481,479,478,477,477,477,130 +Dezember,583,582,581,578,575,574,574,573,573,130 diff --git a/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.ts b/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.ts index c0e864f3..1e7b3e77 100644 --- a/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.ts +++ b/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.ts @@ -7,27 +7,27 @@ import moment from "moment"; export function energetischeNutzflaecheVerbrauchsausweisWohnen_2016( ausweis: VerbrauchsausweisWohnenClient ): number { - if (!ausweis.gebaeude_aufnahme_allgemein.gebaeude_stammdaten) { + if (!ausweis.aufnahme.objekt) { return 0 } let faktorKeller = 1.2; // Falls das Gebäude einen Keller besitzt der Beheizt ist erhöhen wir die Nutzfläche um 15% - if (ausweis.gebaeude_aufnahme_allgemein.keller == Enums.Heizungsstatus.BEHEIZT && (ausweis.gebaeude_aufnahme_allgemein.einheiten || 1) <= 2) { + if (ausweis.aufnahme.keller == Enums.Heizungsstatus.BEHEIZT && (ausweis.aufnahme.einheiten || 1) <= 2) { faktorKeller = 1.35; } - if ((ausweis.gebaeude_aufnahme_allgemein.nutzflaeche || 0) > 0) { - return ausweis.gebaeude_aufnahme_allgemein.nutzflaeche || 0; + if ((ausweis.aufnahme.nutzflaeche || 0) > 0) { + return ausweis.aufnahme.nutzflaeche || 0; } else { - return (ausweis.gebaeude_aufnahme_allgemein.flaeche || 0) * faktorKeller; + return (ausweis.aufnahme.flaeche || 0) * faktorKeller; } } export async function endEnergieVerbrauchVerbrauchsausweis_2016( ausweis: VerbrauchsausweisWohnenClient ) { - if (!ausweis.gebaeude_aufnahme_allgemein || !ausweis.gebaeude_aufnahme_allgemein.gebaeude_stammdaten) { + if (!ausweis.aufnahme || !ausweis.aufnahme.objekt) { return null; } @@ -50,7 +50,7 @@ export async function endEnergieVerbrauchVerbrauchsausweis_2016( }]; try { - const response = await getKlimafaktoren(ausweis.startdatum, ausweis.gebaeude_aufnahme_allgemein.gebaeude_stammdaten.plz) + const response = await getKlimafaktoren(ausweis.startdatum, ausweis.aufnahme.objekt.plz) if (response) { klimafaktoren = response @@ -65,11 +65,11 @@ export async function endEnergieVerbrauchVerbrauchsausweis_2016( // Endenergieverbrauch // Um den EEV auszurechnen, müssen die Verbräuche zu kWh konvertiert werden. let brennstoff_1 = getHeizwertfaktor( - ausweis.gebaeude_aufnahme_allgemein.brennstoff_1 as string, + ausweis.aufnahme.brennstoff_1 as string, ausweis.einheit_1 as string ); let brennstoff_2 = getHeizwertfaktor( - ausweis.gebaeude_aufnahme_allgemein.brennstoff_2 as string, + ausweis.aufnahme.brennstoff_2 as string, ausweis.einheit_2 as string ); @@ -91,10 +91,10 @@ export async function endEnergieVerbrauchVerbrauchsausweis_2016( let energieVerbrauchWarmwasser_2 = 0; let leerstandsZuschlagWarmwasser = 0; // Leerstand wird in Prozent angegeben, muss hier aber in eine Zahl zwischen 0 und 1 umgerechnet werden. - let leerstand = (ausweis.gebaeude_aufnahme_allgemein.leerstand || 0) / 100; + let leerstand = (ausweis.aufnahme.leerstand || 0) / 100; if (ausweis.warmwasser_enthalten && ausweis.warmwasser_anteil_bekannt) { - if (ausweis.gebaeude_aufnahme_allgemein.solarsystem_warmwasser) { + if (ausweis.aufnahme.solarsystem_warmwasser) { // Wenn Warmwasser enthalten und Anteil bekannt und Solarsystem energieVerbrauchWarmwasser_1 = energieVerbrauchGesamt_1 * @@ -117,7 +117,7 @@ export async function endEnergieVerbrauchVerbrauchsausweis_2016( leerstand * (energieVerbrauchWarmwasser_1 + energieVerbrauchWarmwasser_2); } else { - if (ausweis.gebaeude_aufnahme_allgemein.solarsystem_warmwasser) { + if (ausweis.aufnahme.solarsystem_warmwasser) { // Wenn Warmwasser Anteil unbekannt und Solarsystem energieVerbrauchWarmwasser_1 = energetischeNutzflaeche * 12 * 3; energieVerbrauchWarmwasser_2 = 0; @@ -189,7 +189,7 @@ export async function endEnergieVerbrauchVerbrauchsausweis_2016( let primaerfaktorww = 0; let primaerfaktorww_1 = 0; - if (!ausweis.warmwasser_enthalten && ausweis.gebaeude_aufnahme_allgemein.durchlauf_erhitzer) { + if (!ausweis.warmwasser_enthalten && ausweis.aufnahme.durchlauf_erhitzer) { primaerfaktorww = 1.8; primaerfaktorww_1 = 1.8; } else { diff --git a/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2023.ts b/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2023.ts index 8dc82274..2bb78e7e 100644 --- a/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2023.ts +++ b/src/lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2023.ts @@ -2,19 +2,19 @@ import { getKlimafaktoren } from "#lib/Klimafaktoren"; import { getHeizwertfaktor } from "#lib/server/Heizwertfaktor"; import type { GebaeudeStammdaten, VerbrauchsausweisWohnen } from "@ibcornelsen/database/client"; -export function energetischeNutzflaecheVerbrauchsausweisWohnen_2023(ausweis: VerbrauchsausweisWohnen & { gebaeude_stammdaten: GebaeudeStammdaten }): number { +export function energetischeNutzflaecheVerbrauchsausweisWohnen_2023(ausweis: VerbrauchsausweisWohnen & { objekt: GebaeudeStammdaten }): number { return ( - ausweis.gebaeude_stammdaten.flaeche * - (ausweis.gebaeude_stammdaten.keller ? 1.35 : 1.2) + ausweis.objekt.flaeche * + (ausweis.objekt.keller ? 1.35 : 1.2) ); } -export async function endEnergieVerbrauchVerbrauchsausweis_2023(ausweis: VerbrauchsausweisWohnen & { gebaeude_stammdaten: GebaeudeStammdaten }): Promise { +export async function endEnergieVerbrauchVerbrauchsausweis_2023(ausweis: VerbrauchsausweisWohnen & { objekt: GebaeudeStammdaten }): Promise { const date = ausweis.startdatum; const klimafaktoren = await getKlimafaktoren( date, - ausweis.gebaeude_stammdaten.plz + ausweis.objekt.plz ); // Endenergieverbrauch @@ -50,7 +50,7 @@ export async function endEnergieVerbrauchVerbrauchsausweis_2023(ausweis: Verbrau warmwasserZuschlag = 20 * energetischeNutzflaeche * 3; } - if (ausweis.gebaeude_stammdaten.leerstand > 0) { + if (ausweis.objekt.leerstand > 0) { let durchschnittsKlimafaktor = klimafaktoren.reduce((a, b) => a + b, 0) / 3; @@ -61,11 +61,11 @@ export async function endEnergieVerbrauchVerbrauchsausweis_2023(ausweis: Verbrau verbrauch_4_kwh + verbrauch_5_kwh + verbrauch_6_kwh) * - (ausweis.gebaeude_stammdaten.leerstand / 100)) / + (ausweis.objekt.leerstand / 100)) / durchschnittsKlimafaktor; } - if (ausweis.gebaeude_stammdaten.energiequelle_2_nutzung[3]) { + if (ausweis.objekt.energiequelle_2_nutzung[3]) { kuehlungsZuschlag = 6 * energetischeNutzflaeche * 3; } diff --git a/src/lib/Berechnungen/endEnergieVerbrauch.ts b/src/lib/Berechnungen/endEnergieVerbrauch.ts index 1693524b..94b3dd7d 100644 --- a/src/lib/Berechnungen/endEnergieVerbrauch.ts +++ b/src/lib/Berechnungen/endEnergieVerbrauch.ts @@ -1,7 +1,7 @@ import type { GebaeudeStammdaten, VerbrauchsausweisWohnen } from "@ibcornelsen/database/client"; import { endEnergieVerbrauchVerbrauchsausweis_2016 } from "./VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.js"; -export async function endEnergieVerbrauch(ausweis: VerbrauchsausweisWohnen & { gebaeude_stammdaten: GebaeudeStammdaten }): Promise { +export async function endEnergieVerbrauch(ausweis: VerbrauchsausweisWohnen & { objekt: GebaeudeStammdaten }): Promise { const result = await endEnergieVerbrauchVerbrauchsausweis_2016(ausweis); if (!result) { diff --git a/src/lib/Klimafaktoren.ts b/src/lib/Klimafaktoren.ts index a60e8b6e..4575c4e8 100644 --- a/src/lib/Klimafaktoren.ts +++ b/src/lib/Klimafaktoren.ts @@ -1,6 +1,6 @@ import moment from "moment"; import { memoize } from "./Memoization.js"; -import { client } from "src/trpc.js"; +import { api } from "astro-typesafe-api/client" export const getKlimafaktoren = memoize(async (date: Date, plz: string) => { if (!plz || !date) { @@ -8,7 +8,7 @@ export const getKlimafaktoren = memoize(async (date: Date, plz: string) => { } try { - const response = await client.v1.klimafaktoren.query({ + const response = await api.klimafaktoren.GET.fetch({ plz, genauigkeit: "years", startdatum: moment(date).utc(true).toDate(), diff --git a/src/lib/VerbrauchsausweisWohnen/calculateFormProgress.ts b/src/lib/VerbrauchsausweisWohnen/calculateFormProgress.ts index 64280c99..9c452e1a 100644 --- a/src/lib/VerbrauchsausweisWohnen/calculateFormProgress.ts +++ b/src/lib/VerbrauchsausweisWohnen/calculateFormProgress.ts @@ -26,7 +26,7 @@ export function verbrauchsausweisWohnenCalculateFormProgress(ausweis: Verbrauchs progress: 100, errors: [] }; - } else if (ausweis.gebaeude_aufnahme_allgemein.storniert) { + } else if (ausweis.aufnahme.storniert) { // Der Ausweis wurde storniert, also ist der Fortschritt 0% return { progress: 0, @@ -34,7 +34,7 @@ export function verbrauchsausweisWohnenCalculateFormProgress(ausweis: Verbrauchs }; } - if (ausweis.gebaeude_aufnahme_allgemein.baujahr_gebaeude.length === 0) { + if (ausweis.aufnahme.baujahr_gebaeude.length === 0) { errors.push({ title: "Fehlendes Baujahr", description: "Eines ihrer Gebäude hat noch kein Baujahr angegeben. Beheben sie dies indem sie auf den untenstehenden Link klicken.", @@ -44,11 +44,11 @@ export function verbrauchsausweisWohnenCalculateFormProgress(ausweis: Verbrauchs } - if (ausweis.gebaeude_aufnahme_allgemein.adresse) { + if (ausweis.aufnahme.adresse) { progress += 5; } - if (ausweis.gebaeude_aufnahme_allgemein.ort) { + if (ausweis.aufnahme.ort) { progress += 5; } diff --git a/src/lib/XML/AusweisBerechnungen2016.ts b/src/lib/XML/AusweisBerechnungen2016.ts index 47813113..e8116679 100644 --- a/src/lib/XML/AusweisBerechnungen2016.ts +++ b/src/lib/XML/AusweisBerechnungen2016.ts @@ -14,7 +14,7 @@ export class AusweisBerechnungen2016 { } public getAusweisart() { - switch (this.ausweis.gebaeude_aufnahme_allgemein.ausweisart.toLowerCase()) { + switch (this.ausweis.aufnahme.ausweisart.toLowerCase()) { case ('va'): return {'typ' : 'Wohngebaeude', 'art' : 'Verbrauchsausweis Wohngebäude', 'kuerzel' : 'va'}; case ('ba'): @@ -73,7 +73,7 @@ export class AusweisBerechnungen2016 { public getGebaeudeTeil() { if (this.gebaeude.gebaeudeteil == "Gesamtgebäude") { return "Ganzes Gebäude"; - } else if (this.gebaeude.gebaeudeteil == "Wohnen" && this.ausweis.gebaeude_aufnahme_allgemein.ausweisart == "VANW") { + } else if (this.gebaeude.gebaeudeteil == "Wohnen" && this.ausweis.aufnahme.ausweisart == "VANW") { return "Teil des Wohngebäudes"; } else { return "Teil des Nichtwohngebäudes"; diff --git a/src/lib/XML/VerbrauchsausweisWohnen/xmlVerbrauchsausweisWohnen_2016.ts b/src/lib/XML/VerbrauchsausweisWohnen/xmlVerbrauchsausweisWohnen_2016.ts index eef9af8d..ce6d97fa 100644 --- a/src/lib/XML/VerbrauchsausweisWohnen/xmlVerbrauchsausweisWohnen_2016.ts +++ b/src/lib/XML/VerbrauchsausweisWohnen/xmlVerbrauchsausweisWohnen_2016.ts @@ -14,10 +14,10 @@ import moment from "moment"; export async function xmlVerbrauchsausweisWohnen_2016( ausweis: VerbrauchsausweisWohnen & { - gebaeude_stammdaten: GebaeudeStammdaten; + objekt: GebaeudeStammdaten; } ): Promise { - const gebaeude = ausweis.gebaeude_stammdaten; + const gebaeude = ausweis.objekt; const bundesland = await prisma.postleitzahlen.findUnique({ where: { @@ -35,7 +35,7 @@ export async function xmlVerbrauchsausweisWohnen_2016( const berechnungen = new AusweisBerechnungen2016( ausweis, - ausweis.gebaeude_stammdaten, + ausweis.objekt, result ); const klimafaktoren = await getKlimafaktoren( diff --git a/src/lib/XML/getEmpfehlungen.ts b/src/lib/XML/getEmpfehlungen.ts index a4c684f9..658b2f91 100644 --- a/src/lib/XML/getEmpfehlungen.ts +++ b/src/lib/XML/getEmpfehlungen.ts @@ -7,28 +7,28 @@ export function getEmpfehlungen(ausweis: VerbrauchsausweisWohnenClient): { description: string, anlagenteil: string }[] { - let Warmwasserrohre_gedaemmt = ausweis.gebaeude_aufnahme_allgemein.warmwasser_rohre_gedaemmt; - let Heizungsrohre_gedaemmt = ausweis.gebaeude_aufnahme_allgemein.heizungsrohre_gedaemmt; - let Waermepumpe = ausweis.gebaeude_aufnahme_allgemein.waermepumpe; - let Kellerwand_gedaemmt = ausweis.gebaeude_aufnahme_allgemein.keller_wand_gedaemmt; - let Keller = ausweis.gebaeude_aufnahme_allgemein.keller; - let Kellerdecke_Kalraeume_gedaemmt = ausweis.gebaeude_aufnahme_allgemein.keller_decke_gedaemmt; - let Brennwertkessel = ausweis.gebaeude_aufnahme_allgemein.brennwert_kessel; - let baujahr_anlagesanlage = ausweis.gebaeude_aufnahme_allgemein.baujahr_heizung[0]; - let Zentralheizung = ausweis.gebaeude_aufnahme_allgemein.zentralheizung; - let photovoltaik = ausweis.gebaeude_aufnahme_allgemein.photovoltaik; - let Brennstoff = ausweis.gebaeude_aufnahme_allgemein.brennstoff_1; - let Aussenwand_gedaemmt = ausweis.gebaeude_aufnahme_allgemein.aussenwand_gedaemmt; - let Dachgeschoss = ausweis.gebaeude_aufnahme_allgemein.dachgeschoss; - let Dachgeschoss_gedaemmt = ausweis.gebaeude_aufnahme_allgemein.dachgeschoss_gedaemmt; - let Oberste_Geschossdecke_gedaemmt = ausweis.gebaeude_aufnahme_allgemein.oberste_geschossdecke_gedaemmt; - let Einfachglas = ausweis.gebaeude_aufnahme_allgemein.einfach_verglasung; - let Doppelfenster = ausweis.gebaeude_aufnahme_allgemein.doppel_verglasung; - let Fenster_teilw_undicht = ausweis.gebaeude_aufnahme_allgemein.fenster_teilweise_undicht; + let Warmwasserrohre_gedaemmt = ausweis.aufnahme.warmwasser_rohre_gedaemmt; + let Heizungsrohre_gedaemmt = ausweis.aufnahme.heizungsrohre_gedaemmt; + let Waermepumpe = ausweis.aufnahme.waermepumpe; + let Kellerwand_gedaemmt = ausweis.aufnahme.keller_wand_gedaemmt; + let Keller = ausweis.aufnahme.keller; + let Kellerdecke_Kalraeume_gedaemmt = ausweis.aufnahme.keller_decke_gedaemmt; + let Brennwertkessel = ausweis.aufnahme.brennwert_kessel; + let baujahr_anlagesanlage = ausweis.aufnahme.baujahr_heizung[0]; + let Zentralheizung = ausweis.aufnahme.zentralheizung; + let photovoltaik = ausweis.aufnahme.photovoltaik; + let Brennstoff = ausweis.aufnahme.brennstoff_1; + let Aussenwand_gedaemmt = ausweis.aufnahme.aussenwand_gedaemmt; + let Dachgeschoss = ausweis.aufnahme.dachgeschoss; + let Dachgeschoss_gedaemmt = ausweis.aufnahme.dachgeschoss_gedaemmt; + let Oberste_Geschossdecke_gedaemmt = ausweis.aufnahme.oberste_geschossdecke_gedaemmt; + let Einfachglas = ausweis.aufnahme.einfach_verglasung; + let Doppelfenster = ausweis.aufnahme.doppel_verglasung; + let Fenster_teilw_undicht = ausweis.aufnahme.fenster_teilweise_undicht; let empfehlungen = []; - if (ausweis.gebaeude_aufnahme_allgemein.einfach_verglasung || (Doppelfenster && Fenster_teilw_undicht)) { + if (ausweis.aufnahme.einfach_verglasung || (Doppelfenster && Fenster_teilw_undicht)) { empfehlungen.push({ "title" : "Erneuerung der Fenster", "description" : "Alte und undichte Fenster mit Wärmeschutzfenstern auswechseln.", @@ -38,7 +38,7 @@ export function getEmpfehlungen(ausweis: VerbrauchsausweisWohnenClient): { }); } - if (ausweis.gebaeude_aufnahme_allgemein.dachgeschoss == Enums.Heizungsstatus.UNBEHEIZT && !Oberste_Geschossdecke_gedaemmt) { + if (ausweis.aufnahme.dachgeschoss == Enums.Heizungsstatus.UNBEHEIZT && !Oberste_Geschossdecke_gedaemmt) { empfehlungen.push({ "title" : "Zusätzliche Dämmung des Fußbodens des kalten Dachraumes", "description" : "Beim Einbringen sollten mindestens 16cm Dämmstoff verarbeitet werden. Das Einsparpotenzial ist für jeden zusätzlichen cm Dämmung sehr hoch.", diff --git a/src/lib/altes-system/import.ts b/src/lib/altes-system/import.ts index eab5ba04..2cfff4bc 100644 --- a/src/lib/altes-system/import.ts +++ b/src/lib/altes-system/import.ts @@ -20,7 +20,7 @@ export async function importVerbrauchsausweisWohnenAltesSystem(count: number = 5 export function verbrauchsausweisWohnenImportTranslate(ausweis: Record) { const ausweisTranslated: VerbrauchsausweisWohnenClient = { - gebaeude_aufnahme_allgemein: { + aufnahme: { rechnungen: null, baujahr_gebaeude: [ausweis.baujahr_gebaeude], baujahr_heizung: [ausweis.baujahr_anlage], @@ -38,7 +38,7 @@ export function verbrauchsausweisWohnenImportTranslate(ausweis: Record { + return jwt.verify(token, "yIvbgS$k7Bfc+mpV%TWDZAhje9#uJad4", { + algorithms: ["HS256"] + }) as Partial; +} \ No newline at end of file diff --git a/src/lib/auth/types.ts b/src/lib/auth/types.ts new file mode 100644 index 00000000..bad520a0 --- /dev/null +++ b/src/lib/auth/types.ts @@ -0,0 +1,7 @@ +export enum TokenType { + Refresh, + Access, + Reset +} + +export type TokenData = { uid: string, typ: TokenType, exp: number } \ No newline at end of file diff --git a/src/lib/constants.ts b/src/lib/constants.ts index f50a2fb6..a1dfbefb 100644 --- a/src/lib/constants.ts +++ b/src/lib/constants.ts @@ -4,6 +4,22 @@ export const API_ACCESS_TOKEN_COOKIE_NAME = "accessToken"; export const API_REFRESH_TOKEN_COOKIE_NAME = "refreshToken"; export const API_UID_COOKIE_NAME = "uid"; +export enum VALID_UUID_PREFIXES { + "auf" = "Aufnahme", + "obj" = "Objekt", + "vaw" = "Verbrauchsausweis Wohnen", + "vag" = "Verbrauchsausweis Gewerbe", + "baw" = "Bedarfsausweis Wohnen", + "bag" = "Bedarfsausweis Gewerbe", + "usr" = "User", + "ant" = "Anteilshaber", + "evt" = "Event", + "img" = "Bild", + "inv" = "Rechnung", + "tkt" = "Ticket", + "pln" = "Gebäude Plan", +} + /** * Ein Objekt welches alle definierten Preise für unsere Basisprodukte enthält. */ @@ -12,15 +28,18 @@ export const PRICES: Record = { BedarfsausweisWohnen: [135, 145, 290], VerbrauchsausweisWohnen: [65, 75, 180], VerbrauchsausweisGewerbe: [95, 115, 360], - BedarfsausweisGewerbe: [500, 0, 0] + BedarfsausweisGewerbe: [500, 0, 0], }; -export const SERVICES: Record> = { +export const SERVICES: Record< + Enums.Ausweisart, + Record +> = { BedarfsausweisWohnen: { Qualitaetsdruck: 9, Aushang: 10, SameDay: 29, - Telefonberatung: 30, + Telefonberatung: 30, }, VerbrauchsausweisWohnen: { Qualitaetsdruck: 9, @@ -34,4 +53,10 @@ export const SERVICES: Record> = SameDay: 29, Telefonberatung: 25, }, - }; + BedarfsausweisGewerbe: { + Aushang: 0, + Qualitaetsdruck: 0, + SameDay: 0, + Telefonberatung: 0, + }, +}; diff --git a/src/lib/faker.ts b/src/lib/faker.ts new file mode 100644 index 00000000..87ebf1f3 --- /dev/null +++ b/src/lib/faker.ts @@ -0,0 +1,131 @@ +import { + AufnahmeClient, + VerbrauchsausweisWohnenClient, + ObjektClient, +} from "#components/Ausweis/types.js"; +import { faker } from "@faker-js/faker"; +import { Enums } from "@ibcornelsen/database/client"; + +export function fakeObjekt(seed: number = 42): ObjektClient { + faker.seed(seed); + return { + adresse: faker.location.streetAddress(), + plz: faker.location.zipCode({ format: "#####" }), + ort: faker.location.city(), + uid: faker.string.uuid(), + latitude: faker.location.latitude(), + longitude: faker.location.longitude(), + }; +} + +export function fakeAufnahme(seed: number = 42, uid_objekt: string = faker.string.uuid()): AufnahmeClient { + faker.seed(seed); + const tuerenDicht = faker.datatype.boolean(); + + return { + baujahr_gebaeude: [faker.number.int({ min: 1960, max: 2014 })], + baujahr_heizung: [faker.number.int({ min: 1960, max: 2014 })], + baujahr_klima: [faker.number.int({ min: 1985, max: 2014 })], + nutzflaeche: faker.number.int({ min: 50, max: 300 }), + einheiten: faker.number.int({ min: 1, max: 3 }), + saniert: faker.datatype.boolean(), + keller: faker.helpers.enumValue(Enums.Heizungsstatus), + dachgeschoss: faker.helpers.enumValue(Enums.Heizungsstatus), + flaeche: faker.number.int({ min: 50, max: 300 }), + gebaeudetyp: "Einfamilienhaus", + gebaeudeteil: "Gesamtgebäude", + lueftung: "Fensterlueftung", + kuehlung: "Vorhanden", + brennstoff_1: "Erdgas H", + alternative_heizung: faker.datatype.boolean(), + alternative_kuehlung: faker.datatype.boolean(), + alternative_lueftung: faker.datatype.boolean(), + alternative_warmwasser: faker.datatype.boolean(), + aussenwand_gedaemmt: faker.datatype.boolean(), + aussenwand_min_12cm_gedaemmt: faker.datatype.boolean(), + ausweisart: Enums.Ausweisart.VerbrauchsausweisWohnen, + bestellt: faker.datatype.boolean(), + boxpruefung: faker.datatype.boolean(), + brennstoff_2: "Erdgas H", + brennwert_kessel: faker.datatype.boolean(), + dachgeschoss_gedaemmt: faker.datatype.boolean(), + dachgeschoss_min_12cm_gedaemmt: faker.datatype.boolean(), + doppel_verglasung: faker.datatype.boolean(), + dreifach_verglasung: faker.datatype.boolean(), + durchlauf_erhitzer: faker.datatype.boolean(), + einfach_verglasung: faker.datatype.boolean(), + einzelofen: faker.datatype.boolean(), + energieeffizienzklasse: "", + erledigt: faker.datatype.boolean(), + erstellungsdatum: faker.date.past(), + fenster_dicht: faker.datatype.boolean(), + fenster_teilweise_undicht: faker.datatype.boolean(), + heizungsrohre_gedaemmt: faker.datatype.boolean(), + isolier_verglasung: faker.datatype.boolean(), + keller_decke_gedaemmt: faker.datatype.boolean(), + keller_wand_gedaemmt: faker.datatype.boolean(), + leerstand: faker.number.int({ min: 0, max: 20 }), + niedertemperatur_kessel: faker.datatype.boolean(), + oberste_geschossdecke_gedaemmt: faker.datatype.boolean(), + oberste_geschossdecke_min_12cm_gedaemmt: faker.datatype.boolean(), + photovoltaik: faker.datatype.boolean(), + prueftext: faker.lorem.sentence(), + raum_temperatur_regler: faker.datatype.boolean(), + rolllaeden_kaesten_gedaemmt: faker.datatype.boolean(), + solarsystem_warmwasser: faker.datatype.boolean(), + standard_kessel: faker.datatype.boolean(), + storniert: false, + tueren_dicht: tuerenDicht, + tueren_undicht: !tuerenDicht, + waermepumpe: faker.datatype.boolean(), + warmwasser_rohre_gedaemmt: faker.datatype.boolean(), + zentralheizung: faker.datatype.boolean(), + zirkulation: faker.datatype.boolean(), + zurueckgestellt: faker.datatype.boolean(), + uid: faker.string.uuid(), + ausstellungsdatum: faker.date.past(), + uid_objekt + }; +} + +export function fakeVerbrauchsausweisWohnen( + seed: number = 42, + uid_aufnahme: string = faker.string.uuid(), + uid_objekt: string = faker.string.uuid() +): VerbrauchsausweisWohnenClient { + faker.seed(seed); + + const verbrauch_1 = faker.number.int({ min: 5000, max: 20000 }); + const verbrauch_4 = faker.number.int({ min: 5000, max: 15000 }); + + const ausweis: VerbrauchsausweisWohnenClient = { + verbrauch_1: verbrauch_1, + verbrauch_2: verbrauch_1 + faker.number.int({ min: -2000, max: 2000 }), + verbrauch_3: verbrauch_1 + faker.number.int({ min: -2000, max: 2000 }), + einheit_1: "kWh", + warmwasser_enthalten: faker.datatype.boolean(), + uid: faker.string.uuid(), + alternative_heizung: faker.datatype.boolean(), + alternative_kuehlung: faker.datatype.boolean(), + alternative_lueftung: faker.datatype.boolean(), + alternative_warmwasser: faker.datatype.boolean(), + anteil_warmwasser_1: faker.number.int({ min: 0, max: 60 }), + anteil_warmwasser_2: faker.number.int({ min: 0, max: 60 }), + ausstellgrund: faker.helpers.enumValue(Enums.Ausstellgrund), + einheit_2: "kWh", + keller_beheizt: faker.datatype.boolean(), + registriernummer: faker.string.uuid(), + startdatum: faker.date.past({ years: 3 }), + verbrauch_4: verbrauch_4, + verbrauch_5: verbrauch_4 + faker.number.int({ min: -2000, max: 2000 }), + verbrauch_6: verbrauch_4 + faker.number.int({ min: -2000, max: 2000 }), + warmwasser_anteil_bekannt: faker.datatype.boolean(), + wird_gekuehlt: faker.datatype.boolean(), + zusaetzliche_heizquelle: faker.datatype.boolean(), + faktorKeller: faker.number.float({ min: 0, max: 1 }), + uid_aufnahme, + uid_objekt + }; + + return ausweis; +} diff --git a/src/lib/faker/verbrauchsausweis-wohnen.ts b/src/lib/faker/verbrauchsausweis-wohnen.ts deleted file mode 100644 index af4b28ce..00000000 --- a/src/lib/faker/verbrauchsausweis-wohnen.ts +++ /dev/null @@ -1,116 +0,0 @@ -import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; -import { faker } from "@faker-js/faker"; -import { Enums } from "@ibcornelsen/database/client"; - -export function verbrauchsausweisWohnenFaker(seed: number = 42): VerbrauchsausweisWohnenClient { - faker.seed(seed); - - const tuerenDicht = faker.datatype.boolean(); - const verbrauch_1 = faker.number.int({ min: 5000, max: 20000 }); - const verbrauch_4 = faker.number.int({ min: 5000, max: 15000 }); - - const ausweis: VerbrauchsausweisWohnenClient = { - gebaeude_aufnahme_allgemein: { - rechnungen: [], - baujahr_gebaeude: [faker.number.int({ min: 1960, max: 2014 })], - baujahr_heizung: [faker.number.int({ min: 1960, max: 2014 })], - baujahr_klima: [faker.number.int({ min: 1985, max: 2014 })], - adresse: faker.location.streetAddress(), - plz: faker.location.zipCode({ format: "#####" }), - ort: faker.location.city(), - nutzflaeche: faker.number.int({ min: 50, max: 300 }), - einheiten: faker.number.int({ min: 1, max: 3 }), - saniert: faker.datatype.boolean(), - keller: faker.helpers.enumValue(Enums.Heizungsstatus), - dachgeschoss: faker.helpers.enumValue(Enums.Heizungsstatus), - flaeche: faker.number.int({ min: 50, max: 300 }), - gebaeudetyp: "Einfamilienhaus", - gebaeudeteil: "Gesamtgebäude", - lueftung: "Fensterlüftung", - kuehlung: "Vorhanden", - gebaeude_stammdaten: { - adresse: faker.location.streetAddress(), - plz: faker.location.zipCode({ format: "#####" }), - ort: faker.location.city(), - uid: faker.string.uuid(), - gebaeude_bilder: [], - latitude: faker.location.latitude(), - longitude: faker.location.longitude(), - }, - brennstoff_1: "Erdgas H", - alternative_heizung: faker.datatype.boolean(), - alternative_kuehlung: faker.datatype.boolean(), - alternative_lueftung: faker.datatype.boolean(), - alternative_warmwasser: faker.datatype.boolean(), - aussenwand_gedaemmt: faker.datatype.boolean(), - aussenwand_min_12cm_gedaemmt: faker.datatype.boolean(), - ausweisart: Enums.Ausweisart.VerbrauchsausweisWohnen, - bestellt: faker.datatype.boolean(), - boxpruefung: faker.datatype.boolean(), - brennstoff_2: "Erdgas H", - brennwert_kessel: faker.datatype.boolean(), - dachgeschoss_gedaemmt: faker.datatype.boolean(), - dachgeschoss_min_12cm_gedaemmt: faker.datatype.boolean(), - doppel_verglasung: faker.datatype.boolean(), - dreifach_verglasung: faker.datatype.boolean(), - durchlauf_erhitzer: faker.datatype.boolean(), - einfach_verglasung: faker.datatype.boolean(), - einzelofen: faker.datatype.boolean(), - energieeffizienzklasse: "", - erledigt: faker.datatype.boolean(), - erstellungsdatum: faker.date.past(), - fenster_dicht: faker.datatype.boolean(), - fenster_teilweise_undicht: faker.datatype.boolean(), - heizungsrohre_gedaemmt: faker.datatype.boolean(), - isolier_verglasung: faker.datatype.boolean(), - keller_decke_gedaemmt: faker.datatype.boolean(), - keller_wand_gedaemmt: faker.datatype.boolean(), - leerstand: faker.number.int({ min: 0, max: 20 }), - niedertemperatur_kessel: faker.datatype.boolean(), - oberste_geschossdecke_gedaemmt: faker.datatype.boolean(), - oberste_geschossdecke_min_12cm_gedaemmt: faker.datatype.boolean(), - photovoltaik: faker.datatype.boolean(), - prueftext: faker.lorem.sentence(), - raum_temperatur_regler: faker.datatype.boolean(), - rolllaeden_kaesten_gedaemmt: faker.datatype.boolean(), - solarsystem_warmwasser: faker.datatype.boolean(), - standard_kessel: faker.datatype.boolean(), - storniert: false, - tueren_dicht: tuerenDicht, - tueren_undicht: !tuerenDicht, - waermepumpe: faker.datatype.boolean(), - warmwasser_rohre_gedaemmt: faker.datatype.boolean(), - zentralheizung: faker.datatype.boolean(), - zirkulation: faker.datatype.boolean(), - zurueckgestellt: faker.datatype.boolean(), - uid: faker.string.uuid(), - events: [], - ausstellungsdatum: faker.date.past() - }, - verbrauch_1: verbrauch_1, - verbrauch_2: verbrauch_1 + faker.number.int({ min: -2000, max: 2000 }), - verbrauch_3: verbrauch_1 + faker.number.int({ min: -2000, max: 2000 }), - einheit_1: "kWh", - warmwasser_enthalten: faker.datatype.boolean(), - uid: faker.string.uuid(), - alternative_heizung: faker.datatype.boolean(), - alternative_kuehlung: faker.datatype.boolean(), - alternative_lueftung: faker.datatype.boolean(), - alternative_warmwasser: faker.datatype.boolean(), - anteil_warmwasser_1: faker.number.int({ min: 0, max: 60 }), - anteil_warmwasser_2: faker.number.int({ min: 0, max: 60 }), - ausstellgrund: faker.helpers.enumValue(Enums.Ausstellgrund), - einheit_2: "kWh", - keller_beheizt: faker.datatype.boolean(), - registriernummer: faker.string.uuid(), - startdatum: faker.date.past({ years: 3 }), - verbrauch_4: verbrauch_4, - verbrauch_5: verbrauch_4 + faker.number.int({ min: -2000, max: 2000 }), - verbrauch_6: verbrauch_4 + faker.number.int({ min: -2000, max: 2000 }), - warmwasser_anteil_bekannt: faker.datatype.boolean(), - wird_gekuehlt: faker.datatype.boolean(), - zusaetzliche_heizquelle: faker.datatype.boolean(), - } - - return ausweis; -} \ No newline at end of file diff --git a/src/lib/helpers/txml.ts b/src/lib/helpers/txml.ts new file mode 100644 index 00000000..d1745fe8 --- /dev/null +++ b/src/lib/helpers/txml.ts @@ -0,0 +1,481 @@ +// ==ClosureCompiler== +// @output_file_name default.js +// @compilation_level SIMPLE_OPTIMIZATIONS +// ==/ClosureCompiler== +// module.exports = { +// parse: parse, +// simplify: simplify, +// simplifyLostLess: simplifyLostLess, +// filter: filter, +// stringify: stringify, +// toContentString: toContentString, +// getElementById: getElementById, +// getElementsByClassName: getElementsByClassName, +// transformStream: transformStream, +// }; + +/** + * @author: Tobias Nickel + * @created: 06.04.2015 + * I needed a small xmlparser chat can be used in a worker. + */ + +interface Node { + tagName: string; + attributes: Record; + children: (Node | string)[]; +} + +interface ParseOptions { + attrName?: string; + attrValue?: string; + parseNode: any; + pos?: number; + noChildNodes?: string[]; + setPos?: boolean; + keepComments?: boolean; + keepWhitespace?: boolean; + simplify?: boolean; + filter?: (a: Node, b: Node) => boolean; +} + +/** + * parseXML / html into a DOM Object. with no validation and some failur tolerance + * @param {string} source your XML to parse + * @param {ParseOptions} [options] all other options: + * @return {(Node | string)[]} + */ +export function parse(source: string, options: ParseOptions = {}): (Node | string)[] { + var pos = options.pos || 0; + var keepComments = !!options.keepComments; + var keepWhitespace = !!options.keepWhitespace + + var openBracket = "<"; + var openBracketCC = "<".charCodeAt(0); + var closeBracket = ">"; + var closeBracketCC = ">".charCodeAt(0); + var minusCC = "-".charCodeAt(0); + var slashCC = "/".charCodeAt(0); + var exclamationCC = '!'.charCodeAt(0); + var singleQuoteCC = "'".charCodeAt(0); + var doubleQuoteCC = '"'.charCodeAt(0); + var openCornerBracketCC = '['.charCodeAt(0); + var closeCornerBracketCC = ']'.charCodeAt(0); + + + /** + * parsing a list of entries + */ + function parseChildren(tagName: string) { + var children = []; + while (source[pos]) { + if (source.charCodeAt(pos) == openBracketCC) { + if (source.charCodeAt(pos + 1) === slashCC) { + var closeStart = pos + 2; + pos = source.indexOf(closeBracket, pos); + + var closeTag = source.substring(closeStart, pos) + if (closeTag.indexOf(tagName) == -1) { + var parsedText = source.substring(0, pos).split('\n'); + throw new Error( + 'Unexpected close tag\nLine: ' + (parsedText.length - 1) + + '\nColumn: ' + (parsedText[parsedText.length - 1].length + 1) + + '\nChar: ' + source[pos] + ); + } + + if (pos + 1) pos += 1 + + return children; + } else if (source.charCodeAt(pos + 1) === exclamationCC) { + if (source.charCodeAt(pos + 2) == minusCC) { + //comment support + const startCommentPos = pos; + while (pos !== -1 && !(source.charCodeAt(pos) === closeBracketCC && source.charCodeAt(pos - 1) == minusCC && source.charCodeAt(pos - 2) == minusCC && pos != -1)) { + pos = source.indexOf(closeBracket, pos + 1); + } + if (pos === -1) { + pos = source.length + } + if (keepComments) { + children.push(source.substring(startCommentPos, pos + 1)); + } + } else if ( + source.charCodeAt(pos + 2) === openCornerBracketCC && + source.charCodeAt(pos + 8) === openCornerBracketCC && + source.substr(pos + 3, 5).toLowerCase() === 'cdata' + ) { + // cdata + var cdataEndIndex = source.indexOf(']]>', pos); + if (cdataEndIndex == -1) { + children.push(source.substr(pos + 9)); + pos = source.length; + } else { + children.push(source.substring(pos + 9, cdataEndIndex)); + pos = cdataEndIndex + 3; + } + continue; + } else { + // doctypesupport + const startDoctype = pos + 1; + pos += 2; + var encapsuled = false; + while ((source.charCodeAt(pos) !== closeBracketCC || encapsuled === true) && source[pos]) { + if (source.charCodeAt(pos) === openCornerBracketCC) { + encapsuled = true; + } else if (encapsuled === true && source.charCodeAt(pos) === closeCornerBracketCC) { + encapsuled = false; + } + pos++; + } + children.push(source.substring(startDoctype, pos)); + } + pos++; + continue; + } + var node = parseNode(); + children.push(node); + if (node.tagName[0] === '?') { + children.push(...node.children); + node.children = []; + } + } else { + var text = parseText(); + if (keepWhitespace) { + if (text.length > 0) { + children.push(text); + } + } else { + var trimmed = text.trim(); + if (trimmed.length > 0) { + children.push(trimmed); + } + } + pos++; + } + } + return children; + } + + /** + * returns the text outside of texts until the first '<' + */ + function parseText() { + var start = pos; + pos = source.indexOf(openBracket, pos) - 1; + if (pos === -2) + pos = source.length; + return source.slice(start, pos + 1); + } + /** + * returns text until the first nonAlphabetic letter + */ + var nameSpacer = '\r\n\t>/= '; + + function parseName() { + var start = pos; + while (nameSpacer.indexOf(source[pos]) === -1 && source[pos]) { + pos++; + } + return source.slice(start, pos); + } + /** + * is parsing a node, including tagName, Attributes and its children, + * to parse children it uses the parseChildren again, that makes the parsing recursive + */ + var NoChildNodes = options.noChildNodes || ['img', 'br', 'input', 'meta', 'link', 'hr']; + + function parseNode(): Node { + pos++; + const tagName = parseName(); + const attributes: Record = {}; + let children: (string | Node)[] = []; + + // parsing attributes + while (source.charCodeAt(pos) !== closeBracketCC && source[pos]) { + var c = source.charCodeAt(pos); + if ((c > 64 && c < 91) || (c > 96 && c < 123)) { + //if('abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ'.indexOf(S[pos])!==-1 ){ + var name = parseName(); + // search beginning of the string + var code = source.charCodeAt(pos); + while (code && code !== singleQuoteCC && code !== doubleQuoteCC && !((code > 64 && code < 91) || (code > 96 && code < 123)) && code !== closeBracketCC) { + pos++; + code = source.charCodeAt(pos); + } + if (code === singleQuoteCC || code === doubleQuoteCC) { + var value = parseString(); + if (pos === -1) { + return { + tagName, + attributes, + children, + }; + } + } else { + value = null; + pos--; + } + attributes[name] = value; + } + pos++; + } + // optional parsing of children + if (source.charCodeAt(pos - 1) !== slashCC) { + if (tagName == "script") { + var start = pos + 1; + pos = source.indexOf('', pos); + children = [source.slice(start, pos)]; + pos += 9; + } else if (tagName == "style") { + var start = pos + 1; + pos = source.indexOf('', pos); + children = [source.slice(start, pos)]; + pos += 8; + } else if (NoChildNodes.indexOf(tagName) === -1) { + pos++; + children = parseChildren(tagName); + } else { + pos++ + } + } else { + pos++; + } + return { + tagName, + attributes, + children, + }; + } + + /** + * is parsing a string, that starts with a char and with the same usually ' or " + */ + + function parseString() { + var startChar = source[pos]; + var startpos = pos + 1; + pos = source.indexOf(startChar, startpos) + return source.slice(startpos, pos); + } + + /** + * + */ + function findElements() { + var r = new RegExp('\\s' + options.attrName + '\\s*=[\'"]' + options.attrValue + '[\'"]').exec(source) + if (r) { + return r.index; + } else { + return -1; + } + } + + var out: (string | Node)[] | null = null; + if (options.attrValue !== undefined) { + options.attrName = options.attrName || 'id'; + out = []; + + while ((pos = findElements()) !== -1) { + pos = source.lastIndexOf('<', pos); + if (pos !== -1) { + out.push(parseNode()); + } + source = source.substr(pos); + pos = 0; + } + } else if (options.parseNode) { + out = parseNode() + } else { + out = parseChildren(''); + } + + if (options.filter) { + out = filter(out, options.filter); + } + + if (options.simplify) { + return simplify(Array.isArray(out) ? out : [out]); + } + + if (options.setPos) { + out.pos = pos; + } + + return out; +} + +/** +* transform the DomObject to an object that is like the object of PHP`s simple_xmp_load_*() methods. +* this format helps you to write that is more likely to keep your program working, even if there a small changes in the XML schema. +* be aware, that it is not possible to reproduce the original xml from a simplified version, because the order of elements is not saved. +* therefore your program will be more flexible and easier to read. +* +* @param {tNode[]} children the childrenList +*/ +export function simplify(children: any[]) { + var out = {}; + if (!children.length) { + return ''; + } + + if (children.length === 1 && typeof children[0] == 'string') { + return children[0]; + } + // map each object + children.forEach(function(child: { tagName: string | number; children: any; attributes: {}; }) { + if (typeof child !== 'object') { + return; + } + if (!out[child.tagName]) + out[child.tagName] = []; + var kids = simplify(child.children); + out[child.tagName].push(kids); + if (Object.keys(child.attributes).length && typeof kids !== 'string') { + kids._attributes = child.attributes; + } + }); + + for (var i in out) { + if (out[i].length == 1) { + out[i] = out[i][0]; + } + } + + return out; +}; + + +/** +* similar to simplify, but lost less +* +* @param {tNode[]} children the childrenList +*/ +export function simplifyLostLess(children: any[], parentAttributes = {}) { + var out = {}; + if (!children.length) { + return out; + } + + if (children.length === 1 && typeof children[0] == 'string') { + return Object.keys(parentAttributes).length ? { + _attributes: parentAttributes, + value: children[0] + } : children[0]; + } + // map each object + children.forEach(function(child: { tagName: string | number; children: any; attributes: {} | undefined; }) { + if (typeof child !== 'object') { + return; + } + if (!out[child.tagName]) + out[child.tagName] = []; + var kids = simplifyLostLess(child.children || [], child.attributes); + out[child.tagName].push(kids); + if (Object.keys(child.attributes).length) { + kids._attributes = child.attributes; + } + }); + + return out; +}; + +/** +* behaves the same way as Array.filter, if the filter method return true, the element is in the resultList +* @params children{Array} the children of a node +* @param f{function} the filter method +*/ +export function filter(children: any[], f: (arg0: any, arg1: any, arg2: number, arg3: string) => any, dept = 0, path = '') { + var out: any[] = []; + children.forEach(function(child: { children: any; tagName: string; }, i: string) { + if (typeof(child) === 'object' && f(child, i, dept, path)) out.push(child); + if (child.children) { + var kids = filter(child.children, f, dept + 1, (path ? path + '.' : '') + i + '.' + child.tagName); + out = out.concat(kids); + } + }); + return out; +}; + +/** +* stringify a previously parsed string object. +* this is useful, +* 1. to remove whitespace +* 2. to recreate xml data, with some changed data. +* @param {tNode} O the object to Stringify +*/ +export function stringify(O: any) { + var out = ''; + + function writeChildren(O: string | any[]) { + if (O) { + for (var i = 0; i < O.length; i++) { + if (typeof O[i] == 'string') { + out += O[i].trim(); + } else { + writeNode(O[i]); + } + } + } + } + + function writeNode(N: { tagName: string | string[]; attributes: { [x: string]: string; }; children: any; }) { + out += "<" + N.tagName; + for (var i in N.attributes) { + if (N.attributes[i] === null) { + out += ' ' + i; + } else if (N.attributes[i].indexOf('"') === -1) { + out += ' ' + i + '="' + N.attributes[i].trim() + '"'; + } else { + out += ' ' + i + "='" + N.attributes[i].trim() + "'"; + } + } + if (N.tagName[0] === '?') { + out += '?>'; + return; + } + out += '>'; + writeChildren(N.children); + out += ''; + } + writeChildren(O); + + return out; +}; + + +/** +* use this method to read the text content, of some node. +* It is great if you have mixed content like: +* this text has some big text and a link +* @return {string} +*/ +export function toContentString(tDom: string): string { + if (Array.isArray(tDom)) { + var out = ''; + tDom.forEach(function(e) { + out += ' ' + toContentString(e); + out = out.trim(); + }); + return out; + } else if (typeof tDom === 'object') { + return toContentString(tDom.children) + } else { + return ' ' + tDom; + } +}; + +export function getElementById(S: string, id: any, simplified: any) { + var out = parse(S, { + attrValue: id + }); + return simplified ? simplify(out) : out[0]; +}; + +export function getElementsByClassName(S: string, classname: string, simplified: any) { + const out = parse(S, { + attrName: 'class', + attrValue: '[a-zA-Z0-9- ]*' + classname + '[a-zA-Z0-9- ]*' + }); + return simplified ? simplify(out) : out; +}; \ No newline at end of file diff --git a/src/lib/login.ts b/src/lib/login.ts index fab431cf..cf8e1a16 100644 --- a/src/lib/login.ts +++ b/src/lib/login.ts @@ -1,12 +1,10 @@ -import { AppRouter } from "@ibcornelsen/api"; -import { inferProcedureOutput } from "@trpc/server"; import Cookies from "js-cookie"; -import { client } from "src/trpc" -import { API_ACCESS_TOKEN_COOKIE_NAME, API_REFRESH_TOKEN_COOKIE_NAME } from "./constants"; +import { API_ACCESS_TOKEN_COOKIE_NAME, API_REFRESH_TOKEN_COOKIE_NAME } from "./constants.js"; +import { API, api, inferOutput } from "astro-typesafe-api/client"; -export async function loginClient(email: string, passwort: string): Promise | null> { +export async function loginClient(email: string, passwort: string): Promise | null> { try { - const response = await client.v1.benutzer.getRefreshToken.query({ + const response = await api.auth["refresh-token"].GET.fetch({ email, passwort }) diff --git a/src/lib/middleware/authorization.ts b/src/lib/middleware/authorization.ts new file mode 100644 index 00000000..2b2df868 --- /dev/null +++ b/src/lib/middleware/authorization.ts @@ -0,0 +1,94 @@ +import { decodeToken } from "#lib/auth/token.js"; +import { hashPassword } from "#lib/password.js"; +import { prisma } from "@ibcornelsen/database/server"; +import { APIError, TypesafeAPIContextWithRequest } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export async function authorizationMiddleware(input: any, context: TypesafeAPIContextWithRequest) { + const authorization: string | undefined = context.request.headers.get("Authorization"); + + if (!context.request.headers.has("Authorization") || !authorization) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Request is missing an 'Authorization' header." + }) + } + + if (authorization.startsWith("Basic")) { + const payload = btoa(authorization.split(" ")[1]).split(":"); + + if (payload.length !== 2) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Malformed 'Authorization' header." + }) + } + + const [email, password] = payload; + + const user = await prisma.benutzer.findUnique({ + where: { + email + } + }) + + if (!user || user.passwort !== hashPassword(password)) { + throw new APIError({ + code: "UNAUTHORIZED", + message: "Unknown combination of email and password." + }) + } + + return user; + } else if (authorization.startsWith("Bearer")) { + const token = authorization.split(" ")[1] + + if (!token) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Malformed 'Authorization' header." + }) + } + + const payload = decodeToken(token) + + if ((payload.exp || 0) < Date.now()) { + throw new APIError({ + code: "UNAUTHORIZED", + message: "Access Token has expired." + }) + } + + const user = await prisma.benutzer.findUnique({ + where: { + uid: payload.uid + } + }) + + if (!user) { + throw new APIError({ + code: "UNAUTHORIZED", + message: "Invalid Bearer Token." + }) + } + + return user; + } + + throw new APIError({ + code: "BAD_REQUEST", + message: "Invalid authorization method in 'Authorization' header." + }) +} + +export async function maybeAuthorizationMiddleware(input: any, ctx: TypesafeAPIContextWithRequest) { + try { + return authorizationMiddleware(input, ctx) + } catch(e) { + return null; + } +} + +export const authorizationHeaders = { + Authorization: z.string() +} \ No newline at end of file diff --git a/src/lib/password.ts b/src/lib/password.ts new file mode 100644 index 00000000..b1b66252 --- /dev/null +++ b/src/lib/password.ts @@ -0,0 +1,19 @@ +import * as crypto from "crypto"; + +export function hashPassword(password: string): string { + const salt = crypto.randomBytes(16).toString("hex"); + const hash = hashWithGivenSalt(password, salt) + salt; + return hash; +} + +export function hashWithGivenSalt(password: string, salt: string): string { + const hash = crypto.scryptSync(password, salt, 32).toString("hex"); + return hash; +} + +export function validatePassword(known: string, unknown: string): boolean { + const salt = known.slice(64); + const originalPasswordHash = known.slice(0, 64); + const currentPasswordHash = hashWithGivenSalt(unknown, salt) + return originalPasswordHash == currentPasswordHash; +} \ No newline at end of file diff --git a/src/lib/pdf/datenblatt.html b/src/lib/pdf/datenblatt.html new file mode 100644 index 00000000..395b614a --- /dev/null +++ b/src/lib/pdf/datenblatt.html @@ -0,0 +1,87 @@ +
+

Datenblatt Energieausweis

+

Ausweis ID: 1225432

+
+

Gebäudedaten

+

Adresse: Beispielstraße 15, 22587 Beispielnese

+ +
+
+ +

Neubau

+
+
+ +

Vermietung/Verkauf

+
+
+ +

Modernisierung

+
+
+ +

Sonstiges

+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + +
GebäudetypWohnflächeLeerstandWohnungen
DoppelhaushälfteDIN Wohnfläche innen 141m20%2
DachgeschossKeller
unbeheiztnein
+ +

Verbrauch

+ + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Von: 01.01.2014Von: 01.01.2015Von: 01.01.2016
Bis: 31.12.2014Bis: 31.12.2015Bis: 31.12.2016
Heizöl EL1947 l1907 l2248 l
Brennholz6 m36 m36 m3
+ +

Warmwasseranteil: 18%

\ No newline at end of file diff --git a/src/lib/pdf/elements/Checkbox.ts b/src/lib/pdf/elements/Checkbox.ts new file mode 100644 index 00000000..fb4ee75d --- /dev/null +++ b/src/lib/pdf/elements/Checkbox.ts @@ -0,0 +1,36 @@ +import { PDFPage, rgb } from 'pdf-lib'; +import { PDFElement } from './PDFElement.js'; + +export class Checkbox extends PDFElement { + private borderWidth: number = 1; + + constructor(protected _width: number, protected _height: number, public checked: boolean = false) { + super(); + } + + addChild(...children: PDFElement[]): void { + throw new Error('Method not supported.'); + } + + draw(page: PDFPage, x: number, y: number): void { + page.drawRectangle({ + x: x + this.borderWidth, + // NOTE: Keine Ahnung warum * 1.5 aber dann passt es... + y: y - this._height - this.borderWidth * 1.5, + width: this._width, + height: this._height, + borderColor: rgb(0, 0, 0), + borderWidth: this.borderWidth + }); + + if (this.checked) { + page.drawSvgPath(``, { + x: x + this.borderWidth, + y: y - this.borderWidth * 1.5, + borderColor: rgb(0,0,0), + color: rgb(0,0,0), + scale: this._width / 24 + }) + } + } +} diff --git a/src/lib/pdf/elements/index.ts b/src/lib/pdf/elements/index.ts new file mode 100644 index 00000000..bc06510a --- /dev/null +++ b/src/lib/pdf/elements/index.ts @@ -0,0 +1,20 @@ +import { Flex, FlexOptions } from "./Flex.js"; +import { PDFElement } from "./PDFElement.js"; +import { TextOptions } from "./Text.js"; + +import { Checkbox } from "./Checkbox.js" +import { Text } from "./Text.js" + +export function flex(children: PDFElement[], options: Partial): Flex { + return new Flex({ ...options, children }); +} + +export function text(content: string, options: TextOptions): Text { + return new Text(content, options); +} + +export function checkbox(width: number, height: number): Checkbox { + return new Checkbox(width, height); +} + +export { Text, Checkbox, Flex } \ No newline at end of file diff --git a/src/lib/pdf/elements/xml2pdf.ts b/src/lib/pdf/elements/xml2pdf.ts index a23eca30..ee5609cd 100644 --- a/src/lib/pdf/elements/xml2pdf.ts +++ b/src/lib/pdf/elements/xml2pdf.ts @@ -69,7 +69,7 @@ export function xml2pdf(xml: string, fonts: Record & { "default throw new Error("Missing height or width property in Checkbox creation.") } - const checkbox = new Checkbox(parseFloat(child.attributes.width), parseFloat(child.attributes.height)) + const checkbox = new Checkbox(parseFloat(child.attributes.width), parseFloat(child.attributes.height), (child.attributes.hasOwnProperty("checked") && child.attributes.checked !== "false") || false) parent.addChild(checkbox); } else if (child.tagName === "layout") { diff --git a/src/lib/pdf/pdfDatenblatt.ts b/src/lib/pdf/pdfDatenblatt.ts deleted file mode 100644 index 655beb44..00000000 --- a/src/lib/pdf/pdfDatenblatt.ts +++ /dev/null @@ -1,176 +0,0 @@ -import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types.js"; -import { endEnergieVerbrauchVerbrauchsausweis_2016 } from "#lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.js"; -import * as fs from "fs" -import { PDFDocument, rgb, StandardFonts, TextAlignment } from "pdf-lib"; -import { checkbox, flex, text } from "./elements/index.js"; -import { xml2pdf } from "./elements/xml2pdf.js"; - -/* -------------------------------- Pdf Tools ------------------------------- */ - -export async function pdfDatenblatt(ausweis: VerbrauchsausweisWohnenClient) { - const VerbrauchsausweisWohnenGEG2024PDF = fs.readFileSync(new URL("./templates/Leerseite_Datenblatt.pdf", import.meta.url), "base64"); - const pdf = await PDFDocument.load(VerbrauchsausweisWohnenGEG2024PDF) - const pages = pdf.getPages() - - // const template = VerbrauchsausweisWohnen2016Template as Template; - - const berechnungen = await endEnergieVerbrauchVerbrauchsausweis_2016(ausweis); - - const height = pages[0].getHeight() - const width = pages[0].getWidth() - - const font = await pdf.embedFont(StandardFonts.Helvetica) - const bold = await pdf.embedFont(StandardFonts.HelveticaBold) - - const form = pdf.getForm() - form.updateFieldAppearances(font) - - const marginX = 45; - const marginY = 150; - - const benutzer: typeof ausweis.benutzer = ausweis.benutzer || { - vorname: "Max", - name: "Mustermann", - adresse: "Musterstraße 123", - plz: "12345", - ort: "Beispielhausen" - }; - - const layout = xml2pdf(` - ${benutzer.vorname} ${benutzer.name} - ${benutzer.adresse} - ${benutzer.plz} ${benutzer.ort} - - Datenblatt Energieausweis - Ausweis ID: ${ausweis.uid} - - Gebäudedaten - Adresse: ${ausweis.gebaeude_aufnahme_allgemein.adresse}, ${ausweis.gebaeude_aufnahme_allgemein.plz} ${ausweis.gebaeude_aufnahme_allgemein.ort} - - - - - Neubau - - - - Vermietung/Verkauf - - - - Modernisierung - - - - Sonstiges - - - - - - - Gebäudetyp: - ${ausweis.gebaeude_aufnahme_allgemein.gebaeudetyp} - - - Wohnfläche: - DIN Wohnfläche innen ${ausweis.gebaeude_aufnahme_allgemein.flaeche} m² - - - Leerstand: - ${ausweis.gebaeude_aufnahme_allgemein.leerstand || 0}% - - - Wohnungen: - ${ausweis.gebaeude_aufnahme_allgemein.einheiten} - - - - - Dachgeschoss: - ${ausweis.gebaeude_aufnahme_allgemein.dachgeschoss} - - - Keller: - ${ausweis.gebaeude_aufnahme_allgemein.keller} - - - - `, { - "default": font, - bold: bold - }) - - layout.draw(pages[0], 0, pages[0].getHeight()) - - // const containerWidth = width - marginX; - - // const layout = flex([ - // flex([ - // checkbox(8, 8), text("Neubau", { - // color: rgb(0,0,0), - // font, - // fontSize: 12 - // }) - // ], { - // align: "center", - // justify: "center", - // gap: 5, - // height: 12, - // page: pages[0] - // }), - // flex([ - // checkbox(8, 8), text("Vermietung/Verkauf", { - // color: rgb(0,0,0), - // font, - // fontSize: 12 - // }) - // ], { - // align: "center", - // justify: "center", - // gap: 5, - // height: 12, - // page: pages[0] - // }), - // flex([ - // checkbox(8, 8), text("Modernisierung", { - // color: rgb(0,0,0), - // font, - // fontSize: 12 - // }) - // ], { - // align: "center", - // justify: "center", - // gap: 5, - // height: 12, - // page: pages[0] - // }), - // flex([ - // checkbox(8, 8), text("Sonstiges", { - // color: rgb(0,0,0), - // font, - // fontSize: 12 - // }) - // ], { - // align: "center", - // justify: "center", - // gap: 5, - // height: 12, - // page: pages[0] - // }) - // ], { - // align: "center", - // justify: "space-between", - // gap: 15, - // x: marginX, - // y: height - marginY - 165, - // height: 12, - // width: containerWidth - // }) - - // layout.draw(pages[0]) - - // pdf.getForm().flatten() - - return pdf.save(); -} \ No newline at end of file diff --git a/src/lib/pdf/pdfDatenblattVerbrauchsausweisWohnen.ts b/src/lib/pdf/pdfDatenblattVerbrauchsausweisWohnen.ts new file mode 100644 index 00000000..0740427d --- /dev/null +++ b/src/lib/pdf/pdfDatenblattVerbrauchsausweisWohnen.ts @@ -0,0 +1,366 @@ +import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types.js"; +import { endEnergieVerbrauchVerbrauchsausweis_2016 } from "#lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.js"; +import * as fs from "fs" +import { PDFDocument, rgb, StandardFonts, TextAlignment } from "pdf-lib"; +import { checkbox, flex, text } from "./elements/index.js"; +import { xml2pdf } from "./elements/xml2pdf.js"; +import moment from "moment"; +import { Heizungsstatus } from "@ibcornelsen/database/server"; + +/* -------------------------------- Pdf Tools ------------------------------- */ + +export async function pdfDatenblattVerbrauchsausweisWohnen(ausweis: VerbrauchsausweisWohnenClient) { + const VerbrauchsausweisWohnenGEG2024PDF = fs.readFileSync(new URL("./templates/Leerseite_Datenblatt.pdf", import.meta.url), "base64"); + const pdf = await PDFDocument.load(VerbrauchsausweisWohnenGEG2024PDF) + const pages = pdf.getPages() + + // const template = VerbrauchsausweisWohnen2016Template as Template; + + const berechnungen = await endEnergieVerbrauchVerbrauchsausweis_2016(ausweis); + + const height = pages[0].getHeight() + const width = pages[0].getWidth() + + const font = await pdf.embedFont(StandardFonts.Helvetica) + const bold = await pdf.embedFont(StandardFonts.HelveticaBold) + + const form = pdf.getForm() + form.updateFieldAppearances(font) + + const marginX = 60; + const marginY = 150; + + const benutzer: typeof ausweis.benutzer = ausweis.benutzer || { + vorname: "Max", + name: "Mustermann", + adresse: "Musterstraße 123", + plz: "12345", + ort: "Beispielhausen" + }; + + const translateHeizungsstatus: Record = { + BEHEIZT: "beheizt", + NICHT_VORHANDEN: "nicht vorhanden", + UNBEHEIZT: "unbeheizt" + } + + const innerWidth = pages[0].getWidth() - marginX * 2; + + const layout = xml2pdf(` + ${benutzer.vorname} ${benutzer.name} + ${benutzer.adresse} + ${benutzer.plz} ${benutzer.ort} + + Datenblatt Energieausweis + Ausweis ID: ${ausweis.uid} + + Gebäudedaten + Adresse: ${ausweis.aufnahme.objekt.adresse}, ${ausweis.aufnahme.objekt.plz} ${ausweis.aufnahme.objekt.ort} + + + + + Neubau + + + + Vermietung/Verkauf + + + + Modernisierung + + + + Sonstiges + + + + + + + Gebäudetyp: + ${ausweis.aufnahme.gebaeudetyp} + + + Wohnfläche: + DIN Wohnfläche innen ${ausweis.aufnahme.flaeche} m² + + + Leerstand: + ${ausweis.aufnahme.leerstand || 0}% + + + Wohnungen: + ${ausweis.aufnahme.einheiten} + + + + + Dachgeschoss: + ${translateHeizungsstatus[ausweis.aufnahme.dachgeschoss || "NICHT_VORHANDEN"]} + + + Keller: + ${translateHeizungsstatus[ausweis.aufnahme.keller || "NICHT_VORHANDEN"]} + + + + + Verbrauch + + + + + + Von: ${moment(ausweis.startdatum).format("DD.MM.YYYY")} + Von: ${moment(ausweis.startdatum).add("1", "years").format("DD.MM.YYYY")} + Von: ${moment(ausweis.startdatum).add("2", "years").format("DD.MM.YYYY")} + + + + + Bis: ${moment(ausweis.startdatum).add("1", "year").format("DD.MM.YYYY")} + Bis: ${moment(ausweis.startdatum).add("2", "years").format("DD.MM.YYYY")} + Bis: ${moment(ausweis.startdatum).add("3", "years").format("DD.MM.YYYY")} + + + + ${ausweis.aufnahme.brennstoff_1} + ${ausweis.verbrauch_1} ${ausweis.einheit_1} + ${ausweis.verbrauch_2} ${ausweis.einheit_1} + ${ausweis.verbrauch_3} ${ausweis.einheit_1} + + + zusätzliche Heizquelle + ${ausweis.aufnahme.brennstoff_2 || ""} + ${ausweis.verbrauch_4 || ""} ${ausweis.einheit_2 || ""} + ${ausweis.verbrauch_5 || ""} ${ausweis.einheit_2 || ""} + ${ausweis.verbrauch_6 || ""} ${ausweis.einheit_2 || ""} + + + + Warmwasseranteil: ${ausweis.anteil_warmwasser_1}% + `, { + "default": font, + bold: bold + }) + + const layoutPage2 = xml2pdf(` + Stand der Technik: + Heizungsanlage + + + + + Zentralheizung + + + + Einzelöfen + + + + Durchlauferhitzer + + + + Standardkessel + + + + + + Solarsystem für Warmwasser + + + + Wärmepumpe + + + + Niedertemperaturkessel + + + + Brennwertkessel + + + + + + Warmwasserrohre gedämmt + + + + Heizungsrohre gedämmt + + + + Zirkulation + + + + Raumtemperaturregelung + + + + Fenster/Dachfenster/Türen + + + + + Einfachglas + + + + Doppelverglasung + + + + Isolierverglasung + + + + + + Passivhausfenster + + + + Alle Fenster dicht + + + + Fenster teilweise undicht + + + + + + Türen teilweise undicht + + + + Alle Türen dicht + + + + Rollladenkästen gedämmt + + + + Wärmedämmung + + + + + Kelleraußenwand gedämmt + + + + Kellerdecke gedämmt + + + + Außenwand gedämmt + + + + + + Dachgeschoss min. 12cm gedämmt + + + + Dachgeschoss gedämmt + + + + Oberste Geschossdecke gedämmt + + + + Oberste Geschossdecke min. 12cm gedämmt + + + + `, { + "default": font, + bold + }) + + layout.draw(pages[0], 0, pages[0].getHeight()) + layoutPage2.draw(pages[1], 0, pages[1].getHeight()) + + // const containerWidth = width - marginX; + + // const layout = flex([ + // flex([ + // checkbox(8, 8), text("Neubau", { + // color: rgb(0,0,0), + // font, + // fontSize: 12 + // }) + // ], { + // align: "center", + // justify: "center", + // gap: 5, + // height: 12, + // page: pages[0] + // }), + // flex([ + // checkbox(8, 8), text("Vermietung/Verkauf", { + // color: rgb(0,0,0), + // font, + // fontSize: 12 + // }) + // ], { + // align: "center", + // justify: "center", + // gap: 5, + // height: 12, + // page: pages[0] + // }), + // flex([ + // checkbox(8, 8), text("Modernisierung", { + // color: rgb(0,0,0), + // font, + // fontSize: 12 + // }) + // ], { + // align: "center", + // justify: "center", + // gap: 5, + // height: 12, + // page: pages[0] + // }), + // flex([ + // checkbox(8, 8), text("Sonstiges", { + // color: rgb(0,0,0), + // font, + // fontSize: 12 + // }) + // ], { + // align: "center", + // justify: "center", + // gap: 5, + // height: 12, + // page: pages[0] + // }) + // ], { + // align: "center", + // justify: "space-between", + // gap: 15, + // x: marginX, + // y: height - marginY - 165, + // height: 12, + // width: containerWidth + // }) + + // layout.draw(pages[0]) + + // pdf.getForm().flatten() + + return pdf.save(); +} \ No newline at end of file diff --git a/src/lib/pdf/pdfVerbrauchsausweisGewerbe.ts b/src/lib/pdf/pdfVerbrauchsausweisGewerbe.ts new file mode 100644 index 00000000..241733c9 --- /dev/null +++ b/src/lib/pdf/pdfVerbrauchsausweisGewerbe.ts @@ -0,0 +1,5 @@ +import { AufnahmeClient, BenutzerClient, ObjektClient, UploadedGebaeudeBild, VerbrauchsausweisGewerbeClient } from "#components/Ausweis/types.js"; + +export async function pdfVerbrauchsausweisGewerbe(ausweis: VerbrauchsausweisGewerbeClient, aufnahme: AufnahmeClient, objekt: ObjektClient, bilder: UploadedGebaeudeBild[], user: BenutzerClient) { + +} \ No newline at end of file diff --git a/src/lib/pdf/pdfVerbrauchsausweisWohnen.ts b/src/lib/pdf/pdfVerbrauchsausweisWohnen.ts index f9b53a88..02f95640 100644 --- a/src/lib/pdf/pdfVerbrauchsausweisWohnen.ts +++ b/src/lib/pdf/pdfVerbrauchsausweisWohnen.ts @@ -1,256 +1,295 @@ -import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types.js"; -import { generate } from "@pdfme/generator"; -import VerbrauchsausweisWohnen2016Template from "../../lib/pdf/templates/GEG24_Verbrauchsausweis.json"; -import { convertAusweisData } from "#lib/AusweisData.js"; +import { AufnahmeClient, BenutzerClient, ObjektClient, UploadedGebaeudeBild, VerbrauchsausweisWohnenClient } from "#components/Ausweis/types.js"; +import { endEnergieVerbrauchVerbrauchsausweis_2016 } from "#lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.js"; +import { Enums } from "@ibcornelsen/database/server"; +import * as fs from "fs" +import moment from "moment"; +import { PDFDocument, PDFName, PDFNumber, PDFPage, StandardFonts, TextAlignment } from "pdf-lib"; /* -------------------------------- Pdf Tools ------------------------------- */ -import { variable } from "#lib/pdf/plugins/variables/index.js"; -import { text, image } from "@pdfme/schemas"; -import { Schema, Template } from "@pdfme/common"; -import { Moment } from "moment"; -import { endEnergieVerbrauchVerbrauchsausweis_2016 } from "#lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.js"; -import moment from "moment"; -import { getEmpfehlungen } from "#lib/XML/getEmpfehlungen.js"; - -export async function pdfVerbrauchsausweisWohnen(ausweis: VerbrauchsausweisWohnenClient) { - const template = VerbrauchsausweisWohnen2016Template as Template; +export async function pdfVerbrauchsausweisWohnen(ausweis: VerbrauchsausweisWohnenClient, aufnahme: AufnahmeClient, objekt: ObjektClient, bilder: UploadedGebaeudeBild[], user: BenutzerClient) { + const VerbrauchsausweisWohnenGEG2024PDF = fs.readFileSync(new URL("./templates/GEG24_Wohngebaeude_ohne_pfeile_form.pdf", import.meta.url), "base64"); + const pdf = await PDFDocument.load(VerbrauchsausweisWohnenGEG2024PDF) + const pages = pdf.getPages() + + // const template = VerbrauchsausweisWohnen2016Template as Template; const berechnungen = await endEnergieVerbrauchVerbrauchsausweis_2016(ausweis); - - let inputs: Record = {}; - - // Verbrauchszeiträume - const addVerbrauchszeitraum = (() => { - let row = 0; - let columnWidth = [16, 16, 80, 12, 18, 18, 18, 12]; - - const getPosition = (column: number) => { - return { - position: { - x: - 15 + - columnWidth.reduce( - (a, c, i) => (i >= column ? a : a + c), - 0 - ), - y: 141 + row * 5, - }, - height: 5, - width: 14, - type: "text", - fontSize: 8, - verticalAlign: "middle", - }; - }; - - return ( - schema: Schema, - start: Moment, - end: Moment, - energietraeger: string, - primaerenergiefaktor: number, - energieverbrauch: number, - anteilWarmwasser: number, - klimafaktor: number - ) => { - inputs[`verbrauchszeitraum_${row}_start`] = start.format("MM.YYYY"); - inputs[`verbrauchszeitraum_${row}_end`] = end.format("MM.YYYY"); - inputs[`verbrauchszeitraum_${row}_energietraeger`] = energietraeger; - inputs[`verbrauchszeitraum_${row}_primaerenergiefaktor`] = - primaerenergiefaktor.toString(); - inputs[`verbrauchszeitraum_${row}_energieverbrauch`] = - energieverbrauch.toString(); - inputs[`verbrauchszeitraum_${row}_anteil_warmwasser`] = Math.round( - anteilWarmwasser * energieverbrauch - ).toString(); - inputs[`verbrauchszeitraum_${row}_anteil_heizung`] = Math.round( - (1 - anteilWarmwasser) * - energieverbrauch - ).toString(); - inputs[`verbrauchszeitraum_${row}_klimafaktor`] = - klimafaktor.toString(); - - schema[`verbrauchszeitraum_${row}_start`] = getPosition(0); - schema[`verbrauchszeitraum_${row}_end`] = getPosition(1); - schema[`verbrauchszeitraum_${row}_energietraeger`] = getPosition(2); - schema[`verbrauchszeitraum_${row}_primaerenergiefaktor`] = - getPosition(3); - schema[`verbrauchszeitraum_${row}_energieverbrauch`] = getPosition(4); - schema[`verbrauchszeitraum_${row}_anteil_warmwasser`] = getPosition(5); - schema[`verbrauchszeitraum_${row}_anteil_heizung`] = getPosition(6); - schema[`verbrauchszeitraum_${row}_klimafaktor`] = getPosition(7); - - row++; - }; - })(); - - - addVerbrauchszeitraum( - template.schemas[2], - moment(ausweis.startdatum), - moment(ausweis.startdatum).add("1", "year"), - ausweis.gebaeude_aufnahme_allgemein?.brennstoff_1, - berechnungen?.primaerfaktorww, - berechnungen?.verbrauch_1_kwh, - ausweis.anteil_warmwasser_1 / 100, - berechnungen?.klimafaktoren[0].klimafaktor - ); - - addVerbrauchszeitraum( - template.schemas[2], - moment(ausweis.startdatum).add("1", "year"), - moment(ausweis.startdatum).add("2", "years"), - ausweis.gebaeude_aufnahme_allgemein?.brennstoff_1, - berechnungen?.primaerfaktorww, - berechnungen?.verbrauch_2_kwh, - ausweis.anteil_warmwasser_1 / 100, - berechnungen?.klimafaktoren[1].klimafaktor - ); - - addVerbrauchszeitraum( - template.schemas[2], - moment(ausweis.startdatum).add("2", "years"), - moment(ausweis.startdatum).add("3", "years"), - ausweis.gebaeude_aufnahme_allgemein?.brennstoff_1, - berechnungen?.primaerfaktorww, - berechnungen?.verbrauch_3_kwh, - ausweis.anteil_warmwasser_1 / 100, - berechnungen?.klimafaktoren[2].klimafaktor - ); - - if (ausweis.zusaetzliche_heizquelle) { - addVerbrauchszeitraum( - template.schemas[2], - moment(ausweis.startdatum), - moment(ausweis.startdatum).add("1", "year"), - ausweis.gebaeude_aufnahme_allgemein?.brennstoff_2, - berechnungen?.primaerfaktorww_1, - berechnungen?.verbrauch_4_kwh, - ausweis.anteil_warmwasser_2 / 100, - berechnungen?.klimafaktoren[0].klimafaktor - ); - - addVerbrauchszeitraum( - template.schemas[2], - moment(ausweis.startdatum).add("1", "year"), - moment(ausweis.startdatum).add("2", "years"), - ausweis.gebaeude_aufnahme_allgemein?.brennstoff_2, - berechnungen?.primaerfaktorww_1, - berechnungen?.verbrauch_5_kwh, - ausweis.anteil_warmwasser_2 / 100, - berechnungen?.klimafaktoren[1].klimafaktor - ); - - addVerbrauchszeitraum( - template.schemas[2], - moment(ausweis.startdatum).add("2", "years"), - moment(ausweis.startdatum).add("3", "years"), - ausweis.gebaeude_aufnahme_allgemein?.brennstoff_2, - berechnungen?.primaerfaktorww_1, - berechnungen?.verbrauch_6_kwh, - ausweis.anteil_warmwasser_2 / 100, - berechnungen?.klimafaktoren[1].klimafaktor - ); + + const height = pages[0].getHeight() + + const font = await pdf.embedFont(StandardFonts.Helvetica) + const bold = await pdf.embedFont(StandardFonts.HelveticaBold) + + const form = pdf.getForm() + form.updateFieldAppearances(font) + + const fillFormField = (name: string, value: string, fontSize: number = 8, alignment: TextAlignment = TextAlignment.Left) => { + const field = form.getTextField(name) + field.setFontSize(fontSize) + field.setText(value) + field.setAlignment(alignment) } + + const toggleCheck = (name: string, checked: boolean = true) => { + const field = form.getCheckBox(name) + + if (checked) { + field.check() + } else { + field.uncheck() + } + } + + const gebaeudetyp = fillFormField("gebaeudetyp", aufnahme.gebaeudetyp) + + const adresse = fillFormField("adresse", objekt.adresse) - const convertedInputs = { ...convertAusweisData(ausweis), ...inputs }; - const empfehlungen = getEmpfehlungen(ausweis); + + const gebaeudeteil = fillFormField("gebaeudeteil", aufnahme.gebaeudeteil) + + const baujahr_gebaeude = fillFormField("baujahr_gebaeude", aufnahme.baujahr_gebaeude.toString()) + + const baujahr_heizung = fillFormField("baujahr_heizung", aufnahme.baujahr_heizung.toString()) + + const einheiten = fillFormField("einheiten", aufnahme.einheiten.toString()) + + const nutzflaeche = fillFormField("nutzflaeche", `${aufnahme.nutzflaeche.toString()}m²`) + + fillFormField("energietraeger_heizung", `${aufnahme.brennstoff_1}, ${aufnahme.brennstoff_2 || ""}`) + + if (ausweis.warmwasser_enthalten) { + fillFormField("energietraeger_warmwasser", `${aufnahme.brennstoff_1}, ${aufnahme.brennstoff_2 || ""}`) + } + + toggleCheck("fensterlueftung", aufnahme.lueftung == Enums.Lueftungskonzept.Fensterlueftung) + toggleCheck("schachtlueftung", aufnahme.lueftung == Enums.Lueftungskonzept.Schachtlueftung) + toggleCheck("lueftungsanlage_ohne_waermerueckgewinnung", aufnahme.lueftung == Enums.Lueftungskonzept.LueftungsanlageOhneWaermerueckgewinnung) + toggleCheck("lueftungsanlage_waermerueckgewinnung", aufnahme.lueftung == Enums.Lueftungskonzept.LueftungsanlageMitWaermerueckgewinnung) + + toggleCheck("anlass_neubau", ausweis.ausstellgrund == "Neubau") + toggleCheck("anlass_vermietung", ausweis.ausstellgrund == "Vermietung" || ausweis.ausstellgrund == "Verkauf") + toggleCheck("anlass_modernisierung", ausweis.ausstellgrund == "Modernisierung") + toggleCheck("anlass_sonstiges", ausweis.ausstellgrund == "Sonstiges") + + const gebaeudeBild = bilder.find(image => image.kategorie === "Gebaeude"); - const addEmpfehlung = (() => { + + /* -------------------------------- Seite 2 -------------------------------- */ + + const co2Emissionen = fillFormField("co2emissionen", berechnungen.co2EmissionenGesamt.toString(), 8, TextAlignment.Center) + + const addEnergieverbrauchSkalaPfeile = async (page: PDFPage) => { + const pfeilNachUnten = await pdf.embedPng(fs.readFileSync(new URL("../../../public/images/pfeil-nach-unten.png", import.meta.url), "base64")) + const pfeilNachOben = await pdf.embedPng(fs.readFileSync(new URL("../../../public/images/pfeil-nach-oben.png", import.meta.url), "base64")) + + // Wir müssen den berechneten Wert zwischen 0 und 250 als Wert zwischen 0 und 1 festlegen + const endenergieverbrauchTranslationPercentage = Math.min(250, Math.max(0, berechnungen?.endEnergieVerbrauchGesamt)) / 250 + const primaerenergieverbrauchTranslationPercentage = Math.min(250, Math.max(0, berechnungen?.primaerEnergieVerbrauchGesamt)) / 250 + + const minTranslation = 68 + const maxTranslation = 504 + const endenergieverbrauchTranslationX = minTranslation + (maxTranslation - minTranslation) * endenergieverbrauchTranslationPercentage; + const primaerenergieverbrauchTranslationX = minTranslation + (maxTranslation - minTranslation) * primaerenergieverbrauchTranslationPercentage; + + const pfeilWidth = 20 + const margin = 5; + + page.drawImage(pfeilNachUnten, { + x: endenergieverbrauchTranslationX, + y: height - 215, + width: pfeilWidth, + height: 30 + }) + + const endEnergieVerbrauchGesamtText = `${berechnungen?.endEnergieVerbrauchGesamt.toString()}kWh/(m²a)`; + const primaerEnergieVerbrauchGesamtText = `${berechnungen?.primaerEnergieVerbrauchGesamt.toString()}kWh/(m²a)`; + + if (endenergieverbrauchTranslationPercentage > 0.5) { + page.drawText("Endenergieverbrauch", { + x: endenergieverbrauchTranslationX - margin - font.widthOfTextAtSize("Endenergieverbrauch", 10), + y: height - 193, + size: 10 + }) + + page.drawText(endEnergieVerbrauchGesamtText, { + x: endenergieverbrauchTranslationX - margin - bold.widthOfTextAtSize(endEnergieVerbrauchGesamtText, 10), + y: height - 207, + size: 10, + font: bold + }) + } else { + page.drawText("Endenergieverbrauch", { + x: endenergieverbrauchTranslationX + pfeilWidth + margin, + y: height - 193, + size: 10 + }) + page.drawText(endEnergieVerbrauchGesamtText, { + x: endenergieverbrauchTranslationX + pfeilWidth + margin, + y: height - 207, + size: 10, + font: bold + }) + } + + page.drawImage(pfeilNachOben, { + x: primaerenergieverbrauchTranslationX, + y: height - 298, + width: pfeilWidth, + height: 30 + }) + + if (endenergieverbrauchTranslationPercentage > 0.5) { + page.drawText("Primärenergieverbrauch", { + x: primaerenergieverbrauchTranslationX - margin - font.widthOfTextAtSize("Primärenergieverbrauch", 10), + y: height - 280, + size: 10 + }) + + page.drawText(primaerEnergieVerbrauchGesamtText, { + x: primaerenergieverbrauchTranslationX - margin - bold.widthOfTextAtSize(primaerEnergieVerbrauchGesamtText, 10), + y: height - 294, + size: 10, + font: bold + }) + } else { + page.drawText("Primärenergieverbrauch", { + x: primaerenergieverbrauchTranslationX + pfeilWidth + margin, + y: height - 280, + size: 10 + }) + page.drawText(primaerEnergieVerbrauchGesamtText, { + x: primaerenergieverbrauchTranslationX + pfeilWidth + margin, + y: height - 294, + size: 10, + font: bold + }) + } + } + + addEnergieverbrauchSkalaPfeile(pages[1]) + addEnergieverbrauchSkalaPfeile(pages[2]) + + const primaerenergiebedarfIst = fillFormField("primaerenergiebedarf_ist", berechnungen?.primaerEnergieVerbrauchGesamt.toString()) + + + /* -------------------------------- Seite 3 -------------------------------- */ + + // Verbräuche + + const addVerbrauchGenerator = () => { let i = 0; - let columnWidth = [9, 25, 81, 13, 10, 17, 31]; - - const getPosition = (column: number) => { - return { - position: { - x: - 13 + - columnWidth.reduce( - (a, c, i) => (i >= column ? a : a + c), - 0 - ), - y: 94 + i * 15, - }, - height: 15, - width: columnWidth[column], - type: "text", - fontSize: 8, - verticalAlign: "middle", - }; - }; - - return (empfehlung: ReturnType[0]) => { - template.schemas[3][`empfehlung_${i}_nr`] = getPosition(0) - template.schemas[3][`empfehlung_${i}_bauteil`] = getPosition(1) - template.schemas[3][`empfehlung_${i}_beschreibung`] = getPosition(2) - template.schemas[3][`empfehlung_${i}_amortisationszeit`] = getPosition(5) - template.schemas[3][`empfehlung_${i}_kosten`] = getPosition(6) - - convertedInputs[`empfehlung_${i}_nr`] = (i + 1).toString(); - convertedInputs[`empfehlung_${i}_bauteil`] = empfehlung.anlagenteil; - convertedInputs[`empfehlung_${i}_beschreibung`] = empfehlung.description; - convertedInputs[`empfehlung_${i}_amortisationszeit`] = ""; - convertedInputs[`empfehlung_${i}_kosten`] = ""; - + let yOffset = 14.6; + const initialHeight = 435 + const initialXOffset = 36; + return (zeitraum_von: string, zeitraum_bis: string, energietraeger: string, primaerfaktor: string, energieverbrauch: string, anteil_warmwasser: string, anteil_heizung: string, klimafaktor: string) => { + pages[2].drawText(zeitraum_von, { + x: initialXOffset, + y: initialHeight - (i * yOffset), + size: 8, + font + }) + + pages[2].drawText(zeitraum_bis, { + x: initialXOffset + 47, + y: initialHeight - (i * yOffset), + size: 8, + font + }) + + pages[2].drawText(energietraeger, { + x: initialXOffset + 94, + y: initialHeight - (i * yOffset), + size: 8, + font + }) + + pages[2].drawText(primaerfaktor, { + x: initialXOffset + 317, + y: initialHeight - (i * yOffset), + size: 8, + font + }) + + pages[2].drawText(energieverbrauch, { + x: initialXOffset + 351, + y: initialHeight - (i * yOffset), + size: 8, + font + }) + + pages[2].drawText(anteil_warmwasser, { + x: initialXOffset + 402, + y: initialHeight - (i * yOffset), + size: 8, + font + }) + + pages[2].drawText(anteil_heizung, { + x: initialXOffset + 453, + y: initialHeight - (i * yOffset), + size: 8, + font + }) + + pages[2].drawText(klimafaktor, { + x: initialXOffset + 504, + y: initialHeight - (i * yOffset), + size: 8, + font + }) i++; } - })() - - - for (const empfehlung of empfehlungen) { - addEmpfehlung(empfehlung); - } - - - // Fügt den Header mit Registriernummer und GEG Datum hinzu. - const addHeader = (page: number, includeRegistriernummer = true) => { - if (includeRegistriernummer) { - template.schemas[page]["ausweis.registriernummer"] = { - position: { x: 153, y: 37 }, - height: 5, - width: 35, - type: "text", - fontSize: 8, - verticalAlign: "middle", - }; - } - - template.schemas[page]["geg_datum"] = { - position: { x: 108, y: 21.7 }, - height: 5, - width: 25, - type: "text", - fontSize: 8, - verticalAlign: "middle", - }; } - for (let i = 0; i < template.schemas.length; i++) { - if (i == template.schemas.length - 1) { - // Die letzte Seite ist nur ein Anhang mit Erläuterungen, darauf ist keine Registriernummer vermerkt. - addHeader(i, false); - } else { - addHeader(i); - } - } + const addVerbrauch = addVerbrauchGenerator(); - convertedInputs["ausweis.registriernummer"] = "1231234"; - convertedInputs["geg_datum"] = "01.01.2024"; - - - const pdf = await generate({ - template, - plugins: { text, image, variable: { ...variable, pdf: variable.pdf.bind(convertedInputs), ui: variable.ui.bind(convertedInputs) } }, - inputs: [convertedInputs], - options: { - author: "IB Cornelsen", - creationDate: new Date(), - creator: "IB Cornelsen", - language: "de", - title: "Verbrauchsausweis Wohnen GEG 2024", - }, - }); + addVerbrauch( + moment(ausweis.startdatum).format("MM.YYYY"), + moment(ausweis.startdatum).add(1, "year").format("MM.YYYY"), + aufnahme.brennstoff_1, + berechnungen?.primaerfaktorww.toString(), + Math.round(berechnungen?.verbrauch_1_kwh).toString(), + Math.round( + berechnungen?.anteil_warmwasser_1 * berechnungen?.verbrauch_1_kwh + ).toString(), + Math.round( + berechnungen?.anteil_heizung_1 * berechnungen?.verbrauch_1_kwh + ).toString(), + berechnungen?.klimafaktoren[0].klimafaktor.toString() + ); - return pdf; + addVerbrauch( + moment(ausweis.startdatum).add(1, "year").format("MM.YYYY"), + moment(ausweis.startdatum).add(2, "year").format("MM.YYYY"), + aufnahme.brennstoff_1, + berechnungen?.primaerfaktorww.toString(), + Math.round(berechnungen?.verbrauch_2_kwh).toString(), + Math.round( + berechnungen?.anteil_warmwasser_1 * berechnungen?.verbrauch_2_kwh + ).toString(), + Math.round( + berechnungen?.anteil_heizung_1 * berechnungen?.verbrauch_2_kwh + ).toString(), + berechnungen?.klimafaktoren[0].klimafaktor.toString() + ); + + addVerbrauch( + moment(ausweis.startdatum).add(2, "year").format("MM.YYYY"), + moment(ausweis.startdatum).add(3, "year").format("MM.YYYY"), + aufnahme.brennstoff_1, + berechnungen?.primaerfaktorww.toString(), + Math.round(berechnungen?.verbrauch_3_kwh).toString(), + Math.round( + berechnungen?.anteil_warmwasser_1 * berechnungen?.verbrauch_3_kwh + ).toString(), + Math.round( + berechnungen?.anteil_heizung_1 * berechnungen?.verbrauch_3_kwh + ).toString(), + berechnungen?.klimafaktoren[0].klimafaktor.toString() + ); + + // pdf.getForm().flatten() + + return pdf.save(); } \ No newline at end of file diff --git a/src/lib/pdf/plugins/variables/index.ts b/src/lib/pdf/plugins/variables/index.ts index 84a3c947..4509ffcd 100644 --- a/src/lib/pdf/plugins/variables/index.ts +++ b/src/lib/pdf/plugins/variables/index.ts @@ -62,9 +62,9 @@ const UseDynamicFontSize = (props: PropPanelWidgetProps) => { rootElement.appendChild(label); }; -type AusweisIndex = keyof Omit, "rechnungen"> -| `gebaeude_aufnahme_allgemein.${keyof VerbrauchsausweisWohnenClient["gebaeude_aufnahme_allgemein"]}` -| `gebaeude_aufnahme_allgemein.gebaeude_stammdaten.${keyof VerbrauchsausweisWohnenClient["gebaeude_aufnahme_allgemein"]["gebaeude_stammdaten"]}` +type AusweisIndex = keyof Omit, "rechnungen"> +| `aufnahme.${keyof VerbrauchsausweisWohnenClient["aufnahme"]}` +| `aufnahme.objekt.${keyof VerbrauchsausweisWohnenClient["aufnahme"]["objekt"]}` | `rechnungen.${keyof Rechnungen}`; const ausweisKeys = zodGetKeys(verbrauchsausweisWohnenPDFValidator); diff --git a/src/lib/pdf/templates/GEG24_Verbrauchsausweis.json b/src/lib/pdf/templates/GEG24_Verbrauchsausweis.json index 4bdebfbc..b27b6805 100644 --- a/src/lib/pdf/templates/GEG24_Verbrauchsausweis.json +++ b/src/lib/pdf/templates/GEG24_Verbrauchsausweis.json @@ -1 +1 @@ -{"basePdf":"data:application/pdf;base64,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+wnQ8KU7/Pj/ehxXqZR8WScNJvLqM74/4opAyfkOhfYwpBYRZQy5LVSTLALJ8UVNVWnmpQp4Mpmbj8e0VvGI+iuQZavLMkFds5VRxz1CGGSrV3VTOo+QJmoUkXyaiGJNqtV4OgkmnLODRn/HbKe4nKpA/yDUhRy+xksmc69YCQ0obfsi1sk4GjWwPCIa2B2652B5YUHfeb1o4j9Gp818WuqalnjSNWIi4gIVi5PFsfnJOh8XAwTxYiBqGLETg1MJ38NasB+/hrCvvoRMx7yF68v5qNcPwPE6W2nzzwbYPqqGl8aImshZi7TcW5jPAbeRdwpL7rfwibB7ftxwiMBJDxIUWCWy4yBIUJRSl1gq1McTGwR1/SRf0kn6Z4FQpJyriAuJiNiAy5AMCY0bAlisnoDLL/4NNjaowd763liEXExSRIUERGBMUtlwJCpVZCypKopLN7J6giIsJisiQoAiMCQpbrgQ9QumvAAMA8vOSaA0KZW5kc3RyZWFtDWVuZG9iag00MyAwIG9iag08PC9CYXNlRm9udC9MT1FRUUgrV2luZ2RpbmdzLVJlZ3VsYXIvRGVzY2VuZGFudEZvbnRzIDQ2IDAgUi9FbmNvZGluZy9JZGVudGl0eS1IL1N1YnR5cGUvVHlwZTAvVG9Vbmljb2RlIDQ3IDAgUi9UeXBlL0ZvbnQ+Pg1lbmRvYmoNNDQgMCBvYmoNPDwvQmFzZUZvbnQvRUtQVVdWK0hlbHZldGljYS1Cb2xkL0VuY29kaW5nIDQ4IDAgUi9GaXJzdENoYXIgMzAvRm9udERlc2NyaXB0b3IgNDkgMCBSL0xhc3RDaGFyIDI1Mi9TdWJ0eXBlL1R5cGUxL1RvVW5pY29kZSA1MCAwIFIvVHlwZS9Gb250L1dpZHRoc1s2MTEgMzMzIDI3OCAwIDAgMCAwIDg4OSAwIDAgMzMzIDMzMyAwIDAgMCAzMzMgMCAyNzggNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgNTU2IDMzMyAwIDAgMCA1ODQgMCAwIDcyMiA3MjIgNzIyIDcyMiA2NjcgNjExIDc3OCA3MjIgMjc4IDAgNzIyIDYxMSA4MzMgNzIyIDc3OCA2NjcgNzc4IDcyMiA2NjcgNjExIDcyMiA2NjcgOTQ0IDAgMCAwIDAgMCAwIDAgMCAwIDU1NiA2MTEgNTU2IDYxMSA1NTYgMzMzIDYxMSA2MTEgMjc4IDAgNTU2IDI3OCA4ODkgNjExIDYxMSA2MTEgNjExIDM4OSA1NTYgMzMzIDYxMSA1NTYgNzc4IDAgMCA1MDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDM1MCA1NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1NTYgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA3MjIgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDYxMSAwIDAgMCAwIDU1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNjExXT4+DWVuZG9iag00NSAwIG9iag08PC9CYXNlRm9udC9QRVNUVVorSGVsdmV0aWNhTmV1ZS1Sb21hbi9FbmNvZGluZy9XaW5BbnNpRW5jb2RpbmcvRmlyc3RDaGFyIDMyL0ZvbnREZXNjcmlwdG9yIDUxIDAgUi9MYXN0Q2hhciAyNTIvU3VidHlwZS9UeXBlMS9Ub1VuaWNvZGUgNTIgMCBSL1R5cGUvRm9udC9XaWR0aHNbMjc4IDAgMCAwIDAgMTAwMCAwIDI3OCAyNTkgMjU5IDAgNjAwIDI3OCAzODkgMjc4IDMzMyA1NTYgNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgNTU2IDU1NiA1NTYgMjc4IDI3OCAwIDAgMCAwIDAgNjQ4IDY4NSA3MjIgNzA0IDYxMSA1NzQgNzU5IDcyMiAyNTkgNTE5IDY2NyA1NTYgODcxIDcyMiA3NjAgNjQ4IDc2MCA2ODUgNjQ4IDU3NCA3MjIgNjExIDkyNiAwIDAgNjExIDI1OSAwIDI1OSAwIDAgMCA1MzcgNTkzIDUzNyA1OTMgNTM3IDI5NiA1NzQgNTU2IDIyMiAyMjIgNTE5IDIyMiA4NTMgNTU2IDU3NCA1OTMgNTkzIDMzMyA1MDAgMzE1IDU1NiA1MDAgNzU4IDUxOCA1MDAgNDgwIDAgMCAwIDAgMCAwIDAgMCAwIDQyNiAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgNDI2IDAgNTAwIDUwMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDU1NiAwIDAgMCAwIDAgMCAwIDAgMCAwIDMzMyAwIDAgMCAwIDAgMCAzMzMgMCAwIDAgMCAwIDAgMCAwIDAgMCA2NDggMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDcyMiAwIDAgNTU2IDAgMCAwIDAgNTM3IDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCAwIDAgMCA1NzQgMCAwIDAgMCAwIDU1Nl0+Pg1lbmRvYmoNNDYgMCBvYmoNWzYzIDAgUl0NZW5kb2JqDTQ3IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMzQ5Pj5zdHJlYW0NCkiJhJJda8MgFIbv/RVnF4X2IotNoYxRClu7ssDWrk3Hrq2eZEKioslF//00H90Yo7sQMed59fGY0c1bFj0IfcJodkvhgE43lmO0emWGjEZrzZsKVb1FFCiGqruHN6t5hjWMV+k6VbKeeDhVvGwEDtTf0CMWUn0j4RwYv+z2+/3zh1SF8MNFByyaktnoPZRD6ijr0tPXQeCsLJmD6xAN+z0psdJVuJkjJO71IB6Ec6mE7R3hFIwJmSYgJK+HZTvxynepzWdnV2OVqlzDrONEY3oWIPYK0tX2DOPOcQIC81DYWYHWW/7Xg4HPGmNKDOJA22+oRDt7C89tWYUQX29AoFv4eDYISZeedq5cC3SGcbRMFUgWlNLZEvx0N1+Go37Vky51yvknsz/ohC5JF4LFhs43bbanwi6hbRdd3ljr79M2LR4MpcLLAxhtQqod3dsN/09Y7TbkS4ABAOmz5mANCmVuZHN0cmVhbQ1lbmRvYmoNNDggMCBvYmoNPDwvQmFzZUVuY29kaW5nL1dpbkFuc2lFbmNvZGluZy9EaWZmZXJlbmNlc1szMC9mbC91bmkwMEIyXS9UeXBlL0VuY29kaW5nPj4NZW5kb2JqDTQ5IDAgb2JqDTw8L0FzY2VudCAxMTU5L0NhcEhlaWdodCA3MjAvQ2hhclNldCgvc3BhY2UvcGVyY2VudC9wYXJlbmxlZnQvcGFyZW5yaWdodC9oeXBoZW4vc2xhc2gvemVyby9vbmUvdHdvL3RocmVlL2ZvdXIvZml2ZS9zaXgvc2V2ZW4vZWlnaHQvbmluZS9jb2xvbi9ncmVhdGVyL0EvQi9DL0QvRS9GL0cvSC9JL0svTC9NL04vTy9QL1EvUi9TL1QvVS9WL1cvYS9iL2MvZC9lL2YvZy9oL2kvay9sL20vbi9vL3AvcS9yL3MvdC91L3Yvdy96L3NlY3Rpb24vZmwvZW5kYXNoL2J1bGxldC9nZXJtYW5kYmxzL0FkaWVyZXNpcy9hZGllcmVcDXNpcy91ZGllcmVzaXMvdW5pMDBCMikvRGVzY2VudCAtNDgxL0ZsYWdzIDMyL0ZvbnRCQm94Wy0xMDE4IC00ODEgMTQzNyAxMTU5XS9Gb250RmFtaWx5KEhlbHZldGljYSBCb2xkKS9Gb250RmlsZTMgNjQgMCBSL0ZvbnROYW1lL0VLUFVXVitIZWx2ZXRpY2EtQm9sZC9Gb250U3RyZXRjaC9Ob3JtYWwvRm9udFdlaWdodCA0MDAvSXRhbGljQW5nbGUgMC9TdGVtViAxNDAvVHlwZS9Gb250RGVzY3JpcHRvci9YSGVpZ2h0IDUzMT4+DWVuZG9iag01MCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDQ4ND4+c3RyZWFtDQpIiXyTT4/aMBDF7/kU7gGJPaT5SwLVCgkCqKjqLlp2t2djT2ikxI6cpBLfvjN2spWqFQfwL+M39nuxM/tyOvsbqS/gJ19D9gKdHowAv/jJW28222kxNKD6JwAJcprtvrGT0eIMPZsXx91RVf0Dio9K1IOESfW5aAvXSv2T0D5svv9xevv1/h3qP9BXgvtbXUv/jeao5bXqa5TeUTHB65p37I4ipJX2Sha6oUCd5wWjKxZMPstKSTNaYxcy6nlRzGQl+unRDqLBl2P7z7euh+aoSs0Sp5NDO2oZC14Qut7c2NwZfGASSpp4NhJMpa53o0/i89C2NZBrFtoaKGlHtIC6J94AC+5EJ6lVvt5aYLFrjZxLoSV0LRdguLqC9xjBmj2WYk17/DcXLVzLpRS/uRmlYZhlDP+KNRZKW9jGyHFoGQfkheMFsXS8Q0645WRD7BZL9si5q+dUX1FvHMa05iqzHCXIPLeaTY4sUstFiiydh90BGVx9T3WMRHwobLIxQj4FGsPHS9pg5RwuyS2tlixdgZZMI+Q0sQVkLJC/1LWkFDClgAvnLqWUGbVkTpFRS3ZBzp0i245+nAN66XS3Po5VDMbgudubFUyHWSn4uKWtbqnL/twFn74teno+eH8FGABa2CI1DQplbmRzdHJlYW0NZW5kb2JqDTUxIDAgb2JqDTw8L0FzY2VudCA5NTIvQ2FwSGVpZ2h0IDcxNC9DaGFyU2V0KC9zcGFjZS9wZXJjZW50L3BhcmVubGVmdC9wYXJlbnJpZ2h0L3BsdXMvY29tbWEvaHlwaGVuL3BlcmlvZC9zbGFzaC96ZXJvL29uZS90d28vdGhyZWUvZm91ci9maXZlL3NpeC9zZXZlbi9laWdodC9uaW5lL2NvbG9uL3NlbWljb2xvbi9BL0IvQy9EL0UvRi9HL0gvSS9KL0svTC9NL04vTy9QL1EvUi9TL1QvVS9WL1cvWi9icmFja2V0bGVmdC9icmFja2V0cmlnaHQvYS9iL2MvZC9lL2YvZy9oL2kvai9rL2wvbS9uL28vcC9xL3Ivcy90L3Uvdi93L3gveVwNL3ovc2VjdGlvbi9xdW90ZXNpbmdsZS9xdW90ZWRibGxlZnQvZW5kYXNoL2J1bGxldC9xdW90ZWRibGJhc2UvZ2VybWFuZGJscy9vbmVzdXBlcmlvci90d29zdXBlcmlvci9BZGllcmVzaXMvVWRpZXJlc2lzL2FkaWVyZXNpcy9vZGllcmVzaXMvdWRpZXJlc2lzKS9EZXNjZW50IC0yMTQvRmxhZ3MgMzIvRm9udEJCb3hbLTE2NiAtMjE0IDEwNzYgOTUyXS9Gb250RmFtaWx5KEhlbHZldGljYSA1NSBSb21hbikvRm9udEZpbGUzIDY1IDAgUi9Gb250TmFtZS9QRVNUVVorSGVsdmV0aWNhTmV1ZS1Sb21hbi9Gb250U3RyZXRjaC9Ob3JtYWwvRm9udFdlaWdodCA0MDAvSXRhbGljQW5nbGUgMC9TdGVtViA4NC9UeXBlL0ZvbnREZXNjcmlwdG9yL1hIZWlnaHQgNTE3Pj4NZW5kb2JqDTUyIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNDgwPj5zdHJlYW0NCkiJhJPBjtowEIbveQr3gMQeUoJDYKlWK0EAlUNZBOxlb449oZESJ3KSSrx9ZzxkK60qcUD+Mv7H88/YjL4dz+HK1BmE8fdInKCte6chTH+pJhiNNrXuK7DdAcCAGXbbH+Loan2GTozT/WZvi+4JxXury97AoPq/aA3Xwv6TUB0xPm7Pl/ePn1D+ga7Q6gA9hKe6UjZ8JwHlXYquRP0jqdCqLFUrHskiOnNrTVpX1F8bBJO7STEZbOeFNe7uVGTkOwimUphCd8OnX3SFs/L551vbQbW3eS1i1pm+uWuFmJwQ2s7dxJhdPgkDOW28OQOusNfHkxgyzn3TlEDWReRjYI1f0QfqDqoCbOTBEEjv5ZdbA0Jy/pT96tpA2ygNTtkrBC8yehUvuX6lQl/2pgtOyXL9W7m7NIpwQU6YE2LjebVBTpgT4ucZsoymW+RlzJwSJ56lJJ5zPEZWCz5ngZxJz2vSZEvmJbKeeU5nyEZ73tCZJmfeIQNrtqTJ5553c2LW71Lf7L2r+dDjMA8yIbmiJCcyowCnyjUFADnOOEC9zabICZtHxiEoCrAiWWFgToqF8gFkLs8Faez0zj5vV/fO4fX7VzYZrrOw8Plim7qhLP/jxz787ejrbRf8FWAA6N4t2A0KZW5kc3RyZWFtDWVuZG9iag01MyAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDYzNz4+c3RyZWFtDQpIiZSXOW/bQBCFe/4Klnah8Rx7tmlcuArMUkCAxJIhR4JzOAjy7zOkLpIaiisIEFjw2zf73mh2hTXWu4owQkDW5231XH2uflakz1hTLQKYk6sDJsjOMUmuv+0q3GNRICULYwyQE4rNBQZFLSxkIC8eZUJREDAki8wZmMmht0GPunC0NugySEyS4gRp1Smer0NjQ7Hef576izAk11obHDiXOeZ0XgDVC8icL6WPlETwjJgw3EKxAAtTjLFPkQNOaZqytjii8MA8VQ+Pz1y//jaayEsGLxRi5JImUnnfYewhOMZWrIc5kCmsq9plrTqorZlGDjnboU6spSKNqGmxU6ObeytqdJMsaXQTLGp0W3Km0e30tNH1JQN1PkMUpOxoAiUGpuumWslPm3rEbkt+kIUlWJSFBZZlYUoC+5k4btxk35uL/i7qU5Ms8cYEi7yxJQuMufwFF/WpjU726WlmcFT/1AdXNKDOWVjcfHuLVumdBMzD0Z/Ugng9QkuwKEILLIvQlJyL0DS0LEIT1QhjL0IEFUEIMXffug5kPJxdNDy7zrMoRIgcKXLRTeaEeYGQMuPw6BSIxoE7GEWWXtEossCyUWRKzh0LFjR9oRwcCzd503fUyZAqO2gNsMhQgyvz0xKcs9Ng7Nukfdcab7jY3zYY9fcUzEURRO15cyriUzP1M/reloVtWQ8NfWnXbtYVub1OO4QOfymy3h+zTqxmV909rr4uxbk/L6v75q3jaM+lDktnKpE+aCpD6uPfjyN4EPQByOV6EQFZ6ual//b6/eO9fV03wFwvSN333SvLu/Wv1ebvZrvdvC7vR6UsdMmku/SAwu3r9X8BBgCKRJkZDQplbmRzdHJlYW0NZW5kb2JqDTU0IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMTE3MT4+c3RyZWFtDQpIibRWW28rNRB+31/hxw0iru/2VggpQE/hFCqkRvQhQUd7EifZ080W9kKk/npm7FzbJARUGlXZdcbzzYy/b8ajdDCte9yR1DeN7/0+/Jgw0pdUGkOGPyTprf88lkp1U9/6oiS94ZdEUWMUYfCJT85S7bQiRmTUZUaQ4TJJBVq6YOWIEpRlDiy4oJlS0eK7vPuSL2qyQzjqnTNDncpws6aGubhZ7rvnLKPg1Rz6D976jipIrs+pdZDQdAf7iKD10vv6xXdzXx8Hl4xqaTkxjFMpmIzgXxN1LD1tAUbYAD9KB9VLvijJFFw/9rSlnKTPi6qr5r7alHkd1UGZq659mZX4Mll4Mk4HR+MSnAqWEa0VtVbHhO8PaiIU1dZIMLFUySyajHtoc/W9+MQIJ8NZ0of8yHBCwteKcAcJoAuo1DeMOcMYk/j/LW4b8k88bmNhD+4YpVU+WZCxUJbA2dze3JK8a15nvUvI18uibX3Zhhr0gTJM7p/PKMVtyEZftWWBW24qX/eEQ1fzwrc1usIDm42lVTX50RcvUFUSHL4plIPMBONEK00d1+Yte7anB7EIpXg8vX8bxWNPhmTzernKQUn1iXgyEIvBeCSnGXP8TDzAdwmyCuHc1L0+irTyna8/56hYRNuGFYKqTmACWZSUgAmbGHh5AylAN0ICu/cw00HdXgdRIJTVkRSj9Lee1gBcr3w1hbJfR8y+RAnybeeYhv2BBj9jgWZtOKIjVM7AO5eWqIxT5ly2i+40TV/FbYhyhlqtgzwv4236wVdN6+tyG915yKBWCWUAtV6I8DBZgDTaSxG4pdZkZI1yqf7SXXmbvCrzuScgsG13q/HXydPcr4qq+scQhl/9d1RQuT8LixRhUmMds0wfUOQOzRflKYpwxqiUFjhiBFXmGIM5g84vGahHZ9Rm1u1GwJmKS3AvCKxiL7285L+CwIu//F7Y71XWW18WfubrNjhXqmz9/0GaUbpXcWzXD228Azwvg5rfI5VXCBtmnGDCT1Xzh39qi2f4nmHDbQvg1F1ZLPPIr+o4M4yjEqYbgf5GnYQZhMeuj/Q26BHQcbll0SQO5+vQ3jiM+Njd0vs4pqAxNORDOICymD/5om2medstA1l3ocb22JeCOnFwxxhAyE0cgoOuAW9lqMPUN7gBaggNfa9vQ31Wvmjg1/PFx6GfAdcpjy320sO+993nvCMX/cGY0Yyk+HQ+mEvBf3mGMoBXSzMYX0VT+BprcRId7nJg+F7oD0AopFIDN6nZdmoWqwIPFm5D78T23Vhcwt0A8rvC94BVP+Xd7G2eochnv16Fxg2VXG+vZm+CAVbwNYsh17FkqpqGUl/dwKwu2vA87h2GAS5uhsmfCUpFgxQd3J1rnzySCpcA0BB0epdosiJgx4OoOFGcOsskqlfijUYr46ABTZbB0zLRAi4xIEtGSngGA4uq1aAUZizRNBNy+wZdWAhOJslmAUpNGRiUeysWbt9wgVm7krhH4ZUtwmzeJwC/eS6TvgZh6+0CUAvcuq2z3XuEmySblXVE5XYhBrz2x8Jnkjwk5G8BBgAXtCI1DQplbmRzdHJlYW0NZW5kb2JqDTU1IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggODU2Pj5zdHJlYW0NCkiJ7FY5rhw7DMznFLyACFG7zmA4ePARHmA8wHbwo399Fxd1PxtOvIST9JDqFpeqojQvj8w5N8osuePZxqZMXx7/PQS/mYR6W1xGz9IGzdq45pFrrvT67aEf+PMrnpVnJeFeJ02L1jiXRpt7m/T6GNyFRHhvLO3WSSrbYzY3Xx8ysTtelMx7xvelcuvjilQ69tdIUia35bndzPqFWclX/esUn3uodMWyNMnzRP70rrIUpXnJ7lknscV7vMJ5+5ErRwXZavr8ePkl1h90Veh/avSRnrj/c9zfHp+A/IvCxVUGyW/rmzMA4boUbS6LCs9i9hCtQ2AL50UdccweA7W2Brsw+kJ3HXZlabS4b9jYVhVXXUfL0IJGHJyHQq82WtlqrwlncYVTPObW+HCWBhKnq3LRTVitxiqAh3dzDKdr+uuVq+Jsm7zqHXJzvrOBqHIXUkQrjRJLUbZP8crwOD2VpoVEs1CC1IMCnFUuePB7YIO9xsETQioHZxWVHAKO1s5yutcLpbPDQiXVyEmSThZLn4bD4JWl+b7odKq2ftJpyHpNV7OGQzpAGEbpgOQApoOgo5sueEPGB3vjJf3IWTqkGZ/3yxia2GpCuOKaRq6kJp+rIhPWqbbfbZgMT4umz6t7Fe4BxhR9MDOpHzhtBg7QNhzpmo48L3beEFwzof6CiUImxVKb0bTNmNvDnDl1enez6ooFX8McTDTSWvBu1Q2vbmh2lFrFnInQyxAY2s0oho2St1mGwWYHh70AEIoaThndAoD0xMKiD/LNeXNqhnkGSeOx/d10Fqd/alWAY1WZGAiuAE0yDb/Fs6tXXSrDQJ/LddS2ehKzVpwDcW8bCXO6HLuxYHVDqmLgiLgHCoFbTKVuq6F+LDYF+3gmYi41vKUUScxC0ztqlxgMEmcIth7n4YAvoaALTpkY4BXzMnW0Z3MH0gq6dHT0pqre8KTlOKxFwZboTWVUASuI7XAFTdNhamgVF1F+hAZJy86kGJ+56eJIkOxiKNspGgQhg6Yxfpb+ODugTQ8x4wZ1qmpVYcUOMzEd9kpBSeONfrdrFfIMNqpOpylZ7V6AVvFpAxNBRLVz32moFAy8+T+Gd7fWn/9TeN5gzxvseYP9zQ3mf7Z/usfouwADAFTeg6sNCmVuZHN0cmVhbQ1lbmRvYmoNNTYgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCAxMDUzPj5zdHJlYW0NCkiJ7FZLjh03DNz3KXSBFkRJ1GebrZFFkEUO8OBgAM8YSDa5vqtIqd+bTBw78cYLY4A3LLXEX5GUSpQRTomzh+ejxJrDmeNsBnoPZ4mzAtSYJZw1jmagl3Bq7BlAY9FwtqgK0GKCgh6LGOhQPSD12CDExv0jVqzOKNQ0Y6VsHyTFMokmj4jECiNYzNwo2Y4BVrojhRqBaFRqbNO/MQhRs0t19EJaHNlgsq89mnlEADBiVyID8KPSzU77GdomkfBUlpiVgak4QoYQc7dvOepgOszvXKJYckQc6WTesgMeKx5RxmJlsjdi6mGmLASVKYoupCHFmR2UIM4Q5KRh0QXtXcKiCyD3ALrUHew1KH8MSA2LLgSClHULHwH3MDwPY4TFlsywqEKu0gibqx4lbKYavbiIMnGTBEWbJDgxw8WRwNjFUIqthU0QLNCM8TP4z9kBbTUsbuAnq5YVhnQtUjRqCYuSGifinV6rKM/FBvyZwSqZsmZkK6vJYGIRUWKCL05DCYsBLBbSYQw8Hb8evxz4kvE5TfsBPeHDP6y9O0oSBIQko0TbQEIkoD7+fH/8dPxxJGxRbBzgHku/hY9cQlbggp3W8BcSE34O2MyVhHXs7SjU24sdfzk0wygTgHLojRpzZyxCbzRPphU1UsLt0JJISbV6KNDDwCnABr9iP+M2QalsHdBBhUtXM6Kw3c00sR1uvJVAdxqNJf57PlDh/gE9cW1HJz1oOsfdCBp12TaJiigII6RgLvsBC8M1rfjchAXuZpP93YyxHxn81gyy6lNSq27WeO2y6v7tKiq/xIK+Lg0zyZKE9sdoQQdb9RdMdMxWGRgf6PK/f/7fzQFttU/cUxkTaw407hd5BkN13InOGHoX05gTGBrGJ2ZyXqQrrj6nWxSnbHAZAjkJV+k6LA1pnVuzNAyjduddGljCBFzuSMNU7tPo3zJrYMu7EDZeVC0lzuJlwvld9o3+5ZnJy+fbqge1i9yqxWL0wx75rg5Pitv0fP1rh6FGS+2Jt0FVjPecEg5+Rcel0e5MYOQ/tJzO3XNJukm4K2a++i6WNO69N0d5aL6aHrtP2qvum7gR/0v7cf/Vf9Ie+492VgPSAe9Ac8yT7R7vRmQcuxMZ3U62xb1bkRl5m2v2XOX9ZJ1XcbuwE+8MMNZWJfTK50nOXR8GXrLkYxsv4MSLE82IVgM24otNDZBem9+XeBhip42L+w9SmHDr5uYQmU94a5UFNeHBkMXPEwzU7FatiTd8W2bVHg/N3dnA5umST7Yyb+drAa8VPHC2mpMPGbxotpkTr5wiVhnLi5PvMh5wDwmJ3H1Ht8PHoQF7CxdZyDOxdHiS7iYsf9uDtF1L2+kbHgy/f4awd1wVjLH6eor9IO+7Ic+z/XTdf29ffeGTAAMAjGeAtA0KZW5kc3RyZWFtDWVuZG9iag01NyAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDEzMjE+PnN0cmVhbQ0KSImcV2uP2kYU7Wek/of70Uhl1uMHtqNopd0s2jZVPjRBqdSlqgwMZhp7iPwIFb+mf6B/se25Y/NYYKHpRiGwjO/jnHPP3LhCeuQKN7EvIbn0Yy/wpQhcjyIvFNEwIOlK4QYJSV9EOFiq3n3vftxzRYTzYhgl9lXiNXElfepJl/gP/glcIWXAkRLheW5I46LnPE78KMhrndFUV6+oP/69dzOWv+EBGi96OMk5ByjHj2g87znvVaarutSqNE1RqPIVXfvhkDJoiwgoDCMRBZ60VfgJR0UVkg8N/KFIvCENuNMo4HRPzvfarJWuFG0amitDfbTp3JksneID1z5VJc21ImVUmalaV7Olop+aNNf1xA+CGk9V9Kim/KHh9/1fx29tj7LtEagAqPGaYltjzDhFsR+SH/pCDhPJFT45D12OvhcLSc7ZVEqbo2SfUmNo3pR9GZMzW9pK71X7Uc2WpjEZF7irqcPdoRG3o9VUzdNyUW1p6Up+cqgxNRq/MyZdFoq+rAxVdWpw2Iae6woM1YDoPX6JINpkA5sETEYRd+vSAMLyAPMD4qEOHF7NGczn1d411RqhrhX6RZXTMm1myzO1qrLQda3ymtZd62BSHIdyuSqHjh7f1euHIGOIsq0s7vIKOG6arFrkDDYzgWpNvdMCeDpgac+JaerN/hmTok1bCWsc84RMgy7VFh/ON1cFPY4ev7PhK42HNHgFWpgHlVv8WZ1pnmeqYBkY+rkfRuSslmaXzaSdbi15XJeeq1oQSwtfIRK+xNcf+2EgEghkJ7ZcIaXlAdlXeb7XPqLY8JnOVNvIaMx+cPPhc2ro9eubu1kNhY7VHzU5f//zzV/929v7hzfE/XpRfFb3MhZJ4lvdt3yM3uGBNu7Fwx/58KUxckUYAtgAqb0W2C1RtkN0MPCiqO29mPjDYZbzrw2dFYsEZXHQSsKZOKPSItEA21bOEw9ugkFA3A9KA7pw0j9Rp6BxX0qArHRuvWJ0MORapSx/+E+FQGZu6X/HY9IfyEigcGMnDfkqVXxeqGXepXbajMGkL7ri33jb4gF9yJYzo+4NNIdevDiE98FppYXmtevGw1uIUBLeuv7h39tjD7PBOBCMCqoc7QZg1wGtm+3sUdosrHgfUfg8T7PWQI58SRl6Zpfbib/mTNAkZh3DPnEOy+jOd9VYWNA9WV8dbad1Cjgr1UJtE3siiHkQQ8sx1310Q3U4e8e+gZFN917dViTol6ayTr2xsqIfzGJVFmmtVzx2m6bg0QuFz/Jr3awtZcHACKuRtc5znZ3ntGPU8tkWzmxaoVsyT1g8srr/TCKX8iKNe8O+wuBlyz4msZuH/UOHTB5S1XkmE2u946Id/bk3pK1vROy+uOW9oY8lKOps6CUfglv4iXx++sk5KyirniMsLpkVNqwhtqSBlMILE9tTKzb/FK8zYmtvFQQJsNRBCWxG1vIe0povqKWa8qV6b+fixgrPOxDewTX89T9X1LlT44sKxL2OC8XUfMtgy/u65Bz0eu7L+aFiiyO0dzEctjf4JQ9aGP+/QSvODppVzOayXZS7hTDYrxrm2UY4VYBxwShmPEutkfh7I8F+ZXcCnqITce63Zj8RsR9EJBNcE0EwbFV+sBuXcC4prX7Wysy7bW27nO0vsdPl15X+4RKwyxThvxleN02n+LTbFm884AkriFYT348YJutIB0i16812Y9cW7cm3pzcsoNrwVW3a9cp6W1oRxikt6sMFrttSeV2dbjcDSyb9K8AAEI2atA0KZW5kc3RyZWFtDWVuZG9iag01OCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDExMTM+PnN0cmVhbQ0KSInsV9Fu2zYU3bOA/cN9lIeaIUVKlICiQLJ4Qdd1QGd3eaiHQbZpW62krJK8Dv74bYekZCubl732oQlgifLVOYf3XJLXi2+Cd+HKHE2x3temMzXdmdVSKnXYYFSUjG5NQ7PaNJMoZZLCXWHyQ/vJFC0VbUel2RS7Ei/TJt8upVYN7cwmX++7Z2SKGnj24co07XpfWtxdscPDnydxzGIKHSxAS8tPvz+M6Ws6Hsg01VImiaMwNSOa/LL4PohZKonj393IjAmtJMUpixBLiyoIxWTxPkhdTEoqYkrEKcWKZdwHvAvpNu8OFW1MS3m9M59MvfHzn909wxx2ZmUgf5uXZfvvoKXkCrfNod4tv253pjXdETFHAOL9iaDwKaFqJDS6JFSdhYZUHxoqKvoOSpyQZaQ06YyuV23eHSmiub+A2Kb8eOia3ObYAl/mlyN+eYlfjvlfm32zhaNIQI6c0NmQJyiiEYW6RBE98mJlCrq3vjcVso5c1nSTH97n+wZTbpBuaWtoKEHIaLu8K1AuT2RZjCTElySI8SxflUWV53XpUvdgST88VKuiLkzTGfrBVvG2g92tRZotgptFcDX/La/p+fOr63V3yMuF+aOj8M+/vppOXry4uf2WToQihaRIP2acOqDXCPNop+Asgu7sH/IO9eaxRFTEvKhrMyoJ5WoPqFcL8SsnQYttIBMHiwtMV0IqVA53kLMfZz/dvZxdv53fz17O7WvCx+IiEwTHSTYEw6F+cd9PABU+7LEYhnXqPbCcwnMK7nH4mVNHPcxEcxhoKvsuXNVk17mVP1T1diKwIWzZaCMw/e4j3O7jFxstQ0x2OcGeUeF9LYj6vYEzEZNVwukDEudqlDMdE2cJ8O0nvkNqhf/+//96xz8GrsSymFIVUWOCe6qBzLmF5pmFVtrTfgyET4EtRimzOMsSSjRLVRpliFlXDqsKZIzKQII4lbBKsDRTzi3FJO4Ei5U1I2ERV6QYR1WvA2sOF4oSfAuCxCNkLMvOIyGZhiIb7B9gu02Fdiz9g4wlkXfagUnG9Zkrwe6sPZmXYsO0xfcaAZLYOunl98M1ZtXflsE0YgDsh9OYgawHmWpczhTTlKXpIGAq+CDN3XrZCMKgn1TpBn6+/bsuEx52yJJn9Bn0UnxVroNt8Oaiba++2PY527YP5jDubJGKMGdMOsWCvOSRgIdKZc4jgS0/4vZe4GjVuPMMQkGDyE7sAiezjLJemVAewWseRiePhgcnj04PfCJOYD5FA9cpgYOUPr2DRpd6TYP8fnjySD/2SH9WHm2/OPSZO+RX0Ztxw+H3OoTDriyKM9cdXB/atjNlaZuvsCo6uq7RwTfFtnOtyA1a3207/G6wXfDEHZNIqELrMsUhLGmxCcK3ded6f/embVXOwEMnhdjIbcXuI3YHaMwjFkuX+TRG9QiWKJtxe+zeWPH/eaKfmzwNb5OUNLo9u1WOZ2X7uI1r/8cHPP0twAB+zel6DQplbmRzdHJlYW0NZW5kb2JqDTU5IDAgb2JqDTw8L09yZGVyaW5nKElkZW50aXR5KS9SZWdpc3RyeShBZG9iZSkvU3VwcGxlbWVudCAwPj4NZW5kb2JqDTYwIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMTU+PnN0cmVhbQ0KSIn6/x83OAAQYACxOhylDQplbmRzdHJlYW0NZW5kb2JqDTYxIDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggMzI4NS9MZW5ndGgxIDYyMDA+PnN0cmVhbQ0KSInsVn1QVNcVP/fe97G7oCwISsUmb32BGFhE/KifQZRdFJw0oqi7WsvyZUBRCRrrVx2spuqizTiSdGKSSoxm1EjmISbVlGksLZYZ21pnTJuMVtOUjJlUnMlUa5uM2t99DxhgmrZ/dKaTmb7D791zzzn33HPOPfexxIgohupJ0LiqytKKRVnPXYWkDfhGzdry0uT65Hrwt4nY+adqNq146ZnJFhGX+sNVWJAwzPMDIhHB/JGq1es3FsyO7sF8J7B7denGWrFYSyfSY6E3yjesN97MOn4ccz+ROm1F7VOrf3F7OvzFVhEpJbV1lbVP/vLREiJvJ9YXryldXdkxKu86UeIozNufXJg1Pvs3XVGiER/C32KSsav8uar9LYdL4mbccaW4SD5Hmw/cl+Pla/cyiO7P91zXszGNte2dJ+3/1EdFX1FCG6JvSdSrnehenczcOP0yUy6z19BMD0h9IM6yj4my7nd7u2nmLbyzx02I98Wn+uJ99YLu1XO6T2rn51PqlU7pq5lIe6bHV0YbCXaEVLT9kdPqawrRT/hEUojxiaf0W8oAn9KfgF9Wp+R80d6hdnYoOZ/fk45lp6Hn9Oz783HJ9hI9uOi53q8LnecjeJd3jDRAdrArhwrdY6jRUw2co0I9jRrdbdQsTlCH6yQ166Op2R3XgxIHMbuAvdTs6qBmz7vUrP7QgbRV1gKXoGvE/HkqdDXB507wPkdvQ/JzIAeUVmrWQlhf6UDf40CpcCDttXdpcS9cf4LdXMguYI+3oU8BYiCbCNl2jEnUqBVQY+9e6t970AkgZm0Z5Ek9caQ7sbhz4Qtx6/DnOosR+enfAfZjPgHjGidX17NY/zjGFdTqyaDdCmon0bsX6lk4CFMGYAtstgyqxX8ZHDUQx52c7X0G45CDf2enSLuu/jbM26O7BD7un/q2wcoGyXZ9ue1/BlfZIBBlu5z+zf5X8GjoT805c/vcB/r9fR//ux70zLVJA+GKOujTfzEQffKt1CEhz9jmZ2HsB3GFykUSlbvmUIV9Mz9isZRF+2govghecFNxhW8qJdANvrf/++fSl2qyQeUsxLfzpeBeojK8DwIVwIvUSI281bGhCYAFrpBu4D6OpzpbPoG24h2gv7Fj9H1bMoPKoC+DNb5wlANdOUZm+2hke+3xu7QTvj/jrbydt9vamfBbKC0c4q1qJ+TS3w56k66xc7DZQgegO0uX5Cp4xleK7rIxoAb2Mevm8yFlcn/4WQXrRsT7U/qA/sISWQ6LsjbYJODuMDsLuVs9bDpAl2wvkp5gNWwtq2N74LOLCz4JXtfy3byJW7xdhJUctVNL0CbrNfY5c/wPiEeG0ts3aSF2LqOn+7w69FvGWRErZlXsBdaEGDpYN+g2z+QzUXVJz4uIEqt8oq5SD4M6tUX6Ky4NvlV86EeSQak0EVkFsUcRYq6glbTZpi2grajl9+gQNdGrdJxa6B36mdyTrtA1uovqxIFkXpPZVLYEFAbVsW1sJ+rR0I/2sZdZK3sH8V1g7/GHkbVDNcjeiXIHP8hP8wv8V/w67+Kf8s8ECbcoEWVinTgqToiL4qIyV2lSXlWuKldVplp2pRK0RG251gDaq7v1VfpOfb/+iv62ZyyNQF5+5FVIS5DVJmSylXZT1D61FtBpegvUSZ/KPEAPejKRNJUFWD5bBAqzpSzCVrN1bGNfRkfY6+wYO41c3gO9z66wP7I/s1s23eUaH84z+vKbzxfyJXwVf4G/yF/mb6AjW3kbf59fQ45d/A5yjBEJIkk8JIIiH1QslomNYodoFu3iiujGucUqjys5yiJlOXI/r3Qpn+AkuSrUVHWSOg1Upa5Rt6kN6o/Q0d1qtxZrVyVBG6ZN13Zph7RW7QPtnp6kD9dHg8bq2fpCvUbfoJ/Qu/QbrpPuWe5qd53HTydoHP140O19C939c75cy6KR7Aq64WkRBytD3j0eq9e4q3mrjE5fyMbgpP5Ad4Wb5innaYlYRjVqmYjRb9Ixtk7Zzt4Q+XSSjuobWJuIiG5xVE3Vpjv15AfFCX2THtFvINLb4oBapY9ls9QGdozPxI2uY0X0V3aHvo2d1/N0Ok97aDfbgA98o+skG4K71sEfZg3qYXFKaRJBdRt7DCeYonaKZ2kSJeHX9hgajV5XKVH+jMqdPGXyxAnjs8dljc30Z6Q/NubRtNRHzNE+4+GHvj4qZeTXkkcMT0oclhDvjRs6JDbG43bpmqoIzsgfNPMjhpUWsZQ0c+7cTDk3SyEo7SeIWAZE+QNtLCNimxkDLXNhuWKQZa5jmdtnybzGDJqR6TeCpmH9OmAaZ9jSohD4fQEzbFjdNv+EzStp9mQIJj4fVhjB5KqAYbGIEbTyN1RFg5EA/LXEePLMvEpPpp9aPDFgY8BZ+WZtC8vPYTbD84PTWji5hiAqq9AMBK0CMyBDsERqsLTCml8UCgZSfL5wpt9ieeVmmUXmbCsuwzahPHsbS8uzdHsbo1qmQw1Gi/9cdO8ZL5VFMmIrzIrSb4UsURqWe8RnWHPMgDVnc1dypv8Me704ZLnzzjAqDp2lwgf1LQX1gUBY7paQF9plm4+A+YjNXSkiGkyuNuQ0Gt1lWE1Fof5an3yHw3Ca6Z+3IORD1GZwryHTWBCyM4BTlpyFIKVMpukkXGkGpSSy0rDc5myzKroygsMaGbVowSbfqZGFuWcffEiFQSNaHDJ91swUM1waGNWSSNEFm1oLco2CgZpMf4s33ql0y9C4HiZ2SH+msk9nc7a55BB1b6mZjMgsQItYRrmBSEKmxVOnyFflFIqWT4EZnjBDRatRv0jUO00ehJrqNY3oHUIjmN03B0pKeyRaqvcOSVa2S1/LQd/LWxkZVnq67BQ9D0eLyHLs+aRM/wZrnlnrNax5KBnND2FReFoWSu7zyVNuOJNLZZhY9UUhZ25QWcopys3KCFs8IjXnejVJi6SmvlfTtzxiop1P2z97kixXWt9fnHf4sGDVNIv9g/ay/W2biOP4XeLG1y5UXVdFEYHtSmBvQrouk7qhwZSkNGRkVR/CRDNNEDdxUmtZXNlupfFimjRNQmk3WSDxCjYmButgY+7KQ5h4MYnHF2jvQOLhj9grXiCk8LXPK6tWJvUFtr7+/B7uzndnnX2OPCKtijyWzxhflbqeaU3O7FZaS7Hd5dZyCY8mh6XYauXiPNcqt5R258xsnPfFW6uFQmt+rHx/SO3OnaWYk14uzVFMqrNPzIazY3QmGAuUhBWIBUtJkg6TXA5d6d/O0nneDozcyqeAsx7odYFPBK4JrAhcFfhA4LLAJYHDAnmBlwSyAmmBQwLPCzwnEBKQBIICND0B/gH9Dv0G/QJ9A30BfQ7dhG5A16EV6Cp0CboIvQctQ2ehCvS61+ZN0fQNgY8FPhL4UOCKwEWBFwUyAi8IHBCQBboEAgIknQZ/hX6GfoR+gL6HvoO+hD6D1qBPofeht6BTUDWfGuge6N5vt+li+rBsX5btt2X7vGzrst2Q7Zpsq7J9XLaPyXZJtmfkp9lTjLOd7An2OIuyCBtg/ayP9bIw62GMhZjEAgyfH2dHsBAoFLO04NypkMIsd/4sxtu0Z+qY0xXPUqe/QAqvZKPOgYQTeNN7m7VpZ5XSC+di7ovsK0Jp59z5mM9SiUQSDx/RDV5h8tTXZBfdT2Rc963Ju76V3WgRUduL2m7U9qJRemuSpArKUvlJsknD/x70kdkNJcc0d7iTM6uMZEujxwXXAtt6MJ5ybLCUjfTNH/IGd3Awejp2WyLYtm/Deg7jA/EY5KaSmWTGTUnES/W63w4/FT19cDB2m674qT6Et2MqsZzC5J31/54UJOwgicITtgT7Zd8OwZ71bRn75TdQkkjd8KrkL9+mZJi+5tsB0ksv+HYQ8Xd9W4L9k2+HYP/t2zK25s9e46nh4RE+rlUM3dRrFh/VjXndUCxNbw7xTKPBp7X6nGXyadVUjUW1OnRkYmpqKp94VWvWq5CZnFbrCw3F2Gp8PcA1k6uaNaca2HYYal0zLdVQq9wylKp6UjFOcN3NPODWNu8v15oczfCjTc1C/aKlWKrJlWZ1DxrQvRtU9IWmZWiqOcTxJ8Ax78M4R2CNEw07QoPoxIRqxEJsFJZB5r2rgogGq0mGkMmQBk5OphGrkznkTM9TQRWlF3GtouQRMoH/EffMkwT28Brq15ERNEnSq1MnC2hNQb2N3lZr/9/lHy7BYblXFbQwD+7YOcpy0K3pZi0v6s4Hh+3OZBXeSa/FE4jp63U2z9a29HS41zfu94aTo/A0rw/u/YuwFM8zvXs2Ed3j90B/YAQVeAvIuj3SvNLuU8eKlXdSGztwJt2V7mLpRu6TVIM87G7N/+MYL3JO0vf4vU4oQa+QvfJe6pxZz/4jwAAn6YQeDQplbmRzdHJlYW0NZW5kb2JqDTYyIDAgb2JqDTw8L0FzY2VudCA4OTkvQ0lEU2V0IDYwIDAgUi9DYXBIZWlnaHQgNzU0L0Rlc2NlbnQgLTIxMS9GbGFncyA0L0ZvbnRCQm94WzAgLTIxMSAxMzU5IDg5OV0vRm9udEZhbWlseShXaW5nZGluZ3MpL0ZvbnRGaWxlMiA2MSAwIFIvRm9udE5hbWUvTE9RUVFIK1dpbmdkaW5ncy1SZWd1bGFyL0ZvbnRTdHJldGNoL05vcm1hbC9Gb250V2VpZ2h0IDQwMC9JdGFsaWNBbmdsZSAwL1N0ZW1WIDU4MC9UeXBlL0ZvbnREZXNjcmlwdG9yL1hIZWlnaHQgNzIzPj4NZW5kb2JqDTYzIDAgb2JqDTw8L0Jhc2VGb250L0xPUVFRSCtXaW5nZGluZ3MtUmVndWxhci9DSURTeXN0ZW1JbmZvIDU5IDAgUi9DSURUb0dJRE1hcC9JZGVudGl0eS9EVyAxMDAwL0ZvbnREZXNjcmlwdG9yIDYyIDAgUi9TdWJ0eXBlL0NJREZvbnRUeXBlMi9UeXBlL0ZvbnQvV1szWzEwMDBdMTM0Wzg5MV1dPj4NZW5kb2JqDTY0IDAgb2JqDTw8L0ZpbHRlci9GbGF0ZURlY29kZS9MZW5ndGggNzU1My9TdWJ0eXBlL1R5cGUxQz4+c3RyZWFtDQpIiTRUe1BTVxq/15DkgjSI8dJwb7w3i1K3XaygW5W1Oy2s1aXSolUryCqE101MICHkdZMIJCBombpIACEvEt7ySFQIoA5QX7iiTp3ujuNax9ldh92Z3W7rwHTOZW/s7IXZ/eecme+c7/c73+/7nQ+GongQDMMJHx04ePTY57/4banaWKpXFsu3ZmrUJSsnbzNSmJFESaGZOCl0Y50UYuKZjbHoT+cjBinfK41q5EshQirrWg/xYBjJVxgqlKmpmdtvXZKlpaenbt2emrpTlqHVqktlv9GUaw36Up0sq6L4Xdnqhd1psmxlhUZPa0tlGftl/09KT5MdWQkd1qgNeqWmomo1Zdu+w6vR3bKS0jIIgmAZDMEQJICgaBgSQdC6tRAJQUkIlBILZSJQdiyUD0HcxQoY0kNQGwSNQtA8BP0FghshKGsNl7sFegdOgU3wHfg5zKyh1wR570XxonZF3eU38B8L7gptwl7hQ0SA3IjeE90b/U00G9MeMxfzYu26tVvX1q4NxW6NPf/GL9/4XjQuehKXEnckbnhdR/w78QPr09c/E28Rv9pwckPdhisb7qM0+jThs4SFN61v/lHSJHmcuCdRmRhOfIlL8Aa8E38m7ZayRCzhJOOHmhaYywvwkwVm8wJvedNyCRp5+rqEeSqIVC/HoMzmyOXIZoEokiYCx08v7TACz1LdEkhdWt+9BLYtgaiVVVxQC0bNKEMuq/gZgojstYoPxMx2NBT0TExj05YJKkiEKLk3D8+V0xRFKhR0YR6W5y0MKggqFKZn8OkJbyhIZv4JtdnMdUbcQDtdNtLmqvMGML/T53IRLpfXGcD9vjqbi3TZWsxGzFBP22yEOFTLTEUy0GDIG57GZuiwIsRRFXry8LxCC6UgKYWlMBfL88hDFEEFJyzTHJUnFCIzQDbq5nAMmLGettoIm42uM+DGVV6rq97rxwItPvcqb4sfD3jrOV4R+59ljQmeAJt5r5ggWrLDvCMNe7v751NvEX2f9cgDFcF8yaKg8M/l85ZppOKF7R8/YA8u3G27SbhfDD4bfzJ4U5IkOL6/9GNdDvI/KLCZwwIWDkx3r/Th8a+RJMHg0fEPB993705sO3rh0AFsi21bxW7CkleeXfhrZFEQvBEY7An33UmcetX9/b+xBfPLkpcEBwaUQAJ3gxEeuA2UKJCwI6xEyDXNb1y2mOAjDMm7lwBGli18FhGww68tfBENBMwXQAgPgZ1gN9jFY0qZn9B5Kns4FU/LVmVTZNkBOo2Nxthob9rlbCI7NK9awP8+PzwfIkPzvgUQjYFo8wL1gGB7IyfQ6on6+03Pm/7aMj8emzze2d81jof7TUUdZEfRheym95p+deaTwtjkgmqtUY4Xaf2Tp0mR38jY/gmDWpDEe8x8i6aAPREbSFrOZYXCM+fsjTXEGaPDUlNNm/U12jN0o/pswTlE1ATiGBWIhq8CHORzmQ8AiRrl9hPnchGGBnHsfUFrZ3tHR/vF9h5vsPf2Vcn10ZFL/n5kaMx9fRZ7bLh1cpwIF+R0ZeApWYq9ZaSpzJ5/9lME4IIvx5oHW73IsGvQHcaHeuwmD+k2terKMcqmqCgnzKaiUwdOZHz+u+OmfGRFPKD6AeQA/vo+sJFdBxLAJ0DGxoFk8SLYBcpRdqPg/OH2E34lknX18alX+PP73dfGyfBU1+w97K5lihomxN8Fquj2atxzwd3h9iK9AxdD49ic6bo8SASLjnj242XljQ4dqXMYamiLTk9X1mpq1Q2nzlEISBB8EXQOuPyI393TNoIPBOosHtJlcRq0mNyqKa8m6mhVw0l8i1C8eG200eEnr1h96hMYZa80mQmzscqhxQvUnlELafc1dg9gXCdACoBhcA9IeUxOAkj5FsB7mBw2Vch2RjL5rAiMsilCdh/oRME+MMdn54QiM6dAG+ADBMTAjBAk80A6OISypKA5qyd3kkKoiVvmr/EX832zYTI847/7CHtiuFM4RlwtyO06iGt0jfUmsrrB6jCc7gPbJCAMYiKYIC+Cg/gzF/3uzoAzsfmi60sPHuyv1nlIT5VTTWFlDjVdRVTRlTUKvFzv9HA/1V3b3XAJWX3NBcADSUDAGVoKFJw1GB7TjwJC0HDbOFU8ioyUHPNk4SdL7MZT5CmjVmNS6outeXU5SKPybMFRbJvng5FDREb4YekC/uIPfdNXybHprrlH2CPjreIJIlyc68/Gyysb7QZS7zDZaOPvbznDbf3IjG+47xp+KVBjcJPO6ubqWoxNj2xCjT32oSvY9c5gv5/o9PpbevDB3lpDF9llaFPLsbK6clrP1VFVq8ZVlRd7TKuf4RsQD4N4Tkmmh/kbCuDIWeE5Np4PfhQolYUHc3e+z26Us5JGVoyAZMF4y6x7nvA88HzVNdl7Z+jm5dkrXw2E/P4VKYRA+yP4CERx1kxmY0Ei17NEbt8kXrwJ7qC0yk4VYwf9uWNyQj5+z/gMf3bfH54kJ8OBmTlszBGyrHiTHq7sU3SN+rq7uSLb+pt7urFZ82QJN1tLjnr34nuP0FQpWUKZC45h+uaqNi3Rrg1UjeoR8aLCWqmjVYj4O/Au2IRa3PX+PmygJeBxc6M04BxYcavNTbqsToMGq6wz2qyE1WpwaHCNodVtI8WLdvYJSvsc/UEs1Nrv8xE+b2/rED7U6zD7SK+5VUthCoeWNhMmWudQ4SpdaxdNioxc0QTngWaAwJfAz0ARJ+O/liVoQb7h0w+wzMB/2azyoCbSLL5MNp2udU2BsRG6Z7sZD+QQZHRmdtGRWVl1vGY8ODwWBCFyQ5CrSQCBIEbFmyMhhEBCkJsgV1BgFBV1wuhSHiMCO2spW7tj1VrO7Gy9Zr9YtV+crf1r/+vu7/X73vF7v98LG5Szctsof4u50lFZ18zVVtZqdXUnI8vjShXk/vzUrGgmO/+irogr0qkNJxtJjOOLu5qiB9PI1IHhghsMiKZugks/Z7pd8+g5PVfyMGeMfRW/cRj9gtm8Nzs6loNjqJsqUSpP5DNJR6sbVZyqUd0xQI/orBgBOkMDRkCnpTjbyBlzqlLj6QMFSWm8k7crwBsyYYULniQfEdQK71G4Zz5ohQR8HPjZGz97S6Re5/OEu7xLjfBIVAMLKPS+RHgECjG4ShyPIFPsfF+NVoil7XiSfcBVCOddLPMhovl97qhyXi5GIQSqfisXwxpiBHzEYCSuIh8x2iJcp/6KrGK0g5C2V2DohcMCWAtui6ZhGVhhOVoM/jJBcMwvoRJGv7CsOUuiH97KYZqwdp+71M7Jfuq4eFlrrm/QG4y1ZtLUWd07QA+ou5WtrEzgWzMbE3RNWmOtVk+aLtd02+jBEmtuO4vSUTyFNuN71hDdrZoyE9dcqstNptPVeXwxW8xnlacyaOKX2CIcPifwHaebNIbjZHtR3dEE+pAqPQ1LvqBWZmtSGWk7D+5CGSx2GYJAEXjPe1JbP0/2RW40IttW39nGbr0zm/JP5rvJptEx7sZI50TtMxL5EiUJxYpCJZmkiFdFMvtjG/pSuOS+gnuz9Ize3mFjbR2DpjFmrL8g7TLmVN3R6iQS/IhTQ6qhNBs5E7a2Fy1kgjZm7N7NvSuakILH9inuoh0CRMKJ+XAqvTrhwqEzJLLjWtkJcJkZmrvO9T4wzr6ir2j6SgdYdb+qN8uaZotrO2Ag0W8cTzFtYjcc8aervNzMmeU1e0PpyLJDhXJ2s+Jg0iZGml0BFBYYNwjAyc7CShHkCzsoCBBcYbGjCS9rA0A5lmKLH8BNIl2PUXATGweDDEfmJxK+E+YokDkuvY0HP3wyCW5oEoIl0hf5IPsoD4zwa8gH10UD2OEi8JQVCreFMgp8iLLJ1DvhV8mrYRvNQczST5I27+B2bEoNRCQtG0Fke9DENnbbvWcpr5jxEa2lj5MVmmubm1q79B96vBbc0XXMOesI2cjxKP5IagaZkRJXeIDZF13fE8/F9fD2l/RL4/0eGzt45ZppnGlrOVFiwR5s+S1JNQfJd0h+Aq7Qwrt8C77QhdOAHLyaIl9cVV981IWegN+8HPmhFtRF/LzpyHmXCWw4ge2wFT6VOP04P087p4sX1lMwinzwmQ+USx4+hmz0QAwRBLIL62EYRsVoHyFdj2stvORx5fzxL0DhF+SPS3weKIkUllZAIPLME94AuegJeAlr4QNZ/nyNO44kXSIbQu4OO1oi2MUoA9/iJRQQtRUNpy3suAQYxxsxeBPwvvBGvEdyOquCL6IdBf+LEDuD2+AlEvTO7aFPqBCjD9+5qCTgmqNS/C5ZL0L6gseb9XkMgxHwE2ic7fyvJqjHk9Z/gDsNHomvQ++ztyI2tCxnln+qCIvgQrcl+CAPGrn3+D7ewoaNTSt+ZH581nJrjAsEFyomMSp3N7MrymRL5BJtKvssPWv42opnwHrNdJe5cy03xsp1xdTvXE+vU+5MjmGl2bgtWtyWJAz6GdyHC+ArEuzwDTXY3Xj3OT2VNx7bw/bE7jH+gUH333VKCwHE9NcG6yCHCNBSDQVVmQn0EXUmr2JVfKY6kUFe2JsXYb1cVtDA/Z/0YiGB0tsqxyZoWJj4fegDdnznhrZAJjBEEf4FF7L1yEq0hEZLeny+3cqG3ZtSfM8M9V6o6eCMF83a5roXwR7Tf/7dlKWlvkvX74ma/akTBapTKiZaXtuSwu0fyHr4mv6LwW7FCm+91niXsQ/nxnRxHTEGnHKSJu34UVajVOeV5IROeoSse7ylqLxEoz7liQe/HgyYLCMxWc7ASrCAH1ryjiyvzu+hMmvklw5gAvgXLsBK6IbVhK3dqXl1hZVpZ6LPbPPIO5t3nmfPlp47dqGAhOB6oqhKXaupJ09qT5s66WHJV8d7iixskSXHmKIjZT/16lqbDJ2kobOqs5tu0VhKTazaVNxYUE/KhHxTjiGzhkSr0A0KheCAQjFndjadKDNwLYX6jBg6vjAzvQhTZpkqS5OMmSQfL9BVOOwBWIY8gMOhL0cL8do6h9kji0LLiN837x47zMaOPcn9O/O3hybbV9zooOXmN/RE7mhsJ5tpijOE1yLXVg/Z1B+1adVFlWSOrtiIJV5rMuvZOnN7ZS/T1VZebOa6lca0czEkLCdOTSnGI/rJvsjtDZ8xQVtyD0dzUbHZkdvpTZb9w8lsK39d+UT1VOUhmxsq7SxpPEY2HqtWZtPxeYrDhWxZboYmkdl9WN+azR0zlDZpOkknwwlzGCRQCKtEwmInvaViJpzBipXmmINVWM8wtQmCc4oDoBkzMyihjcIrbYBjl+Qz7a6mw+wG2/N4cGPA9XnfMxvXNKC9+5T+r8HB8sTiHDZOKee/ZL6Mb+hXcsXmcusI7YS/c1bN8wtEwip3OO3U1iACrXHYUJBgE6OPCdBgnZXCRRzgbfiogl+k/7e3rAcGIYLiQeIvBInRWgJinWLMES+EYLFsshk4C+JeOILFuFRwyOkzgPB3fJyL3ssFySc//7LOsVYsVb35baMqT4jEq10rbt1e8JJFwWWYoqLKI47HlSgKPA+kZ0Vtp2Wf7tfLOzJZRXtf0TBzpavK0MbJoix6U72x4Uzx2dIzpWfV50rPl5DwH6LLLLip64zjUMe6lwzjzPhW0+SecE/thjQMDzBNH5qwJA6hAZq0ndgGbLzbYHmTZFnS1S7vNgasxdr3xZIlyxteBcEsph0MAbu0dGKasGQZksw06WSa5Fx6zbTH5qFP9+Wbe875lv//920PCdpNneYea7flpKvPT/ZFTwV9NOolPpTPlUWYSOlR5x/Br95tKT0B5U2Gmt5SEtECU9DitbtIrys6MAIS4Z4OD/R2WLUKWt1mYDuY1m51T3Mv+eCQ8AhB+fpKDfUyDamWSdqbgEpnceihwd7pi9JxRyDsYpzWkDVpHrY87+139ttMJFViw58BC66xHhG7lNzrKCv7Gn6sFr1MqTg3JxJerMkf/C2oaejQyqBSz+LliEQ2HmJzexEr8BIRaPapvG2kJj7WPgduL8SvTMLJhcDyfZpSfay6WT3PYJnexK8IxaxUXwsqmzxJFrKJ1rPn6LPmlH2QSQfGIvNgflReEoA2mbnxOF3SdpwVM5isN6F7eN0ZQ69mcBT6WohyBZ0fyS5XJMlkZYHnANjznuxoOSw7qnh7B/168OBUEXN0+kbzQ/DpzeHFWRif8E71z5J8rqBX0iHX45zo5ZhgSxvCaS1sj3SnTk2emjaPRDdvPe9LRc6DkWgbXiocWou6n8Xp0KBncTp2oSzcVMMY0AzYeUrQv7iQ0C0TWxvA/vzmI1Ww8ohy306a8u0JHZotYopmLjVfX0NeN/bWkpg7HAmmyDwEHlfzObyV0A0qgzI3SY2Mrj4nbGKb9DWgWuxOqnA62ibn6bR9MpBkhgNJzxSIRzs0QTgi8eL2Km07rsTpUKNMPhO99bdHmF0F2RHsX1L0EnWBg5xf6KutHigHb/6hpbgElhTJ9++gt8X2Xapgyi9eUyyDex/GLqWx2SdGfCnTMIlFB1OCrt3Q3kFqVYp2MZC2WF0q2BjWTJy8QnIbBKfTJ8d7o10z+nFlSj4ujom8JH+E3ywM+gcdKZAcbFPh1Upll/SfIPlGgWnMEfcHSUzXeArzvvkUCXrZ7M8RpFbQ0mORkPpK3J/ZIthbrG1goUrZVvM+LXpj293VPAS5vEff7EwTjn6b1cZYB1xmfx/pd/f1WWHWLl78A/oJXnevoywDm51CLyEjAnjLucclhQOs3CQF+/KlhdWwppA9uJt+LXRo+hhTPLUgXwbpMXtoCHqcHp8rQoqIou4TrUqmTlOnLQK1MotLBzusnc4e/KTtAtPhaPWslJTOXjUsA5T5UfLaJIyMOS/+habucGd4QFBfvEFQ/1ROSGL1bvL8arZQppAY68GxukhaBduiXfFhetyctEeZc/7RyAUwPmRoDsOQ1HG8iC401ihkzLp2voVI3EW38FgdQ7lUmivgYkKHtMlSD8SSLmMzlBrlCraRRFY8VpU4apqgVtK28cAgEw0MOSfAeMQoc0G72qwQ0/wKykU3iQ9OjvWGmN5Qe1AXJKm0JqLwY19a5zIuwT7AYr2EcjLW8o9FOgf9lHgieoZL8DmrCSIrpNx4A23JQCXovpD7Gb8Fn7kF7SL+vIgoXpWJdgv4QvQP9HtUkcm/+X/UW0YwY/kp6sE11EPF+KjdP+aiZ/HbruNL7cUtuQevvYHHTVxcaJfLTXIgaujUiaFUJ5erG9ti2hDrI/2yels1qKhtUzZDaklr1LIaKbnCv7g6hP9xh0iYwlYPE3PHnFNgNGJsdkKL3iRvoPnb+Pe3CWosagpafUzKE/OeXQuQrQdoWZr/EuUSp9HnmWN9sR4/0x1vi+iwZQdUEdYrtz01sbzvtmKQXCtEyXohOrg+YUJU5i4A5bWtSjFuWa1Bo1Kv3YfG91mvRHrEFLeFmCl/KngeTMYMEje06kxKydNK/IdY0nwgSuA6r8nVZ2jTxhTaiizo5QzOclOYXggv3aVXFEtlV5mrZe8M7QA735Hkl8GyfPmBvfSeyIF0AZOfXpY8Al8uD11NQ/4ZrJOKRl01qGr0JBRQMdQ6c5m+7JgJJ5ih8LBnGkwN6yRhGBY7Kg/Th1srFRJ8sg5t2q7kDqIsI5u9iBikx0Vo5AY4ifBc+ZHIe6DihLGlEQuSxqBV6+TkXf6FJ2ocliTccq/G00oq4+OtM2DpSnR+Bs5cCP31a5pq/EK5VHGO+fkvhf4Ge20VTY0UtVazTYyYbdLVgGa51cPC+qh27jo9aU7ZYsz54Gh0HlCNM8O6hsDa9L6vxHC0Gd1BG/gN6Dnsn1uxgjLUJ+i/nF0YlogcZeB3h5sLK2D5YcXbr9KvhQ/OFjPFc5dki2BuzOYbhINef8AeJvkkYvAEPtbwNEF9spvQDGlDWieZ5L8TVrEitgQU1YXn1HgUu5MT9IJjOhxn4qEh19iaoZSGoKPZLG6gK7vqDFImi1/ALfAKyjGwI2z2DaznLvSEmxF2CirrWhW4GRNag7pFUUt+xb+wmsBDYyWoxVlzyhFkJgIT/j8Bk/kUlibrQF+fDaJfEJSrs+fU6T6Ypf4Rff9DdorTrNavY0IO9RDlob1CPkdQECybEjGiqevq+4BaubfoG5mEUyOB2cv0lH5EGmck8apAges3/mK3wUrqrZ0OH+20ONx2xuYMm5NgItau8sCBVrP+jJrEBNN1s+VcVZyMVRa4DoL9hRpRDTxey1YW05WuhqiCGVTMqq7p7rMX9K4O0tVhMWppbadR28G0axQ9UlBab/drIPWw3d7p7x1cE+zO79H9bzc+QEzGAy4qzHvl7/zHgrqBFq+WicrSxlv9t848/2890dfdc6obSDT95i7Ybel1hWk0+tm3v0bbeIbI2mX8H+1lG9tUFQbgLUvvvQJpzI4Xm3vJLQgszB8aiYkKiiIGMNMlUGLADdlARt1KYVvtbVlv165lm+s2+v2xfq3ruo1tbFPYzAICIgsa4kiIEPwFgThjoonRwHvLKYmnkw+j+MMf/rs3Ofc957z3nOd9H6BfyTOHHL3lsJ1cKxNUwT4WruDl+Aq5PuW+nT06QTPwpf57frDviLdXjUxJb28klfB6PF63PxBRvUEsbQg/gyfJcG3bwRajsNdca6rkaxrCA1Yy3NnT3neUU7pgKV44P1VYzqCD8Pti0MhDClxKoQmsyC3BRfKSfIMImtyQQnnTRRZYSkyBNcoqWEEg5c26UKc8BqXsGhkpyN9B76zLFb8sF+dDQCn5CFZS6MXrsup6TqWA5RQ8lw+/klJijQsomAFFYVSuKpJr5CE2t4FUYy+FM/iiAhfIVUDhURr64CuFEm+DgmwhlC29Q+rWArxAbsptBUQ6Y+4FUKL+OXkPiz4Lm4LNAUeD1SRJTUzjQdtHe7hdsX1jOiFlOt54QX9JO2nosTIRq89i5kxOi9QsWC1NrSKvM/jjpIQFnbG2NINVlHtzuuK4ntGfOCXN8GdPRkem1FOjqZPfcCOOQUtaQBlHRIqYo5lwMhLuYdIDoWOT3LfvzSz7QigfrE4agowhaIuluIQ3Eg4K/nDMneSHU3YxrEZfe23upm4TA8UU6m+ftI2ZB5kztZrMWv7tHWatVq3VHqqu4PSe+lCjgD6FcVzGRq1ei8SZWy3NVsHpsDvtrVj9ncoYlPwOcrzDzkiUC3QF3KTYR0LBmBdK1qt6HCGnz3kfz7/cANopZsTiOXKR3iS8mIPPs7VsZ0uLy8Fv3GmtN6gbD1irNfkO4trDDiJAd2S6Eu4QE3KHPSm+j+rweF0eHs2CgkZznS32TgcPR+7Vsuhq9kMs3MsXL/F24Sfy+SL5HIjs7dz5ZbQS/wTdoCu8DLoiOA532RFbRkwKSbE+oOPrGuyiqDaK9vo6Theo7xUFY7LfPsIPZwK9pBVKBjPDnHKtFZgVv602wp2fYQNxhlnC2HJYUUJ4EJuVu1j0Qa4LBFmip7qP+qLCQHggcoLPpJxSQh2X/AYdV9PcYGgWJEdDu7aDeZZG8ZNtx5xJGzNqjtVWcLWH662ioDfus2znJartMNkUehUX0aH2QEegg0HxDr/X5ebnLvafnlBPnI6fu8BNtkyYhwWUMA/r07tjI4lUf/Ao4411J1LczMfTVceE0SpN7C2+ZNOBLVo1ipnq7JXlnHK41wir4El5m3gT6EKoBnQJUBHcyA6yQGOEaRquLn7wdOHeIIt9eYlaR+FA3rNWU6dglQIS1DRepcAb5TPsD3hcgcuov/jUJVKFiVJVzId+iXjV+zZwyVkWGBKVodFrBfkp/nzZjSf/LlyP0a2Kgsf4Vj7s/6FcZH33rQvFbPPi9d+066FzPWDnryQfBJ9l8/l4lzDUCMlH6XiUCzSNn86VPGDrY8hq/neyTv+TrPe5iu/C+DUYu1wYvwXsj0Wgz1Js0O4hPZXJeUiyCFLTfsPOOmb9jpotmzmYvYYrqSO+YCAe8XlCvoh/PKUaS/X39aSYnpQ3PcBNWUb3p4X0/prQLr5yb3MD6W8bpL0d25lbVGemO+4JMDF/0j/AJ6KttqBaKZ99KruJFdZYnl/0hGvRQjEpD8Xg9ZQvSuEDPvoPAQYA43DPEQ0KZW5kc3RyZWFtDWVuZG9iag02NSAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDUwOTEvU3VidHlwZS9UeXBlMUM+PnN0cmVhbQ0KSImUVHtUFOcV/4ZhZ5fXAjsMGhbZKYLKG0RAHhIeCgQBUYwBY5EVlogCi8tLiK+g9QXkYY8pOVGL9VUbaVWKmtbHAasoKaKoa3BAV82qZxMfMdg76932dCBp2uS/nvnOd+bMvb9v7u/e3++jiD1NKIpS587JW/jm4qAMXXmdrqasWJujq9WFLNBXaCvHwiGimhIn2k8iZO9GF2/yL1dvQty8qXh30duZwzhc8erSqyyZN/H2nlihInYU9fG+VH1Vg6HsneU1/LTiAD4idubMYGmPDR/fI/nkEv0yHZ/XUF2jq6jm36gs1huq9AZtja4klOeTy8v5BWPYan6BrlpnqJO+/lgZX1bNa/kag7ZEV6E1rOT1pXxWWaW+pqFKFyIllfPJ6by2siRMb+DLpAOqa5dVl5WUaQ1luurQsLS8hVIeP4Mv0ZUSQkkPYQhxoIizG/H1JPEUSSQk5TUiBZdTRE9IDSF1hOykyH5COgg5T0gfIbcJMRGSbyfB7Ymc7CT9lIwKoOZSRVQN1Urdov5hl2p3ws5MJ9Id9Ij9L+377L+VTZEtlp1j3JkcxsDsYF7KveVh8qXyNnmH/IligmKF4vcOGoeNDqIj65jlWOt43vGxE+Pk69TuhM7JzrucX7oEuux3ue3yShmprFBuUH7p6ua6yPWom7NbvFu72xV3B/cI99Xun7vbVNNUgmqUTWTns6vYUx6TPdI8mj2GuXDukmeA5zq8rJSWGLG+B3b3VI5tqkdGSPphsefYJsit5e4xYod1jSyaYfchbzvCIflzBLiA4uQ33wH1zkN0Q9eSIN7H2Mr1tt27adwZlZu9Pub1pKb7F3zYJbZ+GPx/EEocxjl1r6Lqqb+YadiLi7lgCCmFqZDgBdFHIcACgT6ZjD96L8RZGO6FqZdw8tcY+D84UJrpHgn3LXj3wCwI94LUHJgcNI6zYMhRnIoJXhhdigHBY7i29jrQD1CwZ4CG++L7XDrqsTIdKlE/AHqoHMBKRmpSM9DUHaDpO54XmdaVawoK1ygK5F/uPdJr9HqOtFyJi6FJoM5AF30GmjjoErDrpzCggUZa+rbjgzrrhnqqQZTRDY3cDQZOWzfIUhjleqM4YKS6zHDKTHfBcw7DP8EiMIDhEyiCcIhYC0VoQMNaLMIIH3MLN9oCGeAP/i2Y4fuL7ZiB/ui/HTJe+ijb68QPJUL7TDSI1gIuk+FXR64KVKdDlu1Dk1zZbBTPG6mTJjgkNZgTCznT1q6HT9XGy/mJATlLJX1ppmZHz1uLCQqx2GgjzK4Hj0991a140HO3D9y9YGLAdWl+gdE8+u3wkaqGAwPQaFQdNs0xQZt5npl9AZVwj2v9dHfLLvXdK0umR83OnxmY/8WjrZpoBqdstUSDnxpeA/om+Jq0A1F7NK1ytrx7/8nuy14wIfQiuqJvagiqN/uYmDstnYOP1de7i5MTs0pS169vblmnkehBnJGCRwItxkj00hm8ZdPKYuELjBMg7mtjkBwHPWEDPJO14rOxvsKIEcKM1B9NcM5Miyus2Ry+YN6w2d/YIus8cupgt9ry94wQlKUtjIvO7bmxeaxMj/efJYGrGmLvgAKcIdpvGFVvL3p3eblmW+sxKJLB8fGDB42QZlQdew6HTHPM7CgcF925bz5PiYzJTwkLffPag6/ODVo07Ckog6kcyN9L6UcHNRbmYja+hQEduBBKNRIq/QKoX8CEuKfonThPn1ks/UMG1Ae/gxngr2anXTmpnfvrMdriPwUKfC20+JFEwbY0XlQwGIDTUY76d3GTwsK0SXJRQBtMBl/F+GSMFYeh2qjqNGeaYYs528wOgScs4Ub6u+8K/fMTE+blRkdmnTP5sB6ZMMzN7cy9WO3DHk7QF2bGeKH/6Gzwhgnf3YZJD5Zdjj7ow06/cKDzQp+Xed5DDJMwSE2biw4adpF5Kzd4/tjA1TO62akF2ow5eX8aGldG2liHVB3mJBOcuMeOiiFiOReTlzo9dv71ofvHhp9bzibN8GGPoA27OVR+bMoBJzUk3YRJsA3akR7EiVJ7cFJQCE5CXggEv6t9x3o/07Ruk+Hczfnhk9Xs1vS841d/pfneafBXoFWS29j2H+3GFgEtBnIovQPN/DRtws+83NG73agYM/PPQJckwa0UxJh6apM1iN7k+YQRYKUMepghXCkbZfAza6HMlzkTxbUy4IT3ZLiZUT5pFkBa9YJqyAIWS6ZFGnMyCBxUMIJxVeistwpiNdjEBMdz8IQBX+Oz0Qdv90fuHrPC6v6DnX+75XWt9OySQz4HimY2Z6nxN4xFylzAjFxbOy1paQkSDS5glKBuFESTQJ2w0NYYcQsHwbXoKmCAGqvQUbodi7EECM6URJEhsSaQtlsTzKBjU2okuqvx9VRpujEQcB14SHw6nD/ltxolODQL4lmBGrKIks6GPGEbA02joIaN0IiuYIdVGtw2XssMBlL7/DARP8XUhkwNTmeU+/7DWYJLWHGTYPOHZlEu2ORQL/oKtvcY5Tqpl8J/cywgwLCAw1LcUbCVSZSSGgVtHZwW4JCgOmERK03sabbE6u7ZKzpjfzysZthd6PlRpB9OVWNklMQgAEKuQyAkv7y/GMkejYWB+Cp0u4bhaqxDRroWSzAHWEyBsrvmPxh7JI7q72vorR+j6fxDGdLxgsVaGIy9NmfoDZakMtxeZy2sp0Ys9IjnWIRRpjcKVk09tdcCDZIJs62FXLBtD5NQVTAjtPbffFcJUBRnFnYc+m+skGGdpnGXMT24DgSVQw4Rg0dAQRAEryKIeOAVdUM06gKiJZQhUSQoumoEDV4YjasLiFlJFpVETRE8gKDDMRrHYxQpNFk1vB5fm+zrQWvX2oo1U9Pzd/f7//fe/33fe/93P0pf+M7m0cMcQdoWcvpBl6SzFMBTtKmzEAqEZUKFutImAgntxg58xoELw0vyaPgGTnDoyvBXlDmQfUmhLXZd5vMsplsUnV1Hq0NFATD/DPkuuBRk6i02+ZBNSLW42+S7hUw4CiuUu9w1Bivku1yhctdmn4XuDDOULvyr3MXRf0fcakCtNvlPNm0rGTYVMrmP0sQ9ts8KVFrymeIit3De9GZED64qO+V1ndpKsIuYBDzGQCZ9eAJTEiQhXTGTPnQfk6ROdzBdoW2IhMgrOBhNaIqkSyRGRtJNk+TgULUFStR9Jz44cl4N7xP0N7Za4I9UVUa3458lvOQAVwLrrpkZGpqS6vmJERN6HJqdYR9g0TtcEqqFLHtyvuhn5pqbyp+AxuP//BGKXrh8+VzJoa8lIQY0wZxQjTthvtgez61N/0veQsNz9152fdgHwVOnGX1bON0Dcvq8BQodJH5sG+UgsSyKUAi5/J3Kd6IGjlkZZMSvFFHshPOwhgl193ZPitpuLI5aM/rz951/YfNqNrd91JTXlF0XtsuZuL3y5oHKH256AAu7gh4S3iFxcaRaX2Eb3wk2G+nEFSFZbpMLRQj8CLWN6G1AdxTjqLj3A34JsOVGoYx+gWUP8jD5LhuGvd48Ay5SICOEG0ZRxXCHQXXgC57IqpAdlIRk5A8i23nbo8Ny2PKgYbbXDklloV1HtSSvUwt5BG4d9S5KQzis69EUFeRXO2U3kpX+DpCnMtTHRqML6sc2gl6SU+kWj1NAEwrxEP2oE2Ik3YEedG2Un2plO1n5MJyr/MblM5wj/8aZGBQ9m8VBL1rhXgG4+GTIXcAIx58+9RCSn3qryzD0IgznM2EvBhGKTQxDHGP0pNFgBnE0wUMGIwjPpLTDlS4aqaKjCtY++aJ2n7t80aLMYHKifJqzKKXhsj+vTFJOc2prmNJgP9agabZo4VP7UhETfx0GiQ2e9mPd7L9Puy1aTHGCxKfDMHF897Njnkw3nboyg1lfbqPmZr1V6JDdIEZMnRmFTu/M2HO2/l97zm6Xzm2/8MnRA84g4Qxxfe6HG/MMywo+qzJCKQ+ve+/1d2yBzyx0+9hoZS2ba/c1G76py4mIC9/it8ooHA7ODlmOfTxMrWn3m+vLvv1amnpoxcnPS4u2lUi6LTnm+HpaHyZm6i9bocEm1Mjvwi7Re74POmOfmff/3XXyATDofcpvMEFcMeEu0cqEmsZCPqGyJbPWAEFt4Are4D0S9Bg8Lnb5lKXGfNgT+iIwTTk1RAXwWATXHL9v1eYkLBx1GID+N7A3BIF7uxn0pcYQNio3ZcYIA/aac7/zSWUXuDZVL5iw0/iSg+U2aCC1lvfTXoZiaT6rWzBmT5IBg0ZRR+eN3u2oh+AfLpWdO2QkwRoXZeWFo4oJtoo/H39IXUufr/y8Bs8eRJLde/p9Ek9yEEabwVv1EU6RmyMgTIxZk7I4yoBcssW2ySj3Y9C3aCqMwTgDDvAiywCqQ0VtSBgxgPP174HtNyquYBLbt9RevmO4UTfhrc3UKpykTirBDO5mzUOr9qG7VU74yfxmM6s+sPNEyWf5H5dIV/mi1Ss3rTb4T5893Dg65O1bvG4tLmyA/mZZrI9/joYvLUI7lDWK6LT4ccfDk3dA013lN3RwmgmdjEInrJOnieFMaI/YyJ97b/LhCQYcn4hDKLcDWvF18L/YcKSe8rCYofPscNRKgnlqxL7v16utJ1cETvO7DDC89SaMdLR9KWp+NRessMOqveBuhWrWcarx0cWqufESPrJCBw/atDbsPzHyg4lLpXw4SNuraMiuOBO4x/pGa79GCrKYjm9DrTBdDB1oVZ9jitnu9uIF8JeLxVDlEkvKXbUwJ7egMEeK5DeUlGwsNphrqu4ZhaH2vU4Ow/EFcBL3O+ZOzyRTIUuopukhmVmuQhTuVymOy+A6pMEkDhnDXMzg5PBQ3uGSqhCNVi0Z2GeRl1CqRqemlILLUb9u/YUaNUQzO17R8XPL3hkxEt6jIW+pPXP9x93JcepQduW7o/9pik1YMm2RVJ8xuSzeMG5y+uQFRtKO1JZwXvc/s+6wCtWvyFnE5PS4dyWym3Sd7Na+IAWYbdpy2CHikFv4GoRB2C0q2kPAN4QavDAMC8HX0FeyuYO+uenOneYo1GPfsVFBQWOboC+xls6hkEAzqS700Pba79NWMSlpohX2FLJXUJYJPk2Uwpdm7uHbNcEk71c3jwnXovP5V3AO91qZYpKTf4dvuJWyFmfLydTXWYWKOkpZNmUF+p1qgzckGx+wacrcuWHO5MlQ0FCqQnqE8Yg1wgbZ1hgb1a2yIzBcRLeiB6ngbHgCfBW4/jT8UGipUUgeWRq4vc7jzHfFp8+ez4jdQic70OcNLUdmCDTNGehjXXoji+qaNetGbqzHhLE5SVGxB1o2kE9ldFbVmjVddJKdYA8hWQkIfvs2Xme+/1h1W7ponk943XrcCFcfmU28zqFFKZkvdl3OVdOC1cx/erRpwrwT9RI8CsUOHrVfjoL+V89/caFcIiGKGWGhaBxs0RTL72nlbDILYjhAGavWHi95LOfLYJpSzN0lwI4puA9Nv1Dd2m1fJFTYV9G7wcRhJVytW7XYSw7n/NlAxxD70MCPwVtkeo89lgOoaj1RAjgb00VTY1GbcQ5iaaJt8gahdZv7I0Z9yBIw4RI6+jFMhb9zgidEwzrOi6GIsfgHiOVQw6jLyed0ITjPbH8jU/M3OUvriDNQLZ6OVYfQqkMYpCk7FgVz6auzshcZsrO3Fv2H83INaSoM47hj7pylFLTX44dJZ1Fhi0ILEi/NULTU1JwZ5NSGUVk5yiLoZnkJEe1GGSwLyWYXtczWxXLWcnlnKqcSF7msORuUmAUKzxnvPvRuloFIRN8O5z383+d9z8P/+f3zZZF0yfXq8uqAd436H49kCxZ7rja1U6Lj49FrMjvjLfgjRfZ8zfuJkKnTFRgFzTTuc80n85N4RbVF0ji8zxYzCum28NGcYTQCW/gwpnl/y0FDnvjpIfPeLVJ1rmZXPqu+m3Un85Y4oy6t3ixtanzwsJJFSVALEgYWlsV0Y0FAUHDq0uyq3Lr9MlSjzM9MSZZir9G0ETVrz7DnbJCmbTuYwaKKOLWBO+N2xHmXLTHgEwBeQ+Zx47HHO+tlKKG75llXn3Q8zBT2jA01hOt7pZ1NtSYWxZr1GZvPuQMhnwVacr9THMpGN6b4LIYDbRyZ9iFkwZ3stCqjpB+EAyQvNhM8dPG9jJIyVL5sZo30+tw4hcyd/mikxIkgnGtlwVpCTYKzfJkQTnvzZVZXGUVebQSnYACcRNbJyIfWTUxYrRMT64bkcoVCTho6BC83qgj8E4E/myv7SRDdXpCuZkkMbeCGZO76aFJTIhYyc6x4Oh1ecHDcY3EnHKkO1IJOEpvjKykQvqh7Y36uSgqKzYu4yMbRqAa8B45i/xBlyuqiwrMXimTRdPnVa+VXA2DR1zFYZN/+YY3WHTwVgzfrOwalIMaCrhXYVxGBfd22AK+OQI9RAAmcEM47VYyKKkxLPZV0RqwigN3D0e5PGtpgoE2g4yCcEzr4VqZV19Jt0OftUO4+FKlmN+Vs3VMaKIb2NlxIaZ9013bcF7c3dOgtUmu8ISIoJTl4OiBorHzoUcukpMS50qVxfHOgLyX+3ygraETQRr3HGtEUhe851aIllDGEIQjoi0dEuJRC/hDFH2Ack2so5IeVSz1Pv0GWyA2OmYiYaQy9/XecRavwaf7ytKZ8RnMamsyTHgIoIqKHbejNfyFhwl+Q8NJfkBAFEpy2T9e1bKaugj916UhVOgd6+7/TC62CHLDPPvgvax2bJP1WTHYotqH6f/TXaOKvyB+H859n/yGLj82XN/nxn5gTVU51Fc69QsHtiu8Vrq9X6J8CDAAWNknADQplbmRzdHJlYW0NZW5kb2JqDTEgMCBvYmoNPDwvQmxlZWRCb3hbMC4wIDAuMCA1OTUuMCA4NDIuMF0vQ29udGVudHMgMiAwIFIvQ3JvcEJveFswLjAgMC4wIDU5NS4wIDg0Mi4wXS9MYXN0TW9kaWZpZWQoRDoyMDI0MDEwOTE0Mzk0MiswMScwMCcpL01lZGlhQm94WzAuMCAwLjAgNTk1LjAgODQyLjBdL1BhcmVudCAyOCAwIFIvUGllY2VJbmZvPDwvSW5EZXNpZ248PC9Eb2N1bWVudElEKP7/AHgAbQBwAC4AZABpAGQAOgAxADIAZAAxAGEAYQBjADYALQBlAGIAMwBkAC0AYQBlADQANwAtAGIAYwBhADIALQBlADUAZQA0ADgANQAyADQAYQA0ADcAYikvTGFzdE1vZGlmaWVkKP7/AEQAOgAyADAAMgA0ADAAMQAwADkAMQAwADQAOQAyADEAWikvTnVtYmVyb2ZQYWdlcyAxL09yaWdpbmFsRG9jdW1lbnRJRCj+/wB4AG0AcAAuAGQAaQBkADoAMgA1ADUAMgBlAGQANQA5AC0ANQBmADUANgAtAGYAYwA0AGYALQA4ADYAMAAxAC0ANwAyAGYANgA2ADEANwAyADEANABjADkpL1BhZ2VVSURMaXN0PDwvMCA5NjE+Pi9QYWdlV2lkdGhMaXN0PDwvMCA1OTUuMD4+Pj4+Pi9SZXNvdXJjZXM8PC9FeHRHU3RhdGU8PC9HUzAgMzggMCBSL0dTMSAxMCAwIFI+Pi9Gb250PDwvQzJfMCA0MyAwIFIvVDFfMCA0NCAwIFIvVDFfMSA0NSAwIFI+Pi9Qcm9jU2V0Wy9QREYvVGV4dF0vU2hhZGluZzw8L1NoMCAxNiAwIFIvU2gxIDkgMCBSL1NoMiAyMyAwIFIvU2gzIDE5IDAgUj4+Pj4vUm90YXRlIDAvVHJpbUJveFswLjAgMC4wIDU5NS4wIDg0Mi4wXS9UeXBlL1BhZ2U+Pg1lbmRvYmoNMiAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDEwMzAxPj5zdHJlYW0NCkiJ7FfbbhzHEX2fr+i3LANMq+8XIAhgx4qSCBbiiJAezCAgV8NLtFzBK9IC/PU5VdU9M6QZXWIhTwQBbtdMT3X1Oaeqq402JiqjTa34H7JVRr0dzANPn9NTqz6ooL5Xw5NnL426eD94r3PNyseoi3fKJa+tt8pWXXJRh2n4dvhpMPg81qhKcPTotdrTI+1tUuI5wq015PengZ4YPA9Ou5SzKlUnU0NFENtrdnU9uJC18YhN7TCuCIHGLuITjrjgv4tBW4Nf7aNT28EhxGqr8rqYgLfiAWFbO1tFG5d4rtiuWG1LpFXmJ8DDhztPnE6B1hP/rgSdYlzWLwm/hb1KfK5kHRNWbZG7UnRIqm+qmduBEIrNpBhMf7UbRqdz6uYYgdTsdYSXvFp1LLqUOarRmjliGct+MA+W9RovyT8MAUPGApO4EgDbMg1cCUGAl9gM/22Hl8MP+Pv2GLvJJKmUK/8HzbpCT2+HJ8f2X0T48flgrY5CPw0CZiSIyiewkAHB8fWw+WZ/cXo27dUvtwf14vbml9v9hZoO++l2OpydHqaDerqfDhdX0/7o+N/D0+MHpfx28FggRcgP6ooQmcMSDvuxRXsXRbfegq4QV9rG/hz4MTqW3OZ4HeE4AfsArqLPOiFQZ3Wo9jfJP+aAyCGgkgBEIeHYGvySA+CuImjflFEDInfgVFuEWrO2lqmoHlbVNjDHQeegvMGkVIhCR5bTwVlWQx8ToQR8M3dkBmJ1nkw7dWlxFX1lPSxLRdBHwuuhxOCWKMWQ8HmuUwnyhWB3YhkIkXYm8jG0KeKQ/8VWo+4/ez74bHVG4CkRYEnFpFPxyiITkxc6ctQ+ZBWQe5EKF0nLPjij4PfBCQ5YAFaa4PJHZ0RKLvfQjP9RFR6FtRpvTeLCaCIwWFXFABHHVhUTkofGVGWoflByAvQI0JGISFzvuSZ5bYA0yniWmkUeoqZ061amNOS5YluUidiqYn/idAl3HkTUMrDf3FuLckG505a3SDRgvB16dJY2RpW4xW2RZcVAu21P3aaqaBA520gHaF8HZONiQ/MuLxOkMnX3UrXm1aWg9eC4ArbAZcy7ktLoE7uVciiI9NJIWPXSSCjOpZERXkqje6A0rqnllZNBZA7BVw+aUbEXeiOlYBJ6oWyTHR96SMTIlTUCrliQbZCazu3IKQgVPOBLOvQAdi0KkDo7W1TdLM8V20K1FrrerZ7AH+pQ92bBKohZViPWUQbl4KRoLGqm50NQ4rT0a4rqe+g26JzHBKf2ZnkJtEKps6/RIy/jarGRpGHnaKi4UevRgp1N2Y0UPzyQ7e66KVg0VwJTX6hh2MIQgFuIn3+62SD8otACvIx6lyqqcoQ06Thrp9XZ9Ob0cK7UfGg96I1aMA8ZPdAsISugm0i6SaniWFt0gzYAjZuUhZdcTNEcwMfqcxswJdlKmRdd0MHkkKHh2QchbFcewt3v+/Imol0KFQDNX2ano63zp4Cq8EdliRmQ5lDa6X7+7vBmOuBUxxl/MV2f+BBOPOrws6fPGB2ijx3wQAJ3HHQ2zYnjidRWWGkr7q+IMGuRyT9u/n644lUOR7aozQQ+jhxkrTYzLUf/PP4bsfKr/YaE3tShlYphBTcEZ9waLBx09+CumJIK/KQEdHwoqB0rrH1Iq8/j/Y89eo3gKxo1CiC4BBcrriDi8hG8QSx9E2T3T2W/2O10c/V+ezmpH25Pd1c3hMiNAhPq2XRGxu2b6fIEPO12k/oLI3KPiWVPKH9V/G+OiQkr2UIVVWIPd4LY/G5W/cOyCh5JgKJvVmcdEe/tR/eJUzfQUUFLvHx3fT0ddlfY4EG9ZrqvJ2wXDaQ62ZxNV+rFdHt2entypCQJn/zJ9aZ0JAqOt4p/Pqg/oDQlY4z/412RGZ5DMzaz/pqHjbqvyM10BYVfnu5uPtGofvomhlYjIuE82gFIOmQ0YHTOtwb1iysJYOYyZU1LTdTbui4FDqclEz8D/zmdfSenu2ffGX2SyPDPJK25d5e0e382Habt5V5qwc/T4cO0fzPdTO/VqyM6mh2y9XB+ennAWxbkf+fMUN3G6Lvhq7D34+bVEQ6ktnyrG2p/ur1U3/31hXqFawTdCj4R1PHvv1Y0/5guph1dhDiEE1wk0U1wxTzZnDgTvn/3ZtrtLuZE/nkOXHsK/cQ5D+X/3+Lt6AlyV/tzhC0sLxuIRn1z9v4U+RloJ70Gf+5NYJ0hqJVo/tCGF5zA4MWiMiT8osyjFH2kHUfu4fTWljMQtZZXW13RUINQfI1Fuc5IQ49CbN2dK5rhyxnaQhRIjTsTOkfyhqsdbl64gXAXSmcA3XgREgKlzgP9Nf3DXY2H2wE5F317QWd8bvMd6imusd2Tw8GGxkIWcZkKAq8tQ2pYZDTKU5k9tuniapx98TKjrNPWH1eRjS00CVks3kn7RPY4u5Ptt7VMi0CaqHM+5n6N9fNHrL861petZV1fNb9M03yB0r7w1cvx1cLxOFEzbai1trjzKb720BjtfqJEw30CfTwAi3R19BotcdGxYozPPOFKz7Flag0wwiWALm6axthKpXGhawmqFgwnPiv5p4saObJCF7pV+ghPPbPK98IVxzAiLT+/ElX0z/h8m11WKix9NUfd3BwIjjBE2kJ0dE2YgyeGU98TmlM/bxZKsL6jAANtXIcHvx02jNGkNzwhJNdxJlHZTkDXWn88Ls/lsulmVyNppC8y9lV4+TEJDBLZmNdBjz1q3s/YN8R7HefNMg5jB4IxGjtIAuDYERR0xxneJuOOPfMy3uVs7KQxn8vLljTtUxbC7Jc1Mi/K8pkjYmH1aOOyDZZh3yLrc949CbcDw4rumLHUO5ycAx1oTo5xzg6TZ3Yu4ZxWQvyO+31LWNJmaNnAzNXEBi6uyN4aODq5p5bEBjIay7LzyNEliS7R6giV77iJrgJjYQQS7SY5xobIQ5+YGDYuHPzCGkYNVYY+AUBUsfBQEnnhPAg1iS2GJOBAlXdZWMwylaMAx6QyyyCIAmiRzPgVah5heZFKYtBzER2FSpZtueaEAytWZRJyFjlGZoHjhlQtg2OtWKAQuLWspM98Uz8eBgK7Wyxi7XyzClFkWy4EOpeqa4mhrDCEMZXzZoAvNNBCFwz04KCr5Uum1M5BDEir0UWpQyeVlw1nVQQHXAgbW5ZOKqYKWEFsnStoWnWmEkUxEyUltJFUuCa19EGHPnOE9lvNDBmuoo0grEDLMD+FfoQd0EZFjLlBnKRaUpjjYmZZh9GrRknQFfutolVq94UNT9nJSqZxRE9GrNIYTDQiPNd9ocGrxsCldAmrU+vLuoPHU+vx1Ho8tX7LqSUN9uPZ9Xh2PZ5dX3Z2rTJm1y5gP3E6xRpVAXGHaXit9pRuJtBHdGtD4ar37mYONSmhXubgoDUbLPhZTjhOT0M1FvNpN9A8/FP20s3U4wkumog1ySaoHtHZB16Xf9shGkDhkpjAxSABfDOjAYvOyvdkFJDSXUdDsKe2bGRGk4TTDbqA9vEIRTDE8wOqwFl1NyOpCzLry4yQnreOF5IoRkoW+kAiJJMsCV+s7cBxi8EFyttmCRLNh4D0H/arrbdtIwv3tQL2P8yjtK3kuV8WgQE7VpxukKKNjbZAXCxkmZa1lphElOLCP77d7wwvIikna/JpH9YPFjmcmXM/5/v2IqL/Sg14qRovlZ6XcOSJgL35f8D+FwNWTi8qvp8Hp5c44ShoFprSfwpBAGy5Hxxdin9R8C5vMRryQMKRxkEv2OAQU20wIy/Xg6EcXf4brSnfhH6AKe4gXwUINRhvtIexaXqTpMlmsUyuk5vZ5pbdLJMsydh5cn2ltN7d4JkuIsEiF+zjlUCp2uImdIjmlVEsz8VybEKPdb616f1Pt6vl/G47Sxez64QtU/bDev3herlaJuksfUyWiyT9vZJbGCypA1LYL28Gw/tf746uhuumjcagm2nM1oawK64c7TNxm4nu4pqTSqG2S0rTVN0Y9OTAW6rPrkZRseklaknRyEEILcaV5YQ5PCKA+VYuoM9jONn9goNI9HFLAxMzx2HYAMBYDHajKRVaCxgIaPAGUw1pWpyXfv/6edBaoArAAELi1Fc0jbNywRAElK5SCcxk4pBd5TvVRHOFcpNmwKeBVgQ9ufcAAuSmcX3BaXIGAlAJ56guaiqnv7GjizvOsjs2/Y0VSU4DGoF9YPsA4gblsIjZAxVzh/PC2zhxdPFxlrIXL45O5tvdbHWZ/LFlwz//+ubb0fHx6dlLVksFDxSpQ/OmPG5vsS+/br9bQF3lVHN7ng+dJQsUuhPu2aINPxRt+hktrOokOkC0bTnJ9bNachKtnitaKhJtmtsF72e2JBd68WzZzkJ2a7voGW0Z7GHKflm2Qt0f2t0z3EqrLnZD7hOye8Zboa91kK25PUw12TPeGpMA8p8tW7snirtnvLXFZf7ZjUX7J3x+LPOA12Yqpz44xowGCUBfBE6nIXfyHSv+TsoHdtqvMzjiHlDbgqwY8Kin1K7P2nzI40dGfIQhYBFCE4Ay6OjLlv61gpAeDMP4QlKxv1KfnbHG35S1/14drJzvH6/+xtjrwgPFoAaoFeyBDY7OLwRbZDWEGzuxpxFezV8hhK+j3DHmLGARJlxOfKqjwAgyGM8Bm7seDYAXxljQqo4npQZmt85w3VmoDEDRAPHe2K5HlZGTEOAr3lmqxjoBI6F156OeSK3x3rvnHnU+AvQASgAYuB4ALAQgq3IBXV2iwAx+NRCWRxoCiJWv80FrYQU8CdgMZL5fMRxQHbinvgJM4/crxCcCdXvCafSLJKfP0ZrIW5oLOfhyRGEKNYmgWKur98+D9soebSGlOaX0uA276u8GbnJGOmFFeYX1hCVL2CVqsAuHQUpApCIZNKgbAN23rJK0D5AB8NQgDADwiLMDDQIMtrUAjY0GNNUicpc8QhFfw1YPUrBJCiOqiEsQUh4Cmg/o0QR8BZjB7u8zUsarIHESYT5sApVDOyRkT2yVaFaITgZ6AMPKWaQCbERk44OInBAPmBAc4TnI9b0OKBZQS8mDCc2kK0/m/MxjbkQNiL8pvEQVItGD6RUjRCqiyUc9xoVswavH+Z7Z1QncfpjCv8oqMEeUsRIgMNQzp5tVpGDbZLNLQYjY427NTpNNMr9LsZB9Tja3s7tNkrZ68RhdxBsaKCVTo/tFAEsQSGOuhKH73w/PZuB503MWxWTZlt1eKac3RAFJzgjlOCyEMeKBUxDFEdq7YMOKL2Zsl0LBbH63TG6I0yVs9PvlP6MSMipBfpzQ4xlE/jICBR3miuf3k1nfR5HLNZsuQf5Wt7PVCqsHN6dsSvIhPblOl1mGhajx/qpStEAcIPry7xB5f6WsTdMknbAf0uw6yT6A8tIJsiNhDwm5NgMVhTnF6s0yWyYbCGfvsAxDl+kiD0GyWc12UUqc2MMx+Z5sNbISeI19ZA/ILe7GG95/HRlHdm8Tdp8s04S9I8Xn97BuRU8whs12t3BzyrazbUYRwafc6soqYyohRSxiJJAI15vZbn43YWckd5ctkodlkkXJp3mYHqJsGM4u7merGcuW6Q3LPiZtW2AKiq+U8ri8XWYU05r+6Wx+h4vWMXU+5q7/wH7ezW42s+06Ia+dJ9cxc2HNbvt4u8qtKTKDF7cPr4YnJFHH5he7WnxSKCZtUANCEFZ2MVmHPxbKSdtIbLQIL6mfiXpiX42qjDpZrRbJmlyessWGUuFKKQcdl8j32SqL+3LrPtyle1Up3/dmZJOoeq14eZO4KiRO4FAExAJgE60qKvLLSOAj/LZYJYhlEYUpEhDhQ+Ryj1jMXxtvyp80yKuVXBeI3cbLhrqEPdSN4IkQ/xmcun9i7Q05i3CRpvaulcBUCsxJE8eX4GJCKAMedjiEXn1KzYljkOAG60L8j65JRuF+UWAtzpRChVi0QEcd2SgfdXuXLODPDYom3a3XyeYfjOXxQkREHDb3Bdz8oojhAeyr/8WjRRO/r6BerempiaWcAQbg6KPj4rdYVWhaTnoLphjQomF4jM70Nibv7fJxmaSPd6gb8JQYEYwJq2Lfkioi8bevXrMfk901ij8aEYDQ8VnBp/R52vpM7WAso2X4/D5+T6qKTbZUVHkxIAyGbuIYmXHrYrdl6w/UocakXJq3orgZ9aGwGYgEP3Hz2S6vP6QW+vRyux2hexX9AlXUurpK80WV2GiH1PkKozHvQULiZCuNjlrHKkWooW1uUWkDS5HV2xgdyCucUsgbPlAH2lIPKwzCrq+GSQM7BYfhrSzmrookJUQISDb7PBKlQ3KR3proaCm/7OhSyaKLOm8bXjlQc4xpGZqeR9l9GkAjynhkE0eD8oALCnhCe1+tKAXnwUOKA1mCMlGxBKDG8n0+aK+sBkRmwcxqKwY0QCOq9RU5oS5XrhDyorxR4GYSQ8FooFOgTUAHuCIipNYK3eHAK2WlK92hABPKd+DQ1soTOBRIf2KMRl7niKr+TgK8A/MBoi+uADqtUKisodBPA20U+BW0IUvQ6ciXYWKo/RcrK6zAWmurFfJ/UPROA0JGbxtNXsc+gBvybnNlFSNk0Gvol5As3WGCq94/D9orq+iHIENjBb5DzytXyLsU9kIxo0WuYPFO7m+uHLqy7cmGa0mOENxTbHOZyHMURuVMVXPm1/p2Ka0+uKJtGF4Aq1Ey/UYhijIKwDbQBKGuzouJQ7D14uMsZS9eHJ3Mt7vZ6jL5Y8uGf/71zbej4+PTs5ds0LwNda0oy+u3xS4xfYu9+ZWNE3CwOZAvTV8FDNiXxmB7vgLggupAAdPbAyBPqpsCIIyHCrjeHgiqowIaTPcwBQTv6wINRIZRKzpoAHDiDzXonQUaXcB30wB1fZiGoncaoAUiDztpYAGvDjXonQfaA4N108Bj+h2WYv88CGESOmlgMNXsoQa988BgGNluGgDbHhbjscwToYY6gQB1bKZjTHEJ6A7gnsOUk+/6Vq4GQvAECJSB2uY5vQv9n9Owr5846Ss/co5O8p1/Qv5pB/k5meITX7AMPCgPUKh8caf970oECyVsY//LDio0pWvwo8C1+qp4CXTi25NUI9lES4+zvqWDhiicfr4TNMZoW/i0d+8SE8MjzHqmcEdYpyn8VV/hLqAN+udbbjih26bw8779AjQEQLaDcOxTLeGvC+ElaX0zIETMHlhFXj8NRPFNGQBbsAIhZAS3VgQTCNCu43H6PxbENAyA5EXEz9VRhyh5rgWVSsejPkxsQPFa2/WoRpFYjKlAiLrj0f9QX229bR1HuG9B9Sv2xQBZgCd7vxiGAdlhhaRIW8RC9WDmgZKOJCLUccNLXejHt/1m99yWOqQoJQ+Vg5gSPTM7OzP7fd+AlLUPhj/7qtpCUzsRgmhktQqo6DGeAdKGA1NlKlIIWtCadoQrMYHQJgQrkit65bEb7XWlYRsQ3REm0sAwwLVQxjEJkDFBhATXqw3D8snKVVVuy9XlfFVWbIpN9nZRvo3LLi+Q8vkVS59fGfCuHkEmJTaigNVUWFp3dIz4aXt/X5Inj17kAjITLsEcVlkvGBYLrInCwRF34z2sR4GVS1Uw0HE4QwdcM5pCXOOfyNSTaT8RQ3sErtRPZF/63kYvWygmURMrQdFS0FMyyfG02pSLJcvOiNZeAOZwkcx6Ot17WVCJw9IjMfE08PAjtABjDV1X4yiJQwI2JY8lRgqPYZMuGlsyhjzR0RRaDXYKuyZGOEuGHW5ZfmfondZxvlyWq/wieaWcBid4lXsNHzcBiTlLHwJLZVQl1XJ+W1aPCoUXkRcKsMYtHaIeFUpomRfK+0I6L2Gsu0K51LV+5gHv19dz32aeD4ctrOkcIL4edbmeiV6zVUFd6mcP5sIPdqDNGHKvXZY9JhbAa3fazI5Iq98AerrTRfVQLtu8RpPBpvC2H9+h27EfbxuuKEAAsAvxLzrxl4HviEkQCkyiAvYlaE5viwAQF1rRvsOARwL2q/LkQ2uCqaGLD5l0DCX20BPF4C6dYzyGxXb4FyMamp5H/NK4OYJNj66H/W4f6PYO10PnQvwbYYBIAiVo8fSjbPAUVTWpqIZqml65pyOF1ETEcaYjsr7j3FvOuXpfS/cOkuv5T6PhoObqMASKDsn0w9QC4KCa+KZTE20sw2mX8UOx+mLioP3n0V+3m4dtdcsethiz1c1MOb1c0hc0d9a8mUynk5/K23LJbsv7GYhqppRjM8JtFHKMu4xOL9fzzQPuvqjY+OfzH0787omyf+I/xqRGRmCiRXVNJ90vNhQIiNeEkuwLHa/Y2fQsRsRlfo39NRhUryXN1wWrTqhLg5MlFS+UADErDREEM63xXnvEPCF1Q1MygSSD2MbvMvj2N1lgpE6a33RBqqJ2mZio5+PH1Unvu8w4i5Md0RxM/12d3MUhjWPasDiVzYPhhBYFDctRJA6e9lxRIrhpROSWpRMh96k5QB0oiYXEUF8ybpY1iNXUjFycBAhC+xfW1gtY5OYmW2kUrWZYW4Ho1nqTg69KKEdPr0E5g+dL9aD7oSlmAH2j31fka4jGUuqCGIf4w1vMT3zmXCSxIPgur/XPCxJsCAWSnfdiZPSFp+Ml6oFQRARQcQR7BuSVkLE2EciZ60GTp5ERMbhT0O7pKNybmLQd3xjUmCFw7HlSBkglOLXf89BlG3wkQUGvR0gHG8cUeMaJiPWqxvrWBGcGevMHTLgsFE4aMDkI1kBYkRC2ARjpEQmjjFPBx7aehjdpGOi54lZEhvU3eIxOdF9kO9SePsScQfiUs5ZKctnbC3ABbYd60HqhGJ5ord+6p72oytaovS7Dm0BPUxjRTj9Rq6RXOaR1LgjQV5P6yT0WEfflZbkqF5tocf6nk9F6U0Z22JV5jlaEvlDCGue49QMyDxVxIRdKAjgnMQKZzDNJ5vWuIlFN5aMc3JV5L3jIVBhl8EyBKNyA2ZEx5jbTL8jGd7aiERzR1ojnaZ0YQ+Nh2pBEkwjxDl2TKagfmIvMk5SSx9Yo93se9aJBycqleBbyiUL4PbcnWy2S3IIkf9HtUwwlSeFRHOu44Yj59O0zz9/r9nhpsqkmzBUhzZ7Lw1T4tHY6bQcvX0ePptRcrHwY4qGBOgZuhNc+8kUskwGS+2PK1Pc8oky5p7TKcVjTLbF92KDNAc/9Qqw3tM5RFSwB/msRYE/vCYcoyBI2KNenIJxkewyEzKwl6CN5tuebUChIVuA9dM8Bs8ffPFsiWwuWcZ7ajqrgjXkeuM8apJRPDdIyVp9j6Wp+w6CY1KH4Kx4pilD7UAvIkT6oQ+13mXEeKDukObrfoj2Zo0dOCoz7a8vcq0JKFF28upoD4LQTxnvx2jK3mHMwCe0Nry3ziEt42+G1ZU77obDYhF5dzTVIRYN//58zT9vAR9nbAkwU5vTxlTU0BQ4P4KYAye25JY56xzlX6X9v6fN9IhEK9+mf84q9e/ft6dVmO1+el//esNF//vuHP47fv//w3UfWkp+mYplHUWOkH2FXh+tYs9sZmhCQBs5liX0efcXKUa7GAMZRyaaLarOiPeW2ZNvqmk1XS/ptCwssImXFFhW7LlfstFrOb8vxz+c/kAQ0JEHiDtDbkEStv7CmOFV4oyQDyxeQWPXBbExlG7HmM//4Pb5N6e2RGaaQTiVO73L55bb+6ePfojekHdJNOxH9hLW3MM47TK6DylLxKiNJkqC7L7ZHbJDgyPy+k5ni+tft4l/zZVlt6nO+nY3u40mko8ldMqNcYQPUW999NOPK0TEmmhlmtCgspDI2wJ6RlCbPBTkWeFV5rPls/MI9TnE61TEHpQV4J1ISKsntg5KuG0o8GUlLZzeUGsG1Y9ojnnFpef1+vRk/+UImj16ILyzumkWajPP30T4FEVeLvu3n0cXYODyD1aYeHkCBtopwQxsT1d9vSwzoLMWRifVtL8j2QL2givG8emmmK5As7r/OiAUAOVySTG00Zb0/yWNPE2H5y8VdHNhsxATmlVulUkYklNMo2vgsVJEmlj4FUlcBmWof+pYA3/4FBWZWYDnKA3ZD+xzQFDoUmgR6Fovtqb0AQCqzc/LnpkSn1c2XBJTXEQ7XX7tJyeo88YWTIfXjmUU+WAMK6H0W92KgHxK6i4d63CTe8d5+KMyaipa6b7nbD4UDrdwJ+JcX9kMU3vGdWPv7AXCTNrdu+nGoHdO9YERYpgFlKNSPrCdFDM0J9wErq5RYLjVQrtUh2BwwF7TGLncUDNxCQAmBk1KYHTchXEFfNG4HxQNAvwcXLiBjNKJw2jdcn5TDcerhm6bwvbDxirtBDwkIZMi5aVXEwVCj6epmppxeLtGKqBGsefMMqOwFFxK94zrk8XfxMnOA6gUh7iQ0feHxShbBQggefbxC4wV4MHP4qbwtl2y+vWFnmM5r0kusXFQozAfILQR7ouEYQqtrgTIqr+4qquvi/hlvLuq/oVOE7dLsnt6To9SNA2jR+Dq13bebTwn0vMkPhMR8KJc38+WSVfOrOzaTIDNkdXq5nm8emGRn07O3ESPppCaUVKTXgHqEhy7g1cfkH3Pcc/hskM5ksIXkNZ21Jw3BJ3ZbaKqaznqWO/CpOK0XNZS3ZjWdgSqk1wTpSumaKn7TnVpCwDqlklakHyTOVtB14P5Ca6s73ZrfCCrRKAMzQ/Sjh28ksUBIZ03kjdasJoTBFUCSAsJiGnWosF4mID8fC+Q0WpWLy7v5dn07X5f3i/V68aUqqw7HnyVRNcG6lIFOYcbgWAwg2MNrIh98e4Rc7bQ4pGohuAnMWPyj1PWbefSnP0k6OWumsAdqD9rInBsh38PZRtMrDLnQkHQGa0bnUIv6fmHbBBUtC8mld0YzXAESMi60SRX+fbW4p3VuVQKGbhflZXk9X92w60W5LtfsrLyMu951ud7NLxslZaE7uWZOF8ba2MmRyOYDHO+EtHjVhVS27vV6Ud6V7M/bGVKuvmxKhCZw/PQ/9quut20ci+7r5FfwZQFnEav8ECmpGBTo7ng23aIFZjKzBbZ9kWMmEUaWO7LcYPPr51ySkijbcZLZ1y3QRlEp3sPLe+85h+wnnhGVLQDrHOoFJQF0KAh4UyBzlXAcg4kwyH2RXAiYlBFCmFTPpc1C9ltBXQt9bKt46J1a/nnW7Fq2tBX7aHfLcse2m/vKuhcfNqDK8zmpmKZCilo/5dmPNB8pJ2485nwyHk8kREcJUYcJcfZiPMUHe9feYAij3YhebMNQH8bc1hUG8+EQ6YOkUZD0WJA0DrL48fI1w9S/KddVXdmGOv2CfaC3Pv74+vGQKgqpj4VUcbqhDTtb1U6GeL4pG0fAuHR698l1wRoNQAIyUfB8VbftrBcvSD3WvHVfNCdyLSNM5hgmeQzTYvEICjlFsY/91SEs4DAuJAgUQlmQdi0UTTUX8RIZJUm2dF2FniqXdtuVHcYr+zLroze2e/hyjheBiJeYHc7R0NzgRNo/nA2Lv+7WX+249trPmV/+hmhXnRfjm/Wq8k/2t+7OVg90mOGLVdgdn8yuNnXZYkmLmX+N2eCPNq610e6XfqNtuEcnNaGkqs263G4t27h8nquMzej3dtttbhyGm1c9jzxHBUYJlaJIDGibSaMSlcqjIjBeL8HyBdbF64Gq+lZ20ZluLm7DbEZx5FAZfZJXe0luXiBeIxiCYGfgHKlJSj6FWgA1gsarL/+7bKvVwcXdBdhZggPGqKNbtH8Ws0hUQZihEoTKnwQNHudmuvwJ1CbhuMoI9Q/2wTZdW9b2gtkaldr6GvxEy0/2FcBCIjIkwnBJe32ele363pWd72TXxxMY/fTWofpjKh/kAqaGgYtByDzhGWwjnQtegbS/7WgaTFn7kLKRqd+d9dTQRDlqEErnE2voFTjJODX5HmrjniQZZNJoY7E2Q0YH56qldK5VY8ZllAst6eIh/KEnNNQVR8UnhWLXZxoqJ8fMo/rREMNY5x8Qg/4X6xXtRA+aNgsfQJphw7AXxAv+xXIfBtxJK3xwlBvBMRSM048azRP+Y67H5biRaCcI6yHIHFB8bPdEG9GDoBPSg4PsP3DH8DuF8/kQ7uA+rBe112dXZz/9P4P/cwZ/ouZW/h1+qDzRuUTPFNy7xY+Ln//5bvH216tPi3dXTl/7tfihDNQ9TaOwGBwbeAFMYMBEd5A0fYOwofHEvjkZYmY9VZ9nHHRpnVgmvYpma5wS8/1csEAuSdSBNohX4cTrLSQ1Gv7LDHIN7Ppts8b3GATOwTl6nRq8J1zdk39C+x8zS1KYROF4BuAKLV9qho7aDik07BZXEOBFksnUU8eiWT3HWZxmiO/+8l3PEWO8FLTGczmNRxc1z1AIM5/SiC2OIYVCHJA+18GROMwx/icfn3JwUoFpBJKtZPTBSQcndaL9J1GM4ODclaZ0Mali4Ykb3Mo4eCTn+F4ZngrnG/OcpwVGxTCJDPgqd7PIP5HyENikPsPpjDr2AjsW9DugCRib4XdwX0FlKxOTC/x+d3YzGYKSFigpOcrMwAQYlFCu9YhlPoIJj0PseQh+8KIPPg9oht8DmvkenJPF/A/Z3wAdiv1yzdyPe0ywMJhgJbA6VTgmvBKXmRMY33POlf+bG/r55ulCHr3ksHWqEyOy7HDrN1O1E5UWdyD3IGqcMNf5ZJ/Zx13n1A/5ymATLvqJiE50f43+6wtEWhRR5DyReTqFfqDSJh9AB3Mo3MkHiwWawfyM+VizBi6zY7dV3dEuMFMy9YWUQggFeSfQIQITy5Cfcp1b0OIojtRU8+lenNfM70kbjVsqniU5z8AYCgXBvUjPYuumBLqMcw3RFnu3Zte6tNqqsWsGZsDDtoR5Yh/L67t7W23ZuurYGn62N5RBCTanjGQPx0ROMmdTPChuUziGHvFc7dZrS2CgWevKEkXVSCaAgfAwgpsbmMUtA65udLjOTnYtTWI4qMp7UA/ucWwQIhG2YgoN+U5JIozQZmPhUbV926DykDCRsH+Vza5sMa0gFB52a/afe3v9m4PwrllayG+7bMq7tQPmMjCni6DuTqT2MpuF9I90Qi9w4nLXeQdY7m5AvJ2t647db9zJUzYj8t5WzcqvoT1ahpSlpNZfYA77c2uTEYGimaNz7zfCkCSXxpyyFdcTuy1hZkOJoBeobXcNLosujrIXi4+/B5ynEi8yWCFD+sola0amgTat1nTrD7amjQnjI7cso1sW3LdYIYeAKWY1OFTGh3gLvFXNFgtW+lrq/WvkgtxdEA6XeiqFftFLMh9B0bxAPZgihnJkCo3r0T/IYT6F/uo9oai7XrQ5yRY0iwOG4qPpMJm50Nmpwsb4MimgO0chscftYVib4b7wYYoWnnzYD2vbNnYH51i2o8Nr/OxKsyweXgKdCC4jABnpXr+P8nc1BBMalWAgvifRXrM9wRIOeM0+R1oocMWlrRy06Vto6oyNVre/v0eo9j3pliNGE2MMg1e4uaYVKhnybVAHElWopHDyYOqujETFa80hk8Apx74E2eR6+JI0AJ0uSgzYREqBkhdYClpyt+eyMmqC74nd30wzxWn+EgGv/G0vWpcQX9ZU1S+l1PGqADrLMjGBdFjL0XqDagQFx+sXiz8ZXJlEuKp8ZnBUsVB7YD2Pr3btXhEeyTVMiFA65BFU9bXcgbzK2k4Sut187aoNCIz5HQX3HZChmIZNeTpe4Oh+ovChWuKVn2cNiJp5/ybY2+W2hD0TF+oixeBdQbqDd/59jo9AlEuQBd0uUXr4YsmW4Pg7BjvnJ8RBe8pcYz5wGvkmKYps7E7k8g8BBgCPXX1wDQplbmRzdHJlYW0NZW5kb2JqDTMgMCBvYmoNPDwvQmxlZWRCb3hbMC4wIDAuMCA1OTUuMCA4NDIuMF0vQ29udGVudHMgNCAwIFIvQ3JvcEJveFswLjAgMC4wIDU5NS4wIDg0Mi4wXS9MYXN0TW9kaWZpZWQoRDoyMDI0MDEwOTE0Mzk0MiswMScwMCcpL01lZGlhQm94WzAuMCAwLjAgNTk1LjAgODQyLjBdL1BhcmVudCAyOCAwIFIvUGllY2VJbmZvPDwvSW5EZXNpZ248PC9Eb2N1bWVudElEKP7/AHgAbQBwAC4AZABpAGQAOgAxADIAZAAxAGEAYQBjADYALQBlAGIAMwBkAC0AYQBlADQANwAtAGIAYwBhADIALQBlADUAZQA0ADgANQAyADQAYQA0ADcAYikvTGFzdE1vZGlmaWVkKP7/AEQAOgAyADAAMgA0ADAAMQAwADkAMQAwADQAOQAyADEAWikvTnVtYmVyb2ZQYWdlcyAxL09yaWdpbmFsRG9jdW1lbnRJRCj+/wB4AG0AcAAuAGQAaQBkADoAMgA1ADUAMgBlAGQANQA5AC0ANQBmADUANgAtAGYAYwA0AGYALQA4ADYAMAAxAC0ANwAyAGYANgA2ADEANwAyADEANABjADkpL1BhZ2VVSURMaXN0PDwvMCAyMzMyPj4vUGFnZVdpZHRoTGlzdDw8LzAgNTk1LjA+Pj4+Pj4vUmVzb3VyY2VzPDwvRXh0R1N0YXRlPDwvR1MwIDM4IDAgUi9HUzEgMTAgMCBSL0dTMiAzOSAwIFI+Pi9Gb250PDwvQzJfMCA0MyAwIFIvVDFfMCA0NCAwIFIvVDFfMSA0NSAwIFI+Pi9Qcm9jU2V0Wy9QREYvVGV4dF0vU2hhZGluZzw8L1NoMCAyMyAwIFIvU2gxIDE5IDAgUi9TaDIgMTYgMCBSL1NoMyA5IDAgUj4+Pj4vUm90YXRlIDAvVHJpbUJveFswLjAgMC4wIDU5NS4wIDg0Mi4wXS9UeXBlL1BhZ2U+Pg1lbmRvYmoNNCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDcxMDM+PnN0cmVhbQ0KSInsV1tv28gV7mv5K+algNxGk7lzCCwCxBuvgw0SILDRLLAuCsoaS2ooepeU7MI/vu13ZkiKtrVZS9jHAok8M5xz+851BJfSMsGFz+m3UEywr5nYc/oBp0Kye2bYR5a9Pr8QbNFmWvPcOyaV4oV1zOqCC6eZtNxbxZqQnRKZiMyKAr8ml52I56cfiJ1SOdgJrr3dsfPcapfYnV6CNidSlxfxF6S8gGpfs9eX8p+CSXZ5k0nSGWvFDO54KbHU3Gt2uc5+npw11ZU2ZrsJzbZehJo9bNfs7ydSKi7ZJDQ35bIJ9ck/Ln/Mzi73wvFbIHWAaJmO/iBAtMi5VQfj8RwE0qtw1iQYosVk76IKq+tlex+aTWBn9TzUOFsFFhFwvChcZJRWSmiuC6ippQEzGZlN9Mnlv6IDZHIALFHs8p75SOkZVPfGWSaF51o4nzR4V7bA3doe9BOYRh4gjzTsrFmvNpsKLmLz0EKx0JwozyZQ7S40s6bcQmm2ajdsviVSNrlesjlYnp+ds7tbukzcFmERZqHm7B1M+nJic5IGQ+ehYRdfy6pk7aqes/aX8LC6WbXXy0e3fumVumWft+W8KTfrgLhJ2FBOFGSmYFPJlWWX72DVeZjF8AKO283DTYw14noCL7DJ1eRtoiU6w50zEaK0krLgUiCVCsudURGmySfCdhDVI0pJZ3JVsGKM6NUJiQGgdUlghHW3BSSv2HwVuu1qzd5W1SKsw6oG2ulw0Vxp5660zsm+dA/gllXb7Xb0CaDbZf3IOroCR+3sb3l3/G7guCk3bSKpVjuyzrfRXSPvdl9JyZbtUJsijDXA6TCfP8K8ZfcUzRu2qttZaG8RztGFFOn4ROlOl74gtGL6t+B+U23bFodbigMQM+IVCacy57CUcoJ9gjdDA+WWZbUJdYsYW7Oy7uILF3or9BMryhnv48V6MgDZkBeSwYNK+2QABef6dh6qalnebFiIsR9IzpAhKfjHuTpDyIYlObCLxlwT+8u/ZpNoRrm9GXnjFSBh86gpefILHTfrwG6udG4a9j6sHijXCASKuCnVJN/x+xku1wCibNb3JbDq3TnKvHRAXL4G3Kh2odaF4KBIdzALQ8KvNovQwtxqs/NylHq/SvznvDdRD98ubquKwXv7K8Oj2CnreLE3uQ6bh+i5nbTJtMsyrQYBqAXVLUzpUsSxR2GWTu52gRsDur95HzrFQ/1qlEzp48O2W8wC0nSPEnne+3FD9ChqLVuugHp926zLKjSI8TZEm9C60IhmqxZtgv2FLUKzqiOXRwypTHdWLTrNwG0/cJTws7Bid49CblZ2ZPUopGr2yF8TBC37EL2/7KIJpkLbsqFABgA8qRb7ErXs8wtJg4RBY4NnHfeFZtP0pz/LKUkKJgvHnUCTSy38Jipzs0IC1A/LctuiyUVdkFNeUmmgHonUmnz84T37FLazcpuwKFAz8NnI+PXs0VfEvEIHnWIQUCkv6XsYVaewoRbRB6MhVuniYruJCZxqRoGasWrhsRTQ6JRo0lMU+cJ1+T4kDtjVyPWEJK4YYwamQ51dDJCjpm3Ket7ZqvEd2vq+Dn7cqy6rY0U8UXnUrBOFoFRuEHUfEOgbiuHfNkMDFvhHI0vMt+Dp5XViaCQ6RAyGrl+zHFZhtlLOwlUFW2e55NL44QBbj+6nrELn1CxH2UVx7bfX2ZODKpM5pjDpRidawM8IlvGJ4TLfcaXJS8NkZTGJSZrEPPcYY5TFPONJzNMT4lHwwqhBUeLhMC/1+7vs6UmVLbMvrIbR/WA9RchjyjJaw0RKlvGepjjjpFcIlI4FPjh2vc5Of2KvL5aCtUt29hP7nH0GTyUs14g+VShuEbBAEnOkKIaDKkNYCIyH/UGOURkDhSokJj7F4AmNQFEefBBn19mTg4pcowwYgnGOVAW9ofbWbe+yJwdVRA1Yj09oZDZ6OCEUtVODTuQrr/Wwv86enjxH8SmIj1DNEZfK5yofZFqLdjeAKEcgfvPV0QkbvT6oxjya1SDLOwcAXMGNMGlkFlRwEOpg/vriF3So7757/fZ6sy2ry/DvDZv8579/+vPJmzen775n2cAIiEvzhFHs1mcfcS1x6y/7fI9UZY8Qi9KbO/VCsRKeey7XHmOuxHhwgGC1T3B+jMFSHyTY7vOvFEeZ7AwqjXip5Nzsk3yUk6X3h0gu9kWXPMrNSsoDJCsl90k+ys9K20MkG70vo47ys7L5IZKd2yf5KD8rLw6R7Pcl1RuVHE1FT6aiJ7k2sehNleMKY47keXrcTN7+7Qg1Idd4ykCv0Sr879UchQ7jn9x+e0wWUG9+uVy1T+7pAXLj6IxhM07ECv8wDXnZMZRYfFO8QesTT29/f4D4kWSD9Me745uCFaqiH3c26fweDd4dAzxKmdT6pZYX++SeHZMOAgx88UK5Cj3mudwfjio9eOAUL7WX5rzncs+PkYthzeYvlovW/1zu+05u/5D7kNED954N77lfM9l9Ar203hbFMG8aJCuNWfSdfqcSOYR3ZpVdxHm1p5TScOu1F1IfTApsc1HkEd4DSVGXC6sLodXBpDRwSSdHo/RLSZV0CEIphbYHk5qCK3cwRMrTuwVz6kvtTL4W8LWEp6VgH9kw++7YGoe3gYC3c8ccifCFobF+YOsQfQarjikeIjRWgwK/hsZqjNT7TinEBEk2JFjjOYaUddQkcs/gL1QE7rFsQnYKfUiYLSzzeIjhiN4FOEIEoy9FbnYwYqe8RQkSKrceQ75FWYAjPVwyxoTGHvyH+niTCcERpMCJo34qtKDc4qGreAFv4CHpXIFnyhShiIeOQB55xabo+rTLUUgtKMWwxk1Lvui2FW1B6naXrQax27GC1VzkY1HWYBD1O1UsPUN7LWnTqx/vKobpB4+hKAs7jAWu6BzzO2+e0Vsn9i+TEDTMCOYKFHJJDyCqyHVoFqtwF5pZU26vl13h2O8guB2MuIzON66IwTByD3Uoh2pkHJ6Yhh616L9y7B4RHaMxeWD8AF4sj9zIrYahchsyHfBRdcHbFkcFXo5S8/gDP8XldSZzUHcfFKzOu/sKD1kA23NSFvS6E4LObXySnZaCbsTVNJ2m29PuemI1HXhFMdMkp5M/HWk27VRLKqddtKQjSTYO7JL5nSzRaSCiTjdd4j3F+sP/sf7DsV522TQuPofFNKU4Zmsqw0hQJDfPVVxjJjdUEivIF6iBVBto7VB5Oeb0CtMa7IJ1VE00R3ZiZqIEB5kmXOkcJsP/xNFx4Qh6WlOVoLWnSuc5lVeVeBbEHxtPjGRyF4oxEeFUR68aKikjH2NjSfzwKUVFT4auqXcsUdN20uAotVMEDz+qYUlFmrz9oDx52PU2KUOKdMYiEqTuUcAGlfN/7Fddb9zIEcwzf8U8rh5IzfeQwOGA88Xw5QwjF3gRA5GMYCXT0p6kdbwr2YF/fJLqHg6X5K5tjgIEedAdIHO401091dXdw0QP/k20afq+SnxCSDrxTKJSKQFJa+l1uX+vqfFHC3ZVkkYSSJlQGL70kYYYWRmGQZcpaj5PmQ7EZy37wzIPZSKCOSoTSZHAMjEY2S17ejsZJ+45L+U4Z2VKGudz/2NXNJ0pC6H3yxrpQVk+fUQsrBSt2x+DZZiOyPrsT0/CTcSwohNnLPVEJ9dAIpqLo+yrQ4Y+O9dwTkiIX6OigERcVjzFDTOJke15ge8fVG9jOTrNzmvPC1Q0YNm54+h8jM4TOkI1ihe4gZQ1M+DpNF4zN5S8plKeaePGwT+ACGINXYZMQBB1LCW7Qt7n3MbUeF4xJZj4TfwtxCyGuJWjQI5JZYpJiAogkMD81TTTsTJRKp5JD3XUkW1opbpa0zEHKq4aTkIIUY6Os8BxQ6qKyVEqrpBC8NZVJZmZTv2W7j4gO61YxJU23aqmFKmuFizNpUZ3hSFUzBCeqZ13C+RLiS5dWOiAAq67eglU2sHGBaTVpYtKhyaViQcOoo484NbUZUvRpOJUgSuILeUKmhYpU56i6BMVW2iXpJp7Ulc+uDj1OVIA6zMkuYt2CQICwXB+avonZgdpoybGuUGcpFpSmOZmpliHzoguJbbClTXSYkmeXTYMVScrmZ4dbnyUVXqmW2iM33Dfj2kwosvAdbwljK7MT1PraWo9Ta3/1dSKF+yn2fU0u55mV97sGlTMbfcB9pHLyTVO1Ejcti3eiA2Vm7RkRF9taFzN5NtMoyd59MtgdeWdshrK3E84Lk9JPRb76TTQPPxT9dKXqcEbfGgiVh8PQf2IZh/yuv9zWTgJKrSPS/AiUQCmWzqJLGoV7WlRIynJtZNEu+9gHWfUx3DSgj5A03MJRTDF/QvqwEEkNyWpCzJLMCWkZ5RmoBhFScVCBjFCWtIqhh9XlwXHHRfcoIzqVpGJzkckaQ/B/KUIZApNpqAv03XkSMJePiXs/zFhaXpR8f2leLaERaCkeURKfykFDa4tN5gHMXtgzwUEg8ADEmk9BuPyrliYk+XvxfPl8RJ24jNakXglBipA8oPTtsHwU06jFxgtzeBu6nARoOCwpwrEuaOLEGUCR3OkITp8wykzkppizK3RaF46PijOFD14h9MQd3GFeWlAcrRTAYekZXSqArV2Ij0hBovOTr9zJCpEXxRgeiYm0/NtQReF/b54oUhOMO5GGBiGgxAwUfvo4nPyzyvigx74gNEyCiMM2OjwiKYYiOT/L7sO2/OPeVejA1OU2jUNRtwM7iUU2pMfMAAG7Bukkuj1uDk0/NRgFJguBQ5zxdkuAw6x02dFNPUUbJ9UT0PN7+n3mNQQYhcLCHFkif3dI3HfPSbqu2VkorOPHPXOI3sdMnHahcSPMdRIejxD5D2eLBFP503MRyoS9ZLreMo9dUalqLwkrq7422geZcfevixwO7Y1bhHGgCYM+UDF9IybK29uqELpYNHF4Vu4QKNAn7U1pBd8dIN7CMY9u5pX7pbHta3Bg8LdH7V+tvjriYK6Fu32Yrt6uLzetdv3q93uYXMlzjUI+KVdf6HFw+adeHMCgWHvanv3GXva7cnb5a/UKCQJlCLmPy4xMXmHQ8DeQdgeJWPADfoGfd9R/fgZ54gJwD9oNbgE1QqOKEugl4+yjEfZtuuL69XD7mq1a+/Wu936w6bd7EPN4jzgBuckfTngYkRfTLgsGYw6FNs+XrrSiehoH6MJ6MuQ5zDEhRj9R232q6ddiJsr8fOfaY9nR+Q3PlkHTIs7NfbDNxyQb01b9/jW0WeTmwRQnhtpPz6sP61u2829OD1f3LGZjmZUuCgYj5v9yOxcmkD7HG9zXOzaS4rAD3Zp7cZBoD9UUlGtDr2tzk+6CfOV07+kadfPmdMXr7W42g36ndIYt9bgKNA0NQiYNvhAG9w8MBVr/vwcd0oD6rS2pgF7mZY1fY9IKMxkWlrDZw8NajbPskZ6g/LQoLXofNI2MozuV7gOKH9oN+Iny3LET57lkJ8syxE/eZhohmyi3MTE0odOHHzfovRRdhhttcGUxbfjMIUoN1yPv5eKA0RNH5y1OgI5Ms0CnWbxABTESeWPYI4s8zAn+T/AdJil2h7DHFpmYU6VMx9zZJmHWaPj1cGiAediDi2zMJ3B5QETO9ANIC+fXCEAc/UEbKbSH2WniNwgazxnVsgxxJkVkgU61fkB6LwKycOc6PwAc16FZGFOdT4fc2SZhznReQbm0DILc1QhefnkCgGYVBOwmUp/lJ3EdaeptVIht0KOIc6skCzQqc4PQOdVSB7mROcHmPMqJAtzqvP5mCPLPMyJzjMwh5ZZmKMKycsnVwjArJ2AzVT6Y+wMDqp0Y/ChlVkgxwDnFUgW5lTlB5iz6iMPciLyA8hZ5ZEFOdX4fMihZR7kROIZkAPLLMhRbeTlkmrD1K6qwxhrlsQfZxYUPiGlaWxuaRwDnFkZWZhjgR9izquMPMiRwA8h51VGFuRY4BmQI8M8yJHAcyCHhlmQw9LIyyVXBrBgPcaaqfFH2bm6Ct7KplGjs+lKN/67Cj9AnFkcWaBTjR+AzquOPMyJyA8w55VHFuZU5fMxR5Z5mBOZZ2AOLbMwRwWSlc/RoPMORRlU04zvcnVVa/1tS2srK20jURoDS60q5Q8tR5MuC3Nk+XhMfJvVZvJtNvvO+sjvwUffkx99ifgvemxeYXOThYlTE5OZzXK+3bTjHVh+vVlOG9eB6ddb3qT9HFjObiIZlpNWMN9ymsfvnfPZsjh98VqKq11xulR/B8di+b6o2VstUJ26kbh2Q0u1gcvlXbH4W7u+364e7k6WvxcoVAtllqqyGr++K84Wzzft9kTXYnG1bu+358baq3YrTt4ufy0wug175gftdeVk7dEETBUaiJK8a3Kb8I2zlWo0OkxA+pzhHb9t13fkdks7ny/5CK//sdqIH344/eny/mF1u2z/eS8W//r3H8qTH3989sefxd5hCOgPcuywZEevsC1626PrysuaOqNKm88W7eB8fKrsEFBdTo+8fiMEXzXGYzNiSZvfr27uP/DpkcvQCPrlkPtPeKTwvsVlw/aSjGMIpUGbonSq6HJxgUxfXtNPkqt/8NPZzZvrt/SLr0wd+igWP23u2/WtYHeq8mbo72zx5sQEsVht7z6vdrskDGzTTa5vWblghka/tOsvD5srEaN13h716CqqKiDCL/3w8nZ9t3qElBzkW9cyzs1gm2/m0WFaqZhH32/e57GEFLzCYTAllI1EffqwOSnRsKRYXKx3SWkSBxKyQk3SHwfnN0fevcQ7qcRnYcUrUVgb6M4snAzoR9RGkWW0UO0xZcW2LZ5RqBKqhANPgsBfNJSqgY8b7gsy9gXCoTajqetjAsMnRiLGmuMDCfF8847qI8ovake8W7e7didetBdUtQ/v8ExnPtJutMdkDnA29sqNRkZkTPig6ZSTTWe/vb9dX17frzZXq4tWrDfiT3d3Hy7Wt+t2s9p8addX7eZtpwyYELAcnw2k1LXriqHb+RVGcFCo6fR8EXtgT4pzrjKNqcehnUsTWHix9WFXA1HjwjPepbUbH9RBFErZyb7V+Yno1PqxMAgaM094jbYWarT3RlY22P7FbYFJEpr9C4xeKWnpK1tbgV6koEqPPq7g57KYvLgtAq4fGAQKsYQgaonpovrlp2Ly4haTCWUh/eiNB2bo32AkgVjTh+SkroIO/fqymL65La6LN2KDA6MekPz/0F6tvU0dQfRzLfU/7EdH5Zp9P1CFFMAElFIJQgUS+eKG64ewneKbEIlf3zO7920nsa3WKPje9e7O7M7MmXO49yI1kqw94AxdhlFaVrYcEo5a34vP7OnFXLJizsaf2fvU99CzENOPd6wJIHZAO0OIggfa+Xjh/HFs+KXChmYnjyR1prsT64FDMxsNG4kTutNTPhxsGWEDwqi9TYNKbJk2xx1aWH2Q6UCme5fkjju15DCtwr6mpSLTojtd8OOOLXGFGtHe1zY4CJpaz/aR0ZbBbafs/baV1DvOfWS4VZRge59bWbvD9pHxJll0gG1M3U41eWS8NWBJC7G3be13FPeR8dYWjFvsDSwkJLbu/LmsA/594AJYocXvZsQByqsBMDA5mwaQrFIDpDGPXn2AdDP169WgN7AcSHjofGvAcAhRoHl7BEjNmxEj0FlDWuNiw0MvBk00Hl0ItAYdoTdCXSU2xdpPA8S3oXn/MeiPNF0k67eR9ju1K+eCjJvGpbLbRlSrjeyiY1JhlG4QBNGCDGiQAqxH1xNWtehWi4bwbhuKO/i4BRpSwN0ldtX5PMxQ2vxEp301I7oAViG6+/b5iZJIFYhdg3ptJlX0pAUlYRQcaHtnM9CTSGiR8jgf+Hdi37Vm24Mdlqm582pBS7hFe1dyFLS592rvuZXWDQsSFkRcoKu8xkjUdvvSVxQFRFbSLr1ApiO/+k/CBVYApQguBbZdObkdLpxek6SxyrRmbccLRxZE+zu7lfGK963JOa1Y+QQS9w3FItIG6LA4medguejykDHai0BFQb+uoNMIXTiKLD1lEgQMOywHCBlVwfYAJFqgd2lIlzbvKFtCLPBI60Ws2ikqreUIfgnGW0oAq5HRBoLKiMaXrHGmfKxtZ6XxrYHKeFZ6U7+X3mQ9d2AJGW5j2M8Rizti7NBajZvwChrMWA9wBd5pLRSR+cZLo0EbIgAtBxeJkt6vwV7KSqfQPbGPVyx+3bFKO2lMtdqiKVs6UKzG3zn3lnOu6O95V3PxuAft8GV4ly9u8s0JeP4wZ+PF+mZDqT6LMup0vZzM8kp+fo/OAxaZ11E6JkCtzqzBerVXXDimFJAasIC7rI9spIynNWAhztJGkhQpE1TqBniCnoDYUlsxgECPU6EfMKPAzNGF4gOumX4lsmlwRa68vMYH1fhgOLqGtNC9tnGCStRUS+MLOipaS3QiExb3qEo38CZjQ7oaREcyIrhIt+RNVnkgePN8Fb15f08eKIXW6JwIj+RBU7VBjYTyJMjQMr1OGvD0twpVTmt8eXEcY4d+84CK7v59PkFpU2afTPmGLwl0Sq7hoV768qSbZi3IRXyV0T1L9edVFy7HrP95vTVy1jxe/srYmwrIyos/RwjumKaqfHp2IdisaEWFVFLgFtTHRpkpA3JA9tNkRDS9n2AxYYTmQR28EiRMQKVwQuHDlkokifDGEjU7dClIjDLBCVTXgUsRL6JbmpuDrWrhUM5HrANjtUZH+rXX0l08YXvsHGOc8oFygVMuaACFQ/QdED8A2QX6G9eBgWk6LHyUTLSKQpQpx4F6KAphBXYFmlFjoSz/kM8Wxc1mkW/Wt6sVkJa4QHneb3VyDp8ljtCiE5Wvw8f4w1Zt9JjHPXwKKImuBjyzgYG2e7qGPXhUq74RiUSh40PVhCyS1eI9KrzoQN2miLVbovqYn2Z8GRaLfJ6z17eXSrn19U2OrSe3U3ZBbQnPRLnGoGUnREzZEOxsclugZxEti41ptxOm5YTs+KChPhAj3faBzfJZ/jfY33o6WS4LFrnfH3m+KW4m66/Fz9viar5MbfEJ+3SioCfZcLJZ3U2KAq6V/fEB9M0q9K3cgKwaGeE7fgyzHvTWk3Eai3B1JrPrr/mGnV8qp+fLfybk4mQZuzb4ZLz23TejWzejdt2MahsZv37zjFjBdLJaLBf5eg5DT9g7Gn2Xzzft4Qr8q7qoqSwsW1Q1ygIE3id2MhxjbVGAecTodkn3Tkmwk308zsQw11n9P9GQJGjpwdBm5QK0CGxY7gVKwYkZlGZQHDQjGYdsIXcsGeP0RRS0/CEzzfTMtXfKfGMkgyvJdnyijehBRPqL/xNX8fUx0k7l+ZKJRH1kugz6V7EYJKBKY/gCoTMeMs8FnsL35/jD2dvx6V8Xn8ZvL6LYSHPxpYAmVuIM5WTU15TSdEOlY9nwer6e1eFNRdwmDQ2eVjZdqdCgvTggII9qkvACqbJml1I7+oM5No08djpq5U9egoeI4DGDnrv5yS6HZ+OzyxP243qF9UC3bTU3fFy4PQS8PQD+V4ABAGpujOMNCmVuZHN0cmVhbQ1lbmRvYmoNNSAwIG9iag08PC9CbGVlZEJveFswLjAgMC4wIDU5NS4wIDg0Mi4wXS9Db250ZW50cyA2IDAgUi9Dcm9wQm94WzAuMCAwLjAgNTk1LjAgODQyLjBdL0xhc3RNb2RpZmllZChEOjIwMjQwMTA5MTQzOTQyKzAxJzAwJykvTWVkaWFCb3hbMC4wIDAuMCA1OTUuMCA4NDIuMF0vUGFyZW50IDI4IDAgUi9QaWVjZUluZm88PC9JbkRlc2lnbjw8L0RvY3VtZW50SUQo/v8AeABtAHAALgBkAGkAZAA6ADEAMgBkADEAYQBhAGMANgAtAGUAYgAzAGQALQBhAGUANAA3AC0AYgBjAGEAMgAtAGUANQBlADQAOAA1ADIANABhADQANwBiKS9MYXN0TW9kaWZpZWQo/v8ARAA6ADIAMAAyADQAMAAxADAAOQAxADAANAA5ADIAMQBaKS9OdW1iZXJvZlBhZ2VzIDEvT3JpZ2luYWxEb2N1bWVudElEKP7/AHgAbQBwAC4AZABpAGQAOgAyADUANQAyAGUAZAA1ADkALQA1AGYANQA2AC0AZgBjADQAZgAtADgANgAwADEALQA3ADIAZgA2ADYAMQA3ADIAMQA0AGMAOSkvUGFnZVVJRExpc3Q8PC8wIDMwNjQ+Pi9QYWdlV2lkdGhMaXN0PDwvMCA1OTUuMD4+Pj4+Pi9SZXNvdXJjZXM8PC9FeHRHU3RhdGU8PC9HUzAgMzggMCBSL0dTMSAzOSAwIFIvR1MyIDQxIDAgUj4+L0ZvbnQ8PC9DMl8wIDQzIDAgUi9UMV8wIDQ0IDAgUi9UMV8xIDQ1IDAgUj4+L1Byb2NTZXRbL1BERi9UZXh0XT4+L1JvdGF0ZSAwL1RyaW1Cb3hbMC4wIDAuMCA1OTUuMCA4NDIuMF0vVHlwZS9QYWdlPj4NZW5kb2JqDTYgMCBvYmoNPDwvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aCA0NzE3Pj5zdHJlYW0NCkiJrFdrb9vIFe1nAf0P81EuoPG8H4sgQLIbpF0jBYoYLdB1Ucg27bCR6awkw4V/fNszQ9IaUkNlWCyCKIp4z32ec2fIKBeEUebjhyaMfF2wo98u8Bvj5Jko8okszj9+ZuR+t5CMU+MsscYT46hznHBJttXifTBnOsKDE2V5dCwV1cQyS62TREtHufNkJRh+BSo+NTZAk6fcUuEOj7WgVkgiFLXSkJU1VNv4WHsq8EtvYAXl0qcGXHIqbeJCairswIc0hpqDBVIRkiMFSQ0qgIGSJpbZW3D4cMylJr0P6SnTnOAfoxVZGUE9M9EHM1QydbBA+dYOLPoonYWy6KMYWDhJvZWvFs5Ry01qcbdgpP3TtR2DQiMnG6vRBa70a2MVRouxHhrbG/SNPRj0jX110Tf2YNI1pbfom3Iw6JvyatE1JbHomtJb9E1JLLqm9BZ9U5I0YqX4VEhvutLO4ESlvYvpSjuLE5X2FtOVdhYnKu0sJipVXoCdJyrtDaYrfXUxWWlvMV3pq8Vkpb3FdKW9xVSlmqMCe6LSzuBEpb2L6Uo7ixOV9hbTlXYWJyrtLKYqZZ4q405U2hmcqLR3MV1pZ3Gi0t5iutLO4kSlncVEpdLgnPAuWVgKC+uwsaSWNCxHJBQaIQxlVoWnjlGHX/rnnlOnZWrQwoWlCn3mYJaycI9uaBN3p4Cpx0+9iW8jJAaoUfKDDxn+D9+JyV32CLxYhEOUs+4U5eEU/XXB457GSaC6w1G4EP7mIe7wh4XQcbKMbBafF38ZALrFruUIgqeeYtZjRCSJNj6c2tlQmAHjmVBtUyWTE0ANIkiXAbasU4ZJmUd6jZAqg2zH4AyzYgIZ55IBtuNhTEw0lIO2UupcR6MAmGBW56GdJI6RrTKkd9pMIFupZJCtYoQzE8hOQhlkqyThQa4s0mHcfJo5uMV4KyyHGFPmGDjqEP0l4uIIGy5HWnjEnsRmBZBwESvKOC+Yn8nhBPf/VZB6KKnDhjKM9fETTnDJ4vFOrKHmoYDba1apgBM55oEFcswCi+SYRRbJMY8skGMWWCbHLLRIjnlkiRyzyCI5ZpEn5Ni9+IyIWEScLLCEODlgGXFyyDLiZJElxMkBC4mTg5YRJ4ssIk4OWUacHPIkceK76GgHFhEnC5wiTgps3zqF8XqwMyVVgp9kXC5iGeNyyEnGDZCzkh1wNRuzhKs54DRXk86GV1fplbWgZpKswXEFOp4qcx5yQNVctmVUzSFHVP3eJQDXZ7yndJnkRoX7vVPfzSSH7N4rDplMHON5l9MNxYbI36cChKsRpHtR++7Yj4EFStSIa4XWTg/uTXiT4niTOqHEbMQiJWaRRUqcl2yqxHzMAiVmgWWnxrxs01NjJjKRYjbdaSmmyHkxRzw/ijmSzgRyVsxWIfhUdgQpUkgWWKAQ5SU2A0iv5iokF7FMITlkkULmJTtQSDZmiUJywHKFHEEn71Upcl6dY20dx5y8kSXImTFH2jqKWaTKmTFH2jqKWaTKeTGjKpUX1LERpESVeWCJKjVI74z3Us1TZTZikSqzyDJVzko2VWU+ZoEqs8AyVWahZaqcVedQW7mYRaqcF3OgrUzMMlXOiznQViZmmSpnxWxVCQiXI0iRKrPAElUyj1Ks5WKuKnMRy1SZQ5apclayA1VmY5aoMgcsVGUOWqbKWXWOtXUcs0iV82KOtHUUs0yV82KOtHUUs0yVs2K2qgREmRGkSJVZYIEqpXGUKTdXkrlwZZLMIYskOSPTgR6zAUv0mAMW6jEHLdLjjCLHkjoOWCLGOQFHejoKWKTEOQFHYjoKWCTDGQGjBqWx1Ho3U4AZ1JT6Eh0do4pEdAybVFAqhQysQAfHqDIRHOMmFTAk5BFskscDWo1h02wckGMMm+RUSw4tqeYMCeuZ/MgCSyiSA5axJIcsI0oWWcKVHLCQLjloGWOyyCLS5JBlvMkhR9RhpP1zMTFYYalxBuzj6WoSGomr3gVFZxiFUfyEF+pBmIsjWsIXChv6KqJlFlhCyxywjJY5ZBkts8gSWuaAhbTMQctomUUW0TKHLKNlDjm50dIWCc+ps0idu5SNUsPCDAgd6Hf+8bMg97uJyrXFd6+s1YND1wh0zXyP2XDNh67TcQTXXI1cF40jj5waRxrTaEGtELjKy5m3OQMrprkwXqeN4JIqwU9mm49ZQp55Mce9/d7Y8jFLkO8vp2b+NcychZmfX/J/Bt+Xdwuu2jgQr8XSUSjMSyqcJJcPi+WHh2931ZfNU3NfNeTlaUu+Pu72VXN/hSXT7PZ1+PnT4221bepdXW1hd3b5r+iet+599O4Pzq2mnJng/Jflp/WVlLZZf3mY9v7XM62pIMtqe13tdjEEQTzyoam2Z8JRTpb3dVXdnfH4/a5+qavmhezq5vbsH5c/L85/FH2pK4yVXN6Q+M8zecMYk4e/WH3d97fDEljEBMTy4QpzvN/UN19imb+l6wZO92QYgHeLgB3ap8PeEa7tX5jO45dN1VTtEM5WHHbBVzeM3UPS4dgOJBq2W0w1fnnGF2HJSlHMnVzewu2fz1Z4stzSiDjkCFqEE4CaYLZ8v34KOX64DIw7//xt3ZA3b87f3eyf1pvL6t97svzPf3+3Onv79v1PP5KkFB8oGUrhhkIQsZTlKrr6BMPWX2KOY9eMzUmsFpBVYD6y56BISOpds1mDNfuq3lSxgxxSsKR/nBIOdLr5sv1+m4XEiRr6w9r+LKv6OpCwbmICISt+SKCqm5dq04C4n+G93oPOwczFCI5IJ8L258QoZM7baqp+jG0yuCfLMB1u2nFcLe+2YDckUD/Xmw1UQd419+vrqrk6a2eKKo1yIQkLyYc06ob8/Sk2FQN30BuecaHjs936AeXHhwxvZzZ99mWNyh7qPWmfMpMif1nebwM/Qw+rLqUt6Wk19ARxvzLSB0auWjJRxQYBk62BE9B7gvtJ92i92ZG+ApSVgD7EJncVSMXTZy3j+9KlFunDOPnwCCc5LkgYbPv7feDClVRq/7KvWrdCuxT57uFxu6936xmU72eurKLxomC4x11WZQn/aqxwLQ0HiAEReuN9/djsXqp6H0AgHPdEUJFJnVzEBdpNr1PG60S+tTN7JCApYN/WWxTbTYUPpnJRbx6f1/v9bv/U3HYNAXUHM8CDphXhKXKHknHfXGHr48IaE66r0fJ8PSOAV+G40gaXftyu4pZ7E/bn25VknJP2e7uVwsaCIH+asrj8w2/5ZLTgX8cVeB+ohIWhu3PtTfHS/2X5jKH2UiKg9X4bRgmFQ8DtLmsPseS8PiwrE15I8GnDWg48+WPdwOHuh4kzGPdXZIVkMR7cKvpDeKjT/uSo0pP/LpzIW3K73pGP1XVI8em2Irc4afFwU93W8ciK5/KfmrvH7cPV79eBtP0JEtajEHFYy891FU9n0oQD/2n7Qu6ru/UOvCVd/hUB68hXsJR82O7W+5c+Pn6p+oM/HvvX1XYNit63cVbhPQwkhTaYaCn/sWrWT7HB4XLwujhx2UCycJ8WedYxYBmzq7ZRVZt9rOy6qs+fcKxsf+gWwK/x8qVx93NKkG21+Btpwk/xFs/jy6gmzyS9xwkinKfcKe+tSd7lRPuyocNrZHh70Hi3ECacWRLrUOCWacPRC/zNQuNq6hyWpFC4R6JYRwNPwzccAszoaCOICtuD6eA2/g960nDWohWOUokInW+F5oSzDsg2shLhhQ1e24ywjf7HftX0uFFEwbt/RR/tw5jp7xluiWRWIQoSiVEOMULJ7njX4HXA3iVSfj1V73WPvUkQGwkhDiZi3T0z3e91Vb2PRjts6GcZXsL1MtyyBB8/QpyfbNDkh/s33an5BhqunulYfcZ3mJXjbGWip9TlenbdusKiZhUx9Uej5FI6Yl6C2jZKx8OOOLAjRjf8pafP+dSCuWBemInHfS3aed8FYIekG8n008eSD8dffKKACDsBN4c+P0YAtvWVJGTWLh0FgNyXeqE9I7GqAPp5V+l3iObU5UK/cyy7qdKPSJx3qRt3htkU7ZF+5xLSQ6j043KEZKz81zEFUMdVAXWuXNRNlKejDeWwukBuq3cyLn6rBORAKgA9ZdGPnL1sXGCpAiBinwuAROOag7ekO6Re6D8SE0OH5ejj0PplH9A1eNwIH1zrSBBSLhIMrPCYWXZDV+gCHI2BTrM0U7jQUz/voVKqm39y0OHlxBKk8gIHhw70e3SZAVe4upOLWO+LEQCL7k5s65Dn0lGjT/XrpnyuWzXjXmKmUTvFfnPiWVNcU5d1JicpS/SM43Z6/GKrLR4o1uu/wfphUJ1x/7dxv6lp7iQFfZ2+GUsWLR7RniNXI4ScjJOlHxZj5GNJvknG6B4Q4AFjh+0AWGSo+jk61m6OhL6dYJknrlKEkAvngTsmZHVCzzGO0nMsiQo1AhOne/bcH5OOG1mlC7mei/DUC6sAHrMjx5hEmh9fqSrqMt7sjlsi8x2tgSh3dASFLLjqIvIU2K7Ok+FUz4SU5sfDOva3FQVM0CtXePBbYcMY2argyWRbcaaobCWgaq0+bo7PpbnRFbIVb6WuGmmqFTHfJIVBPWvyqdNN9VrO09QDyVmb8bCCQ1OBEIyaCpIC2FQEFd1mhLfIuGIvvDQPOWsqacLn8WUJmrJUhDDuKxoZjYp8Ro9EWNXbeDyGyLAeUfQ5np7CrcCIoitmIvUKp8RABVqCoxmjQ++yws4NNqcl+O8QUbAk98c+i9kgzPVJJjkzevsg3jnZvEsyQUTDrGwexbuk3iVah6veyiRj604QSDxNcoINyUN/mQQ2SRzyAkAQNWQZLgFAzFh4qIF85DwoNVKIlRkU2l7fZWUx66fiBTiWC6GAoAqgkSz4dfMcOfMqlSSg5051FHrObIk1pxxYnfVCQs4qxygsiN+QqhVwrNUZm8YwL1HJZb6oHw+D3AHKTESMzrDMOlJkSywE1qjelcAwVhnCmOm8TMCXNYUuTBwaWu1L4GBmaOegE0ir0MXQYaXyeuBsOsUBzUthy7JSCVXACmKrXEHTpjKV6MVIlKbQQlInOamET+7NyJGFsZGhVrJoIQgWaEb46fij7IA2JjHhBn5StVSYk2RmRYfRm0JJwBUxKiwsIqaw4RmdomSOo2NbrtEGJgoRXvK+0uBNYeBGO4YHjfO5ap2r1rlq/VdVSxvsc+06165z7fq62nUSMdtyAftDwin20XQgbj9MXpsdw60NXMRbGxJX/8ndzCEnJeTLHBxw7GPO6aTCSXi2zLH4nqeB5rE/o5c3U5REXjTha9JDMB+x9oHX45/LSWwBhUs6BS4tAsCXaWzBorO6npMOpNStY0vYUzEbhdGk7tQJL6B13EARAvH4gBk4m7pNQ3VBZtVMA+l568SQetEwWLhAPeSUM3VfZ5cT8VsnkqC8LTNFouyhIB1NCH7Vg7a61lanL2s78gXCnp8J+z8SVqsXg+/HydMlVmSSluAp/5KCHm3Lb5NvlvYXkrdcozQokQAyZviFM2RwGgJag+XtZBpmy18nDTNPNMsPyM1p3rPW4wly2/Jq8ma6uP19Pdxs73fXw87MmszcMr0aDubJ/eFwN2y3w/4w+3n5/WSx/HJSiOYDkpt5YU50hbcZxWaUUkQrweNFpPRM1iJbKXIJcCJVSPh6Id23TKuqDo99mLw4sMI1BpG5SwaRm5UFkQ123StJssXnaiZZ+UKNJ2/oTvICeuJmbCfkhXYc+jmq4clOqJSjERTbYltG3IgDyxNyIC7rAhVLPjmfmpCDq9lW/l2eEE+qvL7Aj0ez1EEruW+F08UPi5cXzxZPfnr1evHsFQm2+i1+fGJdw0HKx2+mZr3yOezN6xm2mr6/Ac3vVj6E+6vBCK1Uky1qUlfwM9pEC6TbzHJrptfDLdeuvM/mCnJZuZD5P8yZ9Qwla7qem4vRwLAb9jOHWoaVm+F6OAx3H81qerG4WM3Mn+9vsR6yftR/VYEtcaN65U+U+vP5s+cTROW8Q3HP6Msdc1aLjhINDztffAjpPn10jB1RASw2gUXGmM9ZY+zlcL053O03w353f3s77L/9x7OQsjFwQ2scZJV6lGSBerG/Jn67j8MOHC32W0HzbthriH68F+hnORLXJ7vrt+8w3dyaBdAGzG/vDx+GzUERQ6smZrwJCfpDnntgbFq8OdFALwvQRmQg1bvuE+dWo8X1XggfNh822+3mejUTg5G3EEkSHATAmZATPdopMkOTlgY7+QbhgbyPfsSzF9f3kNphM9wM5rt7ymz3/m6AY2/v1+bVsJExc9OiKMuJssqRhzFP/SXAACY9/f4NCmVuZHN0cmVhbQ1lbmRvYmoNNyAwIG9iag08PC9CbGVlZEJveFswLjAgMC4wIDU5NS4wIDg0Mi4wXS9Db250ZW50cyA4IDAgUi9Dcm9wQm94WzAuMCAwLjAgNTk1LjAgODQyLjBdL0xhc3RNb2RpZmllZChEOjIwMjQwMTA5MTQzOTQyKzAxJzAwJykvTWVkaWFCb3hbMC4wIDAuMCA1OTUuMCA4NDIuMF0vUGFyZW50IDI4IDAgUi9QaWVjZUluZm88PC9JbkRlc2lnbjw8L0RvY3VtZW50SUQo/v8AeABtAHAALgBkAGkAZAA6ADEAMgBkADEAYQBhAGMANgAtAGUAYgAzAGQALQBhAGUANAA3AC0AYgBjAGEAMgAtAGUANQBlADQAOAA1ADIANABhADQANwBiKS9MYXN0TW9kaWZpZWQo/v8ARAA6ADIAMAAyADQAMAAxADAAOQAxADAANAA5ADIAMQBaKS9OdW1iZXJvZlBhZ2VzIDEvT3JpZ2luYWxEb2N1bWVudElEKP7/AHgAbQBwAC4AZABpAGQAOgAyADUANQAyAGUAZAA1ADkALQA1AGYANQA2AC0AZgBjADQAZgAtADgANgAwADEALQA3ADIAZgA2ADYAMQA3ADIAMQA0AGMAOSkvUGFnZVVJRExpc3Q8PC8wIDMyNDM+Pi9QYWdlV2lkdGhMaXN0PDwvMCA1OTUuMD4+Pj4+Pi9SZXNvdXJjZXM8PC9FeHRHU3RhdGU8PC9HUzAgMzggMCBSPj4vRm9udDw8L1QxXzAgNDQgMCBSL1QxXzEgNDUgMCBSPj4vUHJvY1NldFsvUERGL1RleHRdPj4vUm90YXRlIDAvVHJpbUJveFswLjAgMC4wIDU5NS4wIDg0Mi4wXS9UeXBlL1BhZ2U+Pg1lbmRvYmoNOCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDY0Mjk+PnN0cmVhbQ0KSInsV11vI7cV7fMA/Q98lIrM7PBryAGCAHZXdbOLDdpaxT6sgkCSaUuxPG5GUlz4x7c995IcSWt706BF0QevsdKQQ96Pc869pH4qalEL21rhjRJ9KD6KjqYqLRsh8ep9YcWDKN5cXNbiZlv8VNBkjVdGVXXtVY11VlVet7ZtG7G8Y4N3hVV4r1s8b/DsKusMOdKYbZwwlTfDQNaVr41YFnmiMU3VIqTNYQYu4EBkS411lWtpHL3k8RLe8/OmKG1ltR0mSjiqlR+MDePkblnkmRTRZpjgeJO5mv+WxWXxZ/zVlVSAq275g97ePjP3HnO1BJBGfDiAqWtZNd4J1yADX3kvhdREwjlwfo4XIA4UK1nDZmWalr0dKFFtZbzVwoEbK7VU6oiQmqnAMlCL3VimKgP7GHsvdKUxsyxUpUyDdJXElMFKUwHuwwdIqgGDauIQDNUNyE9DW3vAJeN+GnjXDqZt3VYOK6NbC2RV08Rw8oBgzc+l9BUEtTlMKHw7kc2USlbG2sFNCSkgZXYUoyiVriRtiBHSkEYx/DhaFhx3HGyKmHIcRSSSjQjSwQXjlyOoc2h1DnpZrIprFsdTwt6/Evb/SFhEe5Wq+nyKHY5Ia1zLn0RBixK+Ld5M5Q9E3vS6kCYSCaxlVXvk7NCgWgvSp3fFaNJvZtqY/S70++4mdOPpj8Vk+kJtP+m5sqZecdxw0SjMSYdN3RWQEBXUHBURhIwtpFUTJi0zqdHQfKJcww6g4gdZx7aLQey2wloyljZYTwaTraamz2WR3DSSV0TnjaZWTF/cgclYqdILtM1heemOLZX+4ASdNvnmJx27MQXIXTiGHDdEBbij/KILTjy6Pe7Rrwj+pwhyPeg4hy/tK+tRPa6to8y/m/zl4tvJ2V8vP06+vSSRy7gWXxrnWqOQQ1r8aSSuZ9qZXnwcw9TofoXCWHCVXAUx/n76jutLpvqKUeBr8OlUMjN2tRjdhDvaO9PaiavQiZkyjv7DnbgeSy9G15W4GByELvRj5SuJnetwE7Zh9yhmo4vJxWwsfr6/w34UOv5xIOjb6LZckbfFiKeR24t9gVd88d8X6/8XznZrAKRvlANdTqNf66ZpjX56XKAVahBpgYhjawa91Yi2soYU0+CgEVLiwoOp1iBBXfEHFMGPy0I6vufwCH2ydWk9OquxzWBJ2YoCiE6gaOOj7/hI2olPZZyNq8u0PJoqB1vspox+kv/yKLIyhRZDjiPOJG2JOQ7mYvrJV50iiHr+d47lV6z/O1jn0/T4bPt1mqYORUc5oV3hHo7WpPi5oTsLym5T0MEruHvRM47gpjJ0z8HJbwGYtXxNwBGNDkI/CrBNE67884Ju+oYsNviZQdDTM1Jp6dnTDcNX+HkhVbTZkn0MPBmSkS5dKdqEWc2sGmrdRxxjYMn98CqqIm9zuOocTLb0oyF7ozvKIRC6u6gcIu41xg/BE8NNzgnHiR6ShRKkzihg4NUAD74zbHj2TcaTzqaMM4lKZgKy1vJ0eZiPh4YaTJWkkeykzF7YfdlEGGJkpTsOusxRcz5lTohzLYdkGYcyA8EYlRmkCGCZEYzolgO8ScYZe+alPOWszKQxn4eXqWjSVhbCYJc1Mjhl+QwRsbBytPaQBsswp8j6HLIn4WZgWNEZM5Z6hpNrIAPNxVEO1VG7gZ0VjJMnxK9QUfBEWFIyfHtm5vjWjuwdVW9rODrFxn3DA8d3EDZuObomRteQd4SqJQ8cTHtGoKFsGsXYEHltJRuGjRsHvwAQhBq6DG0BQNSx+JdDRD9zbiI1fKuJzJiqaeM7F1l0cSlHAY5JZZJBiAogJ47x83R2Y6SjVBoG3fmoI9PSSKZaU5EDGUctk+BclKNlFjhu+rXB4EgZR6AQuKWqpG06qd/w9UsNIxYxWl4aeaJIplowdC61KhWGkJEhPFM7TwPwRT/5mC4McDcCXale6JIaf+1hAGkluqh06KTSMWEnfMQBN8LElqSTiqkCVhBb5gqaFpmphqIYiIotNJHkuSel8sEFaeBIwtnAUM1dNBEED+SG+fH0FdkBbdTEmBvESaolhSluZpJ1iBtuosRULfJto1Yhz8SGpupkJdOzVUBLxWoDE4kIzX0/0qBFYmAVbwknv8heT63XU+v11PpfnVrxgv16dr2eXa9n1687u44qZpN+gJ1PUVyOaGmQF31Kogh987Z4M5U/0KE2vYY24wEH/C2CbtBInEJGCghN74qRHU9/5PUyrrfUpWgHP2hQAdY0cYchbZC0oeEl6NMQmwSTGtUh0wJBCzwv8MKgVL0+WfBptF2HVRB/2M+0dt39LsDzfH8tLsOan6/CVky60I+Vh2xHN+sw328fwnobtuPvp++KyYuZvy+IeSkeQKb4II6O95RI0zqcLMbUxye7JBnj1y41J0L26S7I9Okujcl0CD27yzr9dBf8W61e3mSsei5AC1f25V26eSYtRcJ3X/Cl/HO+6MzR5uVdEjJ66gth2y9BKM1zwKNxaiIv7YKkj5TbsoX2mDqDmxlr7Ky7mS+CuAiLmTZmfxV2Yb0RZZbQsQIh+aqVUp0aEJ/JvkTTtjWdiaSs6RVUeh7W4uPYOjG6X3U3g6fuK3G1DuJxL8K6C3eiWy9XO7GHXldhscEgdOKs43iwZt5dQchoXVaM8IL1W5MXcCqmb+Fmvtke3Dw+hOUt1t2Ebr973ImHuBlVwI7X2x07P9tvt7uw2ey7m2eqpWQv098Vo6FuYPCO4qeKEzNFPbcVZ4vtfPcolLiMXxeTC65DuPoM2dlvKReCDFY/jRZhu1z19L67ZTxCDwe7HGroup04SeuAHtlZhBXBsuk4n1lqB+s7keP+NJqsu0csQCAxWomeiPBm40q8XSOdh/WAC21M+R/3CnG15yVSjJarCFrUzIGCyMBopmrzWboK3fcq7HdEJ0E3B8XVIJkX9MlnWZLXpO/CPvSLeR84OMTVvSBPR11dnW5/qs4GNyh5rM4/rgF6gkESDFdzMOLMAtPr7vq+v8OC3Vfi4f6apnsoFFB1UNQGEu3FWb8TAK3EQQqOcrTJWnhOqMcgP1GoZIVWgormu7BfzPc7LArdbkW4bnYpdQW6Iw8dlNAfMf4drJGcU0ztSUyIqB9ELmMEszFShpoeyPAh8GS9Yssvs0XN+cBWZGgRgOH1QJM6oUmjedS4epxsfMoTLjetOubp7SFyjjs5ORbwiqiMco1iBTjv5qshp+HUo/54+bd5J77++s3Zcrefb6bh7zsx+sc/f1OOv/nm/O3vxRCwqiVufrh4WtseAi4p4MkHrIvmDqtxTsv6s9V/6tfcNfpfRALXKa1O9BlO2EpZkwY5mZLupXRNTfqiHZT2BH3huY34yHOBO98uNoKB79NOKZJolisYW6NZHQktoDJ2MBEtoEHfBLSnQL2G+hU3sB70nwg79cVeXPTIYTO/CTw6n+/Lg+U9un5P7zqxeHwYW0ubK3FofovweH9D+f2L82rbbRtJou8B8g/9soADyIRI6op9shFnJ5jMYBLPToCJXyizJXXEi5dNWhh9/Z6q7iabFB0ledOlb1V16pxT4m1C7UHp4E2Iokj2uRTPZeE9VdfgybYpU6WppbHvE35GYlSxQ8fg+8PVCZ0XCG991K0Xv2YqT1K6ceIdnsqtKniBFtR8snqGhCUZL/NOir2T3hdIUy3zJ1kldeM4pWhTL73zPzNyciT3SEsEaNmlBK27kV6JUIr7UmS0AbomtLKMLT1ZkzXVUYqPQL2qaWndC0Z7kqXxsGTDzFPs1A5ZzYch8tMp21RGrvsMj6ltAb2TN7KpSBOI3N4XGtJXOknngI+SKkCnfG+1fChmSUPgTb8FxAP5DPGJWPzxgBxk9EkD+k6r66TWFOvj/noobl+urCPpkyfSsKmS5nF/iSbJjp7TgfwOvlxgBMLs1jtgzHQt4nBIlx3tWAI8p8+NyiDVnLe+95Fbu2mrThCJkxgiI9kE4q4a0zdA0uaYHJ3a1aKQG1tbj5fMPQIkslfZ1rRs78WRGJDfNjnUpYW7X34qAIegS5LTBLZJCnIjf9lGKasDQZLtyAM8xQGgBYYmCIh6ij/yWgsVlfFP3Q3/zY8AH/1Kaok4vkrIJZwZIAUilRBwDxsxv7ZmY7fDYkcrv0h1eogXiwwXJ9o//742YZX55EXhHuq2kPVjQEYOHk8cMgK37cCQo0D77wr0OLcPe2w/Z3iX4i667RQlTVAMXin25V4O4mFEdHjQ5ZGYhRZT6s8b5pPUunRibImCViKXEA2BBizxpHQIvML4l0sNRZNa33eMERsrTQvaPcEyy2TXacJvtWhOQy+cdu/ss16LFn2JJh9mCMeMFcRgT/KktvyciWEXxH20PG7NZV2RwKWUj22i2U/020gjC3qbGUKSwmme+PPNOqJcVUmhc6W1KgvtzgYfZY2uuTPNcOFaX23qrk6G6lujhHUFpJwZ7qJWJEhg9VIwBaLppibE1Q+CFPamodlJFnwCtkzEWx7VJuKdLDRpuME1Q6ulnIfXRDpBNzr9AOh3bKHhpC2FO0FFaMBaIOyLqjfzGXXdta+GuTAuCb2hea7b9Hz5DQ0ITtxlZXQpKVhNdJnnKIe582xY6j8Cebk3H55L8EUcU1L3ijthmApOxLdHqGgV+c2Rfo/OzGFCpxiNenvPwD8NprNY/HlEJDPn0Fd9iz5uPHcOgAVmQFGTXWFsQdbRPBhh+0YGsPhKwQLAJnO4Mo6CabTEa6npuGH4Ofwa+5/Nb2r1GocWRLgkQoD+NJiLqz6L5hIlE3ayI342xM8rP9Cv25qGKeKuz29iDHhJBSmAaag23aykujead+FZ6zl9ZRTxCUnBTekPmsax3vfdzoE85s/MKeFyFsTLBQo4W16eU8IlFq1Wg9Ucp3vQJXCsgjWGl2u61fBgaqlbO5NmOK3NClVrseRyYWoJ5zO/XNQ4svIhYEyx5i6GY0zVIYH6u1p5jmVMnc46xnZgMJ3HbWHoAm0o5KbgecPg8oCJ5htQZpYfXM84mogOCIY/FI03ufcOW/R0MKq8ZHlvh3YXAeBGPwBz4O3AcxHkjN/q3mjFQYpTs5Ocxj048mj7jigrb7SzJdMgnHUQNs6ALVb70pfHGRIohDGxM8GgbfoDLO6JF72EFWV9hJYo9KXXgRSXC8VOroPJ8kCdTg85d0RGGgbFGVOKHzBFs1GbfMm2hPNV124wDgnZhhMmwN9N76AHnOuz1WOrRyvuqq3xL7SstQtRFBm7QLlezP/15prSfX13d8286pG9e5ilciAp5MS7JncvjOP2hV+uHsAPYhmKm41OoE4hayBStq9JqbpCo7aOPnViemnCeDk1ufj7CIVnMLiSLxnDfb/zvtjAM6PLTFuAgxfiCoU0H6gAuSVmr53aP2HAIMn2e8l38Ue4rxYv5hcP8BbrREyrDoQ76HjKg2B9YhU5NZhSQAY4ptBIMsYU49ZPQL1geJBnX/Ucuxm4eg1IIkcRjsgFhjd3PSHCeyO4CGmkyv6MKNAgsRThdPEdkhCFSEPUX3x3x6t/8NZ4Gqzmq++8FngbPtFAd6dQs6TRqaU2rkXRtBKAZIu28lLYTIbGEISw54uoBRjkiUHhwUE6wNrZxFpZX/dGWiJcBMv1mmTPip6CtrCn+S0hG0kdbdXn/h9clGvhtG86Ny+zJ7Qv+3JFEmBNn1ObBI1k1ZDtEV9BNEcd6brSal5AXRmAhVls3skMwUTTmU8vTjymHac7xrEt9AKCq75tMjh+iKLY7jskRWGX2LKY328cCZivPHrwKorB/NZGYv5APPYcF5VZRozTPt9vE5seVWsjglsaTSzt9MgSsiR+R/6OUmmhcpKHk8xouWBQ0P9PD6+TZtiYQOr/XoUMhlDEQGgEOJAuLqIZIW1GZvgxf0ULAI1oHczx51Rkr+5ffXxha7yaj2ydoffmi0tbMXqeb10iabP1ha3RcuTWKKZbLz04Aoec34qtc/zgtqKh2/K03WMPEYv1wpMUuP6ERki/RLp8qjHHUrfv5BEtNeTAdwZbt5L9Rycx6OdWVDxsEwRGG6UgewQzfmqOZl7VIHaDAs9Ydr141omeF6Oedni84v4cqOVqAuHns+0fSvwEm85glucx3PJiubpMpzNgZDFbDla7B+Ss3/wkXRa6JpN102hW3MIyaDiPDE8BMSi/x6AIv6akt07LKjxMlp1mh/w5hgCcG6/Af7EbHL5wDxMnswEiRteyPtU8Ebykq44RjG5fu0M9UvUZq67ogTsnAK35Jd5nBvsqQQ6ZZpPy5Kk7KoMMgV1UBtR4HqaFmh+6mwe7aNLBFHIO8CA2EH/ROLY5BOd0umxmE+PqN1XSAH3O6sV+CWbxPFjF0WA7l7pnBsO4VadwHVMiXXH6o5CbJOydZp6lada1T+IHzP1JSbtNtDLZvdmM2J/5us1nNwKaViNtJKH+GfsTY1xdzFYIfhpebh1i5uViOljNGPl8MaXXUbBeh5hs4RhMt7Qjz6Ek4+gUvOJozG/Ppl04F0DCKiIupr02L2G05KLEEca+ZQ/dpc07ZUk4ayP+Q9YVQE2dOFaYaSQGHUlD4l9vQPZXrnY6TUyLwcACrnXgeiqOo7Yab+EgVG9GZHUdw4I9j1COBk5y+uJD354ehWFvfjWMTAFIlmWiFTOzlfsCP+0J02Ri2JZLnJ3JHR5LsCTN1zTROgmYdy8ffaNP8tb9WQjzFInM7ROa+XD2oSwONol0P1FeVZMF7cgnXHTX2TETmbSp4mQYQ0NhIsl7lW0l4/nXTOXJNjnUpcdoVD8zhqayqaGSGZ4CVhppF0/p6JbfuIBHmmObfCe7DpLI030pWrpDLfWTkpkmJ8Q2lWfaITJaco3j9h4sNSNYV6V9UtHtnxWZL1vHE1tykhe8H0+opRfhrWwqYlJ2nfaK0BPtPleaEnfMw7bYr+VObWrxiypMMMw0KGvHU7I+yx3b8FV7Ix4pxUdQiKp53Duja6qcNgH1p9uATKQ4ZOa/h9e2/MhxZw26iVKjA3GJVrTA1BhlUsxv/dSbcz+ZgYdy2GhtSbQg3V3Oii1Um/LsQBh38cjqyDVJz84VStcQubSkEYorlROidwTofwtV6I2EIUi7ankiP9JclOhxNrHoqMZ6GN6tOqBI1o0hAw6rMBWkv3BjskvgrLuPmoaa8gNSzx9GToex70o3EW6LUXZFqW4nnr6CN9zxObKQqmeVNpLGCA4viChA2FVDbOQ/j3QnyHazp5uogkGH5U7F3mMOo/kis6taOv4gZaUZbURmPvfskQ1LT9SYT7AK1in/3TAb7ITX2aPI7hJWKWxBv8Pi5bnxOcpw96BshkKt8drIU8kR4fnvC0dlEiLWxrj02rXjDdNw6IbHPVzaAQXphUYakkryU1XCI5oy6fxEjlqA0A+1ezA+nMXWTy1GWpaIGABoNdYOBHxq/c+T4s4etADldmN0Roo/XHo7vM1X3h3V/xkvk960oSgK7/MrvCQSssBmXBIFRVWlNqpQN2VjiwdYwbi1oany63vOfYOfjZ1kiW3ecIdzv2NakL2Scd48ye043LLTxc2R20Zj3UGkgI6oI/wqOVGU10ej2MZwsDKnJkL/SK65NPiR+hgG31OTNdDiKwPK5OFj0Cqr0Z1fYzvPH019tZY57Sf3oGhljOUZiiAwWpv7MSbyAHMeZQ+fMJr0Vcg2iuJm7wwo9+fLWdE+hJYp+wCWfOWw6rnMciHnT2LsZB7GE8yjxiK3GDtaGvMyD2fAmBbGuk2N6nQRwkHRIF4rkYRuqHXI5DvBeOahR+/MwrBFSdwvI74JMTu1nHUezPw5Vbuk3Hukje8dTVhtnsQNrey/qKMOmcjuJkOpl1ofCjQxXngKWukaavemnm/Grq0bB69NV7udPmN34qi2jL8GrFKIcamy9EgPlVQqz6oqK9hYtmIi6ZhYlnaFM58B1gFq/npdhWNQOxqH8XjZKBwEJWf/oR7642qyJCTe++VNOdAAuIAayvccQN3VXRYgvRph2aCeAmucugLUxhqf5xNkli/+XLO/lJMb8eWe3PLxDrAZfC3AdRiUxb9s5+3g+doPdSCa+zqwReewKqBN0KCzbbkveV6kmNsUvDcl47udZk8epjHlIZo11+5wuTqYyMRi4anD4Jv2ZiCI9ZNMTYoAu+F5T0K6yMTqOBI/wZttNJkHi3lghhW3fw1GLlmPSNYqrZLLG87BHTwdX5lrQ0nzhOYC2MtOTCwKlHtr9VTZsh8ekNllqO1ykWYrIj2k5MDX6yEaW5vSlX6bWHp18s5itjGXyo7D4MPsQnrrvv2p+xYSL+OzoklR7zcsUrmI4XD8hW5SKbgz0VKPvob8tTq2g0zM5qTpWqElPIpMYcyaRDDHbU+nY7K/mKe15JsHFvjfa192b9TXvVhJ3EUhtHlSu0xgHAVB3qx+X88v+MRUwUGXQJF2XsxHYrnirpOhpjW7VS1B0Pp27o8aOty4A6FYbxjSHsG1VLr06nFYw9SD/Z8cVYePJHJg2IfmQQarQdJOzW9vM6CH2nO7Y2lfIsHedfVDO6sz5XnUFup33e8FxuVQADuRhUy52bTe3P0XYAAJYlwuDQplbmRzdHJlYW0NZW5kb2JqDTkgMCBvYmoNPDwvQW50aUFsaWFzIGZhbHNlL0NvbG9yU3BhY2UvRGV2aWNlQ01ZSy9Db29yZHNbMC4wIDAuMCAxLjAgMC4wXS9Eb21haW5bMC4wIDEuMF0vRXh0ZW5kW3RydWUgdHJ1ZV0vRnVuY3Rpb24gMTEgMCBSL1NoYWRpbmdUeXBlIDI+Pg1lbmRvYmoNMTAgMCBvYmoNPDwvQUlTIGZhbHNlL0JNL05vcm1hbC9DQSAxLjAvT1AgdHJ1ZS9PUE0gMS9TQSB0cnVlL1NNYXNrL05vbmUvVHlwZS9FeHRHU3RhdGUvY2EgMS4wL29wIHRydWU+Pg1lbmRvYmoNMTEgMCBvYmoNPDwvQm91bmRzWzAuMjM2MzY0IDAuN10vRG9tYWluWzAuMCAxLjBdL0VuY29kZVswLjAgMS4wIDAuMCAxLjAgMC4wIDEuMF0vRnVuY3Rpb25UeXBlIDMvRnVuY3Rpb25zWzE3IDAgUiAyMCAwIFIgMjEgMCBSXT4+DWVuZG9iag0xMiAwIG9iag08PC9CaXRzUGVyU2FtcGxlIDgvRGVjb2RlWzAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjBdL0RvbWFpblswLjAgMS4wXS9FbmNvZGVbMC4wIDYzLjBdL0ZpbHRlci9GbGF0ZURlY29kZS9GdW5jdGlvblR5cGUgMC9MZW5ndGggMTcwL09yZGVyIDEvUmFuZ2VbMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjAgMC4wIDEuMF0vU2l6ZVs2NF0+PnN0cmVhbQ0KSIkMyltHAwAYgOF37dC2trVDtjWRmZgkiSQyJomZJEkykzGTfnzHtaTt67147p4WS7b51Q9NvjWnwRd1PvSmV7Z4p8an5lRZUPGX+aOcXLGZCkoZ5ZQPigWVgkIl2KipHuSbagW5He2qHWQ72gvWu0FmXwdB+lBHOg5SJzrVmc7VU18XQfJSV8HaIEgMdR1wo1vd6V4PetRIYz1poqlmetZL8C/AAOWeTAcNCmVuZHN0cmVhbQ1lbmRvYmoNMTMgMCBvYmoNPDwvQml0c1BlclNhbXBsZSA4L0RlY29kZVswLjAgMS4wIDAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wXS9Eb21haW5bMC4wIDEuMF0vRW5jb2RlWzAuMCA2My4wXS9GaWx0ZXIvRmxhdGVEZWNvZGUvRnVuY3Rpb25UeXBlIDAvTGVuZ3RoIDEzMS9PcmRlciAxL1JhbmdlWzAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjBdL1NpemVbNjRdPj5zdHJlYW0NCkiJXMM9h8JxAADg3+doiBsaIm5oiIaGhoiIiIZIIiKKiDsRp3Nc0YtK7/2/aOoZGtLDE4V7iLy+vbw8e/Lowb27560b165cunDuzKn//vnrxB/Hjvz2y6ED+/bs2rFty6YN69asWrFsyaIF8+bMmjHtpymTJvwwbizcwkOAAQAfx1v/DQplbmRzdHJlYW0NZW5kb2JqDTE0IDAgb2JqDTw8L0JvdW5kc1swLjMgMC43NzcyNzNdL0RvbWFpblswLjAgMS4wXS9FbmNvZGVbMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjBdL0Z1bmN0aW9uVHlwZSAzL0Z1bmN0aW9uc1sxMyAwIFIgMTIgMCBSIDE1IDAgUl0+Pg1lbmRvYmoNMTUgMCBvYmoNPDwvQml0c1BlclNhbXBsZSA4L0RlY29kZVswLjAgMS4wIDAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wXS9Eb21haW5bMC4wIDEuMF0vRW5jb2RlWzAuMCA2My4wXS9GaWx0ZXIvRmxhdGVEZWNvZGUvRnVuY3Rpb25UeXBlIDAvTGVuZ3RoIDEyNy9PcmRlciAxL1JhbmdlWzAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjBdL1NpemVbNjRdPj5zdHJlYW0NCkiJDMONZoIBAADA732TkUhGJJJIImMkEomSJJGkJDNplqRUSn+qt6g7Lgi9giDshxGjxoz7acKkKdNmzJozb8GiX35bsmzFqjXrNmzasm3Hrj37Dhw6cuzEqT/+OnPun/8uXLpy7catO/cePHry7MWrN+8+fL6CtwADAHmVbAENCmVuZHN0cmVhbQ1lbmRvYmoNMTYgMCBvYmoNPDwvQW50aUFsaWFzIGZhbHNlL0NvbG9yU3BhY2UvRGV2aWNlQ01ZSy9Db29yZHNbMC4wIDAuMCAxLjAgMC4wXS9Eb21haW5bMC4wIDEuMF0vRXh0ZW5kW3RydWUgdHJ1ZV0vRnVuY3Rpb24gMTQgMCBSL1NoYWRpbmdUeXBlIDI+Pg1lbmRvYmoNMTcgMCBvYmoNPDwvQml0c1BlclNhbXBsZSA4L0RlY29kZVswLjAgMS4wIDAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wXS9Eb21haW5bMC4wIDEuMF0vRW5jb2RlWzAuMCA2My4wXS9GaWx0ZXIvRmxhdGVEZWNvZGUvRnVuY3Rpb25UeXBlIDAvTGVuZ3RoIDEyNy9PcmRlciAxL1JhbmdlWzAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjBdL1NpemVbNjRdPj5zdHJlYW0NCkiJDMONZoIBAADA732TkUhGJJJIImMkEomSJJGkJDNplqRUSn+qt6g7Lni+guDh3ZtXL549efTg3p1bN65duXThv3/Onfnrj1Mnjh05dGDfnl07tm3ZtGHdmlUrli357ZdFC+bNmTVj2pRJE34aN2bUiB+GDb2CtwADAOcwbAENCmVuZHN0cmVhbQ1lbmRvYmoNMTggMCBvYmoNPDwvQm91bmRzWzAuMjIyNzI3IDAuNjEzNjM2XS9Eb21haW5bMC4wIDEuMF0vRW5jb2RlWzAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wXS9GdW5jdGlvblR5cGUgMy9GdW5jdGlvbnNbMTcgMCBSIDIwIDAgUiAyMSAwIFJdPj4NZW5kb2JqDTE5IDAgb2JqDTw8L0FudGlBbGlhcyBmYWxzZS9Db2xvclNwYWNlL0RldmljZUNNWUsvQ29vcmRzWzAuMCAwLjAgMS4wIDAuMF0vRG9tYWluWzAuMCAxLjBdL0V4dGVuZFt0cnVlIHRydWVdL0Z1bmN0aW9uIDIyIDAgUi9TaGFkaW5nVHlwZSAyPj4NZW5kb2JqDTIwIDAgb2JqDTw8L0JpdHNQZXJTYW1wbGUgOC9EZWNvZGVbMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjAgMC4wIDEuMF0vRG9tYWluWzAuMCAxLjBdL0VuY29kZVswLjAgNjMuMF0vRmlsdGVyL0ZsYXRlRGVjb2RlL0Z1bmN0aW9uVHlwZSAwL0xlbmd0aCAxNzAvT3JkZXIgMS9SYW5nZVswLjAgMS4wIDAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wXS9TaXplWzY0XT4+c3RyZWFtDQpIiQzJayuDAQCG4ZvN2MxspnktJUktSVKSkpKkJEnSkiQlyY93mkMLj/vD9eniKfCoB93rTre60bWu1NelLnSuszByqpMwehxKRzoM5QPta0+72tG2tsLYpja0HiprWg3jvTCxouVQXdKiFkKtqyJMdtQO9VaYaqgeGjVVVQnT5dAs/dHkhxZDZviizYfemeWVDs960RtzDCi8gk/m+daQLr/8CzAARQlMBw0KZW5kc3RyZWFtDWVuZG9iag0yMSAwIG9iag08PC9CaXRzUGVyU2FtcGxlIDgvRGVjb2RlWzAuMCAxLjAgMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjBdL0RvbWFpblswLjAgMS4wXS9FbmNvZGVbMC4wIDYzLjBdL0ZpbHRlci9GbGF0ZURlY29kZS9GdW5jdGlvblR5cGUgMC9MZW5ndGggMTMwL09yZGVyIDEvUmFuZ2VbMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjAgMC4wIDEuMF0vU2l6ZVs2NF0+PnN0cmVhbQ0KSIlcwz2HwnEAAODf52iIG26IaGiIGxoaIiIiGiI5IqKIKBHpHFf0ok7v9UVTz/Af0sMTC/cQD4/w4acJk6ZMm/HLrDnzFixasmzFqjXrNvy2acu2Hbv27Dtw6MixE6f++OufM+cuXLpy7cat/+6iew8ePXn28vL69hZ9CjAAVp1b/w0KZW5kc3RyZWFtDWVuZG9iag0yMiAwIG9iag08PC9Cb3VuZHNbMC4zODYzNjQgMC43NzcyNzNdL0RvbWFpblswLjAgMS4wXS9FbmNvZGVbMC4wIDEuMCAwLjAgMS4wIDAuMCAxLjBdL0Z1bmN0aW9uVHlwZSAzL0Z1bmN0aW9uc1sxMyAwIFIgMTIgMCBSIDE1IDAgUl0+Pg1lbmRvYmoNMjMgMCBvYmoNPDwvQW50aUFsaWFzIGZhbHNlL0NvbG9yU3BhY2UvRGV2aWNlQ01ZSy9Db29yZHNbMC4wIDAuMCAxLjAgMC4wXS9Eb21haW5bMC4wIDEuMF0vRXh0ZW5kW3RydWUgdHJ1ZV0vRnVuY3Rpb24gMTggMCBSL1NoYWRpbmdUeXBlIDI+Pg1lbmRvYmoNMjQgMCBvYmoNPDwvQmFzZUZvbnQvSGVsdmV0aWNhL0VuY29kaW5nIDI2IDAgUi9OYW1lL0hlbHYvU3VidHlwZS9UeXBlMS9UeXBlL0ZvbnQ+Pg1lbmRvYmoNMjUgMCBvYmoNPDwvQmFzZUZvbnQvWmFwZkRpbmdiYXRzL05hbWUvWmFEYi9TdWJ0eXBlL1R5cGUxL1R5cGUvRm9udD4+DWVuZG9iag0yNiAwIG9iag08PC9EaWZmZXJlbmNlc1syNC9icmV2ZS9jYXJvbi9jaXJjdW1mbGV4L2RvdGFjY2VudC9odW5nYXJ1bWxhdXQvb2dvbmVrL3JpbmcvdGlsZGUgMzkvcXVvdGVzaW5nbGUgOTYvZ3JhdmUgMTI4L2J1bGxldC9kYWdnZXIvZGFnZ2VyZGJsL2VsbGlwc2lzL2VtZGFzaC9lbmRhc2gvZmxvcmluL2ZyYWN0aW9uL2d1aWxzaW5nbGxlZnQvZ3VpbHNpbmdscmlnaHQvbWludXMvcGVydGhvdXNhbmQvcXVvdGVkYmxiYXNlL3F1b3RlZGJsbGVmdC9xdW90ZWRibHJpZ2h0L3F1b3RlbGVmdC9xdW90ZXJpZ2h0L3F1b3Rlc2luZ2xiYXNlL3RyYWRlbWFyay9maS9mbC9Mc2xhc2gvT0UvU2Nhcm9uL1lkaWVyZXNpcy9aY2Fyb24vZG90bGVzc2kvbHNsYXNoL29lL3NjYXJvbi96Y2Fyb24gMTYwL0V1cm8gMTY0L2N1cnJlbmN5IDE2Ni9icm9rZW5iYXIgMTY4L2RpZXJlc2lzL2NvcHlyaWdodC9vcmRmZW1pbmluZSAxNzIvbG9naWNhbG5vdC8ubm90ZGVmL3JlZ2lzdGVyZWQvbWFjcm9uL2RlZ3JlZS9wbHVzbWludXMvdHdvc3VwZXJpb3IvdGhyZWVzdXBlcmlvci9hY3V0ZS9tdSAxODMvcGVyaW9kY2VudGVyZWQvY2VkaWxsYS9vbmVzdXBlcmlvci9vcmRtYXNjdWxpbmUgMTg4L29uZXF1YXJ0ZXIvb25laGFsZi90aHJlZXF1YXJ0ZXJzIDE5Mi9BZ3JhdmUvQWFjdXRlL0FjaXJjdW1mbGV4L0F0aWxkZS9BZGllcmVzaXMvQXJpbmcvQUUvQ2NlZGlsbGEvRWdyYXZlL0VhY3V0ZS9FY2lyY3VtZmxleC9FZGllcmVzaXMvSWdyYXZlL0lhY3V0ZS9JY2lyY3VtZmxleC9JZGllcmVzaXMvRXRoL050aWxkZS9PZ3JhdmUvT2FjdXRlL09jaXJjdW1mbGV4L090aWxkZS9PZGllcmVzaXMvbXVsdGlwbHkvT3NsYXNoL1VncmF2ZS9VYWN1dGUvVWNpcmN1bWZsZXgvVWRpZXJlc2lzL1lhY3V0ZS9UaG9ybi9nZXJtYW5kYmxzL2FncmF2ZS9hYWN1dGUvYWNpcmN1bWZsZXgvYXRpbGRlL2FkaWVyZXNpcy9hcmluZy9hZS9jY2VkaWxsYS9lZ3JhdmUvZWFjdXRlL2VjaXJjdW1mbGV4L2VkaWVyZXNpcy9pZ3JhdmUvaWFjdXRlL2ljaXJjdW1mbGV4L2lkaWVyZXNpcy9ldGgvbnRpbGRlL29ncmF2ZS9vYWN1dGUvb2NpcmN1bWZsZXgvb3RpbGRlL29kaWVyZXNpcy9kaXZpZGUvb3NsYXNoL3VncmF2ZS91YWN1dGUvdWNpcmN1bWZsZXgvdWRpZXJlc2lzL3lhY3V0ZS90aG9ybi95ZGllcmVzaXNdL1R5cGUvRW5jb2Rpbmc+Pg1lbmRvYmoNMjcgMCBvYmoNPDwvQ291bnQgNS9LaWRzWzI4IDAgUl0vVHlwZS9QYWdlcz4+DWVuZG9iag0yOCAwIG9iag08PC9Db3VudCA1L0tpZHNbMzcgMCBSIDEgMCBSIDMgMCBSIDUgMCBSIDcgMCBSXS9QYXJlbnQgMjcgMCBSL1R5cGUvUGFnZXM+Pg1lbmRvYmoNMjkgMCBvYmoNPDwvTGVuZ3RoIDg3NzAvU3VidHlwZS9YTUwvVHlwZS9NZXRhZGF0YT4+c3RyZWFtDQo8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/Pgo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA1LjYtYzAxNyA5MS4xNjQ0NjQsIDIwMjAvMDYvMTUtMTA6MjA6MDUgICAgICAgICI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIKICAgICAgICAgICAgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIgogICAgICAgICAgICB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIKICAgICAgICAgICAgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiCiAgICAgICAgICAgIHhtbG5zOnN0RXZ0PSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VFdmVudCMiCiAgICAgICAgICAgIHhtbG5zOnBkZj0iaHR0cDovL25zLmFkb2JlLmNvbS9wZGYvMS4zLyIKICAgICAgICAgICAgeG1sbnM6cGRmeGlkPSJodHRwOi8vd3d3Lm5wZXMub3JnL3BkZngvbnMvaWQvIgogICAgICAgICAgICB4bWxuczpwZGZhRXh0ZW5zaW9uPSJodHRwOi8vd3d3LmFpaW0ub3JnL3BkZmEvbnMvZXh0ZW5zaW9uLyIKICAgICAgICAgICAgeG1sbnM6cGRmYVNjaGVtYT0iaHR0cDovL3d3dy5haWltLm9yZy9wZGZhL25zL3NjaGVtYSMiCiAgICAgICAgICAgIHhtbG5zOnBkZmFQcm9wZXJ0eT0iaHR0cDovL3d3dy5haWltLm9yZy9wZGZhL25zL3Byb3BlcnR5IyI+CiAgICAgICAgIDxkYzpmb3JtYXQ+YXBwbGljYXRpb24vcGRmPC9kYzpmb3JtYXQ+CiAgICAgICAgIDxkYzpjcmVhdG9yPgogICAgICAgICAgICA8cmRmOlNlcT4KICAgICAgICAgICAgICAgPHJkZjpsaT5QREYySUQgUHJvZmVzc2lvbmFsIFRyaWFsIHd3dy5yZWNvc29mdC5jb208L3JkZjpsaT4KICAgICAgICAgICAgPC9yZGY6U2VxPgogICAgICAgICA8L2RjOmNyZWF0b3I+CiAgICAgICAgIDxkYzpzdWJqZWN0PgogICAgICAgICAgICA8cmRmOkJhZz4KICAgICAgICAgICAgICAgPHJkZjpsaS8+CiAgICAgICAgICAgIDwvcmRmOkJhZz4KICAgICAgICAgPC9kYzpzdWJqZWN0PgogICAgICAgICA8ZGM6dGl0bGU+CiAgICAgICAgICAgIDxyZGY6QWx0PgogICAgICAgICAgICAgICA8cmRmOmxpIHhtbDpsYW5nPSJ4LWRlZmF1bHQiPjIwMjMxMTI4X0dFR18yMDI0LUF1c3dlaXNtdXNzdGVyX21hc3Rlcl9CTVdLLmluZGQ8L3JkZjpsaT4KICAgICAgICAgICAgPC9yZGY6QWx0PgogICAgICAgICA8L2RjOnRpdGxlPgogICAgICAgICA8eG1wOkNyZWF0ZURhdGU+MjAyNC0wMS0wOVQxMTo0OToyMSswMTowMDwveG1wOkNyZWF0ZURhdGU+CiAgICAgICAgIDx4bXA6Q3JlYXRvclRvb2w+QWRvYmUgSW5EZXNpZ24gMTUuMSAoV2luZG93cyk8L3htcDpDcmVhdG9yVG9vbD4KICAgICAgICAgPHhtcDpNb2RpZnlEYXRlPjIwMjQtMDEtMDlUMTQ6Mzk6NDgrMDE6MDA8L3htcDpNb2RpZnlEYXRlPgogICAgICAgICA8eG1wOk1ldGFkYXRhRGF0ZT4yMDI0LTAxLTA5VDE0OjM5OjQ4KzAxOjAwPC94bXA6TWV0YWRhdGFEYXRlPgogICAgICAgICA8eG1wTU06SW5zdGFuY2VJRD51dWlkOjE5MGQ5N2RmLTUwMjctNDY0Yy04M2M5LTllYjY2MTAzMDQ2ZTwveG1wTU06SW5zdGFuY2VJRD4KICAgICAgICAgPHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD54bXAuZGlkOjI1NTJlZDU5LTVmNTYtZmM0Zi04NjAxLTcyZjY2MTcyMTRjOTwveG1wTU06T3JpZ2luYWxEb2N1bWVudElEPgogICAgICAgICA8eG1wTU06RG9jdW1lbnRJRD54bXAuaWQ6NmZkMmMxNmMtYTdlZS1jMTRmLTg5NGEtZmNlMWRjYzJjNzkyPC94bXBNTTpEb2N1bWVudElEPgogICAgICAgICA8eG1wTU06UmVuZGl0aW9uQ2xhc3M+cHJvb2Y6cGRmPC94bXBNTTpSZW5kaXRpb25DbGFzcz4KICAgICAgICAgPHhtcE1NOlZlcnNpb25JRD4xPC94bXBNTTpWZXJzaW9uSUQ+CiAgICAgICAgIDx4bXBNTTpEZXJpdmVkRnJvbSByZGY6cGFyc2VUeXBlPSJSZXNvdXJjZSI+CiAgICAgICAgICAgIDxzdFJlZjppbnN0YW5jZUlEPnhtcC5paWQ6ZDA0MjNiZTctZmVmZC1lMjRjLWIzMGYtNDU4NzEzZmE1MGE5PC9zdFJlZjppbnN0YW5jZUlEPgogICAgICAgICAgICA8c3RSZWY6ZG9jdW1lbnRJRD54bXAuZGlkOjEyZDFhYWM2LWViM2QtYWU0Ny1iY2EyLWU1ZTQ4NTI0YTQ3Yjwvc3RSZWY6ZG9jdW1lbnRJRD4KICAgICAgICAgICAgPHN0UmVmOm9yaWdpbmFsRG9jdW1lbnRJRD54bXAuZGlkOjI1NTJlZDU5LTVmNTYtZmM0Zi04NjAxLTc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cOB2FTqOd8M6qZzRd9F3N3GzcTxPdPXw9yV4R3jE+8b5ppEy/XP/CgKLAsqAqcl1wM6UzpDd0NGw2fC3iRxQsmvss6hz2vFqMwYVTFz3/iIhNvlQYVxvfm7CSyJSETjZPCU3NS2tIH87YvspxDXfdIjPgRmpWWXZnzlwuNE8wX6Xg5K2AwsTbt+/U3e299/k+pJj3AbbEsNS1LKr8esXDh52VM48hVYLV6k8cn56tSavN/7Oi7kV9z7PJ5xsN9I0CTZhmnRb71oC2Sy9z2itftXWMdH55TdPN9UbgrXCP2DupXpk+bL/ce/yA/Af5Qfkh/LDcCHZU9iP6k+SY2DhqQmgSMcU/zT3DMbM/OzHXMl+0kPDZd9F0CbvMsby9MrT67EvB2oV196+6G+KbsM3Fre7tym/XdiJ2Xb4b7in8QO1zHTAcHID+t1IlQqygQtBN6rc05bQpdH70xjApBkaGRcYuplLm5CP+LOasODYuth34J/YWjgec6Vxh3I48crxMvDN8L/izBUKOWiBkBZkFl5HdQhXCGSJkUWuUwjG+YwdiM+LdEk8lC6VSpKPQvjKOsmYYRSwSx4jblpvG98o3KTxWvKOUqXxZ5awqWY2obqOhf1ztBIaA0uTXgmsz6FDr7Ovu6m3pbxgsGU4YDRr3mHSYtpi9MK+3qLWssaqxrj1Zb9Ng23iqwa7BvtGhxbH99GunPueRM9Muq67f3emJXB4oT4yXmreBj62vBynUL8E/J6AisCVoiLxKoQtBhiqHWYX7RyRGFkW1Rk+eozovHKN1gXgx4Y+y2HeXtuMRCScuWyS6JYUmJ6YUpD5N606fyTi4yntN/rplZuCN9KzK7N6czVzePI1894LEW48LR+5Q35W9Z1906f7j4rES5lLVMu/yrIr2hxuP4I8xVabVpCdJT0tqOmoX6hjqpZ+ZPQ9+kdXQ0DjfDG/RaCW13XzZ1b7VIdip3xX0Oru76c1CD8s7fK9tX3h/1vuagf4Pq0P0w8gR+VGDjw6fSGOR43ETGZNpUxHTZ2Z0Z6XmWObW5vsWqj5fXQxaMluWXoGtTK82frm5FrJu9lViA7rxcbNm68o26ZvujtDO992B74/2kn947msfCP30/wkVCYKCTEHvUfvRKNHS0PbQ5dC7waTBO6CRMZHJhlmEef1IM8s1Vk82VTgrfJa9jiOZ04kLww3lfs9TzBvFZ8ovzL8p0HE0DxEkqIPkQ64ItQrniASK6qEEUd+O9YqViydK+EgaS8lKs0vvoMdk2mUrMTnYWFygnCPeUF5JQVyRR4leaVd5SWVMtU/tlfpzjerjpScKCKma57QCtF10rHX19NT0sQZihggjTmNmE1qTA9Mds6/mKxYLljNWE9afTo7YDNl+ODVg12/f7zDoOHp63GnG+fOZLy5brnvuUCKDB9yTz0vEG+2j6EsgmfjZ+RMDyIEXgtLIBcEPKU0hfaGzYbsRLJGoKNVoi7Ne52LOZ8dUX3h7cSmW4ZJEnGG8b0LK5crE/qSdFMFU7TTv9LSMJ1dGr0GvS2Za3ojMup3dBeYAkaefH1yQf6ujcPOO4F2de6Siq/fri6dKGEvxZafL4yoqHw4/ogFz4FAd/6T66UQty5/qdaT6nGdtz9caEI1GTeHNRS19bcBLdLvdq9iO8s6Brr1uoTfab4k9se8Ke5/1DfQvD0A/8AxKDakNG4/Yj3p+JH+KHosdTwJzkDmVPX1zJnc2d+7mfPZC5ueMxeSluOVzK6Grfl9c12zXjb6qb8huIrfg29Tb29+WdqZ3x7+P7U3+mN9f/+l/DVUgRAoyDy2mJtHI0ezQNtDF0uvDmGG9DFmMTkwopiXmqiORLARWGGsP2w24M7sY+ypHDWcMlz43G/cwzx1eXz483x5/m0DKUWuEAGJKsAQZJKQsDAh3iFwRdUSJoTaONYtliLtJKEgySI5L1Uqno71ltGURsjuY99hKXJKcB54gLyC/pdCjWKIUq+ykoqQKV11Ua1Mv0Ag/bnlCmkBLGNes18oE3wUTXQk9Gr1J/QaDPMNoIwdjVRMBk33TcbNW82KLVMsQK0frvxiqD6cmEwQK4CKweKLu6eFF9BRFHBQLYDhsqKxSLAjo2uhiAAtSVETN10t6QghJKIEEhEAoUkOQjgrI0ptIl6roIsWGq4fsMW/m9xe8ec/+gsXFDZeWXfp6edyt073GQ+Op8pJ5C3zwK+G+t6760i77OfvbB9hco17fcWPzTUrgqls6t34EzQa/CekLbbtdu/gQeWFp9xLCo+5zHqAPH9BvA4GgP+QLeyOeqAfmiXsTV8nrjBDmQxbJjuI84ubzqvndgg9C7cgNIqsoF/FNCUuaGl0dMxq3VGYcfyyBJicVqYkvkiaS9VJMlQ6pAYv7oEyvzhjN0nq8OftojlcumBefX1bQr57XbCyyfeJfzCtRlw6W/6Nif+XNqsSn3c9XV5+p4dc21a3641x9dEN/05bmay3ZrZ/bD3TAnTVd+q/Odsf2DPWZ9ocOlL7WHXIdlo9Mjh0c570ZnLB8x3w/OGn9QTQ1PeM8m/tpzed7X/rmjnxL/q7zw+9/tT+3L0T+vVgAdDHvs1Et9NeXTqg2urGyb9FdGS6LHhIrFj0DFaC6qOc1GqqH3nK9iuqg2L4J5Csq33Ac6cCWzBfAnZzBCTe4jp3ToQ03sZLLNfA0s1nlhugyTUQDCIUhBLciuxi6AXqILUm42CAupN6+pYgLEbc+DzEhJD+YUI+49o051CuStr6FRoWc0ifQnKAklQWv5Z+ItIH3c3/SC2EfTqNfA8xiZzhTYRVLYm0Fa5iK9btggrn5LxBslqvHdoIDsrjmGXA6Jre4F9KTrknpgPZGtUdoIL9IzUMfSBHxlJYB9fEnzjjCK3nb/gvCOzg5hkXQLNt7jgeuUBWMOIFbUl40mYD7k1Y82QqeS3iUbAuScVECV7AyOvXBDkhH/OGqCnISuTtBEDtiymoWSuPPGwqg37n8LzMAP796KAdIy9Zq4AFV6fc0cuCV0japH1yedIO/BnRMKLi/DhTF7fetBwel06e7IcOoXishZBEJGKaBRfyEzw+Bg2VvX/8GOBSdrzcDzud9L3QCrmd9S0wDFKpz3AXgdXJj+C5wl4LnuwwEZYzTjmBxdJ2VDdgg0TMsA80jrnxaD2i92DgwSf+7qr7uNaBdkqleBfxLPaQgAMecO5x5gJWx5d55oEO58YoPuDHR81QbeEE2R50Dr8XkGDYD5cLh2RZ6V1tofwq9rT70hZze+jwxv4/eXb5efh3Q03zkaAO/5b4J4wBoprFPI1CpVJ0KBT4kxlCrQL34JYYDgLto24ya/qxvso9LL+g8Vculqxpb8zro6TXihHB6Z0U+ew+gVzR5dxA4lOfn4wwEZu44ZQxEKu9So4BCeY3hO2C5iJxuppe9Ufaq6PLBgJrHdFbX8dx5Ot7sGl9Az6jNZ2H0nkqzu+cA7aIu7z8B09z2k2OAfXoXNRgITZw3/ESvF/E+0li2UOWgG9MJaqqnMgDoe+E4OQqfTwojL8HpvGGiA14InyP8kPO+8YQuknmahz9Gl1BncT/06DpL3AcdmDFiNLLy+3eQ35hVdUakA+NdwVeihXFQoSY8yWdcF3yK9LkXiUvI5Veu4CeJylMYrkU8oG7Hqol9lBdYFgFMrSfHRId7LUkD4fVaa8JPkJdvjL/lm8qX4Qj3PbsD38xpCrPFetl/+BzBFKyekyLMjzm3NwwzZx6gBGC/MPon/0MekcV3HyXuxnyuvoBXSG/nuuE7xdvj/bFa0U6WFxYqdLqzgFEFEu+9mA7v+4kytIv7wPIlms6xo/wTDWV9fO9OIErbLgDvSHr2LBY3k4dkq7EIGS1uDDOLUTJ/QfulOrd70LQoqZctikQ6n1iK/h5hbumGmvCF/55H6jjzEz34ePZw5yR+OkP+dBmWm8p8vB9b/agolovmKQ6QL1GarDe0E6XGFHkGo79KahyvIWNR+pZLEVXkSsomZC1v6q0rrnwi66BjMwWSymzsWPaTzFlUmWEU44PaKQeJBuR7UknILNKcMOhRjGTHHXYYRTDppEUxckgsp9jAoCB6fAJHngW0b8NyyrIqAtHporUZ5eiZvIpoe+RDVhnejiSm9YYYIXeS7TwMEFf5nEMIYiTTt7gPd0X/TbkA/RAuGcvAPRoPtE5icM1kuTWqqSxJF6OritVSK0Sl1sKGkQvZQcFuiFH6VncY/pJi4qAPlyuSLGzhMJkuJRDiCbtGU/CjXWdaRjH3Fv+yPSinTqISIwNPJyUnkdBSPrYaoRQ6BuXCPTnH3bVgZXqkfTHsn+JtsQbeksChgJCFcGSkHTcbqmxZiR3uMS11Q/3bctJqkcJ6fzEfOf78InoDHi/zCjKFEwtj3eJhWs5u+3DYSHXJfAp6rRBQuOCE8M8xaUQWaNbWwP8IBlS08oLA+Ewu1wasi9nH2QRZE43sZVBdyEfWJviiRyzzLDzuwGTEICHmbYzVSLfBN4Y5qh65LzjEeNxSyssmv5X1c51I5/R6zl5CI01l7yZouD/LgtgbnM/0JFa4w4xH+Iy9jJzD+823k3fwZoMSMpiwHpLzXSK+Nv3FbRQElu7k3OZ9UhmzPbhiyWYWjYNj+sz7bHEQxshnVbg9ZOgwf9jVkleZTntExAij2QAnqhghgwU8Zcx44zquiVRS7M1uEbun3mWViY5HxTHrhSiSxxgVDN+6zDDm0y4zSDpvqZ0e0c95ukef8GK/MjhLbGHRBgy5C4821QdxhPKFIjX7mOxnyhhrT+xu0W7mEakGDmJ4iH0D7cik/xMEL+BQJQoAgLW2W0qew7ZJNq5X6B0lUVQr5ZlColRID5tEGIxzZs77zDnznjFjxpgZg2G8XyHyTCm1RF/dvZUem9rdpK2vurV99//52+P07C/09pAUdhL3tI8WnCadGLFgOhb5sAtnGWKuv8dW6LPbNiJ3NR2afLi9fCP9DBopW1S0j/O81ORMOMdHsuHwDJsQCoMnwdf8LT7xYAxdwQABFeHyYA0e0MIZQdGh+o8tL5BzBqwiCD6gD6OGoaOa9MIDnEJVdUYue1ThfdiX7SmdC04AIfEinx+AR0I7hqFknmy534Vb9EwP+6Jwh77ZgKxu5qrtoM9GObcNWlhjykzkOOt4p+vY59WnD8nA22X4rlegW6mD929AjsSTMVaSTC2ehrGXI+FDJujRa5KmPHi+a1b1FuppCyNrONcalxT8wp42vE1/yXbQOx4yAXMrFLsA4IZS760FGLIXjJesGcp5Kh97eNd+4D0acuNW4wX49iBb+TfEvbqTGOBgHQn5Wra0SZYeCE7XLY9lgd76d7s8gTzNcu9LJf0KH8Y3FpPacI+PPXoYPWCPbplMaCiDG26lKd2h9GEmsYhztPePvG/sk51AWhuobI6KtQfm6gp2PgX8Kuu8w0uKlSZ2ViwPKnDqviSAaTu0Unifmdm8iV/PHFB/Rz8rXMq9TfkWYkw2KSlyPj1AeBY1HSrEZoqDduWgXcUTXlpknnXKehRdWJI/+VA0zzEZcBYMsDmNUbx+trkqll4MKsj93CwwrcCHmAUj0iU4AvrHFmK7wbU7q1EncJPXKiQaTLTuRbzBhxNmIhvy3rXL/HeEoL6P/orHlY1ToZgH/oLsQ4Pz5oi9SGEagM3BwweFaAu8OugtIoBka6rgPuiodRucwXl/N0MYL87tvc/fKbxk9Kaj+SWKeK6G1mAC8ieKcXkQbyCrU1nYCSImphddh9sFhSM22II1O+AANM3aCHXB4+OvBL2qg1ejeY0KsraWGpH9p3Seay8JR8MJmYiRq8G9BCanMPQZzyz6I9JC+QZ2wSJS4TkLNRLN1tc5b1HlbUCwt4rR/TsvRKs1hFJJ6lCZltQrLRBHwk3ulSPCuqSZJ3VotuhBdDASIsgO3AY78hI9a6DVtJ/1Pxx7/NAtV4Flw19d5fTH2okaW2pB1Q0pSO7WPobt8EF15CUDFlf2/MQj1Lq0PqoSnpG07xiD2kQuntmcSkGqjRf7CDF+8wn/U+fMlRP0jVaXqqfc/oYcyQnii2EGssBz9FXZ/dhCjejECuSqqi9qKYwrNu84BsXLvD13cPzE621iwG7y5I12/lz/352edEdPvb6Kq+3IFPsS480B7K94oPHUxTvoYHVLShSSowuJzIR3qN0D3kHfldV4fs+elhpsLoGbyYJRIf+vsf0dy2jjMLNSyKX7akXrCOOVR2xz3KY1I+sLSjU4Hi9H/A1WES+gL5XpASJOl9rgMcGGSjttaGCYJK8T/D+nLNtX0vpxta6VyxrdJEwkBP23wDBsrvtKVhR6su3OcSvErPHfEbnQiEEXEMphaZ94GNghimQbHXCeVIweUL4vSOrA5V8LevVaWQBzlZgtnmQWcU4KhYWLsv34qYVVKSSdWeQfGcetLBoLSCAtis+6ZxLmLDeLl3hlSdFIaNkH8Nc2rdwJPKV7Ks0DTYUfxA5AK3uB4A1QmvWVdw+QHi+kZgBJRC6XAai2G4kcoM/dDE8DHS1NsQ6wZai1zJnwbXUrTcKttHmSIfSTQCrKRD4A1wQRyOYLT3jBMP8YTMVB/wuvJQno8nZb/A/oB7dGbBxytHRAn3GqBtcrjgkvNLfI9PxyzQqJHf2If1g4RG0qUfGN5NQvj+laQpZcwx3Dzxz4QJphsf44fh7NcjuO7UU9LDeg7vCx/iH5HcVvTZEyh9JE9ZCYlPzJWy7cLlKwivnuAmXmE9qTN5h0lxtBfTuwl6C5R/yXYnPEV7fVaAtx2TIZiUGXXTslz9Jtafgi7amwK2eJPVX/omYFvypsizN43bKc86+pHvE/SQvIGWHlfg3hxC/YJscu0XWu8+gK6ralCj6P6frWyt3qmuonpGerZ1VposnKDdwZQU6FrKiAl6SKP29PJSkCj4aTgCx6vx1+Vazetg0zE6a7XkfE/GrLKciAt/ZayE3bgo1GaVDjA+VuUVkdm7wj2FQdVgjw7HRnz/lTVuq2RBG5XukbxsFPy7/bOoXWSk+7yhFn0RorU8gUv9fzTW529WUdS+rf+a1siQhvdSL0AquGg8yL9O+GJ2fDuFN62ZFbxBsNsW8W/0n1cGsGmqDQuqbCvZIUKy/OZfxN9z25w8hQbbI0qD9F/kEE9Jjg5fxP7ZUFID3QpD6Ty62sGz3iQHRWr993DHuuW7J1KWpXvtnVDz4n22q1n2NKfN9llPvcNTccl+65uVLOEDGH1mE3+S96f87vo3WdDRljXFbLngSCIOvdQt9iLdVDfn3IfzWWrtawR6mVVSq7irDr3lr5JP9Tbb7GqYCr4KuMTAsiQ9HGvMDcK5tnfj77o2R3oezIReHNoo37Qvhg0aTfHhoqhl12USmsVPNU7tqS11eYuhnQrOZ+RQQwIbdVfgZKcQfFYiC5YJUsGog8wxA3AXEJfKE/kB6K8OYAxLeTegVcd/7INYKHzSlyLfi800P3I25bLVYLMS/ZY2UYGozOy1OQw/nLpO1wbYaL2AVeFd8vaIb+TxCcwEOVMAAAz++TZRzVro6d1VjaZCNHjhJRjuQolhyJSORKiwgzyGDuN/PevHlvZt7c94wZhnEtiUXfpt1+7bZfhw4d2o5PsVqp9kvZ7/9Xxz6Aiij7gkM4xyg49z62PSXFoZeV0KYeeK4+x53XH5EvQCcEBomOM0W7jY2zk+rWCAjAuuJIBGW+zbSCvRmvYiPBF/R/gq6w79OT3esBIj3b4Qazjerdr1FNY091G+SFgkF+rWQryqFexMJ5pbVr+TKuoOgEshGczYji9nBSD3SA5cCToDx2Fusn98OsaRbH0Ymho3X0Zarqld2aR3IbuRV6RHxZkkgxCe9i4Lkv+UECz1M0ngn5bzrAjYZ/PrCZ8xF6GGQF3Adz3XeyQjh1jjn0EYZd7zeqfe1D6quyUV0Jkik+q17fNiYky0drotB7krHCq7xD2FzaAvRMEBWj5mDIo8BuoJxn445nmqB3jgraO8Yuy4rKw3Jf1S9DOpd4KeJQo13rFWGEzqU6H+WqgEIb+JPcMy0e4oqXY7Zw9mPugdmAPX/R7SPTl/et4z1aIiOn+4lq2wUbJSKj9/fBgWI3S0rLkNC5Y/psGZplGC/YAV/Q3D7Chw4qvaJF7DfS2UArVo/I4jbFuIRudsJRRxhNXXdUbhMcBUfWPDLODRavG5whXxEs9T6rglCfruiTp+FW463UdxBO1xP9Nbtb9SzAwiqW3nTrZ5TwR5x2Ug8yMPOCyvmqQt4nq73sB5WIrceGyasF94bDKx+huIEN+dfhdItHag14p6MxapRN1NsFVLC8FJluIsbX/EGnFMpLRpe5rPNvor28ob2P2AJVa/uIb8ixKgLpaNUW2STpj/xlMbOhJfWYsKHRIyoANTRO7Qzm7W5Sua7nzp034raCFeTEjg+d68gK2VbDIvk4GKG1JXs0RyiryKsqw2TuzSv5fqI/yZ+ndAiekoMjFagTucL/Z5hH/g/hOXdbixh3jJPfutY03ZHEiJe6GHbRT3JiNOm0tvOHFNeoPRV5UjqVcOKMKIdiSFktyKAkRH6JkCkO/sXcFYo1YQQ6RxHiWOyzbXLjkMkMXZCs0mPgXnaIeoj9S1O2wg849T1VssSKyzNjN5nJ3xXwbzHK94uRVfRO/8+5dfTdBCE4RUdw/YCSstKuNjkLw0Vz+nV8P8BXHYp4NRbJu+GgM0ZJDQTlzmEZ4LrkCX4W27jfldcKVPqNQ69ZGKEN9GIV4JZZI7R0A9NokeuxRzqLdBPLVzUtAhrq5IlC2/IbEkf0Xq6/cJZ3K9kDneUu7tPznKB4v1qoDHQjNHKI7AX7DOZ1mklfbyTpg4WvdKWaL5ipKobiLald9lY6U75J3CP2PA4KGUJxkhyl8cP2RcAGZJtfMPg3PEioZc9ALvZ65mrajK7MmGt+IPhLF2bayShVJeoB4jVZl3r+dIq4QNGZMyMMlMqS1qI+osmIG3C8MMn3DQjyEwhl7CzYzv4l4yjdSZtrTBsQ8Wd1Hj0IvVjlaW6tvyMjGgvKzoq36LQ5roIX6q8OVyLT8qmIHO4bqb1vO+iDIYR04A/eJYct9El6kKbeeGB0km+lW38hgdamWtM/UfePLNniWWoWzXfMZ1cJdIb5Q08RVBsTvsRtV7J9iznTkgxCJHAeqXH4jp5MP6IeNQZMUtAYnfVEAfWq8sNIfF2SzGdwT6mTaLyXeuyFoKpr46FKJNuoCpdzT2u9fAM4mIxD2An4IqUOtbTX9HLVpoEI4nHeYwubKKYYOu2IL2vPGH4lpZREau6THhxbr7RpaEisluY1bt+bgC03zu2IFTg3/YpfQSXNVrb+3CKyUvG//tPkaniq+3fy2rbhjqPNv5wzGfDN/cUizfbmsaw2RVbzw4T3kkHyhrAnWCq5zHuZn0d+jZ9Hxlre2VZBh1qDFXZ9JvoobN29hjbR+skkpT6uWdSfoW4tWlQzKLqjf8nHKLEJRIk75bOwJuFw25z3IDpK+QL/kPeBMmdrAlPbxLKPff8CJ7mOXRWc6FaCyQq4V7ND9ztLWLRftcQUHz0i38W4FP+3WMqwCSMIg+jV3o2oDz0Ef50XT4dtH3DqKLdl63tL+Y8gD/ML5G5LuJEMv6zO0x3mup5iqqpAbWafbICTEl8jdmG7hF4UWAC8dzQiZgH4mzDAsrXzYbOpQdKw3lXSt2CcmSwuIp80uggXz/K0z/iawhsqa8SUuVG2H34ctyTScHeHZgsCwJveaxAH8DP8M+4VdqQdH5BSSZLcngmtPafRHKB836xv/7fsU9UTLUvybWGgUoP1ZkDS+4LyOIooFE0PteNf5iFeMzwILsG/4bqC2+0WWNepP4jre8Qdu9i6zo8G8/kH7ee1e6q2aPcqnxcwlEmyt+kfpQ2SkDhH7C42tMfCzxNovbp5m9EW/AeICU3jQllu1Fcidg+5lwuMdt7pGmhabj9smqlM0CwbNp68rLTSWNJTpd8oaQcpGElm2pOMrkh8vYiwRZiPfw/ZwKE4EpNN24Bd6SkZPs5a6hz+wbnJv92z53oFS/OTGT25SfGj8ce0Eckdve9BB8xL/SnkA2pUfOUVB6eJfsMvgnx4N66L6UwLwXx7Ui5ZWKmdqtHfGsF2uwvW3y9osP7j+YCCaXFNi5KIOj1jTcJZQ2dIH1qojvByh3GScfwCuBcOxt1l9NLS+U6jZtJGetfQLlImKbnPhqQs/7MrhvQuT2K81nAuNV5X27gmBlDlNF78PwABCP73N0iekX6BKCubUH9qFsWZn4CxBnaTJIHtlUq9vYHTh+m4aYF8epWzS4E6bVOuhoEXYBaqEIEcUtelvYE8RSmhpYF8Nvmd1oHiJ/mahoJ+Fs6YpYOaBsCR/4NYlHe87Yizhz23m4fQegKyhob+bMWt04ZFX5WpZoXKUmalF4VyRMqhAYVFNrCdL4VHJ86Z0oWWFtaXxYYxBwKQ/ISYk7u8SI96hoy2+o4NeWCx6Iy1bDWtNot9XxSoz4qNUfOkh4nDRGugcokiNmucnIi3J6eZMIizFt6W/oh4BzuQGYTkkxa7rZYthd22apRJeLGxXZJ3a5asqpDCXoaoQo9dUXmj+I4jRAmf4o0UNiWcBoxGJ4eYiYwDFvuWJIqZB5WPKYUhkme7N5zBhSm19ppvd/6w6Jgrau2sL5X9XfKnwZQmUP2jb5J/Q6efVZEKNeKbc4/qJ26X4o9XFyqVQoyJCAiONoVukcO67KNvhIm1nKCed2Owgp3ealyrxJs4XXGnUZjtUJKi+ZbZQ1Oe3JUDNama9JOXJ1mXUZI0F1KUf44wCGqNZoWwkRa6sqo5g+C1VKb0dr+wLqPAacGrZqCkXOim653sUB+ii5txQvmeaplCNW6afpeRJ0OWzZTOF3GT1Y+qCL2MtYXokFy6gLEwgya1Gq2Wdgmv6aoDaRKrEqZ6XE2mjaNcT52iJKCFQped/p4PNS+aDZtwJyyWUZc5F4mTPY/pCQOMH4YYj6a6TLhygnu057R3dWivsLCBaHiqy6yRW8OmPakWTyqhzKXvQkCdoqLbNPiZrJ6xJxeV6JlDF5uSv4/2CT2LpYY/jwS6GcAOgey0uruadOavg7c0Z/uqkbLmW1Sl/K8YTs2hhKtKQfmdV6a6NMuZXqFNJweVk5pjF6qSWpAACWuLQoZeimnHS3wgfcvBMnxOcTK7aHyBZKG2G3y+WCGxGH0yS6OsO33FPr+np35xMVqjb384Ixyfz4ApEp+dyYFnBPWUp4IuifPGPIKIfUPATIIocKi6mYHYZCy1S4GgV7uwSoGeS0qrb4G8Pnam3IIGMSWinoJ+Iwae64M2EsOcrYPtBUeTeYN1iVHFYIj9fMa/b4gdcEO5xIdLY8u0i4aQV2KvkoYWSvyquYXDPjWmJoWpMPeh44XMIvKeHoZKEuKbsIYpBZCSboPDiO3Es498fGK+wY4Vb+O5GIzCY3az5YuSVxau8IqqSriqGIntPf2lhYloMM6hPYkoIuGdaIloEv6az4gfBdCRg4PuiITECJXOe+2+H5P8b2q4e5I7YwezRpCYVrWuUI9ESmipdI4iPb+k3o06MKigj4ynIt2cpoyMEzaZ14n4BjKQjoQwh/3DfZvqe2K9lZm+buC375edYoWys5WMVkWttZPTSg6o0pJOPX6kOJEQMIWf4ZA9IuOb4I9aE4SY04upBq6PmYSEh4zDGaIyeuy9Jp+Pbmq3dZz7YhayMpp+VeWtL5heScGoRZZ6PUajp5TqMGafSpPcIuibNZG/E8aX9I0bBxeOxoTLhxfCwqibenG8xaWFbe+3CqKCYaGxvZ+cVYCss50cSXKnw5rhPQ6jIZkLMEuevZdOIvCamZPtFAGXMI2GB3GOE4UIhpfCca8oee28bqu8bWm2qqhdYSCxUKUUVRGsPqI/SRunR5++PNWioZ2XMDOeOJp8IvyaB5XzFDWWgY2qB72NfIU7hfzCIrXZeWi8IbIbbPS2Wa5mYK6w8qrAVK6r2qehSM+m3aTdPKOiM6GHMB6dxZ0pIweZjJeoFGGV8I3HB/uNAYVlhV7B2ry9ePG74LigbJW2GLSSYFOwp7CZVF+riK0nSJGmh6lGPHuh2qSuMA6daZ9OIw+ZKJe1FISVe43fCC2MnYWHfsrQBn4BcqDJ5H2tZqTD1n2HWuy96X2nT0e4RH4NQ6ayyn6cN6atqH9IKymo74AWHdGk3YEYDsChnIIEA5WWCIJqfm7PEIQKcknI8oM7ZlPC54KcWqS8/oJLTwe3XoI/Q22x5oJdN3uswoK0KxSn/4NFHdyj1YQnDvugZIQrA++U0YKpfkDOKIoJchnH/4jJZiLB94e7Wna8Job8Tty2joaCQ0exFoY2N16r8oY0KwWnKIaAHeWi6Yc+DzCfToYSBD+Tv4Lffi/NbZALcgfHN45pZhDBK4z0WmW7Z4vJTs210orqQzqwWYo7N1KrNYnYKv6mZ4nRHe2iF4oRD16eV4e+BIWSzoMOfeLMqpX8ccXGd5P5ZdbAbpIiWi+6qpCQTqC1FI9QQxmvlY5GNz6qbo2OKvulmY1IHgihMoyrD6ydSIlTBO6R1YNVfYXL9ZvIcWjFyplmZXu/wZcvWdq59JU9Tlq0V5OjQuiu0ZJGNyOppJFJKv2kxpDLHjOgRI7/EBKcLorJBXKQ3YOufSzLa6GncRTFO57TZS2/LJwzWZG5VpnjTh+zs5fyQr2uJ5ZFNwyo9pUJKv6kEZPiHlifeJD8EGmbPIsYBeKQCIP7fOTK7aeYcMnEt6RdZOC+oKFaWUi4wZ6uTeOzGZxtQpath5p9NvuoU5kCKwejZpatHoOevJLMELmaZotPBkKPVIQ7fK/Kcq2XcITEOKoYZJK+G6bJWPq4MKPDTaaygqFAQnCs7J8jNvGntJzCKxuiwplAHreeC5R8EQaZqIuDBpOOu4RyfGDKB7OwcDvDy6/sZE69qKxTWLe3tKj8TXCyAaZFQlCsZ6N+NumnLZ/nKy2iBMEJPNR7AgDwJCrP9jZhlK1Xba/cETq2DTteaL3uKIrSepLKVWbm/////uf852IMhhkzxmDc1xg3KUeuh0gk0Unp3Ir16LOP9N73u1sVsem1Oi5taq23cnWCznBU4kZnA/3eypvTUV86rtc9DGU0+1Z9PEM0HK04cvhglbJ0irm77Gvh192vCltzr9oe0HSpd/xglLmUtrQWKOIThld+l/iY7phrBnlw0MQJ8BQevDuMbkdONbiifGQ+F0O7AT8xD11AzThszBmVXnyKRWKGP4uxHCzOpQ5rxHosCjAF7jDrh1jSFc8NERZt0luEPOPy6hyAP/f7nGJQQfWLl4PfqSy2AepDXQlJR2XUHl8YHaMMnN+gC+SQxS60nRydMYBeSXhPuuGz4i+/8uGhBLzmJ+RgvGPWDFIu+jEeAcZC1zgtiBIcuRAJBvjR/+aim3gqZzvUl37J6AdLdNznFZyPigPjQ1Cs7F5XLvTfVKoKgo+lRKkPw3eSMkWGiGvi5I3LSLHY/XwwYMRXHioCcSLXXXxQJlhixIBD/O6PDhzrXMcxPY4ua6LjBbRD1awbhMSKSVUPbCj3EmhhXuqd6x7IipSQ4EsImrTJ5x3ySvxtlwFYn3CUcRqRiZZ9ULM55VajYRzDom/tXhxR/qqKI5zFnP9kREBAvYLPhv5Q3ordDfPkWUHJiH5qsY8PEpE85VSKKCQDjDj4fQLj/RrWb/WWI5/ZcJV922v2Uvk1rR4HKVpU7oeW5w3xIiBRdkvMMdhUNXHuIZyucPZuQZal3XU6i1hJTzOSYH/xxFspq6htwwMhe31TbKuULa2dL2vjmOtaFOacnNIhOhzaXrAQzYF0mqBzDrBj5oL3IViumHaygFtkvzEKoHFJ2BtnVlqf9bAD603H0xYm27e5tpRkDzYMyGc5ftU23DDOaHlmVDHkX+R1Vg7dzbXzegdbqXHHSfiM0pnRAEUl6V6vZIWOBAwZsKoHopo3s027i0qusuVt5rJ5zoab7ZSAI6vBIuchI234WXPoelGqlxLqyfV0rIOXqd4xuqH1yeum1rEsnzfdN2Uhj/5x25X1dvBhsZgd3pMls2a/u5NGPuCcb0qLDOX019QGVkC2WkuvAAgu5DmmQI1ZpoxhzoNky7eHuQRnbMSd+h8Uc2c1xYXXaOWUN1ytnKf0kAt8W7IRWMTMkULQEeRBhqFh3iOkN7bMcYS0xmLMlKQrrvd6C7WcKh22JjMor1Zj0pecLqsnt5GVCiYxT6bTJUQnmRKdTZSQCecYRAbJ83pGiEjScQsRS94wO0oEkTWvDInn4vX3NxKi+EfNGwgfkbZkhvhRWCIvIQwFQ1wP/J3AOOoi/oLvd3YlPsErPvgH/oS3cieJ99GEmTGeTltN7sa/yaLvBeJ1qedvheKclIhiL/xIUrZsK75Xspp8jVuJhZF7cLuEzYF/wfeKBg7uw/8pTHaYxZ0EaaZD2BT/2ItwnJmt16/Cl2ea36zH+pTHCysxtbwrtRJLTIsh1JhA6nxtI5aavD5gB1Yo2fRTPKYTeztQWFb8S9N+zEp46VknVlaM933BYvN7Gjdhbhq3AlfMVP27NABblfEJj8QM0r9c3YiZy2zPBGL2UpHnF8wl+W8OThhDEmw6h16Jv/DUFXOvWuhF0a9aUf0ttKPEM+8zqirwSHFCpRo2Fo5K1XeuuKHFGczTxWiH/ItnHNqbOmf/AdWkvDczB73i7x/3oHO3+D0/oLn1V+ui0ZAqdm4Duq+8KZmBOhbvQaPQnXk9EZHowWzZaUM0WJXtuQINUayy16IuMjczZ+CRiI/jaGfXzu5xNLSVV+uEWtyc0wjBdG18kj54qQsACHhSuv9yIfhQ4O8fDRZz6pga8P/MBHsWGFC4mvki/ZKwsV9QxaB5Vzvq2POoZjN43l6SQ4Oa2+kSU5BXfxMpAbLKz+ELILPslN8MKChcwTwMMjU77X3AjQyt2XkkUnL9EYpGjh/rfI7qD1+t9gS6u8rsKkB1TiSeApEtJ+A/wLmGkfBocK4K94sHF8owphE4XmBs/3dgl1lsFoVslWCPv4vXsi/1bBeFcLbVGwkPccbyMgQ4hKcY83WwDxbMe4Fsu2LD24fMnY6gtaCZOU07oqhdH3ccW2MSx13CHo2ZiHyJx93uQluitHaPwInANBP8aOJMEsyrJULAIr1IUJdn6XAi3z+Y+4noZZpzATFjt4e7nVxjEshlkLGjm4VrRYudwYK/Cheqo/mOQoMcNx4p2CrRp8f4NxAd7cR7Gj7EreCd9LvM9aBH/3WCGqPDbGsoijY3YVK+3LaRY4KfpVPtuXz/lK2VfTwoKTKrhu5MvC/OpLeIo+FYLp1gc6mNayRaPCWk8oWTHvkUUzBh60Z+Emw3sSfTeb8OC/n5qqW2aV6jMk7nQL9I11PvorellSZ4cHlSBeRGfU7WhDVRiKT/ZC21IdHMYyXZmMC3mSQD4mNMDhAjgtb7H/nrCgxaA3gumi5tEX0xS6Xq5uappKJ5roFiiLOBipHb/9JJ6aXWnJglc1NC3HFyf5KvTQbRlzhtco0wEikHWbzbFZbNs/T9Uuvyk9y5Qt8MEXdXrlg4SqVlM9gbKX1VW+gMKVeoT/iSe2WV7quJwVRTmyDicEqgiRwPSth5z4JHNRy6raap6qqyNVxFhZUyiHpQ0iTooVwK0lkOpEaTErqDdFF3H9cRD/9kmF78oU4QAICXq2vJK7JKtSry6DZWRPLIFnmVq5EeWxJKukLI2/x+M/N7P+c9Y8aMaWZo8ohF8kqorGPL53Cll4rWbq18XKfVVp909/0fvuqgUA3vjHLNZlfwqSzVrh0YpIm7/0IO9ag7D8DhndnVP0Nx1zll2wVYYzjaw5+qK82L4MeahlNP8x4Zkw6s5uXrtoX68f5SLvOcAXOVK+3GgH10188ViMfguo7NsNWds1eaoRU325RBgph2K2Scb2w2XOTyzeo5Kd08ujpgv4rnWpkZMg5e1U173gTXqDh2s9xX9L1BMfxpdKZ9KzR+77JpRPCiP1GRKXDstUM28TM6F+U+4fW3mKds5+1t+H6/DzhRPRyiANOM6Z4qYKT8G3szroJ+fHdU4pZ/vvM3UUBBWM0Qyy20UmUxDoVD2BzVWVSVf4xMLyZO+RFhJccOFOOBpa4hn7H9pW88mtAurs6GRPlAz+CcaBBM7FghtAePVlswfPCgcpD2AOPQAnICzMmzJAxgTaodjoHP9uMYwVsZshut5HE8vkfNeTobLVLG9xtwE9bgNm3HWXss3JRFq1GeIpbajwwg60gnZFfuY3waHk6xwMbhtL/Xo7/By4I16F+hG+7jSBp02aYeHoRO9gPsv0V11+8xUULPqg/UQ6ZeNktK6DBokkijbHNu47uJT8lOWBg+F/cajcc+By9DCjEPdxgeRa/ZdMEOSHTfOLtFdawlhK5VulQCVKhsXioh5iWPBFX4kNgsuxZrEkad3IK2MIa4vyF3accgAJ4lu90D4R3kIptJKBZzuZPAXNe/a26nA3U2RgtySBMoCSYAVTE/B09QfLmgwXbI9EnR6E5J8r4i5KAoKsgMzmLz3BYgAwPYrhLk4xO33jAna9RNydS4yVLfT54zCsUOxMpLm3np2LR2WVYTOqxedAJGxpQue5/Db2QlO5TQF8lWt7vQOpHRNpLfQyb1ljFuzUcanSh5g/clEbmq1l74B95lsgRPYRJjROY9NE+nTryDFGk27I2C6bLXO7wglcLLrUxgkqbZZvI3UWt7jjJmN4IanlBJrSLdD8SDplfsKF5cHwkkYjHVUxm/oJuqLiUuRjbpmdgG+P87Am9BQWqFW7IgVD5mK+IZKN9uX/pJ34n6Xsq7x6tiH6Hv+MiM4btbbnELMesf+zOckMna348fhp+ZQmI3Q68N04GnBdMVfLfv+FPK57a1PH8q4qYv/ePQo6sPqCUDDtqLRN7tvcxy3LGrtLQbHW/99XwBUteUdWwIrrzqEXMTqrvyVaCToFpf6WbO16pA217wBXWwG1D15bU2VCkj8xU6jezPgmxhpORtYSTwSGxe5JHJEXoV2yf6MWDx61iA+lDSun2BrColXWligptkOYm/Aya7jGWNQMDVl4p9QLR2XrYSSGRuS5yBHG6pKAq4muHMlgKfjnvRD8BdMbUUB6S2pxIfwZeuwYQ774TV1/hSvucNO2UjWlSXIj+NjGhwaRjiS58XH4ENpeFCERx63pIZhWaPhdP+kDF6hmyFUgMeEUlQiMs8zoVSrcIxH+jbDpVihG2rXSyTMunlOyVF9DdUsEhNPivxYZ8RT86tYrzxdz/kUhX4iugI0h0LC0jCR1GVSys2hWZbZaD58Nt2F8UmxadqpfSdfJnqlXhSupo0E5mJ/Yod2Vih7B/f0AbW7ugl6mtaE6UlDNRO/9/xaHK9Cx+LILqsjEgVeqW1T96iW3/FV0pr2DJWXKJeig8IxUqqcIEZk3POutNbpP5HRki92CfyM7FZyPHnYn3MTy4JqIGxtJqE+/E915PkZ02Jl6elgZWeyhTxBr0Z1iH00s4WLmdyylenc6j+spNHnMkg+UBkDt4rTfd3xjjifBdv1EE4Yb0KNifwFke5f0Nn1TXJh9oZRajo/pUtaC07XikocGTW6e3PlFBZ2t7D54gJdfmeX/BUZfu2LvSNPN1lCaKSJFrvgc4QpuZPcse24EpG8s/mt3JHkaqhDpGwutqsfEf6sSkrTUW5GoWH6gix7umeONxWw90Wj4pV7MZhZIuMtc4QPCd6m2Zk73v+MKIS7Q1vmaPoTOsZWMNmNGny/GljvfXpUXKq2nBoKRFXlRYxiA3oxX7zaLjWcqMRHlGctGYEWcRY40fZ/YEvBpOk4E6TNEq0szsZus9GdJhf5NH512ZO+5KNDfMJAOFY6xeRhIku+/jVoEt1DzcCMKGMtzYJHIhXTff0lXl5xtmKhPxc2dNyTkEyUlB2q9A3b0FxuMghLUu6ULzoUIx4uPhZBC18UNLm+5l1LdWuP8XEcIUWKJUJpjXGXcK4hKFIe4LbJ81X53Pfw17K98Caiw/kaiDl9HnpPqAjIVPsDq4Ifyr8Fsz0FTC54MR6b5rHIyz6ySx+dsOvOgI5onfVlMJzEn9VDQxDS5QB8Fe5A7JXUNspUGKCwIOXRTgUGx7KiiB3X3t6FHJfv5gagMjliwkG2ll/oaKfWat7WH6T3iC2KvsvtZo/rxAQCzn3ZSHE2tQrEnM8Pv6t8B0m3t3ALkantjbSu9FM5zFqE6pY7ov3w/evOlX4y+YqJOXfSZOFT8tOiXt5L+T/EVlmP5HWs4qUu2KQCYkPFGZSb3evZ0rI21s5VAvx3LmVLCR+Wp6HzaBJtTPaIU2L9rj6nlrE1im/lCWCg3KBwuHCS2mIzCZ5Tmwh8eTA7J+iI7vkzCK22ed/DNGLP9QJAgBwezEZpoerrckobj+IJcfKI1TIM0IUeeVtI6lsmWHMDPOb9/v3m9+832/DjFckFWW72S1tZbvSoXJsd6W6tLfVxam9+/4L34/sYG6Tt5o5welxH6cj6fe7bKoWI08ZI8fpJrkmiUXjTJwW/Um58wwKmpbxKqIEJsnWwy94IPx94naOGLKEdbGGwI3eTOY3/CDUGloKw9vaoYq3sRU+8ghrJEctKTE9IvwT/llfdzoMomoSy7GCTOW+w2m8CFltgp4TIZ4JO8bKgP/lfYrRAxahYqlaRnInXuU7aJOvl7v0zbBZkh221bZnMGhFNqZB+0wlZd38T7qpHCV3Qd2egGE/VbBCV5mvpDLvNMYeYTqqnrqZUWPhqpyvfpZ5yqYvDbFk4leDxW1fwKW9i6daIefuy8f/w79sGcpx4SoMz+NNbFhbH9rNlCts3jvpf4P/gQIpOgbJfFX5xAFLs2X9128zp8TjV97hD8LfDCMaHoAPBwqO1/Ap9ofZbG6FlR2fwj5mxIbWMwvUX3mj6Ez4M6qPksyAzXlWyfkWaYppormC5aHfh43HazRbcB6ntiu34d4d58jCWn7JrhC3tE7sVwpX8BdCfgfn22xeUYIlwrhrPddMemJCdxIJnpItxgeEbMavuioC0AqrDxKGG0IUhUT30itSPPFs1gXRTeLM/k3CdFJWiAn0I815+Qg2tF92vciRdQwY5i18Ckf0b8MKJYg+r5UBN1tUKg5QdTJHbgG+Lvko+SvgmrVR5E9e2vf/S/KrkCOCNmCTF4qfAoy6LrNtQI4eNj9lz8O3DJmsD7RZzWsWEjegfMzcUk+UOzHyS/ZLoun2Q1gYom/Y5wt9SWOHrOM/o6ViVngQ7SpyN2uWMqqrMx8V5gh79DfAGep9TaWgDDuuzOQ9rjPLmrhQMVls59RkzsJIdvLeXpDNSt/l4GcxzZi33IdMPrKDuUzboT1teiHvh6z6YukFyj31itjW/LPiCSw7MSn9DN0suiWOBD0zE4V8fsfeWBDF89xF4o1xAzFvuFs5Xshp5gaaVVNsEul3ggN6F40UWFJrVE7Nf1Dg5YUntkplUqeiQNEd0d2MMaGfcDTukUAFvtmVyEsQXMa85jTxMtz8GGm0x+p8U7H1imBEN27WAC7qXAP+fJAiUJvxbb40UdVY2CE6Ix/N2A05pFFxpwTRYsQuJ+4knICZZy8Iot1q6Gq6q+qkKbK/iT+qY9v/TkaoPbpSziXIn5k1tVTJB0P6sdsiL63PQSXUoNoVu8yflZuDB7l1klbMbXYV+MZNSd9AD1YCpvUjR3gPdCVDRzr8VLP9Gd81ybvtETU/SYatJ44Fwg9Mdw9ugXz0zbEgn63ZGHyG6yEPwVxkLUNX3W7RZPQMhc34bBzHW68LG3Vqb1T1XqI23ZYTBtfUREoovT8UWGB597V0K7hgGYjdx8/Qy4NjOBPKQoyJZYD63V7TYulV8oz+/vOdnA92UnMtiWfFYYOaEKY+7HJ1sx6De5I/rVa13EszKHJbx/fckx7Cj3ztJbrV9gMaA18jfEbAfLg9SZbep2mb4iBt9LbfiIOdMMH7bJzxMaGi6rruMOH7/DjVDDEi7Ss5TOzb0yjhkeICn8GrpNdoX+GN9lXESx6+46U0tXcU+MhGd/cBFMIjy4+A9xmscRt5suqPWinZdtSoCiJrU82yRbJ+z2bxAnkscABOAjzQwdA8sLI2kgsAZZLdvRtYz1nbuxHM923vLTuYHqcHDXWMpMpqzRLdcNRdyaVjUoNkOTRN9Jg4jZYUSBNqaJHocAhNs6zFcTopFvHeng7wPTO0q1XQ3rbVDPK3Nb7UT3EdFX2aUo75yGnFJ7YhxS4dZ/VFV4uGmM8D86FPTDo6AUxl+q29y75GTRWd63GVLjNKu1wlCHyi2Ufk2eijLxPuKf+kXgCVeVMKgsA3JVS6n3cj2lUUzFUE+kOVnN/RBYJz7BrXMNZ9KgsW2oe0KLrQaldBrSzTmMLrVJPuo7S7vFKNFQvychXrYF2yQ3IHehg1Al8E8wJWwVlBObqOP8bNdaWxENQbwmH7eUskbcxaaYxpuW6q1yU0jOg06uyyUTVacSXXIe+UFSfnSmokO6Oq4XTR0YCfwAphE/os35uPcL3LLKS+gxbt8T1E6ozVt3sbbtrkaxk++VKXZywqQ6gcumO5/vJMNTdpUuKsWI1aI/xF5giABG/FyegGnlAAIN0ZP9K2Q1/YPYZ+pax2vh3wx7kZF3sqTobpNnWZjlepiJaYwzLZJ6N7Uom4XxcQaRNyVaqAUgEoNaJreDsEJGQcI5u2H0TbXox2U6I6/zJyEltpvDwUV6/UzvX7lc6pku2Fh3fKxqx3DvwubjRdj6wVpmj7A8IFB+RsdDn3mgCPrKYv0Yp4wpGl5hyy85A7dv358r5q7O0TahsGRyme60S0lGZ7Gte1pic4tHn4mPBHyldtEX4I+ZeE5E1T0kUiw/k3ML1dy524NE/Y2pE1uIWQfO5qL0DAnkB0JxPsxQWWKCIyy2g4QCQk1GqYJKdwWLmNpPBdlIW2l236r2Sio90lV+BP9uIsD68AC+2sCzEA9Zx7Tz8Q8m1TF4H8tGjKjCOPZe3WM8gjCSj1JPlOeL6iBFjje09aAbRs9hLfovi7mPi+QAPnz8ORrBbSzQECs+u7IvtHxlztnNXBwBQVmBx02iGHbpaOih9U+9O6wjHyflqT7yVJ1/8AAwj894aXFDmV5YZ6Be+OQoQDi3W2oJEtfxCx5Y/jcqmtXY6dZkCpJo1cWculJYxSTU6hOotnQFedhYqXMt2aC4n+JKKW8onkFGOU9YimBk2NU4RCitS2KJfTfmexbJYOcf+s4JRJZZqooZKGWTikmpEKTNSgqo+2P/ic8Y6FMp+Zb42cJI+WP405FJeUAoqeBrmMYYSMiiC1v55zfcexA5w0cWysc5nyZQuoLZesWLikIpW+TGugLZQBP6eccJJyMmmY55FAJH6VpJAZFMOTMoxNBxWLkoTKiWm1aaUffRuwqaJwcMqsFJ+8ZHOnxp0BWDOjtpqnS/ufu5iGP1Cb+5agMjCYbJUsJGmVGJKyFOWSfI3KB2SK4oT/iLa1JavkfF+wXqjgcBCrwaXTY8unaqK3V6CjU5/7S4CfU52APvGbjptQMfCX+Jj9JE6UmJUVFPuR3Y4vB6eKTYUsh/S05LLye6qwHK+Eb2mre6wVYzanHKiiVx6jAKWOSxOe+qLCPpybMaAFMbeXlpwyJDaUK5cYFQuRWI47B92J04VRhzi0p7pjewuv47ZhbuKrQrJ6Yr6m3a65VrWivatWSruesqf+Plea5aPWMYqXRp7EJCKT05huFRmQ7Y5ECAmJcYVvgzPCbnc5d1G88nfja2G3u3iJX1uy73kpU2auVnn1R3Gp3HrcOvmlq3vLLeyh2HzJH/eerX3fD+icwX9LA4qSxYDvgqvBYH2kdti7/H3LavW21X3xXviyD34WUw6te35rRyWpA37eOr2kzn9rLceg74AWH/adqIDyECWbhYHkA/CRmYJHghHAbYQVdkW7FIO5anO1+INgXpexPIMMUr2srILtRt+oN4LvOoekAYMVLaegG4NpH/WcvoQJEFqaa4QvBEqQj4LmgYy/i4pcdb26OYmZafe1JIjYXjuwcYgYUnKr5YeLRqCncIceOlajPobWLYqfWYbGH/Sb74cnEImZcYY0BJmPpYMcgQ6+4ZC5dTu5io+EaXe0co5PXcmvvo0cUhCrMYwjRlGmuItQOh2ihIqlLWuemopCH/ubGopREMmYaogWBP6OsYNggJy+YJb9dMK5ApVRaPmz4pOnXUivJJH/UZ+qkZCgRfamEo9wOd2h2Y5yLUyd443RIAiaSY0nERaXYYnOBXKNu4OvgBS94J0rdEy4h5sRaIyzZZj2XNmun5bbUT2qBpUYRamlgZOMOaehRJJALTKdRpFnIBOZlI+TEViWfYtGBdaM6oPyf4S9cqNec8u4GaDkaBay9J5mXGauJJviUNmph5nBRVqk/pfhOXCgvJZPLRictZTXIB2Y8ZHEEZCVtIvgBiqMN4Qrfva9Gqmjcz63uabmZ4+yi6QdW+mtsaFBUG6pD57NRQWkg5ykOTegPJrILP2cLZgAICWYWZPIEcCVA4wABnKLoIRbfmW8wrBGcrq3Y60eZxayMqn2W3utT6bMUBCoqqQPRLukG6GmOQWf0J6vLOabuZqoICyX2ZV7EeeUb4waBqyLJISDfd+8bLdYcki3F7OJZrSx6q/hWyKs/6x0T8SoV6lzRICjxqYGONyfeKHQLNSbXJzJIDKXcpXFEgaT+IwwBtuKwYSjd7fLRHjPbEfFrHkFYOjAKnlZVaS6ynndSoK1l3qdP2iwhnt/M9erx3xwJ7WndH10GqOj4H6WDFOgJYAEAj+UIIE4d4jKPn7sbBnErX6jYL6/L35+VYC50X6PSmK0on7dP0uvlH9RM8Wqzn/rJ7amaYCuGsSisoGsDKSe0II/AqyS64HPdzvJOITza8PDsIQ6YHK+OoOmVVq444NMSkqzuIMuPziuqIM3M7mp4YN1J7mldIPvGuKhpITKDOydoIQ4Aw2R2oIQduLIPorua3PCsInZYDS9PojnVT63+IgqSjyyz4elPzGtu4dIM7eo+YcgJ76kkYdDGvygtYeuDSyck4XzA2GQ6YJJdpTHc5DrayfB3o9wX+68aI4XVQK3JYzxSgyx+owMPxCs4ItSM6eoHYrVJ8SjsIq2GyWfu4pVDYCbeIeUA82P8IKSdmvGzZa5auzBNpTXX6O7upMWVKu2bZGKScGxPJBNPtusHI9FM4ynUo6FJ8ui1443G1mewYy2DeSaW4kQBEiO+ILldg3GQpx8aqPAppovX2K7JJgIVGG1zpYaSYCwmJSIPq2rcpM0M3WmopI4J9CiG5FUG4Wd6o6+DjmZZomeBLKOI4Mtda7FwqJDalXAIJ+aXx26lp0YVBe1N5rRSUOv/pjwPoOq1JdaM2Ol/5YlJ9qhbZQjG7KdJZCVDoWYj4nRBQyNboNpdWDFR6gQage/nqUvXtC6DKJrU8y0o5/VSQavaJ2xPlyqPpvpM1alY5nlJ+ugx5a5G+OcbZJIDsyX0IoBBViM1YOddQ/E0q4fab2/KqrnXou5lafUU4q0JKT5SNGu56KfPjqpvqBDM0uk3p0KJ/qgOpjlHA6b0pL4DweXMYopBZaMWIPHdMDEarR3aXy+yLC4XlS5Na09U1azvaosSKeuf6c/Ph+pVqPBM0Kkc5+QKAafyJqiHDGbVpMPDzaWsYpJBciL84Pp6bx5YnTb1lB55XXjwsh6X3bWrxR6zXepm0F7PHiih0t7q3mwcu18I3qfXhV8nXt5SIJ9CHxFMVR9SXzUFdh9IH0955Z3hn8n1Ed4OX8iwNd44H8arTN5dn8QmYt6BX84hcp6kX94cZh7In+jXOh7r3/ER4Z8Kn/gMJ18DNaJI5SJAgDwwirFNumNdlOvdqshFF7H5i6seu+VQiV5RESkMub67u+bb+7TDMM4JsY9buPKLZUjJJROKbFb26Hdl1bX1nu/v+KXjL+kypBN+OdfItkmkh3ja9kPxa5dgxy9yLvyFOAvjNXOAa8EPfxIMF2wIzkM2s0vCJ+AJvhWAUXwf3iE80fYwLOgBsD7yPqZEGZr2r3RTaxy1ULHazY31bncwNmhUGRGcd7KaeQXoEF658IWMEGiPHEHooiDfr4P6UWbnM9A/xW6UC0ggcBmOpxxS6cY+RfzSvZ0uwsrTxtoWMYO18xqnnPs09q49ZwFVel5S6BFWRb2GkyQd/xMA79I32ybhw5KxNRF4KDo5OM6hmup53A5c23hUGsecyGfWapiten2pavZ8uwIgseJypSdWwZsSZ8IWwtMqz385SCoHN2WB3YrvqFuBtdI0CmnFG2dxdBuhrByrMWXGVtWX7Kf5VjUkRbPNtF/iyPshzogyYFTmW1+PB5IzGjzXwqapRm3HQH9VEqqP8CXHZzsTHFsnb1+h7G68XXza8bbum+LzZktlaFqX5aq9BUGsRMLtWdDOO55SaE9nA85yX4ZgDpzcBsVGNWso0YCZvJ7D6Po81f7Bjgpt7vsmzSM0pb8wi5mTIObyob1U806NIVtWb46EWNPFO8KpXFk+VK/7cC63H1bp4Bo7QEqi5Ot3PzAnt53Y6DfNyW/X94Yz0jsiS7QM9e3B6euZM41iRAZq6t2NKGXjVfsPFbEcSq+5TvDacmf32oETLPfUkWcPUrl/Q107T3TPv8U+ph9A5PhNnhC38J4drVQ6cWs79wMj7Gw5pYEZ/buurBjbuypCjffAk5csc1WBadZZ03NYH9UZk1+wW8xKgYf4zrmaIsEZ7GmS6bwePZEOgWP4swQ6/BwcHFSGZ4MmR8vw9XQR7+XeC08tVWKdyM860l8ArV6cAlzRmMGGjE7VNFMYpvQluIlmCP6i/os5oW5YlVYCKY4G4uh2KNQNWbEN/tZYJN4gtMbbA7XWLdiM/i9e1eQVuH7vnZkXOjZmIvMCWSFIagVfy71GfoTH0RD0Vg+NdEDLeDVH9Ogs7xgX29sDbngdBpzJiutczBLMvbOJ7hB5dlrAk8q6+vn4a8KN/1VZI3svhJBgqQVyGpELVEm2CGPxPjRGtRRBO+VoglCieMLlBBct8bQw/zCCTNoKDvzqhdsrg0wHoN3ZVjke8Ihab8pvoc16sXQFPwkdduZtcguBf3IbUQmu77nV2RYutdRiDyS2FpLEbWw/1Y8ZF54u6cUOpo/VDsEaXQTF/uhluyvsj7oqzYGbISDNJPxG+DqNMYRK8RcZb/nOBKgXOHojvxTnmHdBE+I+8aeg+Iql8ue4JAhoYYFfVN8SceHXApo0gIIuTgGGKHxnLS4AHiHFgiJgtUaic8kPKZ+7PAeHlDZWj+Ed0rhUQHo1JTbNQtGGn+odgRTqzpyD4FdBlAihqyK6Zw2KEaPngagXl1T8GX4x+wNPufhkxnPHTrhw+kx1h+hKtmbmz7ATLdVpxa0aP1c+RTc3vhXji0YW7dWTAeNlUnsa5BJ6UhsDXSyMCx4C9Sc93efZdBcznEHEfQk8+AqKuQmfzayHCgZ0HckAdeufK3oBX7rPJe9ErS99E5EgKfr81lvQGN1aOwiaKnhH0EGKKzokHczJM+bdgiDuFmtqxzBB/I/h98D9HF6Ox2QDu8qnwKq+qyy3IGpy4uEnSCtzZTlB55vXB7DBC/XuAbtgSwNJd4pkGdhkcNOaHtOxSovUKkwGfUQdqcouz0Ejxmj1X8K1jA/6vbzuexFUi5vgbMeuMhjAoFxtrzvwLiQReQt6LyPHZkFJ2zJJJkIbcUnkoOajFgKPOHbnfZ8IWJftYQ3g7BzRLwIpF38B/kC3cjxJjH0Yuwrcie2ItiUXITB3qe4N7GZLbbcctyVYsoV403DB3hz/HftcbwgPr0imOzj/ZE1Tx7jsUUi7gLPnr2Ym0f+HvOQG0e2B63n+pAyLyN3NRltX/3/0/tRlhPN5HeDUnJScaO1izwkVxj6uOOyYK2ES5f+KNzL/UFCYz4l7or3npolqkTxh4MJlTDX629EsmDa/t9EgCCcshL/i+86UMudzxxuWcpFNf1l27kr00YyVxPNqhf8eSI5dS+jk3BR1Ea/JKzk2w/J8AXpkCeJ35UI7T7gheJyijPuJtzZ/z03ML+mmU78qvu9xECQOf6aCoKmbeBV4LMZUSm5uCHdLuoDLlVbBN7AmamWHl/xwwo/u0v4EvlGSjTGENv0qolHhoymxcS5Eofiw4RZwc30JNyQJycV+JlcGV2Pu2YVR9nhNhkzgQ64SfpBDwV2X21mh2F4qoAiQwclxms0QmJUNFQTltWCIms8t1yU5od7lGRxCexzwavkBqw3L/xkNFaR8+6gCsvQ9ntsxM5ovtjtx8zSeJRa1F224soTYn9bfj0d72mmFszi+4wS9WbsadVnAsbyDDUXRrDoYiiyEPPXpxz4jDnpyt070E/Zp+1WoWkZDpQRpEcW0dNHWF99bozB+V139dO4aWunygXTNmbiOiyw1nDBArOqGI/4gr4spR1A0LGCa+6xqO5iAW0WddVGUp4hEbJzlx/hMzeAOiEe1D+qp2BDV9anJmAnOqKxZ5hV8+j5RHTAeDQCRIuqTA7YoMKyxe7r0EMFS2jdyNPsjf8jCE7goUwUAIBv129z1lLpIArvbVK50qZVlAhhFTlCtJH7NmMuvm+++5pv7jHMOGfcDUroolbS1m52W1tt50aqR7Xq7Xa/ev//4g9CK0owzDLvigZO8GioxLzJjXIvDZaD5JyyQ+B5/DWHKJzC3nIHD6VhDuV/RGxHk3iTfrFIP/+RqwJJEZy1ioEfiawuELSMD/fIqb38jw1HSDtBpvQh/kEwAoTjc4RBBbXYUuF4SjgaKorbm4yoRONbu+DXFdGufrCyYsQKht5XqoYuUXshj667pKP4bt0oMV+Mszn4ArFXxSfMSWyWz0N3g38n70Nw8F64HH4A/rh1JRwMXnCZhu6A41YmyA28PricDKP6TdGEG3msNhlfRRglLtjXeJPoFroPu5HHQTDMMakUvonmhN2HtyIXvlFDzYiHiwHyhZ9ajYtLoStnBUSlMrJzGM+RS3RPsHTpDXoM5bBuwmaklTmVmwk/odMOyuDtlE2YG2QkbnxjBy3GR1zSxRLcx3oeeAwxnX6Dz+hGOwKwyerEmkJ0QvOe4iJ/qToFRYizoiYnAT4iMyR2QYPsUKgAcmbebakXI3SxyyZwmuq03gbcw0pOETjXGNo2hRU2bqlejxbUeZARCE/nz0+HTVosuwB6pX6W8AyKUBbseSTukTts2Sq2lLq6fAEelFy2zgbc8TcDvrjzsYetDdiSdt+qt6hVs4LwRGwaP/HS4ZC61iwWInV5CR7iKW3cnmhxiJrv+xuoU9o6jwF3ZJC1vFJF3O77jM306Vry0GvH8zRjyBlTAL4SPtNuV54FPWt2y+yB3Brj40vFUG1HyFlwsmanbyboXZXhrAWOKp5Z91YuI16eHMNMQ9zmeFRy+pp6DCnvc8TWwcU9mVwWqu18fPSl+FYrEHddvMnwbYgfyNSH+VoCf+j8nLOBBarn1mMVJnJ+7xms8DJmzEFjh1PVXyABg+5oBrxl4CnnPnToxPWjB8Qq0+9xUeB028fg62CwMXjzBYCtC3cOquzT4NaPKxJJ2746Fa9oWUu9oqC4uOqQDCo5hfezo6UPyt9JfDi2WWvpXm5UfA11oDw/JI9cyavYXEQs4uNrBDgr4Jk/woJFEb2/KLfzOMbn8nj+PPWPUoyPYP6SG/y3XCMTLaCPvqMeCD3iGklGeDG4jUgU7fOZwaNEj9cEYecqAAtPNL7ScGKRwgI0GsJkfqBQtYcFwShkmnkB2nPKaSFomzFLrQBXHxgmxkHn3R/wNnC9TwlWD+5eY4N+BmmLUgQB+3vk8kXElcbH0gj8nXKupBF3hS8xdlhUWTF1Eu3MWEgeRp1iPxNuiHR3Kr4QMfMxw+bBBqcnaAxca9EN/wQR3fayENmrBgGrllbIO5h/WDNISucyitIk6iv6QPoSYpTyjvXGVaRN0A8Yh5jrrUdz8H85nUWM2LTFC+gzEmo6Jx2oNq+3Y5dp/pJFMQLVbfF+6rni55JAUiZ7f8SB2CMNjMnAl0lUQS7of5kvvTcj96iLTkr4NeVluQH6Gn1+LF4a2+hYe03SVZctXcss1p0BAyhhtU1xOLlGY/w+BL+l2r+/F2tWrNylQ0GZtdcdJI3NciqCUyRzLL8XF+CxnSul5u3Rer3kYIsZO4fubRoBtlCr6rGiZGJQDx/m4CXV+v0LsEDNzV026ApVpJcQnlXsdQqFbkm5llLwOl7ZYcP+crxdB0qWmSaZCTqjw77SnRxtiSnMJdKbRtKacLv6mH370An9vJ0gMqD96GULE5pkJzsoTd5k2Q9G4tq296zujGsNj7nb95Sepl2PGyqCSNCUUFBDrGrfmfoMG20OjT6JyhoLd85FMmr/9uyDvaovO86IPyoLLG8CD3FT6xM2d/hutZRpH1pNr6FmTx8UEWTISSb/FX6/+0VqPIZ1FkT7olGtSwJrkLVNfM9caEaPOo6KO1RCy1mAxIfaQ/RLCwd1O6qji3cxLzXDJY2VPiqkdLTwiKK47GOaSFbG3RY9wdaXpwbqmTc8ngdMa/kyh1jaRqBd2EWcFD1tHayZLP+t+qo2kAfRcvVVvpPoubKK31DgL1cIAlNF0kbBbLS15IZQHvCB8RZ5ethTv4ruOPhR7hU6sy/xfmB+y8bqa4BMG1O1DTBS36puAkbhD4pTAJrvKxsGZIfU7J9A93dRktXAlYBsGgBmNp2nVoGuDmvJZNBgFovdBB8ar2qf4ruqrDUp2DC5VDUH2yA4K59GOXnhsrnIbMoouwEBowwMB7He8R/qAdy6KZ8sh/MdLIkmuNdMi9lAsCFB68l+Vp9T90im8UllIjPEb5MH0SW5sdI0KiV5VqIg0yJf0X8SGTsOU2E4uGkFcRu7a/8Gn8KmzCbQbcjyJtcqg0avgtReqrdYt2JC6c+TyS7JD+cksRPS88nLJbasX2QAncoMbr9DXqQzNl4kgqlM+0l8HXnV3B1JQqUNM1X+dQnKw6oreju0RVFefbG8ThZXFZeNsCXqfyclMwalbUQzNSu3255BRkkjN/LxEckn+18xhNltngvrMcv6y5rZFndFpIpriEcMitUNZdwe6dtaYVY3+1XNhYMGZofWNcKCItRt/i+IKWXRxnX4d/Kf7AfQf9gi80boA+ZZd0nT17VYHqTa3HEN1svHW8s4g9Jmw/8yf5ecbjifOEVP1hr2ZlHrazr9cwhYu3DDz9hjdbq9AuXKksz/z0B9+DV1IAAcP1SGVTxRokSxFhTKEFDZq4oyRUWGlClDGQooCSsJZJC87OQlL+9lbxIymFEsFrWgeKh11IHnUfQsDhC0HmoVtB62/gu/z+/zvU3DMg9oxqXAGX8oF1noq6cNiCS9poYZYWlnX+UaEGP+mPcdT2wsTR3njOv+iPnA3qq+EdDM5Mkr3LGM5aJ3X72n2TGPapylOUNCoRi5dS6N9g/Rkf6/GmKF/qfEFc1gaE9x7hnewY6M1AqOzFQTo2T9rh8OiGTuVt52z6b3w77LXKlmJlHjbpypPSec0puw3rQGjaiuocGkvFSvrLgq92y4l3tfIm9yS/VDYnGJ0b+INuCr/MXCIwQYvVkw1nza4QfuU1K96q5hCFcgsOlkeEdqhlqGN9dLFP8mRJSPyuIIU7mLxMPNxj1E+ERLdnQ6lE508k8TgMQbaF9wjPSj41rOGCVXSWq7QL4EVmuN5Eetviob+UWdTP6RPFH2Toqh2OXsQD5TIlImRH2UY1ETQiml3d8FvNm6GB3Af9s67FjDfkl1VCTqJ5kr+Xs1txhtlE3Kxwwv7Cl5IF1Y9q3kFN3vey6yFxhPSRMtBZhReMEbIN7vAfgNEInexv9iuuNZ9noaRfZJHw5ieJ4ab34dGa2M5lViLslY3JQjmRIXTkH2KGxjs5IHoFpWf9RyQTbzs5+aj2NK0CG8LKbGaTkrBngpndf1iju4a9VmxIu0SjEkgmtHZU7CV4dJYlBAznaHt4AByZuFL3lTkWrwGveKXwHvAdcVHcqlcwKdSpjZ9A7JM12cao6zQR2teEwMUmTIhmuXSKUSuPSKeAOiP0gSDYhuJxmEjZBrZCyYLoD8NvMyQC06nDPKK3KyMkT0B+L/ameNeWwf1aR+sGWvfF677kSwNFxVWeqMDMg/ZD0SZUg7k74WOouJEff5T2GF7xPumGgdOoATBqY6Pae/YNgjr7U/do6zwlTtlvvNRfKe9pHjOZLJNk1JMlKi7c8Kht6r3ifyBV2KvIjDfJLsG1+Ee1S8G72W3SP4vHQ9vZDhg7hpqX0CZpGqxvY1QSDHdmlqpBK91alYhbi192SqIVMbKXGFIE9LCl/g+6gwvvu4y6TTaDt2tHB6aSIww0iAC7T7zwGMblXsGRj/XB7Xp6z+v+RYr6LYBX7YeTdzE1RmiUowC9Ya5eEdvCfaaV9XzqDCwW2W9Zvw4dJKgM8oEGV0va/9jT5m3YVdhw9t76nbW72/LakeU5SvXdnQm5Gj/KPxYzwiX4HbFuYuqcOXev+EFBIUrp/hO833lizwr5JeQcmdd3D2wDPLNpwKl2nswodX4fUZ+P8cUmp8CHD6SSWquSjeRRbW4hk6Ipa3THsr4DriZZSXqIf0yL6SZ6MYhOEd42RP2pg5kRzYlGe4Ro46ZtXVkxMLp9SZZGI6SpFKvrZb+uVw19AGZJRS7d0i0lFmUclQZ+uU/WXuANVHsM36FwNFfWLC0vWN+LZP9MCjU1oLcLYwSgUB2ANkOQzs3L1JcgFwDvVHPGmvvYuhZwAKVS4cATQOaM4EjQh6WtP4m1pftI/wPBtkbelcr6MbNAucbQVs5Qt2Tdpz2WvWxV2dko0st5AxmMgUeMdAQcwyFFXwgLnZoY79ESjkp1muIItaV7TvEJHqB/XXIbvKbE29AMz/VVkEZqZlyA7zQ3cFi4U8zxCqaJr7nbeLkM4ZR6nBOXaVwx32CkDFK7EcUPxKiTZel92vX6TPloxXdKgXkOn8XYrncMj+u9IZyBh3Xbxa6BsSISoHZ71+F7wBI1F94FZuoaMnKx4Y5RLM8/ob5ArjCW163Q7dnOph+bxaqsDkGRVE2Z79qdIWSWpcIWJEqoInoTeiJ17nBTVQAuo8H+Cvdixnyul2nA7zoOUVCTJuMf0TW6PrMISUh6njdIW5HxQe6p/39UvXKUt3TiBfzA+mQQxppBcRnEe+QvXz/geKHXVMJ7oP+4EZsEUTbxredn3EnNZVWwfKuKo/TcTcYvk9A3XfdslV3dmdGHhG4xe8BdqiWPCKB2FJAaqbhwUtjrcYED2Z7W5OOvMTcbNh8LQDZqMuypZXZqe62DWU80wusR7Ze1VCNyXsdIMNbd3bJ4VPNXZea8A4WQTKxHMGDY7vGdvppYyeH/ww+YR3tiGs5sTqLnbdzdJ5i6l+Ivueca5x9R6D/khTTuwFDQon2LpF6Y4f9rDKLhI+rRyX3m3JXdwkaCTnMBadtsOFE9J6bbjx442dAnxTabH5DGFZdqpxJeHSngAdvVkYW64OackPmlMEEQM9DNIBkrvLeglEPrR4BsyiTNIj+haR5vCMngtkt5pzHVby9pKrpvvkHQd/NoSRm1MGtSfJt2JdVCUUv6AR+feUL3klN1ujXbLEWOqqJWn8TGoCkH9qI12A+1f3BD2uZrX1JjBdEt7+GWg9uKftMJCQkqF5AnjGXFDKAIcgiQwCnDxk4j+BPBcGUg9gl1h4WJo3TXzyEC8eZ9/txa2tLrau4ciKpe1J7LNZQ/pu9rLkR5oAVlNMpeIpczaoRDrGFHmA4kCmyeUsjGGY7ZdyAVol9a1tWDTYlNkFQZiqDgsg9CyaNZ4Cf8kK0K/h9yWXq2HeQIyzIpF7L+hb6Vaun0crUsNZcHktwrJM9ic4MK2bGmxLkYc2tnehpMerllvsxaaiIuNW+GGmTQeLDiZ9VjsL56KH5OcF/YFzEi142aMRvsx/vGoDJOXk2V9hj9CmWxt6X/wNAQj+95+8dferr52HamynmZtRXsujvpkYUy+gHpcpR5OclpVpO2uZQZPULr+WHJKkIWKTMZB4Ej6Q2IvaBhGJFoQagMevoqZddUerX6PZacGnP6FNXi6jWp6yUqSftpxiRx6cKppJOw6Y0phoLn2VpJZoIUKSqpLTElGQMIxiBlCIgoRFgBGvWa1CdKKrGKpaaSum9adtXaOjBaR4UimfXqHQRrab0J9mOryYc50GLkOVP5mQISWSOJTNEl6PpIxrBoOICYRnf2KvErR6dBOq2bECaLKmua2fXTOiwapZUcefFqdiRmObhqSDOnmYJ6DJLhOU7ZwYIQ6R3JZZEmmPM4xzBqyHqISDe1e9qHIQcD+4pnNCZQ2z4XRgWbSvfHVdTlqrTHaEQvenQHfDNvGjfXj6KkCgH3oxHJOdeXtsDTybMX04AiSQ63+1ewq8dXijb++3kXk8ZLuy43nMWWGuiHpQTg6qX3sDQremV3vQNsOijHykKi6fGX2HHKycTX6IDZGZ13/iAp2PwIEeeom7Yn8Eb262jX8mZEax7H9AWQitmn9OTcWpdn+MQnmlb3/oNpihooBUKh2eJoDfHMGbQIGlDdyYooI9AwmOt4INeea6boVMbuy1l4UMY96w9oTBWK6sqoRiTXmoiIQxQj2kf4QbNm+guYQYKgydRIQ+HNOaUoTFDh6XkIRQA2eNzoJNeWm5mIupbmm0xoruY12wKoosWDur34lhTRenvIjGQe+jsIhJNjqf6ofkKfaccIe4HOiZaIf2DmeWeoY8A8+M24KTePC46JG/bd20H5CVYsqvho9lV7SrOY4uTKSnFI0yQZWjBIxcNf6fOIuoKd2bsIs/HPyYiIrUDrOVaIf6BDyL5oLdeF24XZfVbVWzk5Y2Ykyu+ZSWV0CqqZLyTEGmgpGXQUiib5BqNcqenY9pKcibCo7OHQ6Xx41IDvSUfYl3BJmLFIMcd8y3653zbM+zHJvwYdCufJnrVs2qJpfjS9+l/ZYsQPqh6JSsNZSeEpNnKa+ac5I8HRqXGo97DymTropABOmKYoNSd0i3jKQdbEuytqHaYVCuDJ+LVlapq50rS3ilgZshQKihbZlXNVqdkZfMKZKZ55VgHR6We5F9D1SS94pdBSyJy4N/drO3M6qTa8yyXafuYOGtr6VGVe+pQ6KYSx+lGKBEQGChBJ47NSidJJusKXiZcZgCHSGV9ZMtD3aSX4p0BWOJT4Okdh224bFqa1qyEa4oYIetY6sHVZuo76gWStekw6WCQCagsKKSNP+czJ7GKWOZEZoeHSOViZOzD5GR5IqHBY+I7IPCb/DGfXN8ZSrBcHQrWnq8aXTvT+y3bnXVRWayqHbyOtuuC3gtL8Cpu3loI/2l33qmFy6i33voCe+eJ34MAO+SQIAKb/HFVnmdZTHAT3nUWoK7UHoiT+y2YHqURWWxoXtCOtytBnwRL8ioqnzzJBeksn3sF2yhgn8JClectoBbAW6RDID4b7LEJX+dZQC/J39qWmC6NH9QT921Un9dRV6wmX+gOtur/IAEL8+nnYCIJC2jm4E2F6KgS4IuCrKbbYJlAd+P/IFEb4DDC4WnZNm+BoUWWkO5E4SdT8a0O4RKRVCvf4QkOteq24QfL9Wmh4Q6JEGikoSNF9KfOIUkCwOaS4QwAkKPDIGHb0TCMIujZJS9HoqmWfy4I4nFT4WzUIkPRR2ukoiKOrep54gpL8qlk4fuJFGhmYf/GAqeJIfcC16ZJIXbArCOFIHRbt/BeZFSZCu8ZI/wWZO3Zo6rTySykY2SRM6t0Yy6On+pIYwOL7GkxIuTJF6gt4t7GEidGopJC7+YAodeAyONG4Ifbm7AwZbyY8e7uZUsWTm2w5OFTtGx7JILRIqtKpDgOlCodo/uL5ykEY85JGmf9I6fGHycNoxdDBKXCYgpA4aMRYJibhDAIJyjY267H5qDWOa2K5iBToOxT5atREqsjZU1OiSn2JQBL4mjbJMYJHSfQJFzGK2bZ447DFqWLohaA9qLkIKbbc2/nqJ0YyO6mKANWJi1nJ3CTjmwtZuiRA6r9ZnlOfqnRJh5L3ii0ZbZJIGelpQLGNuapo/yDJqVa4iFBCGK94LLbXC/MahkYta6JaWpWFW1IqMSTfuwMaCxQ9urcp67OdemxpzQL2qiTpn+JIyeBpY4GQOaBJDpDM+UyYipBFuKeYLybQO+1q5yYoq5x6tIWCC0v6hZTcivxqXHQ7GrCKNYObqmYaBOL1+h5JyEJJWdkpf2GSKZgZD+DPqURojGBIqKFYMS3vB1sm+KzFB2k3EQuZx3X3KCpsh4CHPSk9J4sXUqgLt5WXaKbUF6CHfOWUp6tXj/RI17UXoZLgJ7unrjExR713tT3KJzmXmnyj50rHoyt7d1qXq0pPl2gXsnkjF3Unuzf1F4H3xNbAJ46nzUWDR5rn1QQ6h6Wn3ALWV6w34JEvF60H4t2n9x1IOiyCBzGYMttbV0O4LCozl1KIJpkKl2FYIxffx3AIIGatl35IHVVzV4vIGgQtl5doFsLNh54IE2EtJ554D72GNwbY05xitxv4vls+ly84qmoZVz94mGjzJ0/IiPfLV1/oeoacF294bHVkt334XrQiF4pYUaLFt5EYRpErZ5G4N31mVvU5bWxFJwr5S0sjNx8JKpoAFzBJDFjcd0Go8Pe3d1LI1saLJ2MovYVW53JopUQXp38ojnK/R4WIfHEsB4WoXN1LNudKBRwgzEZ1hThwIA0KIoikzRUnCyKuCnpVWZCoibIbIElCGogKwkJHffm3tDAglJwIQwQth7hE2IILKXRQVEW/eqVOyrA6R+FeXpe+fHUdJmi2mtxYw9iuoSfoqfXEOcwqTnylAvllDmENsByCWLgRVgdta4+xwUKR7eWQX1iA6t/wuq5y/cWZ00VD81aE1zqHFqcaWLKzqL3RltpSdFnikPisyQo8wvBWti7gEGefoBH0B9mZN7HPhEUrIzEvo564aRDrQ+Y+x2dpJTx4X+8eTGls1NC3SNhj+KtBg2NQPC3SmBFQ9gbyZaqhWzmpVdGBbgB2TnP3H7BEblNO60ANuzfY1sQakoaPp84v3e9X385MNdZo2NtJyOA4o79CvNtIwNjBf1j6FA5urqsIsurM3lK/27AZOiJ265wJ8FJrZvQedcmtEh0FJcO3UiUTz2sDchaWHwsDKH5tzTU3CdHqw+JtjOoNq0QTylQvnsgpiprvnN34nVUrHKzQNAiltt+4G7ci2jEOBG5obJ44ne09PX0KSmCXFDW/L8SKh8nr62z4N/lmHXFQJMpvi1s89/Y0Y39vvdZoXWerh9B5iVd9gWApRis1EcwMvcNiPFrZNjB4NwF7ppy0M8jKEq/orLmFaib/hNlhR5RqwCvsbuJ/yhgEAdoh7Odf+eWEIGbH3Y9miBwWk2Dzs4LUQtYNP+YBSHp5veo3cRvMgJs0ZNhfEYhY7CJHYfQ2PW4QdxiwBtvBkfcvMk9Ikgm5uEJ3HF4AzBZ1tOhsM4p6DXB/7EiWk0RBgce4UUmeXoCD6iwdQy5IxOUEsXFrET1Ef/7dgE9cFVhjtQb21CcDr1yCAcr6XGb4ZCdsLxHjr0a8ZoQzh8WnC7QBu+w1/gK5AQ/m5QB3maDp1fQGlpv/p5octpFgfmMSaPb72AKXmaBpHYC67JBAe0kC13t4BT2Q513VCCJC1fBM1nvUs/BKdmQqwXiLFYL3oRUQnVpwjUK4N2IAQdFbhbK9CP/DMGKLYtzfP6XeB0sVmXIaijKKi1A9vltnnbINfcF7xl6L6shzkIA9LKaA3E9HK1by9yJXNo/xT6i3itdQDqL7xjUIfG8H3HT7E6aw6rq4C4ytXVj0Dd0uc5s2BZ0XPuM8hDoZVyHXqVfyDqJ1iWk+drjOzL3rg/FGm9PGP9PTKSFWQwhYxnrB39m7W3JaXzJOuZUlSVB3Bqu2Vq0LhKO3UK7CvjMB5AF4vXnIuFNxZ0n8Tgq3kKl7fIXtn0jqfIQanUYAFxF3JGqpi3ujpUWiy6yqEyBNBtuZWdCVQpcc4g6FnrS/8bfF9pF1kJlZTu93kFexSSLgL4qvynHXXwWE6SoS58SyQYRpnAkF77HGt9r2bFEVZTl5ZUDBzq2ETdB143e9G3gqJ6fsRnyKHqjU8M9KBM6rIH9i0q3YHBEXmThlYwXZQ/BDNtbkjaPjFHRv8pj2WFD0RLrrH+ufqY2gTIO+NoEOjYshzBAF82qL2/QdzqAef30Key4zuC4bVytaEDbCWqGtuZOpckURunRtLOVndw3jA0c2Y4BSkgd4YTwHyT0s4xAuLOLVKL4M2TedRreIsLg5pFgn9MphbRg7rdHEPs9IgbxwgcU/1MXYWKKp9SKXCUzJw6jOil+lKbkduMaPJftDzyLjmPXfJRkp9xG+dBShN//KMOpUuE6v5BbWFvGzpCEuT1di8yiOyrMCV/ITulOaQp2UzNk2vIYbode4mci5gmtSh973ukOeXsbEk6UtFWKtKFAvRWkUeo3IFgtqtA1iph2/F/LxOzrfgmkl3sLelhZBt7S9oIzZS9Nc0t/E+2C2/Y24QdxfNzkrMJ7murmP+fr2fJTk/t7xMTXtL45pfE0cufSjWIw1n8rFHiaOYPbDrhL/o9eSVxTlgXtkQIMkRe4YRaQDoZEr/xM622E+Ppc3q+xDBvsnc9Dissms7h/PylYh6enXsv8xIulw0QjrhS+jBxAR+UrAkzwuezTnnWE5biDkcZ4S46ZPmS2CqM0EslNNJVPYXYo4o55VfsddnaImfsn2J7sTP2VcHCbfAf8mcTNfG9uQlnffB42UZPXbxS8spxB96X9cWyBRdmduk142cFgVddsQhlV0M7FlO3r3AFRqvqFZliSHkgZoXllWxPMMM6C1ecuYy9k+udgHHbXB+Hftwj+z+WGL5S0qR3B5vMUHevQJdUsnoE/dqaWTCDrWwUZPwX067jo5aYZZU63g1zL/scOoMhxfHHZzGVwtghBJvId7M8hqXLPPU+YKeFm67cRdW9wrpzaHP3avkttEGFZ6xBm1r+Qo6gI0r8EoY+qbUI3Y1tqPj3+EXMp3SDw3dYVGG0pSm2KRfU10E/CnepR1DhWGttCsoYrMlfQqOuSQUH0agrCbAUBdqj456goqb4kAZ0sK782Dd0qWqnfTe2rkRl8REdyd+jb4bWCF26lzPuJb5quCWYSG4tDObP0MNFrPQvjEdYcrojMyzBK41iPT+D8l6DJ06s5MVDJfZ9vFXwc3M29xXycN0pbgLG6TIX2ACl9dp8HzCvoCWdgMCMd2lD8F7UMG0Toh1vwiOQN6Ew9zM6fNyeK8Kk9ru4u/Egc1fuCvz9usJUkm2qDkpvY9vWeqd9YQfJDdK82IgglVfHlsBTPGP28CUNbha5KkTM3UoePYan9pH8fcrUS+SEuWbqXkpr3WNOMxWrykhD00urG3nP/sfAnDhCmSgAAK/U5uzY9lWmKC22CBGbkowjSmQdSVFZR8g9bnN89znfnGbGGIbBmMgtkvBqRaXj9dBrK6/a2my1u9ltlZZ2897vD/jhLFUFGoRJCDekC/1YZEBcUFHKJ7gLdT3aA0cg3wdOwEsQxMMT6kV8bMahUmSL+VrwA5zZ9RhlJP/Qs5AF0QulLZLLtGHP4SlhXmEpnE4nn56D5qj06EdQPVkcuA2KI5TuV6HV+LhNDTiEZ5uHgW5obGc2cqc8uc6AhCmZsgH4dlkXWgH7yR4WREF3pS7Jf0KJYk30Uuhz0dr9MHhb2OweDpbShTYZ4CrqmTkBpOJ2HUsR15qB2ii4T+sjR+A9mqsIH+pSH8yPhgKUC8mW4JOy20eCQbnsfMBbMFQytHMamBVvsvEFCphZ8wuCAaKtrR0ebLTRrYH9GlbIYqDvaufhdMiz+se8b8HblZ+S/MHUih1RKtBKhQYkAg8U5jtpgCtfbLNG8FrSZP5UsI3sbi2AczoU1T9Ar1uXS92g+KZcKBacaLjDyQCT644kZgJ/V7+LfAZ0VPb6jwEp6v6dNsAyle/mp4I0uZnFYn4reaslEHbpc9LegnQ99hJ3aFXnKjAHBFte5FaAKxonE7qBOv2rSH8gotbKPwL4TFvvNiKo0Sza3Mn/S/GZhRU/iHzS7AbNDhlV/QAlDmaJU8C7F+8AnaBXNyvnDXC9HUywBmLOzUcMA8sMer9fBL11XDeu4JB20WaGr1dWWbjzZsk3rf0y+4ykmhIJnuUkfS9ayJ6ETRldbgLnL2Ec55fEcdouvyhymlpTMOUfR9oWsV3fEQnFlDWH+KpEYfIFNsidbH4mkef3a++J7Qr+KeEy1wpbwA4hr4ibe43+pjgxYYhyKzkaaUa6lu71ayMOcde7IriQO20dhXvxDCaF6JjA75yX+Gvetap9zEs+S2wkrOPHA6l0Dl+R00Ad4//47QgZKvCN2EOcEFT4rcQRwR+uVtgNIMJ6N3YauGRyB10EJjSWib5EH2kGhE9RjGmkDai9wJ0Ckb5sBZmHcOIfEhzEO7wElyNLfQHsJjy2YxhbD3dbb0HPwuOmLOQAzDZ8ZAKYFxV+QlPhW+FhapKe5X0iL1G/ZoHEBWrlqdf4ABn4zXlsihCwX2G2+MiORDQHd7c2Ql7i1qbxsAA1adAJVYpr5S/p1DJvaoFiy1q4d8nN0pWZHMJGXHPyb9xJFBA2jcUI37HDUSV92WUBuU+NWj1FHKh402qoFTuvj6Y/VQ2p2qlHGg35mLyoziy9QahVnhkkrlW4ndyBtcv9w/ajj6VpPv9C14kvujQiYaIkqyswzjiY3gPniE31m2iRflSJUml1K4lhMqgmvGSUsKui0/X49oqZE2ewfeV5h6vRDOVqn2BEL//JJQQel+2x0kAz4kqzxWA8kVv7Fx3Qck+RQK1vasabiWlDQfEN/Ea945nL2C2deVwd+ki7NPQPdKnGat8g4lnOc34Bn1TusjoDZUu/M/sKeErQuof0kh7zsqPkRGcmdpFoaL1c9ArnNv2Z9gErNUTEvkfRuuHQE0hzzYl9vvBkVYQzCc2r5VY+4IKcMgsECgldzS1qeFAkzyPL++LQGeJMj23RTtyr43laNObZ0hubhvo06kOmkET9sPdjWKK75LwPaqz0tdoINpS1mcUDNkRnbZdaluGsSFMFZH2O31dsyb5b/G95QG7EmSYpzpmMOy1+kJ8amiiKLnjo3cIYFe1yWkfPF5OsYHq0pG75EnILj9FZl2/I/0K+oJgpYGMS+dvC0KJ62baibWmVErB4QyxX9FOJZUgdwyk18bYW2pe+3T5Cr+c+ZAVTI7zO5VmEvaC3Wqq8z+2QicpGeftRtuwJ71IhLLXnLaRqxSJ+/PFqkRF/7NBvwiqB994q+pigZTuPCgG2soLJSWBo+V08CKzVblbcRMKku+SjSAhiLP0ZcSjIlOyFH6U0ilrh9mO3GEe4/FAQPQ5z99pR1XDqdi9SAef/fzCFHxh/iSFweGVf2e/0jPilbJ6OgyaktpQhP0bMJUdOdzMz5IqYD8IiIj1YQ9vjN73Oku9xL8ffiSnsGcuX8MRNjTloO/JGg5ex5aWiLtlxWTjYJBFJLfJCRC/EtckjTLwoPmYr/Zr5+uBvlFq4zsuOTKDXO9YQ/lQKyxVPJ6eN+5F7WHpFrHxIs5KplD5QhwONEmNVKSdJdEoBJn0QPpF3H82nM2SLDsZRGyWJe3qI56L3jsfwC8w7li3WJ0w1nkNY+Gr1Pvmp2l4hI82qSRecE1doTXMBZlpDJjkKM9Ue0Vepj8qPB66TzWXP97CJTLmxoynuIe1hmWMbRTITJ7gU9yj3kK9oKqBBKcvQzT8rZtf/N0fOSHTPEmOEZtWroi0oVeWxA46kv/r67ivEYhXu0IZdUXhbvkJlkmKT49A7PFLlLBvqjKQYyVibNW9Y9OHcRPZVhn02KUFH9+ktj2RRbN3roDriZ+3U7jBcX+noEIvFlrtYXkM3ysxMBBCOpyu9Zby+OLJfIu85y7MQ9Xc+z94gXGgzSjCnC8/5RE2T8wZNkDtRW+/gOYPH1Jg4rMNMKhjLZmRAFmtSBTnjgHJM55/hRJ3QFmfO8Ro1E9mN2UJ1Sq5DwmHVJk5P1GzZr/lBgf+RTRcM7pqTOhdt2eoh/r6Yt3aVuLfEsMyeDuI7KODqJ3kN5I4ql/zr3P8xXN9fTR0KAIBVlqhIixIEMSgI9AAexCLgRMEgSNmggGiAsmRDCIQMkpvkZtzc3Jvc7EFCEmYCqKwirRWVHp/oU6nFIqjFWY8Lra9F61Gf/8P3y6fStJN/q0ZUyY3jBRUKz6bxzG3Y35SrcTulS5svR6IogTr+jYP4Ee0n3LdijP6Dg164h+kjC2q1UZ/zFnRrv/yyQa2jfaxSKlPpWfmYPJB+NYOCuTIyCF2SAMZ05BaktiUvcE7s3PIOlw7DzCuODoJ01qz0pb6H7Q1OaL3YAc35Kht7XaVZcQJ4SjwrSwDupo9Lo4BHBC80F3gaMSXuB94FjsAEdhiuStTO/t0xn89h50vGdNeE+VyTJkkwR0lX/imIrRiQ9/Dh408xhPcpfYWEzQMPCBArzyWiEv4M9gVyRCJQjGNAP4FDjqO8Ts5NtF+3XsLnKNQ2lNqUpkxB8sqvyL8Sbz7uLX0P49Jy0Dcin9h3yDooPGIpXCKsCYyD7gmX47jCWUGckzN4kXsBMWmNqkG28cszvRtJikl5Y7mdDMLGjlVIG6VBqefRenQ4li7WINnbO0Tz4m2BblA8LMYJhR4Q1SkFXMZ9IzZo9xoWgF7VuH6GjClytQMnomQe6ua8Uamdsio1APksb4n5IPbHTm3fLyqVhgT8KjyPfsIBgiq4xAniHgM9YavmVSeBNaKqsPzS0C7/ZAovK8CGDKKj7yWt+lUpbESl6Y2phn9U1Ydfg94rVAGAMEHmgSvnzyDuTmc5U+Au0ZhG23eeOa3CW6dJv8kHu26XWrDC9ktH0yXxptvJfyHRRpf9b+ECfV14GaTXTAVECh4o+nDp/KPoOqcnHCJ4BLqnOThcy3RXzg7YkYLljf2y0hXYRtv63CuSZV0TyS3ixXZsPwp7mE6Eu0MpreH+HwSoahwXzfsHXbnciWMPVkEp3RGVMS3q9sWqJ/V9pqkaRgnJcL32Y66XbrEeTurRRDZs3lesPENu20aUQ00ufsXYE0rt12+x4eZROwj2ZwwKCZ2/kzIYVkt/Q27drTYDOa+4p3WoMTunWPuiqSRptTqKwox+rRhvFm3zkkmpmF+OdI5mcYuU1tKv2TuJVjObBds6bNRUusmsoV6rfWjU0ghFd/QjtNPZw5pF+p7vmlSJ9NlolnyOQQqbwfpb1volS563TLmRJEnMP+yboHXAKv7m9pMAnmYyWYD1NYuGHsCtyEV3DViavUTjDrgn3lPWALuiXeXLAWKYRjoPyPwIEnfgX7du9Du22X5GuI9dxQu0XBc4Uvvapvi0GrfW+7yF72N0zrzCI8nqLPBj4kHFINi7VytLBYlhydIAcItfCJoIHnKbQhLBUIdIQS6HDx6wrEWuNl9p+0Y8Ub2zNRb+uZCtLReNHm5XnYHuHBpRrIfW7Q3AhoWFWz9KOIIZP0dEIvjZbUGcwac7SPl1nIvcLDOqkFDeGU3ylVUs/RgmKJjT/CFdfthNFYYOHYqSKxHGngtYqLhg6wj6P5jj+0T8CvZe4wwzhCSHuzwrZ5FTYQ7SEymbjN9qyyrP6glqUkGIpkTJyqIoz8h/TBiW42Xuew5LR6SKrcUoWXLC9wcxEd20Zo3ogijIEc9bwvVjI6ZZS2zTAcNs22LFU90jQ2d+pfqjPinzujJJuzHBX3Za7b77jjReGbF1KWont/o2wPPS22tWijbCVscssJYbDwybmFZiI8Ug6OqvCNbJ2z8QL6g7zLGZOxVvjYPxnbLM1sTdNZJnOs/QbsSszvPdDjfKfdYsgTTwbUc2919uKeulCX/6HHnSsKefX47pMmz5xCj18e7kjPOKno7C+GiZs7lzt4fEYBSFEpFMXbqvHeyjeO22CAXDNx27uHouk/nVqZTKUdK73pzq7LKxbkXNo2P7OjbUpaWdNN2ovxW30mBqKN1h1o2TH4Y0a6Kb0vDJqlLKwOpNyl3UvGXe4istW1pi+l+SykhxNs8GWtmGrjoyK6+3fUVjXVpI2+UmOqG11UxR7sjQnmu2hmSqw6jn8PnKHbS7q2lflFYuM8E25iSjvm+C6l7PsNpRLaVFneU0/zw3yyqaLLXH+Ct9M2Gr/iR9coej5r8MUkiYamdLEL5WEcxctnpSZmZtscOJbEAkXd17iSWvG+xxZp0s6etoYJ09Wm/ewDqTutHwmDVz4JxuHFgVNap+DMSFuCiPAEp8i3wX29/VFROzNXYMaJKdR7thu8/3qX3dHcY7V/xPewfvcO4NUyo4nyI3eIHogUTtIpgVVaTeAAYEzyuEoDcekGWDda5JUgp32u6B8B67jeZl8xGTand0AXBPMcHyWXQzN6ytB3qRsqKVDIXGzmgzhEjUahVZaB/cK58WnMLTML5g0pUjqeTdto8VvGI/oCZaUdnlGn7nGwwp6rVUSw/mdLd5oAvJmP4xcimWrJkQj0deVD6E7wSz5FEwAU+WTokGXAdQUIDZKwSbOJ7NXKuXNrR6urNRLSpaZV5QzuV4GmUKz2ScvlAminXRxGJ+kfVKouRZ8CFZrwSHL5SGIQddp5AxaK39HT6Jk0CZ7hlqs1b7dboYRr8nmpn6oWy6cb1WmYTonqltMTr1VeXzSJziiaI42FG2RXYdv1diluhc7yPLobMOHrx5Th3Fvyepq7CK0dHX4Vz4i9nX3HXkL8NI2/Ykdx2n9e+YCHWp7s+IiwqW5k3Qf7Dzyhd4b0kQJnZ9Ia6HJhzieaUcrInZ/az/aOWrjlwbuTDBdKvbeITzfwABCP73nmOl4Ey0mzCjVUHlmBSg6TaBlSydqyqWkmmZbB4Aj8iUHA/0jPqKyQVuhgaDrHQIuLVtVGl5tCtu2V7Wr91wTFQUq+txpElHqCNzHj5qpH90qTLZoTJ2JiaNnlh3mRkrnEl4+QrMmSt7UwDejzt+lnN/t1JzqmkKsvB0sl55rr91q1O8qtd2j0j6pxh3lT4to3h4sDK1oCF5ziaMnS568xlfmvB8IAs3l7V+DgFpjhGAEHLzth96A2iEscx6j14Aral7EFNbqc97f0iqphV8FD3vonV8wTKQnxp9fCaJnBt+ThmMmbx/RQuWlmiAdwHkjQmBR3JXtRSAP2f4sMOAY12FrKOAe1LwqM+AgkhSpROArD2soWyA7TJonhaBPSaDmxuBrhm0mKyCagvplUKClgJQjCGBkHHGtCWGcmdrr92GKl0Aq8WF11J6p/OFdEfvpDeFNz1foIyFEzI4nTWFBCZ3mjOFJRnXl6iFogw6lByEjAK6iy6B2HE9s1qMXGbfryCLt1x3qw+LA1H/pz2KN0eGo4KJmj0Mn9eJHDICnHqIvyZmmWaIpxn0lriIiQyFkwCGUAMhijmCHnCasrmSS2ZVroKRPlwCqnKQIlGUpqCO70csouWN8jzFnzqNHDHVm9eMdCZXmLaMLRoNlemLBQzFkgyH0gN5iWiCWXABsiyYTGXOrfSW3FuJqeKVX1EnpgyTzEbPolOSdTx7nqqRTDGim0OQYCZBmBWPmxoblS+NOwz5kTWIxQPDiLWCi299saueYmVIrXGcqFsIqVya3lCzpX2Y+UZroceXUTwqniOV3zFnmrmUsyYgl4GSuhoblIiPOw0ekHWI3wQCiB+Ctm7ysTSkrmTKrP+ikVqWqOmgblBNpQOeQEYToU+cUTvinbCapDEymkSYjyYClwSVWRoZk/qQ5w08j9WI8wQ2h6SC2W5rsMyrMGRcrKCoh1o7qIyl9k/7pKCjikXMoO6hYjupnVKe9zEImeSbqCXqlp6XchoXk4iRpA1Uj1OJAwRfh0GC9WiqwZFubl54vPRve1RZuGNwnUpXs+Rx4EBXr4xzUDZPq1p02Cukp4p2WyA+pD931hOroe15OQfBm7t8QAAAkBd/JWh6wD10cV5cu7h1D1RJtzZ1w0pIsrt2mEBOrml3mzZOqjt4uiuzpll56CBqoup7JBQIoFx8aAg9mjF+oQBMj1eANGg5vvJ6ZF4lunN6mlQetf566UoqsZh7WkA8rUx79jZIqRl8rSu/pTB9gCCPoa9+dBRanvZ/lwiqmNOAuwDMjkiAimf3vb+AZF3ouUaAPlPptNeALkn/sHiAQkAerCWAeTY7p+aAyivEpAKBNyCuoIeB0BSinbmCoAkKl52ClAE8jVmA1meivMqGSl2ZuEyFv1Ogs9uFTkm+r4CFAT/sqyuE2zYdpuWE0iu/ov6E6iDJn3mFQRTsnIiFaAlrlmmESQGsjGGBImc9vAGL3F05t3+K9VNGsw2KJklsrrOJej+qql+JADXwphaIqyuxoiSIhSDhnoqIuBU1m2yH5AnKlUGF0gIYi2eBa2bvuzmRdVzqtsSQIlL5slqO7EklrgGN5D9xqa2NFzXKpWOMeiukoWmMGiD1nbyL4xVzmniKAgoblEKG1QJ1ipKBqWaZuoeXFFyZtheVYVKusa+Tz0jgrVSScT85qQORWDWjpLyQeCuVoLuP6CEEnP6OvBWomZuL6Apgk2CHBALEidyB3mYzufKcv1xAtXeax1JgsQaY8UiarKWXSz7/qFqV7zV4pByU1yuBoBeTrSEOnEuRVhXTmNCNogqakpaHKwMGiUKCC2W3uXGiflvmtO6gOFIdsHSeGUherAycNj7Np8iapDVSo5OZKitwn4uW1iEVm7OThhX3mCSO2grJke2HSwM8iMWCMGU5uQWoUFuTtH2ln1Hmr/6jLUguq5GhGj6kp1KfMjU0oyScrSthnxqZXyEbmziVRhYTl5qO7QrvkWaHZQNoiGCCTtP0chpqM8IucyVsNbBWdCNuI55idQtv7oxKdfRxpnoTdtxzW2d6d8Z0+FRheKp2f0B2eXd35iqQef945BBmeq95b9G+b5x0S8AqcO91SK58ci92QJykc1B3MIq8dGh4Ini+dXp5GGZQdoZ5/VNfd4V60z+meGR7lioLeOZ8FhBmeZp8YM9/bZx+F74HbyN+IqyGcIx+OJr3ccl+X4lJcwJ+k3d/dDZ+y2U8dWB+/FJ1dnd/Jz7rd2Z/SSmTd+R/ThBneKV/Rc18a92Hj7wlbYiGw6rKbxSGCplncHGFbIfpccWE5nZQcxCEamQ6dFKD71GddX+DdT5Edn2C/SkpdveCjBBnd82B1Mt+ao+RCrpPbEqPcqkbbeqN8Jffb16MkIaMcMaLUXUhciSKHmM5c3aI91DOdLCH2j2rdbWGzCjRdieF7xCCdwiEOMnDaaCaXrika2SYAqeGbQ6VwJZpbpCTqIU8cAaRtXP7cXCPz2JCcsuN/VAKdAuMPz0gdRCKoSiKdXeJahCzdleGY8ggaNOju7ckapugoqYmbEydo5UlbdqazYQZb1uYIXL8cNGVhGFscjSTBE9hc3mQozypdH+OdShMdN2M8BDddcGIP8aqaCytHbXIafGpVKTia6OloZP3bTeiE4MHbsCes3IMcD2bY2CkcaaYN07Gcu6VNDw+c/WSeCgVdE+QZxEAdUCJ08VqZ622ebSNaWmyGKOxaxStyJLWbKepBMEJONSJAgBwttoiR8fLVl+5qWwXUqS0hZDIkRwhUsgx9/8+Zv7/mTEzZsYYjGMYM+6cuUIU+eil6/WKDuulfV2v2pq+tvtYvd+viDZheDRI2c7MrhrVsafstbrz4ds5GdpVvg+4zNJb6x5zrxfDS215U/IN4wkZ20fe9lCZfw2+q23P0vXNV8/mbOraRNnmnmsjWIlM76YHx/ayGuqOhw2x3+rtfRWcr5UR685xE0vnL93Bw+T1Y0j65SvF3U2ZirFnNTNZO4fD1SuyJwbuCzJyY3oo5hDjTod38gVWQPPysDi2ut7DN5RTpd++roxrUm61NJS3Td41EQPvPpXcfw02ZPOarBHLXLR0ASJnnhTdRRexN3OlqIhjTO3DrHmaQ1GYHnTdZYs7Q+Wub3AxXG35kghG+P/0Ak05n87eAWt5Kxv8oEDAoyQCegnuFUbASiiM44NsghNTypDfkeTwNDQPjfHNwGwxL1cxBmMTVhb4HhwYt+atxKN6JnlPcXVdJtCJTxX1gShhS72EdhNc9gLoG3HrWCE8Rm4KkyN5ZN7OMXQjOeW6DhWQH6w2YEf4G0d/cDTiY13PuYToTk0777goQe0N+As/CarBtUID83/gX8LwZD10Qzjv4GXYQA/t9EAiaK7LJKKn11v5o1JKdXE1O6oA6LTjRCvXGRZxw+RvVeM8v/xZ/hHATTbNuAYukf6e1Al+lTw/uBCalvzk0wQX5P3qkg/fFlNWOciY8Powg5VUxuig2bma5Gohh1fMLDjOZajPkKt56aofuf1AXEFs4gQYprgUGgF5yoN9XKGXstcuofBa6WerGsRCfP/8H0y1Ia59GatRp9W5s3u1X5VbOH3lUsKMO1DqlnOFd7b4bqIJ0Ks2HOgGa1QK734oXtnhYgORCsDqXzBTUj6EMIzNoa0jLJOGV5Xv2Za1TQoLznK9BJ/HXVPFz37Cs6ugju4FnEubD6wFbYrnvCPAm2q982PwtarB6j30QmYzuJPB6T7UImTCHSe1oyyyRZ5vZIsbr2KmHFWdfbYpt1hPJYh52qrFIUpAVX5lhxEM0bx27gbTi0DrFRCc73FuTe6PIaSZwfyp73vFIOvnboXsM9uyYwvqyPml+WmWH3d1Q2P8E55TjTpkGbBaN7SjEpjS+jtLgXclN6y3QGvyAwacczXjt07LGLqRzvInzPpBvcyd1XK2EWGwezuHTuk5/a0z8anc0SbX4A7eYO3FHXEAoLvtnA5oStutA8Hb+dHnU8nXmZfa5sjOrNe6I6Q057MygBQw7hHmJM1qzDlDSjmco2fIVp7zAUvyATCyo4K/HNrp5MQPh4MXK/ijSM9gJn6OPd7qhPdzzSrL8Qmer7wO/wBEYSXEWpCTnUP4QxUJBkIM94dsI24jV7fPkSvRS47TZDCWvfgGeQlXDsSgRrS4eQPmgJlWXMUSMEb+akyPTaO/YY/wqKwg3AmfjG/BCSIumI3PEjPbeYQ7GeFYSsSTaouFxDP+P/okCCZMbUKQW0Kb8t3oevqadAClaBoxQ+/Tkad8sU30xrhrWBltFTSK/0y99/qCp1Azjkdxihq08CEcqbDe83C0Yk3DLfic3L50ELHPd5UkITLZZugO8kZ6JNMdjZYoYl+h1/NuBi3D9ufZevGxejHp6ISdFVtYsPBkYXqPPRRZoq0PgW4WvdMchIPUUXlL4QFVP9iO/FqwJ2MrolXci12B2sqF+zNRQ36g1yJ0TrbRwYh+kVIWpzGDOLrrNKjWra81QhbaqRIrSFIuEb2FTUr3A+0wUeKWHgl/LLI7koCICj0Dp1CrgqxttWiuYsZhFI2RT1rcR//O+9IZBnxtuFhzGsypvV40Cz7WPxTOQKlVf/N6ocfavSdhOLWsLKYB/qhZHrgfERcNb9uDPCm84FCMjBQMW5qiHGnqGQuA6kg2MIA/W16ou8DEJh49Dk7X/eAOQkcNrSeqoWld5mEjzNIeChhATMoYnv9BkjUmDmnINnWUpTPyt/RR+3PApt9OHw8QPa6FHcCfZzZQk2Bmqyvnv+CLpl1pf0An61IPR0Df9D0Bu2BlVainBH5RYe7gAw8Xg5a/ITrpx7ZXvIGLS6q5gP0QXzUDqPreUEvAxd0pHA9Q3j6bFgQtaM6O/jdU1bDBfxreXOPruQ+WVwU5/AInaTZbxiKRsgWdlLgl06F2pciYFVmcKQrJSRMdEE4wggAT4WGW3UkN/ZT9IQagNdz2gNN0EhDqOZ/2Bq/ZBdDh0COzJNoc+dYxJOxnXTBkC904Lup7dDeXTU/TCbwibh9tDoyeAKhh8PNhMSWFHf2NVCqyx0NKBaL77dZQoZip2XlqFV7f9pBeiGypbqSakSuF3lQsmkCBlA06yxEIHmLMtFOCNtwsukmgwGv8AwQw4eWxSpBBXLT9LEghHcytBQHkXKuboIRS6swFxyisYEiwkToucOF/p/zYcfxJyv14Dr+N2ho1za+htu5r4ddSHu79fD3lbTvNV1L+5nF8KbWkWcznyGYrMX6kzE0Zyt8izSVn+JaSepYX+TbvWyqLvJOXEmVG3hdf3WdOPhP7uYeTT0WXbXvIEVGheSV5Sbiw6RMpL5qnnU8ihW1yI3lCFUHUkKFKI9OW9FG0pRDkejkW6Ud65sfuzSEDZEFbH5F+0hO2MuK7ZM78Hmkimm4UEne1XuW9xFi5T/4o0Vm6Cy8i9CW+/2e43v9iShQAgCebGu1H69VYbYRsehCbivRAqrlFSUR6XqXH1PSamuc5c96vOefMq6mp6TEalZQ2Nmo/18er1qJlsyyXXXcRclVYuz4+JXvd/R++v3xLA0CLKTu7CzQYanfrQLvu8dZRsJ9PWk+AJzjHZXlgMuvqOhc8QBb8fQ+RXWJRgYG2Xxkb6NEcp2bBedaTkmjQtT4i6yHoUvsg6QnoWWPdmg5uMFLrfcCV+rvLtgD9/LeuwcA1ytzmAPza1VyXBJw/ZqURoKONVRGApbWkJA0wt4izFgP6RnVSKGCv74m6CfTVeQYOAs3m2cs+BXwMi1wPArupHvtjAPrmXW00kNOrpBggtntSaQdCOuOL9cD6trOZ+YBva2SiHdjU/CIqFYixPg0UA36WHs9RdY9J4KpQv6Qutf4GfHWWN+cACwdk5CX1VF+6YkI91rtJPKl+2P1Fxj31nWNuiX7q0aObI9+qJ2yWwJXqH6zNnhfV8TWNrgZ1C/VTWws3XHDK4stCRQ+ZYu2e4t/VUUyy5F7JEzqnbCArn1JW1CZ5k/3S5KgAclHVn+v2Ec0yuUc00Savc07Bd6nK7dPa38vn1LYz9ytKaQF9v/K88i9qWvqyeIjyq/bLLCLzZOWJe4l+eUekkfBS3Fg7jXcpRz0icYuqz/l7LBN42rqTEcs/mOfTVYo+sp7SKbMVF8kh5bS4h3RV2TMURLp67y4jPgg4RM7Gw4HOtcewG2C8RxjWDo64BKAM9JntFO0JvTXxVAQ8h/iKFMPz5TjRC7sVNRAO8Op0Ht8Pi3bexW7D+REQlg8Ta7MwJ7jHIwS9Dk+6kMgIPNUynxJQd41uZBi1D7tPKMhhWTJ+hQws1OKriG8OHsUwImbnEswV/3f4H+hxvHKtAE3A/TxWI+/wUJfbiAs63KQj1+sBfTdRppOjtfi3fG51IO7GhRbQWDUbkDaIPtRuSMhES5jI8EOogM4J6EKOUAMeLogPVSVYBIfj6sZkQmbJ0IH4+drTCIC7mR2rgjCJKTq/E31g6DjwEU3Ue8SfRR7xrVvGEJBLCEhD5rKxS1/DldowQQKkI15affBHtgg+Ew9sngVLMMJ6QRqFjtVLD/+EHqgTHdiBjJg3xHsih0xBWwrhGUNBgCMM6ectHYFuch0ClWaaLGxwwCXHnLgobLDtMJSFebSerkxAlS3jedPIRFPYfi2S09DyDxB+ZfEKG4UR81N/GzRjml56FArXXRPYNQCJWSZw915HNgqTdI9rpOjlzsEKGbqiHc6LQAz2xNRxxNG2TvQHzDaFhElgYYPFPxZi6qKXApoLBp1gULOYbKh7j90eEGmLMN8+I3gGhXp/KR9G7p1YmduBxHaWphbCZ9qui1B4S2tu2DzoUvMTv4+Qf/3Y0gxNmvG24AE4RHY3OJmFBRZOZVpedAdqNaQVv6pM0f1HMpJ3h5eX9ewP4ZZXaEXD2j+lsZttzFTVc1+OiZFJhB5/OzQ5ickOdYgFMCWV5bHLDWT5O41EN155uGIzb5Dacu9zcVVjqemsQBYsWsq8lldu9qY/KOy+SfQO5XfCEHqr6oTTM6ITLK19b3goe82c0W+UPwO9+ZOKc+VeXJ4y/9BTdq3Kax+tnaV6Gielp9Stm07RC4AM38+pDFAoTKQ2gt/PScGvQIfNvP6YRkqn6QSaW+pRrgZaXDabTYXW/XNS6wNl7+1nHKCW2Jv0XOjeplhqE7x4zQuShfOEuWQc/HhOHz4LWV7jq7MSM9Rcfh5xVdXDdhAqyRttFeGU855JxHtSntPr8PxYf2o7viz0JqnAnqw5TlzBRoSFRAa+yNkFC0SHjHf5H3gR8SOXwFmUnHaSvVrymrmgvZ7jTtuZVykrKI5ZGUOTdjorNJW4Q51Zk00spBKF2bianHJORg/iIsNJfol5AD/HHqmRKUxakWlJyXzGy2DKTqZd9QF7qsm/+Ps7Zkh3zhoyScSw5JpluEx7S3gAG2AqnPXIUeILfQPHNwVjfazQKpY3MhfrieJguqEOyNJTtNmU/CMJms7tKCUsRqcQEB/UUz4/Y891hDAGE7ANzt8hLsRWHcX5H72Idmq/bkVlNmaPzV+8h17T9HXmVcrdGp/sTX5qmYl+QKyqvRHiiItqJn1UWK7xL+FqtJQHnd/ABJHNa9jh7kKkX5vSebp6iJ5uHy/iqWH7/zI9yIEjq3YbiO7mrOgM/KJ1KLgOe1gv9fFD35hHhXOQCb2bizv8OSHnjKy4Lxh+oXXsnaqeT/eeOFn4kgKPp2XoSXHH3N1LiEz7re1v8VLbz8FRGNO05cv/omZLkPtLBNbDLkHQEMHyRGNngRW52hBUNFh9uW6i+HpRmvmZpCvjvGmmjNk9y7iqQry9WI9LfTbO0/lUDXuf5YNlKQue8dVydHYffUn9nAtvmC6dgdstHeVw1WAtXPGqsLimWRqS/sJ4vYpNijc4V49t+00nk68LOs17Koq8j3BeyoaFqzhfle2TEKofHNe+qq+XBUDFdYfkK6Tt5mT5xwKFSaH4V7rQ0KekEy26D6pD21J5hTooKIfzBWZ7M+yXwC8L01gH8OwnXeQ16BTTZRGDkZrQ2gjweCVdEwp+zAeMJZrgg+H6Xg2x6xH/QfN06w2OgiKC3FgR1OhdpY2DFy2kmWn4htNnxDSyja6qy8fzwQXmOHxHhdK0C59/mDOw2OW0It0d7P8M1/dfE4cCAHBkPURT0uJGRQVLlKGIC1SmgylbZC8Vw0oCmZAEc0kuyV0ul7tLLosswlQLKlbxqdXXVxWtH2fFrbV1PPU50T7rgOcf8f3hq88IRxZJefGJ8DFp4bJBSCJNC85QcaUM/27lX9J9XvXyucAxRYEeh6uE7oQUOsUUYzpo2rZ+9JoqfWu3hqa0p0vVMqVn3BA8U8FZlqkaUXgFT1ceAh/6H1SMgRu9jsnipQ/AdN1TvK6Vit/FUhid2rfaGdUv0ZWaiwWfES3iSnsDv1PDcQmQCoYj/1YlQMeDniqpUJX/SUWIUug9QQrI/OSpumqTqCUQzzc8aBzW1pArq0M1e3TsgmzEF7+YVgY3YfGxZyAf9HKkWflPTU/QD4oWZNj/OFgH0b3XAr/LVsmyiE+OdsEi7InN3nAffd+OVpVolpurt1jVhHFz6i/QZzI7NkmF6fiRoco4/ENQKfhOe82/T35KPd27ASiQbZVuJbQ9D7++Qt4laPgOJV1uld3IJQcjf0wdYX2dGgsZLdC6i6owU9bSYcWIYXbQFFBCVPjr5NHIWm9S8kTGBjgEbaCcJ8eW7KXX16PJfdzK7xBxtzxfDN9x2VOuQBsd19cxlbdsQUv5il3mxgU3wWA93V8qG0YivQ9JEBkEFLlaajp5uQ6M3lc/zXq2zlYBWpY1CPLOGI8xSpL/Q5azEtcG61KbPSJQHGb3Br7HSrhRfnMwd94h95WQ/uu3Sp23G3u5DLsv069uU3s5i1l+2vS86UzebAPEXpxcoI/h4GuOEuHcxxFFWCM/InBcGypo9GOjtpar7idVYnH+rhSHhANx6Nbz3J21BZblvLiyT8ZhPiW3kWTyX286raMJfl+Tiy9sOR2xUEtv7Z/ng84UOv1+1lSInnnEKJVto23h9gJhFLusvVdI0KvNs4QvyxYYjooScwb1dNH+TaFEkHhJzBMsTNwT/hoVttHmUTUL285TvZFNuw56dCkGJOXi+bYiYKy5ynIQuLFTaAoHBksLyBEAzXHXwYByI4mnAUQMT1sI2ML7NX3A8XnuSKI0gBqtjpQme3qDvwKHRWusAtXeJon5qYpS02tkKVklVjJAcTO7nLihKNnoiznAdzE+aD9oDK9GRsGqwIfqZhCmlsAL5SbPUvkjYFSY3j6izWUNmDega3a8MZzX0Iq/6PnIrKyrxFo1bQOOTYLTo/vQmRAcHoTkQ16B5+ATqsfUFihWoffskc+Xft9a1Z5J/s28aTqi5+1YalhHfCjO1z3BRVnx+AA2e8NUrQy9Gp2kwTUDYdfUw8itQBs8X/2YqlA1qzZ7PpG1SLNa5JbrVgfjsynRcn17Kflvs3eRWVdjXJxpxyPJbes1Wh/dkdUXNNOJVWEcdQruHVgC6VEdVaI8AV30mi19IWULXJaqTpARZrzRUbStgyx1LC58T3yyjmZ+i52yXFo/DbWbzq2uQfoN78LmwPf0fYFzoHnYJSpfSYODvJKlAinOv2D+356jjQKjqPfTNl/StzurkEm4XL9stmENzuSkQ2iK7c3qKUhhe37oCAwaibnPVCcJM5Wl6IfnetVJZ0t38wR76DVj9R96rta6VeV38uqeF7Q6mQ2D6WIbxIATdlh+ZtWu4JpymkNphwzp7Muz7us/cbdMcuoofJ7bI/UKkS/X1vdbY1d9QncFc1rlkGs+S7DlmWNZ03DauLWEHRI/ZrZytCsijaHcFzQnOYOfEDBR5xKoJk/C8VZ0Ahv2Fx/kXOnlcaLq+F1zucEVX5zveD5bMuxU3o201vYE/r/iCRMoGFr+X8P0lgEarBtr3RMQTjQKf5xMxxLERRNGoSm7Ith/9OS1YrV217jw24oYxx2hPL/D5i58nPrUskJUGT/XyBW9WO4gvxELaEziY9vUgAy8tO3W5GPaabsuulepoiQtbJ/uQoBC/801CfArl9hfApPyxq2zJJ9Ty8xZgG/cXgMBLF6erQ8HcmjpxFSADCjFyqULKRM0r6T+7meVyZI/mnO6+MoiemBHrOJ52Yg9XMHPo7cXgV9S7phI0BEXT94HC5dP0HHBENp8PBMMDqjQCsA2SgxyVT7H43tFMTC/Sdz5qwbdyXDqkMNliTa5+lbuE8sgPJpSb3wPh8b+SSZB4qjjxIjqXchnzKXaF1CJ7lfVUmrV98DbHhwQA7awhjpX6c7V/OQYI3Sl3dYXeH5umWUmNjH5L2M5ei9Woh/UXIpiERuQtyHnsIlIU0AO6g6PUyC1l7LCY+irLBnLz3XAMr2G4uCbjCUfrduMk3POmCFyZzLbcFX3MHaqPoyQRM3ET+B5IQqtEAsKiNBs12RSzHCSKsrjjTwP2M3Mcy1xGndU28ftR0oq219Zr+QkmP0s95MnGIrNE9f9qDtiLF52Fk8nz4ekar100QG+yAPtWkoX1KGK8ZwnuwucYxg7DvcWbD9vN3Q9LX7UrnVps6+Z9jjzN3WSH+2r1u3UlVjXLoOwV+a2kBloJ3lg1guEi52h/ADNU8V5bpCJgD/rhwZ372RU9Q8gtQVbjXsO1C/eXN+7uuH++tDO24y90decHSx5xJDtQnPyggvtrey3Uwctvlymj4HEBHI3N2SpaG+934GgxhNVYf2LmMFbl+6uYbVu/qb7Y9NPSXddfexZ0WYHhyOPsFoN3BcL7lpC+NnT3ExtAtdEqt5DmOGWp25u+0edct8R9qfKzr03Oc8K9vdFcC9kdHVd5jmTFB0gXxNdbM8RIP8HBQj69y59nG96lyLnmfB7rBZEmB98zwl7k6B+wgDXi2yAYWrNr5F7GWECq7V7pVclqA98JU0spLh8kkMkoWp9GDkSni19sC5Wm01+UyLrmM9/DBZ/luh/9wnakmaA7AFKioSA32oqrpOBSGBsqrqBYFaepxeBcUy1o8WBdkLCoHiBmDjHnTiBzi4rmlaCFCLol86CgBaxlcaDNgovkTGC6gG2iZKBKGmira+HMl/mqeSG41YfpkqGj0xFovqGMEJjn7KF8jh+nHWFzS3/mYuFxiLhlvGF+xbZlMCGJwp7kAmEtAIXiKCBamj7rPGNAF9gqS2MUlWxpZiLnUvkokqK20ISnwWKPTg+m8uJwC3YmNyJcCLbljGJdhb7k96Iqgq8jw2GPAJrh9GBomhjrEiS2l7bqIWR0lU+pPCQw0t+oaGPpUG8nmKOsDf6my2N4C2qmDqNSyLJlYKM5RcNkxWK5Qruji6HZAKyhyGB0mfrq66Yzl5Zp+iXfVS9pE+WIksPoPuUtkFdncKTdDesmpaSXS1xl6KRiyKplOGQBRcNkl6M5gsSjWeHfALuhoyB+2dbqxie6F3Zp1qdOVRMo8SbikqsoGyZ2UEJnTiYUzdnmhSXAi0+lyCVZyKKlFeSohcJkcWOkgsujMGHjwMfhhKCHGbDqo+lJl1jpuGi9VPwo1Sg30pdn/ee80DFnMidNTcvmaubUi0UlreYgCJxk+iUuxcGkUiPkQtEjD2HngNGhbCCN2FfvIJpR1fCuFJquk41tDZsP0S/sDlt3ztFrFFvpDG9qI9xeieCpUBzRRx3oot0+BBioHh2owXRmL56igAAjLV+zWEtuwhvR1eWtvNwQU4QsuhxVUShrutyjjszqwpz6TG7p0t1WSeYo+d20xyzoQd4TBDPnsJ51gZYlyB8+gAAjIV/zGDcuZV1KVdRtYp1wE3XsY52cER1rap3RzsWqc94PDGxpgx5Ryenop16ahzmn6R7oBEvnTt9BgbPlbB/IQAAjFuAAGBvuE57FFb4tE17UU2OsFl7p0Q5rHh8IjrsqJZ8tzGcpMR9YCeuoVV+Hx0Qnlp+/RGEm+GAGQc5lG6BBgBLi7eAM2AHt02A4lafs0KAwk1Dr0mAvEP3q22A2Tq7p4mBEzGBo7CBYyevoDyBzh03nTKCbBHYmpyC7gedkzOCxQC6isCAfl+ttmWGZlZMslqF60z4rmOFiUO0qoyFSjqGpquFLzFgotOFNCesn1OFYh1bnDCF3RIomXGFdAf6kgiEVQEhicmAw19ntYGL7lYIsYeLB0y3rZyKQEN5qcmJpzpZpeuJOzFEohOI9ieqnoqI6x16m1GJERJsmHGHnQhKkQmFmwF4iPWA/l8YtLORdVW9sMCQL0xyrNqPDkM9qQeOIzoopTCNbDEjoV2M5Cegnc+MqB2OmoSL8hKil4iJigiMkCaFxwHCiEGBMF66tAKXAFVnsASVeEwmrBWUFEL8qECS5jnypHOR7TD5oK2RLyeMnRyQdR2XmcOOlBLLlrCLSAjCj1uF7AIBh6mBW15Zs1ScnlUWr1iaxkviq2qZG0LDp5GXsjnCo86WhTDToBaVfSd5nIOTpx2cmR6QyBLslfmMvgjujrKGCgI1hyyBfl4AsrGiQlTRrsWgAEusqt+eAUKVpwOcbDmco0mbAzC1n5uZCCdpnAeWNh2gmJiSjRMGlWaM3QkRjiqGIQJehsiBmskgbhtlDLgZb5dniqcKcO9p7pXtchFsKISqczduO3NHdFxwQmF8dYByME8tdph0BTwHd4t1ribReBZ2yw29eZR3eMa5a15u9LYCbR5weKUybrpx75Q7cB5zUYMrcXh0o3ICcst18GBjdBZ3K048dU14UztHdlV5WyZadtN6AA3NeHd6dMSCaQF4qLPuawh5OaNPbNx5zpKebmR6aIHIb+V6/3DUcV17lV9gcsp8H01hdBx8njqbdTV9CiXxdah9Og3bd3t9ZsJ9ZwyB8rITaTiBtaGhazKBgZEgbOGBWYB6boKBO2+3cBiBIl5tcZ+BBUyYcweA4zoBdC2AuiWTdJeAdw3odp6AA8CHZXuLPrBIZ8KKO6ABadiJQ4+pa6SIXH8vbV6Hi26ZbwuGwV1+cKWF/EvYchuFPDl2c0mEgSVKc6iD2w4TddaCdL7bZDaUd66qZqCSpp54aNKQ6o5Daq+PUH3wbHuNz22FbjiMV1yXb96K7UslcVyJkjj8couITiUVcuCHVQ5XdSeErb0zY0GdlK0uZa6bEJ0jZ+iYn40MadWWTHzba7GUF2yVbX2R7VvQby6P20qJcLON4ziSceWMFyTocjGK1w6RdJGGk7u4Yn2mtqvYZOWjiZvsZx+gbIvtaRWdZnvaavuagWu1bNKXqFsYboqU8Un9cBWSXjg1cUqQCiTAcZOOQA7DdBKIMrp1Yd+v5aqnZECsGprMZnioXIrdaG+ks3rkalihKWrgbDKdrFpqbfCaU0l8b4CXJzficLmUTiSbcQORRA7tc6aJj7lmYUS5F6mlY6+0sJnYZeywV4n2Z+KsEXoSac2n5mopa6mjxVnVbWufy0kPbv+cCDedcDuYriR9cImTxQ8Pc06KL7iHYLHCSqjTYzC9RZkSZXm4T4k6Z26zb3lpaVuuoWmVazip3FlebP2lQEi3bpag6Ddmb9WcdSRlcCaVxw8rcweKQb3ldDFkS64jdQRm454ydcxpYI31doRrsX2Rd0Ft020Md/1v5Fv5eMZx20oEwQk81IkCAOBdKkRth931GhHqV8kZqi0VOTqkHEUiJblmjJn/fc9/7tNgzAzjvnLlWEq/svFWd22Xt7uvem0ssWqzW1Fe10vv+/YTBdDZjffI7Ui6RyjZjsrsRTQHa7nQBVj4l9vXgWcE3Eou1C/8nB8Nd4Ak7YSUQE94t1AK2Xn4OZaDVuwG8BhseONa4mt81v0ZARJd9h2UHdncWyRIQz+c8hWex26WVwEzuF77IzSfCCMHYCfiLbcRcSU7k6ZRL+rYrmbMm7bdYMat6HJ3Cx5Pj9jfJ79lcs+p+HXsdEus4Bv2rWVKCLCfNLFAg3gOIQPviBfmlEAvxc5JXyGO4rU7p9HV4oANi7F54kD3OCxavMT+PbGD/e1sS66zerzJyO9Re5amCLxUqOovIay8i0cBPUqfbC34l8J4yBf2kM/uDEHC5YIgM7pGNuHuhKbJch38cEq6sseaO2poabTOLSsKNE/keRbcVVYIWD2NrRAO5m/MUoFO2neJiVCK5kakBVaom4M8EJ6q2m0SMSpHHVDsmjz4tCzneXlmQx3vlCXMVM8PL/FRoHlNJl/UWTi3OCSzCThSdDihCmwv0EXaQEP5DwMH4Ku6eLcr8Ig2waEbW6e06fbIWdXgXZ/EHavNMEK5bNUp+XH+swprZLUg1iLI+FnYbR4/+DdoayQixFCIISgwC/Ys3OBWC2/V0w7jaItK//1ItrZ9bt1K7o6W1uIY3qPGRFkiP6LeEd6U11U9lmEtXFpx4WA4kGc5H/EF2GYeD1wKWYx8NwZqKQpbsBDdpP618162Vc90rXNOb9esIYEX2+EoBXL7WjdDvLw1jXkn4gS6urYDZ4TPqxeFG0HP8q6AO9A/ShvdjkKexYYF/siQerJjKkvXP12zMyeiN7konzvS84vkXO7erjTwKv982/v0SwJOc/mBrUKmISt8C3CxRhJgAk9XcNwiwSsm3oJoxKSePS0ge9MvNdwmpzIB0wTlmT2jKKOyeUGoK/U9PzlTSn0Q4AkBdCqARGym70IHA7jMBsTWVcEo0bV2ySI59q6Lwb1z++o+4p15jDGI8BF6yK2JVqAW7iGdoWUZUaQONh/0pxajX4aDVBWWvH6U/gY3uEbT8USMXRNDk793pqHOCFtrhT5EMw18TIlFSBW4G/4txMPP4JMn/IlQ4vKB3cQ4WRbWT6qozPXZ1AJ6mesyaguN2z2jjQzQXg0DonXVKcg+UUrhJMoRqSR+6D1RC7gDo0QP0gNwN9YhHscfsmFhzoSeRf0/ksvZWpcX5Da2br47dY3tOTUIflYOVF6APinDChB4XHGJfYK0Kb4DnFGe/Mrxjdgq+eG4ZuyFbGYHhXfJzP6FRLgs2OUqESd9PT+D+kLysHUdcLFwUcVG8In+hX4p9Ef+T6JGuFdXL5yDaLSGtAg0XqOPHcbWqs2hw9hrVaf/alypHHWpw0XKjPltZKTsX80/Cq+X8sqeAm/MdbpRyMr4gCmGnhTbCxbDA0UpxyDEUnAh1g8l9X6hidhe3YDfbWxEK3ORYlc0nfOfEk0KSRMitK/52dIFBFRxtQNgaIUVnQ+ttZTlrYEXlew72ga/Mi2N0SL/McyE3Ee7Cz/7oVh4wUGX45hzfrE9h3BRTjVGClQtUaVqYXXjIU0T0FCfTmnBghouPwxCK/NT/4ATyvr3TyBhpV+FHEKXm0x+bmh3sdQlBJUWutpH4u2qmpN+gnldd0rkQueOA+oeYEXrfbINtG+Kz2XAN/VjqVugX2ok+5Pgi5WR2yeR6rIo34eofwno4oZ8Nmyz5+L7VOcaQvK0vYnmNkHr2VjVK2FP9y7iLVDbEcwbAjWt3x3phrIaw/c9hRPrRNtNSFC1nW81crOs3MUOMRdP2Stxa9WtZgdJUnpqWZzEKeOTLkH8WzZG/1d8knsuL11M5I4dbRPHC2xj/MW7ANuQL8Ux4DOf1+ITcDnntLgC6bM5Lu7DjzRGiT7yhkvb2Ln8s5pbrJ2AR2nYOcKX/OWsNYikGlhraHZ/FOuIwNsTWV/0vo+O3YN/zalmc/ARm+vsP6klDWnMHHizeZyJQHaqAxgEDSd9mQLMkzfFtOGOR4qYG4TVPpJ5Q/y5rV/kQV7z8RHtpvI5etEB2trWTTTMoHVnKC6NmxKo6/SQ8id6CROIT9OhDMJ9TAPM1ZRGukbkHN1Pj4n429YzXqIfvB8zaaLPHIZJZlfZCkVOrKHWhlwkryy+SyrkmYosckLuip2jVssu5tygsmVY8nmqSbZp7/+oj9J3W+voOOkP3hJaJ1Vxsmi+FLDtY+IlxdUoPpavNSQTpO6C3JGY0Q6hajJc82d2H2nSLDg8SP6uDt4bTG1TAVsXUhblWW936rZyGSeaKlI8sptDG2V5VfOwWVNh0RK80rhc+pJwNdQiEoIqWpL1K/GgoOawDemr3xxVQpboxoMLyRntKa9BaqWmjbOBvKcetQulXinmVgxgeysrC8axZ+XFkkd4roWFNfhgSWrmeyLQlJQURRiL0/e8Jz4XyYIdydSCO14MqdbncTjkCp3GDqFOKI+VN6OXT9bp72DJ9R7iQWy4xgRZ8LDKvzNX4a3lRw6VEHalj/ekEbAZ21JGDBp3ea0m3hgUy94TEv2oXT35Qikrq0T3t1/K/zc60XqNncRymnrBm9jdBkOGAA+qJRI/4KYqwe4h/FO5Zovv/xmYE78c8wQA4LZTW3g/ar2iKFM6UEvRrZqiiHQqdOnW8Vbv0Xs+9+853vd93qP3TZdKh5TezGgMs64149qZDyIKKWRmZSQpmWXHtfv9A77S1PrJNaP/35yWjUr+1A3ZXJNpqUMNJtHkKRvWrBr0C5H14vnHR/iuYl7vhvxR8fBRQ5pC4t/xZZtA0ny4JXhEMtssWtMqtav/uOyyhK3Js/lNFkl9e0jI7M+z1V6gawo6sLPUzeIlwijKqSS1sJaUlpHpP4InvP7tjqCw8mTwSfBXvsE7nxgSRnMvgoWiAkstPiOZbhyiXEoDNaFkW/kidA/pxPtZ8BdgrEwtEIKlVc/TrhKdAnhbIhEh/BS8Gp+pLvR2ws+Iv+Hewm9LaCsr7K28vMEJpAnc1d3EJ+FWeJpoEqVVXSfWVifkF+E3xAm7H+N8SUpsE+4h3RnUjf0uC/Eaw36QO3AfY/3ybqsKzAHqqGvEB+XzVCE4K0ehNnyzfK6yC3umSMkrxoyKK7utsWgoNGYWWwwdC/JHZ2COVyc6AAu5k2g/fNXqJpqAGA/aYih+nhnAUvDjit2YE66rwNAhfF9uEarHQ1LXovG4R0wkuga3CzyFcrE5rwzkHTbJfYGcwRdZuyI0xjPWo3tVQbQATVZ2y5eiAUpzXhHykYnaz0Ou0Y0pKYiO+rBVjwio7EBfJIsc9LJB/Mky7ih8m4y1LoUvEZ6GLQha8xsViaD6UzJLpFwnK+cjYVrvnDrEnp1LboQn1L9seQcPqkwB5+Hzyl7PS7CSmebehi0YW2sT7Ag6ahzgW40GcjV8p35YagZfqVtQpoYP1fpn34AlBkHSFJykv7SlEA7XuQXEwR6afk8x9JI9wr0A7VRVWz+FGDJFbwkHt3sAJzjmsI3EGt7cPFzaBy9pQrNtoD8awpNioME6u+gR6JzxzaZ7UIvB3nMVlKaHuIcV3Wz9/EXQIlKgfQfd6BknvKGHR5PEf4cGO00lU1BP23hWHsS0uiSehQoOVUTnQHEN45sqodV17R73FfeMZ7hAsVybMd9fYSJZzQcIOTGI74PI473VOCTplZYkQvHdQZljkG/nh8RYyK5tIOqz4nXL3U0rFFebBj2aFOV1CVye/JjuX/OTFPvINn25jsz9E5DaBQVtkhT2dLFjab9aX7Ir674KKoMSHyjFvJ6oj0xLZffGNHqWj7tfpFnhevte+r0o0XycDJEOaB9pMkuOEl7s2rJOsauaw6suaVAtrrTNHFO6VnUlfGGCBNFRSXSV8Bf/36mb1YHuRmq/WGn/gDokqbLIBBsUHE2s+jTfEzur6hQQojFlu/D8AcD8IPop4xU9Vj2Y4EfbiCe+PkWlSqb9cfKidMq9nEySjTrMI3PlWovrRCzMUb9SRUkPo5XKcFm20MTEy82KxbRYLs+woI4pLHZVkE8V9V+7klGQs78buAy1uceBLNjdwQ3EwSbLtbgMuaPSK80wa8SbWYwFCjDaD4svqqRKsdB9K8heLCL+OHiF7YpkQAa22+8cMYHluTsSEKZ0CCQ2Y48tSawHQ5Sh9AzjBc3RzvRTfjGVTMsKJWQdNbE3GoxTRTtngQ/5NuI10U4Cvx2EF+nh9hD/Dnx2CMcjwGXLIfQhsZBZSC/WFSh+peK0xiohqdEcKWgDI6xqDw181PTOeIJUGSJK8c9K04YpHDATbkfweYzIYQuWT4dZOaJeYCX1HyqnziQfJw8fTK9UgWfGF/l3QIAhIf0OYdTf3PE9PqPbGz6Fl2o+bVBir9i7boVYFrvUIQJtUxZZJSMGEEO+Ie+1vJU9J5c0h1V0gIym/HxLoq9hT7orYVeXvWMlXl5bHV6GPTP0bFiJ7a9xdluOXtMBBx9kVh1vBRB7UAxmydyuPTJzcKTTjzdCvGx7mZdCBLUK0hi8qdk6rhX73Ni3+TMmrBesv4xOHgRfPUCjDTkOy5Fs9lerPtgECGAJvvQ9kUaArb3reAGErrs49yo+eoRMW4CHtffEBWCdreObu7ClzbHrJSjTGPRVO/KwttfBDp7UaK1uwOmgkcyvG8+bJ4uo/aNAxxs1uhW9z1tcIy/xTuPoXpTt2T6pLeHRYSMa90rS9y27ip/lulDNCm0X3Ve3iArNsulYWR2wqn1eEiXlGj3L/Mof1hA8s1w3vXlFx+4wrbZq2/aNGnf+XFiSelqI+R5VzYjeu5qr4sTJHGeVlwQ3e0JtVHTgx4wJVbniBzUn+BfL/qlfJZy331/7rWhJKk8TVx24jVbPiXNDB1XXJZBvhvKeVOvyX6WXzMjJYMbkLeZJZCQswCQ1kxJ+db8+VRpWatIOS9/kRGqEMiqlmXWWr4t9oBqQPwpNVP5DgfkuYe5Cri4zzGroOsdAfw9/Y34alKK2aLD+JIKJtDof5KeSLs0F5HX2XrYEtUi+q16B+sT6KkfQ/JBBZgA1+Fyhp9GfXe7RAZgL5xxVixkt7IkaTIdwdF1UohDRhlDOB75jH5HDWZTaQFYlL1MlkK4xeuXfwKOQJGYhaPUpo72ByKWPygEsZ5gkwTqLYvws/g42097QrBHoNWWstHicXao+lTmgGlINJ0mVzSqbGGvmgHJH8ARdyLT5uFAI4+SiJLvoj5wp0EwVWpzAzYi10Hytc60t38T+aHhWzFFX1BzPdFSt06cnjjEfddytBH1bMxEspW6xA+sGyH+r/wcDCPz38SBZhPuLWRD2g9GIWATugWaDVXwgjZSa8HHIjDWZc2c7iuGX3FxfiZyWH1E9iG+UcUX+h0mS1joIhkeRVy1xhVWQJiAZhF+OYBDwgx2KDAUigOKDeHs4jRCh+HD2i7ugFGaCimqeF1u+iSKb9lCzh/iZ4UWLhtaX4jmlhdOWBC0dhNuUNx/eg9qQ5hDogoeLbgVNgHaDlXpgjJWpJ3BDi1GmuWXsigqkRFs7iL6hw1BDh5efS0Uuhnic7TlVhXWaqyzahHiXfB+vg26S7RDhghCLagVvgB+DrHqannljBXAsnCVlcmWJmd5nxlqSl6pp9E9llZJsJkQSk5NuWDfJkeBwWSqhkIdyMRxmj8Vz2wx/jqd1xAEQiRF7RHl8nK5p7G89mmlrv2S8mDxtglnTljJvLk67lDNw4kOEkkNymTdmkJp0MSp1j0B1shx9jmZ3GAzajSB43QGUh/R9InhhmxhwsW4zmPdx/mPKluRzO1kJlOF0Y04Pku91mkL1kQt22jcDj2x4CSpJjhZ5LhyRjSp6Sw0ri8N78wIKhvh+yHdbmbl3XG0yl6F4I2LYlZp44Fgyk6l5kU1WkcJ6VUJdj+Z7JTaajlR75SobjQZ8pRyjjBF9dA1yipB+wAJxhhqAPHY4mIp+FWwyln5+VmH3lIF+lFdtkpx+0UyskL9/IUHPjux/fjY0jWJ/0ynjjBWAMxyiiw+Avg2riWiBWALShTmBnXU6l3eEmWtNlYaEaWEtk52EN1a+kb2EA0wUj+qD4UFQjiCDzjXSjJmDvymki0aDyxyQiiiEJQ3YiFKDrwMrhFuCJHRNlqGLF2qBlLiKc2B+ktSJzlYmkPqJKEuRjzCIlEDijW6IEDV9i+qHnyluipGHXhyCiV+HeA39h2WFrwN3g56CWHN0lfORlWm5lAmQil/LkiaPfVWMkE2ObEsNjomNbEBzjM+MfjUki02LrSkuie+LHxxjiKuKdA4UhpSHbgO4gvyChHKwlWGYE2jxk3aWwV8LkZCVY1Tnj7OT80qBjfSSkUAAjEGRRTTCir+QFijfiVuPNRwwiAiNIg4bhdyI9gPugnSCqXHllMuewGg1kvGdDl5ikRObU1RXjzCZiUoHjXWXzD+bi8iWKDRsikaUpyiXiN2Szxv/h36PXg4dhUSJiwQbggSCx3EklDiln2eTknujYl3akKyhMVPijsWfEUmkjQ2c/z9Ji2abDDQnieSY8ihdiHaVshvYhw2RKQ4ehMmJjAQ/gauC32/spkdjSWYUo01ls1wQoHhn/VHIndlqGkdUm1VsQTzAmO1uazFFluRwayTrlU1yQxdnlHlz4glqkT92nwAAint7728DpI5p02VXoaRrsVtynuZteFE1nGhvHUbUmfdwzTxZl5pyhDEFlZJ0JCTek+11rxedkvF3FwnUj6x5tQBviYB9km4hovVwRmSBoDJxp1qxnY9y8lCVmxl0HUZQmLJ1WTvvll52nzDClFh33STPkqx5FRfMkZF6Qgoxjkh8hgDniH1/FG1QoZp2nGOznuN3iFntnEt4Yk/pmeJ5IEW+l4J58Dt8lTB6yzB5kzJ7oCS7kYh8eRf2kFl9ZQqDjQ9+/wFRh5mAaGxgoHR9AGLincR9clk5mzV9109MmNR+KUU4lnx+jTsRlC9+/jAykjN/cCSgkIN/8xgRjzqAqwrLi+GBSgG2hrGBKGuCn2yDLWIknNCDNFiWmk6DL07Al/ODF0TBlaKDEzqwk1yDIC/vkV+DOSSBj6ODdhghjjiEAgsJiseDXAIShc2BZmq7no2JSGF9m/2I5VgKmYSIdk5Hly6H9kRblOSHizpekqSHNC+2kKaG9yRmjt+G8xgujVmG7gs/idWFIAJhhQqBnGoInc6PZ2Dam0SOpFd5mM+N1E3KlnmM8kPylDaMJjoIkf2Lci92j/6K4SRBji6KohgqjJGJhwtmiQCGrAKlhGSBymlqnSuVkWA2mqGUhlbcmCqTaU1Elc+SMEOBk5KRDjmskWGQCC8tj2OPKiQMjYuOUhgUi9yL3Qt9iEOHxQLeg9iB8Gi9nI6b4V+amhCad1ZRl56ZAkzOlT6XekMdkwaWCjlckN2Uuy7sjt6TiyPcjP+RaRf8i0KN0AuPh6WH0QMNg2aCEGgSm/6iU18PmZOgZFXhlyueg0xulMicskLNkpSa+zkakHGZbi63jnKXOSO1jI6T5BfqisWPYAudhyeH2gMygwqCKWVTrn1jlFwCqvhl5lKSp6RoG0jwpJhqJj8woaBsQjVXnsluZiqqnGJwaB8fmoZyQxJcmYZz4Qa6k3t3vwAAiiZ9I2SurMhpyVt/qVhrnVInphptW0iNoyRu9z7foDtwpTUdnWxyXCqSmvt0Bx82mQR1nxKxl9F3EgcvkeJ6jwAAieV+VWQLqyZv8lrkp9xxUFGbpLlym0geoc5zyj6Hnu51CzTdnCJ2WCp1ma13qB9Gl6R49RL7lkt6OgeWkHh9DAAAiat/ZGNqqcN1/VpJpol2+FEMo3N330eioJB4qz4inbF5hTSTmuN6bCpPmHB7WB9PlmN8TRM9lPB9XQfxjzl/PABXiOWAO2KyqJ58DVmtpWh8nFCIolZ9Gkcwn3p9gT3FnKB9+TRPmdJ+fyosl11/Dx9WlUN/uhN4k62AnAhHjgeBQwC+h/iAgWIGp52B5lkfpHCCDlASoWaCKUbKno+CLT1ym7uCSDQRmPKCdioMlnaCuh9blEiDLBOskooACQj294OWCJWM6IMXAR6HD4DCYXGmroelWKOjkodrT6uglYcjRnGdw4bGPSqa9YaFM9yYMIZdKfCVroZYH1+Tb4aZE9mRjoYhCNiL8oSnAXCGR4D5YOql2Y1nWCmiyIzTT0Cf0YwyRhWdAIt8PN6aOYrmM6OXeopuKc2U9oojH1iSqYoLE/WQq4hmCQ2LGYYGAbaFnYEoYG6lIZM+V6yiD5JhTsmfFpF2RbGcQpB0PIuZgo+TM2GWzY7XKaCUR45PH0SR7400FAGP24pyCTWKV4Y6AfGFDoFQX+CkepkuVzGhbJf2TmCedJa5RVmbnJVzPEKY45RRMyeWOJNdKXeTsZI0Hy+RUI/bFAePKowpCVSJtYZPAiGEmYFxX1Cj6J8uVsOg5J17Tgud8ZvcRRKbFppbPAeYY5kDMviVv5eoKVaTN5VTHx6Qz5H7FAyOm42ICW6JM4ZgAkiEOoGLWia3bWQkUU2zvWYNSGqwHmf9P3SslWn2NnSpFmwLLWGlum4sI5Ci3HA3GN6gqXIaDaCeL3Q6BEWVhXjcAACJ2n48Wf61omoZUSCyFGuHSDyujW0FP0yrD26aNlunmnBILV6kQXIFI6mhUXPBGSKe9HVsDgucXHdlBMWT5ntWAACJln9MWa2z8m/8UM6wgXD6R/KtEXIPPxipo3NENjumNHSOLVKi23XnI7qf4HdPGVqdZ3i6DmmaunqKBTaSdn2HAACJWoAAWSKye3XKUGSvHHZxR6KruXctPteoTngJNg2k3XjzLTyhfHnrI8Gef3rzGYib/HwNDryZR32eBZmRM390AACJJoAAWKWxUXt4UASt7HvMR1iqh3wxPpmnInyxNeGjs31BLSagT33hI8qdSn6YGbmas39yDxGX64B9BfuP/IE8AACI5oAAWGmwPID/T8Gs3oDwRxWpgYD2PmCmI4EbNbeiuYFaLRKfV4GwI9ScRYIoGeuZkYLbD2WWroMPBleO2YLYAECINIArWCivNIZwT4Or7IX7RtyonYWhPi6lRoVuNZSh4YVdLQGegIVtI92bY4WpGhWYl4YbD62VnYVBBqeN4IQ4AJSHaIBkV9WuSYvYTzqrCYsNRpynwYpfPfmkbIncNWyhDomDLOidtIlSI9yakYlaGjKXsIkND+eUooc5BumNA4SsANyGu4CVV3Ctf5FHTuOqNJA/RlOm5I9TPb6jjo6NNTygO431LMac7Y2QI9CZxo04GkSW1YvBEBSTuIkEByCMPITRARmGKYC+VwOsxZbETo6pdpVwRhKmJJQ+PYmiy5NANRGfgpJ2LKacQZHdI8OZF5B+GlCWGo4HEDiS8IqFB0yLl4TvAUuFsYDgVpysH5xBTkSo15qERd6lh5kBPV6iLpfVNO+e7ZbjLI2btZV7I7mYipMeGlmVgo/ZEFSST4sKB2+LEoUHAXOFUID7vj5qCV/urf9rvmLTnb5tU2WijXdutmhKfQlwI2q7bHtxjW0YW3xy8W9aSfR0QXF+N491XHNpIwN12HSjC0l4kHWmu8Vm5Gmrq99o62uem+dqz22Gi9FsgG9de5luJnERa0ZvwnK5WnNxU3RLSRNyyHXFNt9z+XcTIpt0X3fbC2V3bXiruYtkJ3NAqdZmgHRFmhdoqXVOikVqiHZcekZsW3dYaiduI3hOWYBv2nk0SEdxbXoJNkFysHq+Ij9zAnsWC392a3unt4Nh5XxhqAJkanydmHZmwXzhiNhoz30xeQpqy31+aRxsuH3KWJ1ujH4MR41wNH5ENbRxgX5pIe5xwX5VC5V1iX5QtZpgCIV+pkRisoT6luRlLISAh3NnXoQWd9JpeYO0aBFrhINUV79tboL0Rt1vJoKSNTlweoIrIbZwq4G5C890v4DOs/BefY6NpK5hUo08lWlj74wBhh5mOIrodqVoa4nbZxBqiojTVuxshIfSRjtuR4baNNBvoIXwIZZvyIU0DCZ0EYMTslBdRZdyozxgJpV0lCFi1JOKhPZlMpG+daBneZACZjBprY5LVjRrtYyoRa9tgosaNHZu4ImuIXtvAYi0DHBzfYUFsOBcRqBXofNfLZ25kvhh45spg+ZkT5ivdLBmpJZHZWNo5JPnVY1q+ZGkRTNszo+BNChuMo2UIWNuUIwSDLBy/oasr69bd6lIoNJeZKYSkelhHqLmguljjp/Nc81l6ZzFZKBoL5nEVPJqS5blRMNsKZQwM+Ztk5HFIU9ts48LDOVyk4gSrqhawbI3n91dua5okQRge6qlghFi7KbzcwxlSqNNY/tnk5+uVG5ptpw0RGVrnJjuM69tDJYJIT9tLpGDDRFyO4jWrcpaIrsenxRdKbawkEpf9bJSgWJiZ64Lcm9kyKnHY3VnFKWHVARpPKFzRBlrKZ2hM4Nsn5m0ITJsw5N+DTRx9Yjts4JwCl9TpIBxIGJNlVRyKWUvheVzImfodkx0JmpkZpB1K2zKVjp2OG8RRUZ3PHE2M3V4GnMhH4J4gnRYCUJ7B3XzsUds/2iiooluamqzk5NvxWy1hElxCG6fdOFyQnBmZV1zdHIjVTp0qnPLRHh10nVaMuF2xHa6Hzl3EneJCXp57Hj6ryJqcnG+oI5sJnL8kc5tvHQwgshvKXVUc5ZwjHZrZEVx5nd+VFFzQHiGQ750hXl9Mlx1h3pSHvl1v3q6Cax48nvKrSRoXHqZnsBqOnsUkDRr+HuLgWlth3v9cmhvDHxsY0VwiHzaU3xx/n1CQxZzWH2fMeZ0ZX3oHr90in3uCdh4DNKHX1MHAgBg/CEjwHm2DiJRahE9oCi4QEQRLIiAQkBREGWHkP32y3sZvJcdkkAIECBAUIoyqyjWyrlQ489V1xUcB85znp6zHo4Tr9/f8Pkrf+zNLKtSc1unldvVIVX9fKnq39QMYZCqD4wXuVRIcYpku2pNVh/wTOW9FoGy6KuLCZhD1wU2wDid4sPC06nG7qMcX9On5lpunMnbsoG3tnKOckQwyRgLLBAOGoqLtoq5ekvmI8BdN5QwBmLaz4uZkEmbFKiELJrjPiDWrDralVByt87oWFU2x/bc7F8eUZOtOMH7Wn1eslhwsWpDoU5kMY9krpREm8QJucBA5exIF3jR8CqQBw4ZFvkcwdw1NXseFb9oZTV+5Sx0jFWOc5MaO+RHed/bUfFG/qe6rQUu4TlbArtZrLD+GP8AmFTFiSTA2WZXYDbIMKX6fERp3dzdXcXBu/sbRkr57Y+MD8t0O2fLXOXc1hwRwk907CrwFc5oeMf2FF2rL45HJNttnyOjAJn1aeBagFPl47sInaYHO9qK1Htz7DdLLvSMGz5ynnY6yNfcix2Jwr/zenaO5wsFitaBDL1otcMa7y++3NARMSF5W+8ZuEQyat3km4sM6vt+ulA06Vc/u19J8oCHYSWnbJ8PmcRN6w0SzuOFd8bt+A//60/FGd8LXW39a34T57Wsi7gqUTWWBgZLBLYQXzkC6l1dVqww/7FjF/a46A8zhotL/6l4hX/kVkiWSy28L4XZRLBQxD5IXBMfji8kaeB2xCLZHOgs63cZDH/02qwownbs2QnD3LONNxA271nlZTRU8Ie8GP0iGhMNYy7JgYIQXAuqM4akW+C4NV3EfOTeokHiCsZm/Uwy8GCvPfJ0Ir1DD/oAuP1fUCjoMk6BV8I+5EskCkkU2tF5KJrPwryxPemPsM/4pTXu+CPpw0VsaStxnWWSHiMzvF7J8mTP210SH+mX+iQgi2jUN4FGMoLohDrIYwIZ3C/buCMMGZDdSw9CT8kFcSB2Sv5i4Ttcp9jKEuFWBeEdSeqU0Tv/ELHpstoe8Qk6TxcBzKTTpOVgGr2EXwpBdPD21XA1zdpYiAzQf119Bz1Fuy20YybqJWsLpqR+85YTxyhOW7bgprHGFikCDQ80o+KnhsV4DBCpV/DyQKHuRt42yKmL2bAHvqZ1rmYjT7V+C1ej/RoTKwmt1MR5XyO8VLzWd/z2miPW50K2la8+KBqrZmJLJcssrnIU0Jg12+zgeVP6hskwozJ41QgSYpwS/hp5bQhiRSOH9BQjQMrXBLUM8g40vao+LeA0eqjahR/sAWiceHtdONcpOWzbnHsXZFgr0yRQVtU/VpXCuGVleBcSb3rM+hv8sTKfsRV/pHU07+J5tS+t2s/vbztJO4XxrRuQLFGP42rZVYlPIz93MbDdPjX1PthTeyn2AzRccyi8FG6xurFmwFnmJwwTjuoQh6Nc2ANbjvNndiqpIUFnhxo2imbsosu+E+NOc06L5Hzz7tRyMKBxNLYVSranhYfC39TeYnlA56rdGYfwWbqapn3c0QO95rc8675wyk8Q1tsNPRY2d83lWEUTHc6cYAl7V2iqJ9DROha7CRx2jP3wCXLaXwV8gHKtA4yb2BVdV6tT/iTfYTXJvxQ1qxMU00tRtE0RwZ3GPa3I5tXnHlfQQr/Up4oh8ZbYTKUvgIYNK3OgXKa3cjes8jBXmLDbzXfIuVy/qidkPS+WPkxOCDKQpbJNopgypaxHMiunS+4G/DfVV54PDa48JD+OFITRiqnoMNNHEYP1eYwrKaKl6QN+SZJhmS/VAEeoBcQ8KAB6QOyESzg7SBbSvfUAWYu+TEmWTcXnrwyXGaQpYVGyh0Qq01f2kvjdM1tRJ2c0ZqLPcKGpGzsmXa4cwUnpG/CIdDrRXJov7SZTtowSMeSn9U5iWNYWc5DkyaNC35Mj8kHmX8gz8nHPbrlLGW7vQtgV/MpwNK6iRaHCplecAKzYuYpLJbk4XPE4e0LqT3kkv5CepVgxSwghFR7aQ9ymYpkMYh+V6Dkh+x8VXT8beqJfaDgBT+guyKOR97ptEgF6THu9OAeTaQuzg/BIzdvkFfgLjWpFr7RewwzNJdzUZ5iTpL+oe70yZWtVc2p/BU9Xu+mV0AvLV9ks+L35vViEXDWNFhFoW+Xw5hKs1DiyrgUPM9xdEY3f0H8JnSaN06f5f8Lv6X72aiLb1UdtFcBt+6huB+RXv578Fg6s7RNpEA+be+Fe5J5VtOkQ2l/1YN0UTGbhRl/Aw8x+IZdxs8nN/yU+35jldZ0M0AbWIMAi50HtNnBHSx8xBwIc9j+Lbm/kFbxBVts3bmKi39atSjKhd2xroosxkxUIMWBPqif738YoU7c3g+jUSqykpGlPqwYBLnYwpRvB+7u0gjfQVeetgkz4l5aYLBtiaepIYqG5DT9EMzD3ujchaViuzeh/CR23NHsvI1K05uomCXNvg/oAwO5V4rtBYVeBIA/K3x2VfwVe1/5N1gLkO+enxJPIixa/qJNobVNOSAD6uD7Pfwg1Vod6Z0sntO02ifpKfokuT11QlEO6q8ZLQ0RrVS1lJwoTVBm8xE0zVb6CoSRv+r7YOyqCvgwELSihb0Fu0wNVcXCg+3N6P26wnqGXlQk01+m55e3SNtqdf0Twmbol7C6YQw2Ka7NYlBNQJK6jLFDy8v2UDn67IJKyoMLpSdQpbP1kDtVJTv0/QXACF2OiAABcp1wxaxw/yjarrO6USpemQ9Gp0qkapfuapjm/+/6+mWmm6a4pSaRoX+vhyU2EzZKj3SfalvDD8rQ2G89z5P3/hnmYdcVWKgRzEV9X+mGBkoCSm5hPVWP2SmyTdCohCAuUR4a1YxGKGu9QLEl5aZ0ZJlLd5RdhZUCZ+Sh2Do7VG5EAxVziDVKleK2wQtqVV4ovIUdV6ixPZBjYsR1BHoH2YVboXPDJxseoF1TrMIHGw258DhXCeosN6BS6RbcWOoQcwJugz8hH2S1YiIYV9cPlqDIzFG5FT8UfgwfR2dBC+BPms1GC+GBFDt1IMraX34o4YmMWOnQt7qg9C4YwplgoeIUelTZDrnRjYRskpkN2bof6qI9xT6FJ6mzIIGxPKbz+C++i/BxEsIxawe+AXaglFpPIbmJKkwd46ACUB1yqPl6lBv20Twt+APVa8wwMHNNsjPOAVqkrQtyhfK7fqwbq5uY4rIWOsHp+F5TM3LVcD1+kxGof1Y6GGXhW9aq+R1IHlNTF548CPxv+kz4E2tU0x9aB5foYYT94TrfYywn8oH1n/wz8pPXmd4BGdaBlPuxFJ3G+yq52ETxPFWQ8WtmvGmr5K38B8H3zN+krAbpRGGsGjNUDQm9wXe0Vz5/ATIPQvgtM0s/ya4EZ7S5LI3SeVrABysX7H0POyn/uuyZ+rfLb25iXq+rcE5KmBkyMMzHVQEbLieDbQG9TjacUuNfQb58PDNW58SmgTLfOcgjKpBuYGEVrHweWKoN6H4jjlcMHBbsfqNz3Z6QtVTV3NsY4q2b2PAxGgeC2eE93oKjlqr03ENtwjg+ovuobLJ9B1nQf90J7PXsH3KQ5lZMpMVVfzfPKX8h9LhhMu8eFF4fEKFhj6Zng9eyy8tkN5sz5Sp7gCdMrebEkl3kqdTZVUFMqjI1RR+a/gTZy2qII8Qg7USLb/YYNLytIvc8cr0iJ7mAcKyM20/SZqmUe++li6WXBdXqbXLikg85QxJq+JcfBG/QxNqpcBFxhTor5FVrGpfJQ7iP6x6qFKW9oP6k06j71s2wiaJqSKDZ4RFHuSongOLVQVb9klPwKlJqJiOfwL1Qa3SQ7r+LoxfKJ8gqqRTGZ85zyVJ5JWUGOqjqiHEg5wASVkT5guvsncgFkJ9hH/AmN8+YQIzBrNkgsQdvJRdQ38AJlAtkNt5clkmEIf9cUMYMUJQuJg8jwtkoiFXUPfEw4opz7PmI++psAxl9hfrzv8KPYaXNbfDOeiP9KnKWsFesJBWVfKiQ2Unaiz/h78t2OCnyAvLf1Ai4nBwOT8Diy2z0Q9yDrBdG4KdnD88OOkPvMpZiCeIUdwHu0AvkqXKY5UpKIh2scRC74MjWQdBp7yo1vdcD+wW0JeIDp2QG351glKxQIMF+Wx4tFR5nV5hfQG5Q3qsWu1W2SfYvtrY0qVmBKw5bsMiyxZk0SH3PSm0W2oV+qZwKK0Cfat2716GXtartpFNH08FJQHrfN/AvqR4mQWozfGin1RadbTIq60ZGmtqyTaF+jaSKIauplkavR/Nq//WfRbQbKLRD9ribW7hRyRz+Pl4wUarwtPJELFAXvQ7FOSVURmtNxufAtKmyfzrJFbY1TCR9Qs5a/Io4iz5tN/LuR643OrtOIsd5oRyMBhke8BHhce8siG0mnuqBh1KRnQHISedUNF+YgI/tdM7uQw50XEwxIU0dyRAaCts3670RErTdd/4U4NQfZ7YQv19vz4uDi6uMWBGJFnUYi6/6XXVB1qhbMSSqcMizNW5H5k/5WQUdCjq6jeM2WO9VoqdEvVNtaPu48qpkR/2GbpLkoGVhkpbGTyky+Z6aALGjS8EN+o0RXk1v4qOC13r3Eaud93eoyk+266oXln7bYaOeK328a1GyQ3HCuUddJEdtU9Vb5nEUpXL3CYNJNj0JVIKS/Xra3cquutyI5/3Z1vXg646XWIMmLH9Q0V/0eLlH3yjI2RXBP5Bed47lo5WLbnex7VciiNtYTOGS6lBpDooAInZ20XexYPV92NW9Yayl/kGGiWa24FfdB7aO8GXaTS1Xd8b3L9gIXnPnst2CnrYgZhpSLxugv8ElTOfkRfalapj0I1lXwND2Q1+6b6gFoKN2BewgHxvlz8+DBMDfWD4nxzWRakGtOt5kVaLBtIn0CHba2oiawvaa/kAJcofiqSSbCy63VICHJfcL1ELq0DHaCMMRWs3xiT+geJp445vOKPkEMOdG0NzFp60tdIl2s3clfyUAzVyKR+EP+Vh3OfShz4EDucO5KdoCLSu1jPrD/jplhAtnS0DU0wS7wUVN/Msecwigxo7S1I6eYWusE4m9aZQbgXWS67BNXUNNfuo3t1r/JSWVe6O1SLRgPnX9MIY1WZ4Ucpka0eh8narPmhtMc8qzG3+Yr6ax+Zl1AuLIVZmfweSQj+5YdaBKVqJh3jYm7jMymBpeUPJqoexg9SY3Vtob4UxsMOd63yK6aAMcBcrk+1eYuoah+aS3GMbWj2TSmJfukUSx/j3vxOSa7bVD0nu41+iaPU1MtXHQ5Fd00IZwgf2wM98ZI2/rLjnJCU5dm04v/ViO2lmFTGqP5GkxADlepGfzAqmIb+vcue1EV7dFpn1xCyTv40YvJB+3zhXVkmHG5dzBxtGWzYwixvLHBhsGzamXWKgzQDJuHoiPk46r/M0zfD00dCADHE1YYKiChgqkQrEQRNICylVVBQGUjQ4ZIIGCEEAOEETJf8pK8keRlEgKIKFQRLVhRgXo9Uazeaa0CLVoVa6tVGXJ1j3r8A5+fvt9bLYxCdgXeICkOLXyv6y35PbNd86iMlmSBBZQ/iYpQGRj0TfuVOyt7KL1oEbPf7QrqxOLYk6AX7Hc4K/B44yrWgCG5NKLcRcejHyjcqBmrkGfcw6gMKDFb1VqpjjypdGUaNzkgE6w6igx+zKa6PYcbawbt6xUFHEecWCrjWlUrdBzGEzpO83MlVhCKBTE3ZCxX9VT3J/Qq1xzcGklGTrFvBPbB3No4Cg1C67rdHaClnGf2V2XvG1fj/paAzQNMQHPzIFiGxyLYffmJqv6a/6RHKsNq725/hVyte7UVgmn1XwQmQlENnpStiuxGkvs6+VjTcgdn8N/cBXwWcITvV0XHChsopQTVnYbre6qV+xqr04TIh6Zl2zNgU9PgVgIUy6UHzCjWNltTnOSxzV3um2QdvFyHVKmZj+DPiC8L9JWVamc+QvNV9vEv551Cd/Lfpf4GLwjWx/8ItQpoW3SKXYKeAKM8XPCH97QsUxjgHgC2Cs87SCVK4VMLJ9ELYekBicpS8ldJGXpCcjLPDsmRsFOTYYJkc3yKYgT4vCVQzgEmA1Jk+4HT3oMgAHznTpWek1g5nAaOi+csikRhQhPjrJICx+w7gdyGunJLYQCySLkEhSjy4+7KX8svRIzLhuUbA2zAAVmft0R6RUZz95Q8Az87jIunJactOoVtwisMS7Qaayl+i3ioB3O+h26oxlJCFTzlxbhyeTx6OYIjW4FM+Q+BjvAn70TpSrjc7bPEV/GtwxOxHxhrMSV0F87uT0GGW1yK02GuYTxnPRSklyf/S/5Q5xdnJRvQTESsBVFM68+RAupyb6IEVH50mwZk8LzDS5FB5mpJEJwULak4gizrOLb3IjTf9jj7tOK82Se5QL7PVLfttCzMeD38MehhiPKPlRJ15jVPJY7YHbcrgAX6vcM/IrLsS0s/QbbIu7y0c1VhT1FAu7GYnnXNHEwj7HQx2ZU1xPoYZssXQt11Mwz6BidtWmW3l5uGyjzpMo09YJUQ6GhlzRwOB8qb2HRJh1OpayHHfIiekrXelF/B3ME15jAYMd36rMqqkAFtCZPtN45dY2V7uahb2SuIXmrPGhPhBjxZj1sUQrh3yrC2UEZ1gdb0qnJD5l7jT1UTSVP6W9UFMV7ae6y5kETsLRvw06lptbZe9iq/ugbiHiXMGbNdB1U2TuBw0nneitJLrUbWufyxlgq2RYbZsLsmLGmjrrw2O1qlEdZxgyfV33B6/JJVpPpL5I/odMMUEUW9G5/Y1isCmtNxu6Ue/HLaz6ZN9bg9b4zL639Jn9U7NHQkGrS+jRnRzlha07JgtkrYdMvPCX3LRcgzyNnmZOIgfI+33nZUbsPvwp2ThAu4JQvG17xleyL1z3mC9Ezta96jRFcNme8f1a1O5YPBZKWM/9T3LooX7CLfhc8IfiROQENCvh0BfCkcwbsChYLhkkDDH4BzXofuGeCWdlNrCbgkHMVCxO+iklRM8UzQFHpKPOfbh/iIP5H/C00AocR5xQWgyi4GtBODeJr4sGBhH6R/pyDm2ers5CNpOzQ+8uyEYPVe2f3IeWWnjB2EIc9kJF8uXAr+Qj4D2YKTxPfyKXCJXZU0XLIS/43YUuhZ/E6/WfVlbo12m5Kf+gNWgt7YPqoyovhINfo7EhuUiITArb5x0LewPRlTJEAg8ZXcSr7fDpWIpHX4hyKuML64QMfRR+Y80eh08alx6mFtzPYi5YyGEhmNRmGkIDu4Xb3BlwitUGWSWfKjaCdxRpYCldr1AH9JwcW7lwpL945qr5lZOQwNzvQh5ZE6sAXZ7qjca/TZ+g8ypL+zeRJerRtYP6swaXHkbDlZ7UH8ExyBP9oNAwekWotg4Rkhv9D22LbCm1lF3UHFTTsVXTk0269Zh0bLKsI3t4eUT/r/2nqVEU8xtIxXgqRyI4epckw2FLCk1g4qQ92qxSZLuR0F1T0htBeZD47E0D13kjoFFSFf23YsYfiF3TdrKzf4m00BzECKyBjM8iRJ9RcOPnPs0glq+q0b0Q/1LxcFx+aH+eeP7mZYZgYcVh0Y2SHsmKsqidW0CZgvwoDW5Sypf77xHPsrCl0/VHOOZNZR67Y4zmnGObetf0PQpsUxpJd4n/JXdvVXf8jQdVodTE+ab69lG2K/MDvXXAzzaOmr/Z//ckMux4eyTZdfn0/q1Yw1IE7+2O7GWZtAOLm5b1EQ8t/uyTmcWTeb/qbjFGc6qaptXf3FmGOmGw1w6BVjTWMedVxPaQqk+Ggp3CWkEUzA/dupWvWSt84GhDz5w4tClACX19Ppxe1NZ7TLmqOTcOalzaMxu1pGeH6hfAOD10k9olvN/4qyQrOK30/6Sb1PUOTUpxwUrrP5VUEQGnHhkjbB2ryVh6xFeWlv2gQiRWJnq6uoN/qT8bpoMDRGD4huUZu0MWI8hYAFi+NJD1T7xT84PUS7xEOEVXI3sT8OAu4JCnPNHXYyQprUrAbvJUaZqGB39AnDczAv1EJ3HFxDTdYwQYL3groYtCb9qZSCm50JSI/UhrBbFgcYcDeBMAGS691ORYbTnFvPIqkJt1sy4PHoLMMyeEvIiHYSukBdiXVDRd63VHrIk3Qf7VNUOHvAQzJPgggEJS54e/EpwXc5h9rKNUBqh+kNNppQY9T/HxMI7PeR+EAJlk6RHjeAlB+QYS7tkfqPzCW1j+iPDBvWjfSNGxEui/CJ4AelhuiFKwE6gz6A1FgdnLeZUlA6mlWYHEgol/yW8j/LlbOV3DdPk4uU6y7IkW+UDiWej1uSMxvPjV6PRBE8i0yLSAfBhmqFPgFgguSA7lMqsjdfJkrtrvhhcEKaq85jvDolqMRmDzGfpbNodSkCosNq4R+YoFxtKxU7nrRvOgsim0xyCQLjkpB3UAAAh0V9sVLysBFlB0q2rPVm2EJlqepotjn0pvhqpzGAo/Vsqij9oQputB+1npVwsRWGnMVyjAuJmVV1KgNakPB50wAAhut+0VKMriFq3EpLqzFsOUIFqENtrTm2pVVvQjFboltw4ijwn3Ryix/InPR0NxXEmwZ11Qvkl5F4RAPDj4B8DAAAhpx/0FH5rG9wjEnaqZlxlkGwprxytDlzo9Jz8TEroN11MSjYnfh2eB/Pm3V3yhX3mXR5Hgwzlf97VQQfjjx+AAAAhleAAFFuqxR2H0l2qDp23EFopV13qTk5ont4jDEFn415cyjJnKt6ZB/gmh57ZhYymAF8fQyJlIh+PQR9jQl/0QAAhhKAAFE4qdF7qEk6pwF7/UEtpC58ZzkKoVd88jDonnF9iijCm5F+NB/5mPZ+9hZzlrh/4QzhkzOA2QTai+yBeAAAhdCAAFD0qKKBAkj+peiA+UD7oyeBCDjhoFiBPDDPnXmBiSi9mp2B7iAOl/aCcxaplZyDKA0tkg6DFAUpivmC4QAAhZeAAFCcp5SGSki2pOSF90DBoiqFuji0n2GFoDCvnIqFpiivmbWFzyAYlwaGGxbTlJWGLA1qkP+FFwVsiiGDqwALhVWAB1AxpquLkUheo++LD0B7oS+KnTh+nmaKQjCHm5uKDSiWmNGKAyAWlhyKBRbuk5qI9A2cj/2G7wWjiV+D0ABGhMiAL0/Fpc+Q8EgLoxWQJkA9oFWPczhOnYyO4DBjmsqOfCh+mAuOTCARlVONYBcDksOLSw3DjyKIfAXQiL2D7gB2hFWAUE9kpQiWVEfEoluVH0AKn6OUGDgnnNqTWDBFmiGS0ihql2uR/iAOlLGQEhcUkhWNLA3jjnCJZAX0iDqEBgCdg/mAarNrZdJa2qP9Z41eGpSOaUNhTIUcavFkY3WAbKxnM2XEbmVp6VWOcBBsgUTIcZxu8zMectxxIB81czBydwkUd6Z0A7EEYhtkeKHhZEJmx5K3Zl1pFoOAaGhrYHQeamVteWSdbFVvflSVbjRxaUP3b+tzNTJ/cUR0yR7ecXJ1swk8dn13EK68XvVt5p/eYXVvUpD4Y95wyIIEZiNyS3LaaFZzr2OPanp1BlOwbIV2SEM6bl53cjHvb8d4ch6Qb9N48QlfdXd6FqyyXEd2454RXwR3i49mYah4QICpZCd5CHGxZo15wGKUaN96c1Leawp7FUKObPh7pTFwbml8GB5LblV8MAl+dJB8yaraWhN/15xgXPp/xI3hX8l/v39VYnV/0XCLZQR/32GdZ3t/61ISacF/70Hva8B/6TEFbTh/1R4mbRx/mAnFc8V/UqklWFGIr5rPW1mH2Ix0XkmHG34SYRSGhG9xY8CF7GCvZlSFU1FSaK+Eu0FgaryEJjCwbDyDlR4dbCeDFgotcxiBo6eXVrqRaJlrWeKP5Ys4XPCOe3z5X9iNNm59YqCL81/iZU2KslCsZ7uJfUDladWIVzBma12HSx4Wa1aGlQqGcoSDnqZEVWSaGJg0WKeX+YoeW86V7nv6XsmT/22eYaOSFl8nZGKQL1AXZuCOYEB6aQeMqzApapeLJh4RaqKJ6grScgaFTqUwVFWiv5cqV62gGIkgWuSdfHsPXeea82zPYMuYbV55Y5KV6k+QZhuThEAdaFCRQy/5aeqPRh4PagiM2wsScZyGu6Q6U4qrbpZFVueoMohLWiOlA3pIXSuh5WwgYBSexl3nYuGbqE8fZXWYrj/RZ7WV4y/TaVeTcR4OaYmPTQtGcUSHn6NiUvK0JJWGVkqwO4efWYSsanmnXJGovGuSX36lA11wYk+hSk7EZOydvD+TZzaabS+0aOCXAx4NaSORQgtwcP+HvKlQa7dae5sAbOVdv4yQbhpg933tb1xkF28ccLBm72AncgVprFCLc1xsRUBHdKFutC8idalw3BvBdfJyJwc/eg90a6cZaChjnpkMabdmBYrVa05oZnxcbPFqvm2+boVs5l8BcA5u/E+ZcZVw+D+KcwBy1C6fdB10dBuKdD11XQeBeOx3d6ToZTVsopcRZxluOYkXaPVvz3rnasdxY2yBbIty3F33bkR0TU6/b/V1qz7fcYF28i4qcq54ChtZcq94kge6d+t6UqL4Yqx1XZVTZM52OoePZuB3GHmYaNt39mtiasp4yl0GbK55mk35boB6XD5GcCV7DC3CcV17nBstcVJ7yAftdwl81aEzYIx+CZO3Ytx+MYYdZRd+XXhVZzZ+jGpKaUp+vVwaa1F+7U05bT5/FT20bvV/NC1mcDN/RBsYcCl/JQg8dj9/NJ+yXr+GcJJJYT+F7ITLY6OFb3cmZd2E/WlBaA+EkVs7ajOEKEyEbDODvT0ubfWDUy0XbzaC7xsWbzeCnQihdY+BY54zXU6OzJD7X96No4OlYlaMgXYfZKqLamhcZvaKXlp6aTWJV0voa0aIVzy6bRKHZSzTbleGkRsUbmeGCgj3dPiDQJzXXBuXIo/HXriVYYKVYT6TpXUtY6SR8WeLZgKQSVnKaFGOp0sM1PdXU4cCAGBlKeqpiCCgWCzPICgPERdDLSg4EByACEIgg8x7c2/uyN3ZA8IMIQgB3IgLV/V4xJ5qfVbAPZ51gMc9cODAqq3C8/kPfD9+hUp11YQFOeDSik3RblVN+YZJ/qqj9im+yThludW8r2DiFnn1fn73pmhjnYDf1I+niy427pF2SeI2qvIjZTZXfPpdxUFncNIXoMYRGi0H71WrJo1TTazo+f7DaFtM064N63Z1VZ3g+7YOGY4Vt26fhdlFIVsE0vASc0td3hZpj/tSOqIY1RCedFD5wbUr+mdwuROf5Ac2VYf5HsZ+sVW5L+T/fiip8kOhuv0Pg2fx6D15aL/QtnNQ0iL+sL0lL1aasSU1fZLc3OKXhCpx95ToMOBS/cnvwpya9753MMC2Z/Mz5MaGubWNqJVvtUzG0gUdRD4+Q3xGXqgJlDZvmE8MVwhXLiG+Av8k1ZDvIPH0T9SvalPwRNoD+d3byBXg/S1vIVr0quYaXCkpMunU+2Vn8JvIE2WAzAcbBS7Ln4DzIDi9ULNCzST2EcWoaLqLjMfHBI8ki/EB7x52Efms6SHQChirnqk8VNMMnZAEuoiB8FU1JLmB8JBveYEoiNlXVGPHNR6J2fhrQjR9oeYG6Qj6W9NPhftMZ5Ywle4QRQz2qDJT2YXf1fPBIs1NdLbqPXG9pBMGybPr49Q91NHlPehyuj7hCuZmxFFv8Wp2bNBLfDe72gemJdyDhhWyKC6svEPex7G6Ycrt3E3EA1yvnSk+qfqoLc3Ngc3a+8unIWN00QkZKKyDoloxpW570HOsQtfqc5Zq1gfX/yohLVH2VTK++SF3XJFo3gQ/AnzNfNEf4Blz+DojBJleLuPUI0zt8ZcR1ARFFaCAKSHoNeo2BY+YRvYZeS6++Fslr8xPOrwihW2R/V0ugF4o7tktwtfAkbIjOedVZGnf0hfwlNKweKHaaRNHTUYqrF1B75Bz1twRDLnK9Lxupuiia6rtc8kD5yGmWfqidgHkLX9Yc044TdlVLcmJAJurRi2VQGsqjscPg7vLdZFP1aft+qABZELZrBGniYsWiTNWeK9lmnVQPNg0n94vHdu4WBUn99+YJkAV31y52bXAbSeS9kZV53DP3wP7Vz+NPKIeXVUWNKBmy4+PGCL4VlntPOHk1kjrJHHKtg7qiaRwyxJQJ5O1/Kf4tiKvaUX2eCCuoTetHByoN80XQERdQaQdRmszgwbgr5XXRsYQntYyxyoB1z7VskG0aw+PSinpbpsK9Et7doQVF8qvbP0xa79y76bItEQQbsqaz1N9bjgTKYP+cmUHvYdd1YaRuZoT1h2ubCot/1HpA8rBT2STqVcCGCqgBWJAOJt+KE3Nvs9IFD+k7WU+Atvm7WFt0LCIY9xI9fiAbI5CFnk+1dEas9OhGS/KsCVpuks66Q5CL4sF35JJCn3xO/IDcCLrErVb1Z96ky6Ah+ZNZjyRZxEUY8ccASDzFEe81mlF1ErHSTRbSVgsWDY4l4rGM1X9QJtmIdxcdJsIRxasfUgOQ3tSw8hbuHDuDqpZczEihZ5B+gSYaCO52es4BzCna8LgQRQ3hyDRWD0xgK7FDyrrMZnmNL8fh4gra8M0INm7xE7IqetzF5KZ9JGIcWQ/gwVspJYzZ73Hsk7uVZUFCmLWG/fBIua+5oC6lRUqGKSXvVv4DzaMy1uThYdwfy5+ronRpsy5QERot/JuERe0AwFt5ExdoDfInNP9r9ITZI2fDctUfcaXuApON/bKBerNxu5CL+SusWO1CRtt3L84GY8xNs7J0swwGnn1mvNGTcBRItGo9T7P+Bv6y9uBMXa33g/cWPYRy4UCy9bKANhc2l4wU3271G/VZTTURqccwlZaH81+iWda1/P4eJ9lIOCURmHR+kyiCZPLrlfcr03WDgJahz9apBpb/VjqhGqrftmAw58rK1bFISsqwJQ41FieM7sKs9pzeZF4aFlTwFn8aOlPPgLqvXmojJV/aezT+iq3NqxEDGBSfZvkqqqr7q/8q3C8Mz2zXe1y7E0+i1ypCZydgF6v2jn1IyaqrA7oxIPttE8TZbSQpdXyhK1ubp7ixWazuhOoaimRxKimNM3NXwa5G0dnLoQH618nA0hC3f24D2ii03dqN3rW4R3QiTVUAD7nKZ6lwfabzLU7g7Uq1uxsU89UDm3/VrIPbNiak3cbCtrUnvEYNjT7JYerTzU6404gJzeunroTTXVe+C7EVn7xeUfetRy279L75HfpQnW9/LFoke6MYK40S9clnpY/pLsjHZZJ6z7ILyUP108GCmYd0ueqDoYL9NvgY37thh/VnzxQg5NIK33NBQsPc9XcspJE9SdOK22XeHG/yb/m/VfrCSzKYLXpKvbnVG0t7JiVor2FcOGpulAswu+ZzoHzPN7qOeqmbRatVZDMIP0GWAPXMQJVqLiXuQbdWv8nm6K2r2xjD6AJi1q5QOxK7EMO1SwLj+Y6iMpxIdpZZKZnkc7GTrRcJpcik+nTZA9aBOkpCKsXvaQ98VPrR9K1mufpQ8xE8odFEcxOKjTWxf6L9g+fwDL083FL2UEG8jylPaANMSMaGbWZYokQeq0ql7hEDwqfkybGnRtJTWfj0xdT59k7CzfSICeJnUMPcY9+esOs0+aMkzOPtSe8pnCP9V6mMdg5/RPy33ibYRTI0+gNMwR3ibWGtHXJ5FiDcIWOPG0wLvhCQQbXzK7/M1DnfzEnDACAMxVRTbKKQS/1Um/HRklKKYoK3XeYaro1TXMf3/nex9xX030oVngjV6TtdVYsK2ntWrVarVXbi1frSi99ZFv/wPPjA9Cw467/ARKx244YMIm9s4Khf2E/Yn0CturLVsI8ZR97pShNmZbzXhyheJYqlSxVoDE/Sx4qVoWKpAbq2/UHZGupHFedjE0FOFYDy8kLVgOgmtiHfsNPNspFnwVpBn2pvzBD35zjJUrXnU7pFwdrb8bskCzUjIVaSG5rrNcvlTLVka77pU2qHxy/keUqV1svBi3IMuQ0D665IlrBx6v5B4oEyqoV2aDQZL6QslmEViRED4r3G6dDDklWGlp9b0na9aCrt2RUp3c8Lu1VR1nvkhvIKniA293sLEzl9TftK7nMH2moZL4QPK/rSr4uHK8ZjS4XDVTTQ+LFusoEX0qytGJgzZwkxHjesU0apnWwlsl9yQuwFZd2lBCc4fkc2Vjix489NMEUCXKaa5OZwoKmmOg1ovQGmxB7sXPtH74J4vrqgTWj4i5zkONJyUMdYt0MjJMDqFoxnNUtuqpwZq440EOBuXuyJdTy/A3JY+TNIqvo1SRUcm8Lk0xlp/h0kSmc5n/QSAO3zp5NNvND520geqTJ8Bgxy4oVZhDm/DclGmJ7kYCZQjBKepN+x6fYNlE78R85u4Ov4b3cXB8Wfpu/x+UzPiV4b3+esBOx5rXjR4HjUCqmLznKf4kxS08WR2Pbymr2R2Oh5ZmJs1gwb9lOFRbEfxgcgEUKxT7OWJbog8sMhkqi7d9iJ6QojYG1gRflzxEl9zdeF1LAZxaFI/sEPftYCCD8nBiIVIm37JhATktkQdeRIWmD9zBqLTviMo1uAEx0T5Qvb6AB6F2YArqhs9Jl3ErolGx+oT/UJ3uyVwLNAo0JHHi9PH1HGJwDOgVFwM3gFW8tPAJluDxF5kEv6ZlIGnyX9giZQSNkJ0BnxKYcBsMQYYEHKEXuZRnBAdQu/hi0BI2PrIcS0arNvVAjetc7APoVs3TpgaaxFDoMZ2KdloFIIPaHFAUuU7McMfAX9Th/mzyZOpf5nfwqxY+bAZ2ozZE2IIuibU4GL5L9Xv8DP5FHXVqhRWQnvQXCST9LJVxB7JIUyQ7rJsso2ZQuNY8PpGvPZjoB9zUf4/LlmzU7IwzySnVj4Fv5pOq91zHQT8V1IcEAVTj9InhTwbK8A9MIk5gnvVV5h31Ktso8xuqWURVjGQBgZboaOw4AxsYId2DMgAc2y8P0PK8COaAzujDlHO1B+g1wjSrJyhLSEV2iBimtoa90SlpYL2Gtkg7VOaR/kO2tQWJlspGq19t/AhIrOYGZQHvFRy8fYNTU5xIC3DBw6IPyOvUrK3/IkxgSjkuSDv9Quk9yp+Vjbos0uvmrdKN0sIkR6ybLbHDdbpQ9qgsJXA0E1HA854DsqkyXNUCw6Sx9SO6ptbHKAEeI1+Jw/YusR+ztukvMVSy69kxuYLpWM5S/ZM9VjUPhxLbr6sySMwEdqmH2eo8LqjoOj1GpusVlLsKUPfyLFg7URVmk8Il2U+6n0uWaqPzqXDs1ULQ4rU71uCRv94QqrLRjm63yeNlsQIAyiLvMQ674xLdktCkdBe2Lflb4iO5baMgqOUsAqt4Uvyp5oNp04P/ZfypN7GepJ5WLON/uXqVQc1XhhQp7fvrGXqpTaOURRaEiM+MypRC/snUhv5P+12KaMEPb+D6KqfLvizsU0bwk5hTVzb+VMkglCVfuyiEnRfywflIn/n5jBrlLMufhTK6VrWYMkG7AWttsQiefmpeKn4UneAxqnbitqJ2slbQzaaSbtCV5lhiWgTGnCDWQFRZEhMi3+L8i7EAL9yf4G/ASYxAfh4S29TgbfjyvExtG5dwNRAUUV3id8IQe7HfFh+C45BD8MNwVsxDPQ1y3nsf/iVT4a3EL5I37EewFmsy4gQ2gD2zvYqUYTHPE6Nh0uSceRkwUPMb+JCb3ZWPniJdJ1ZiR+D0axHKIX7aGYz7EQ/8AbCkx6F6O0YjHjEvoL+TXth9QE3GFxkLz8IMcP8xdIy1YiI5rHPeeRs+rWxPn0INqz6g5FFJ1hP6KZqgi/J6hO5XD7iGov9LMOInMKGG7Zcgg1UU7htzH+8uy0J2mmfxd6EJTwt4FyKjRlChD+g3nosxIt/6nUApp1f3ldwQx6/zc5yNCbRPDjHhocDtfZK1SSvsNScXfsOsRuLYh7wgSX2POkiPe1YLE+cjyKv+oTchX5nehWxH7ih6/EviTqXHdI/i+0cgAYKF+gV0YXKd6aWkPvyYWl07Bd5v35C2HO5quZS2EGxs9E9phdb1m50vYUDsZaglX1eT7BcNY1et1F+FYcy+jCHpqtLeLhd3ViZYb4RbCi+1cHZk1zRqv/DfTJlNq9sy1jO80DeWN7GgzVhWe2VJmKC6Rr3fU60pn3Lr0Dhx/pzX6LVyHBVMauSDbwoJ6BHSWLjGfzW3NnasIz1+X0W58V1gb99YwUvw6clZ/pTQm+InuRFmLb5d2pPy620HtXt5pp1RtniDZJkk1JuZ/EWAwqWTEZCgOyhk3Rh/YlN5hWMF2j1unp3PmRybpFpQ/D07R2vH6ffdrYgUqN1x9T+TmhKu7xRqbViUgw74IPtC14ksGJedK9qg+m7s97ZYunnc1Nl2bLfCOOKQRCg8G9anNYvrXc6qnkmy3PFWRtMapTfU3xfX91/SBx3E8gICogKFQohivxBGmZSpTNghBKEu9MKQIMgxLViAk+e58k2/GN98QwixTRETruuIE3NXWQ7yqp9UTEYGKWhQ94XA09w88f/g8Xo/34/EJ4J9Y+hINECTQdsDJIp+954mL5aHp72QnK7Ynv5Oeq0zmtOPPqpJCjXFzfrJPlCSwepdrP9ZSE8QKxTYIVttcRicF82ZuCEM4S/sHVCXuy5mQede0pDtJIwUeyUF4nuAax1TSVZsagmGPame3TGAMocw1F0VEX7HsUbqo3WYUuSBOMiuCrYEEAyuwFzibY4i/AB6mFeLLgc9JnZJAcEMMhMnAuJBV6G2Qv0WJ2oK9rs6IEvyNtQT5BrK1+Q98Dmo064K8Ia5BFjAPzGZvltyR0FMHsU/Y3SRzzB9rjDFDSSwt+CdkAvtmSwjii75ymYN/QgftJ+Bw9IzNGPRPVGt2CyxF1hv0AN+Da/cQ2JQiLNUOWyP/OVGIZshDonXISaI3OBWxISw3L8K1MsjlArQgXbQfhATSH23ugq9xjtkMcAk9azAmHgfDsyYxa42ai6Nc6kIiDelRP47eDM+Tr4It4TzVp83D0BPVWhcVxFVG2beCI4ogmxvgJhm5zBBww64YWoprwOyseJTb+JK7AhloaEhoQSx1Mdum4cx646BR6Pe6K5vVUKam2aUAfEhl20NgGLnaZhig5N8vsxafw0YNvcUbQVHmfPNTLnNXRuPhdMd4pa4vc1VknvZD1ligSV1sTq8nn7qQV+DwRK0tmGJGkLOFa1aqyKFiS2MdMVFWoC9qXGCc6d2YlMnfeVQXnfU57qWWn1MccUuzkHspAKSKC2w9rci3vH0OB1WjRSRzm4pZAq+8p7yxP8J4Ubatkq8XgFr+bh+d594LO4a1u/Kuxa3S9BRcjGBT3/IO+P+PPF1EePSp4ktKHXhK7/3+zChFVdkzuo1iSUWRSTL+uDpBLzgJhzNitX681ylTGnERsT1F/UeJXbiQlJTq/PepNpZZefgo/lWucHCUD1e8YQYTi1XBdA5RzCdMOiStgjs0GvxY9DQ9X4OUrU5hqcfKt8ceJjMqysJmVJaVuN+c4mJVs/tjuZB/jP2eKK0+xQyQddccpwulXwQ3TF5jFSK2XmgRz6X1USbV1skCUlA9HrtGZVlzIKxCMSpI8dPK1bWm7o3Eztoh9ogsXljI9JPWiDbSD+FnxHamPmgBEEVz17dtn/qaHBJ9ThpXhYv3cDoUf4iHwizkZ4AVfmEECqS5Z8hSgAH2UWkiaMX0xatAgj4iaYNWmFYhGGRLA6HdwM7UGNVBZDIpWemFvOY4yp8iL0OPEGeRR74fZBRyx50tLUTusRU4DxljukukKJM+jTUhx0z74PPwcdpV8AqAcq8qB2S/JI4oImV1MceIOVlsaLzsV+kL36PSE1Kl2xu8VRrOzpc0Sw2Z9tgh/Db9PdolsTUdhU1RJu0zGAr0c/XXJq8kJsnLSJ+YKMJR1RbyRWagnPUtweeUMW6XJS8V59nR2LTCh2mFviD+pH9CbkvtTN9ApWiGwSbgPvDr3/sVhvVXEyaIQe1w9FsZWjccMihN1fzsuxXfSY25tUnSqdVsN2wn+YxpgsYpi62MkPWyM0uXgfNosUESAAHPd8x0LXBd4+50BKazIokfru3+ErjYciJrwDuoqSmnwiW9oS3vWxauW19w1PbH+njesxWqOmlxvpFE8bG8R1/UTK3DjqyOvMytcSk//J41EPl1izpnbaC8qS+X5/W84Uj+kAur/iLPilWpDSsKsb1bl1Liv2KCEuwnjd7IM6oQvQAL+SmdbQF7/bY3tEzmbY0obBos2BK4suEhj+WF188UmTuPay2KF1i7NarSO7ZvKaKMMHcj2yv6l8TJZmvM9QJb1JE80xrDY8bONlsXXgx/0GhcnBpA6TaVTHqxtIn7ec46DVb2lrWVWlpRxDAh31beN9+vnOcPLWmXHq2N0jd5T9yT7NB8oPRdbHJjbVlAeJqutrw6wEl7sqLbc1QzVXnTOYtiV82xXMiD1QzGOpWwxs98QFEqeL/kHQ6J0vSCGqAlkU1uVc2c+w2r+ETYf+sdqwv9H9SV1Ph71lPHBcucg8kFwTjLUVVee5YRqfQUdpl/lFuLPhpvk5QCIXphp16gNTwXenNy658KL4e1aQ1Ekf6UZodowHOPulPs7rxO9UZ8mrVRmQdEMbIVXwMfLbbIJkHKmMRwcEwvbABoibDuMnQzZlF7DTYKi9T8Cbv5x1IceLunG9kFVzkbKT/Cp1hrFSXwJwZfbo6UWORIR+Ap41/QM3A8zQBaAAwS7eqv42kxVN1VPC10kprBOf5L1NH43zwWVP24kdMT5Ve4ActSjuDLGRBBl5ywwPHr2DLjReQLspzmD5UDDgk92ltKwxhXzSPFiVCKWq7Y4XeFzJdPe9xU/ltOOg0pOHIui0acIT4ycJmvrMSiUzItuWvCQrKRjbQCyBTYluBaN645Ej2qsaKmQuPVKZSrn1p1Uo16dCudyEWnHnkvqbJ/R9ioXBhyqUzeaXFa4i2NMAmFpxF/GgkeA/RvXv8Tbmr4oUOLaa8DRg4G7ZZ5Peo+n+XtMtK5LvvV+p62Q7nddh2tlwuc6SdbanjVS6d1D0qsDXpUkxWv9EW9FXrG0vu+y1wbnnFQlRUaoOn+kF3p1dXZvPeSy+F223zG+o7W7n0ldpeaTxYepX9p+q74uhlHe6psk6G1MoL//61GRVkcrJeRczfstwPKXCKA2WWTz/VKbf+LQTp9SzpBAABs3uY4mtqyizY1I5UFZqVlQlpa3pmpqaAg9/0DuURO45BDQEABBcSDTLNZtckaK2u2J2t32qzGrim7D9uydGyfra02m1n+gffTe4JZAlN1w1k5EFvn9bqMuDuuu9yk6J1ODH9p2EHbReEOf6HptuSUT1h9gF24OLCKydxF6BsDphAT3jL2ntTY7g91r2H7PCauEiJ2J/P/HPfEuUlwPFrQ3iMsCFtoWyou8L9ibJWN+j5MKfwKGYdMnLnszwdX8IIR0p4z/JSUx11MgQSW3PlV/WkIz3lauBj3uf2oqCD6pMNffHBprpUjgwesNeAbTT5B5xNW9oGEQPbZ3h8aViEKupENcynjHpDoAWyl66J4CiLpaJD8Eg9xoKX3YoJsFnnAUq8lsPFJQFNzoWK7TyhQ+BXc8I5Jj2Ure6iySMSKrgSZJqXTvSBfBVvmHJBPQlTt2EZdfK5924GKmPy2EkXx0rctV5UJATf1GOWIT4j1CcJemWI6G96dpvgEn+1cVMJS6l1TShl0scOmfA454NivIsVjbAmqjzGyVogaH77JNKLeGAjSNasu+vmpXvqEr3oAzX+zXnSBNZ/gg+57Wv+UXOeoNgb6oF2hzYJw7UVaWzylLVY7G3PIGqDNCKcaezSxgSXaSdVrn3Be4Zc/2l1pzMxye2IMi3DA9dDwj5S4jlMGL/Scw2o4CMHbKIYb8UAr1ICKuWAJ1/eH2wyntUOBci1MHeYTvD6B2VVkdWVhO5Mtz+AZrihL+eZP7XMWf+hh+1XzM0hF25C5I55jZbXExdw3Zxvs4WMGP92bQK9mWP2tT9Ar/AZFeEbFM9evRCtqwLiB7MEUyORUJW6U1U9nEadrR5illFclW1gb6Fd3JLJnAMUGOGc9+0ncMk4GJyckSnidpxlYjUnCsjvOY28Q8pqRhDJyqOQlyUP1AgWUW4wojJG2CLD2ZjGj2QOZOOAd52TSYXYxTw2+xGbw1SHZ9X31rr55lIXW77iG7mSM6I5gBUC/WIz/wm5kLiMJOeloLeUB92UxmQ7hizKGmesEs0nfARZhAlgHXBOeD2ELOkSD3unKJm6rPQz1C++uFop+IYgSbcEO1W+mLxJwwqwaD+mPhvw9XipLlJ4RQdeLl8GGGW/F58HFTJJkSYiDPyQl9YaV/0vCbmNUAZL3TT9Vj0v5wo+Y49IZ2jyuXVZUPU7Ey4aLXpMX5Eu2q2kr5HmwKrpRLgLvYCDkQMgs74n8Qze19KR6hXW+Qqp6oKYgF1W99ZPoOBVAncOuUm1GvSSEK98X5ZB+UP64PYqyoOTDVtFoyo3gKnqZ4rdQHC9VUe6ZL7ltHLB4yi8YTqgyqoDmScHP1cP6eWoE5oY+ErURN61LLjxJdGhRiBHyjMYM/TeV2jQNZtKMTczQn7leVVXn93t32/9iFpeVtpmU6ZV/ag3kP0ZxLSpKHnrYHIBsxV42aQt3EpzGeASe9KF5EnqT0qQfAKupj3SjYd9wIU2R7kPFwR5uS1PpGjdJUbX/i7OMH4Wkt6eTnTXH7RBkSO39tpiCx/hT1ngElLTanA+9RD5nOgH2UvMN7jAqZ1yjck3sWX7oumlsX9rBTQfc+5f3mHjEqhbPU3JQ9VN3epWjNrqjo8CK+59jOWIJUdA2Ab1ABlsnwGcoV1qCwvo4RG2Ta0kRejjNFF4iOvL0gH95xUAH907l3T4MyVyd2ptQlY5heX4rKMVhXTPwx4QXHSDoOZLdngqeotDN78Nucb7R9nfPU3dWjLVm0e6juGo5g4KJqLcyH+JEVDGLRPSidrDfUEYLazhiuh1+jTsHZK+v4fuzXaB+PrtuLoghTuIHeU4TN9ROWMrJmfhDyitUOKlOEEkHUZdTYIxZugWZCIwwPxY0sLnsDHg8J4KDWjfD3cyDgRq5Z/iQoOOiACHIbcH+RG1toRE20scV35Eamf/kDVHsrKOkP2jeOmkVjNHLzcgfBGy8F+kydqmAtU5Sp6o/A6rmIITooHfCz6JF51H0WU6q8SxWxe1vHCLE8H7nckiVgi3Et5T2enRlPu2yUJY3z5hp0G+bA86KZOviWP8R54IQ7FlxW3CSMFaqa39XvVV02rAJkyaWykuxXyRrONkEpmSUME+6I91WwaFukY7nZdNZso3b6phImTPxNmCXvQJlsi7J3gfr6vPlCw4pMlrxTn+nZq8yTAaqzVN+XbcO90CxiP9MZCre7P+e/EpxN3eQtkUxsS2YAVMMJg4wAYUZhAHuKXjBnwRuxVp7RGVZ80pdF+qI3iwNQZ/TLbC3Yht0Gfj1hNXa1vI/SOc0L3MTqCs12WlD9ISmwUQ5g9q0BiQCItXTIdWCQFVE28T+u60IbSNytzVWElnDNT9ioWt3tdhwXHyIaV85g/ijMTrnBGVN8/M0Em2rfjKRQFfqnoFszFrti5ARvlb919b+cqcrUyOpWtHRLV5bjXO8AtoxO+1R2Ku4ZW1ZZbOEy9aGHCQ5zzyRtoFKbElOrKCdND4HHWP8vdkd8o4P1oRax8u6vGVNvZXJPQkiIkruecpcQNPcCuwubLZzTVkjwd9xMyeCZLB50gIpx1pticW0ry2ToElGnvFeaBLvgkZn+b304RGO+m0Fd8DacBE50TfEpNWM9V6ovVXb0fWoLBFf2+m/e4q44Nyz9RnlW8eviXlUTdsn0BP605bDoTU8meawA8zaXGHV72JjUCXSyjoV+jk7m9OJS8V94P6NiCpX855QgJydguX0wq3b6zP/z2Cd+MWcKAAA32pKsTp255Nj1TMl3qskkihEjuiQSrqnae6Z333/Zn5zNEfTMR2jE9HhFhvrg/R4IsdusjwVcu16PCJentWWdaz3vn/FF3gzN4kWwDF8F+Y7hHG5y4HE7lqeChWG2TiAVzhT8xNYLnkO3oY+yk0FnYhY5ZTGoOcBaq0aD4SuRO4hEORF0DiZi13gO1NavIMXpV1P797mIQ+U77K2Kycre9n5qofqX4EiwAHeEjZAC+FjqcVwD1q8ph3NwNdETscuEo+DDuGnqVi+M+lB/Ytn18RpkqpzJAvhN5YgmQJV0QMKHTag3qIqJALy64BFpHTzUXCMaon7E+6gf1y8C41ibgdJsUi2k++EX9F48+6wQu5QZbuom/E0tUvCmBGqXEaxp1RRCotGntei0mu9Uh4Dcu2puAJoBbdpcRg8xN0JCkPu6eL507CDOtA1kqnVv6gIFJ41PClKKcw3BpA5klvGDOV82RcjlntOOcNYkTJPPdt4cPU/QQ/j2Yib0FFjX5A7fMT4gB+LnjAOu+6hnxj/LL+e95vtuFFQ0G3LINLEWcWvFfHS/cVoznv5Q+uHTTblZ2vJ6gz1hHVahB7cazk+Zxhqs4j5hchji7/rFzrR9GNZWy5bxRh8hYWVVbi88NuKBjknYewlOUmyy+WW5E+KD2W2Va/VTqW1EdHA6ZLOOTfA0yWefBMSXPzOLYXqsySV7s7Z3BCqD85fW9eP1Yl4tSLZZTG7rS/7pLTfEZdcrPimqmdVg2puZWqEq/pphcucbmDYzuO3wFWltFsNJbRiJT9ki3e/1OXn5e76Gn1aELBzhiykcM925+xIqVv9eHKgfFPt+KoUJVDz9aIH6kWOtDkngeiqI/wueGp5pVsv5WptsD3Nat2/j/sht2nvPDRdqGxtlR4X/dbsnnVTImzSJQ3IOrZ/XuWrGGhoXtSlaquzzjmq7ti2g/8zdKAi2u138rz1pN2JsGXIDRNkenYAfp/6Nq9D3kRdLHiTM5M2SLySISZWPjv2EeulHFtoZO8D9oC5Gh102btIewXxcZboDWR8WQDyLP+wPhkLEtVjOXiCRCRbQsTL/sj6hVyj1CWJqRj1eKwPvRiKD//ETEfUgnfMWWyl90FNGB7vPKTLY6aXpICdsg6uGd6geI3cR7rUXpIx9D3okfkzHgKNJeqJdGRopZiksLbwcoomNgiu0v7kMe9e5ipFu8RyeZqG4guql9AObRzQjUTCRyEAPSt+Dd/D/beOoEsJOqEHKyN7V/Tj/TQvPIQYY4IEzeR+dpr3C7qcbXXZoeW4q9aVih2UhH2laqKlkAHAmNTCZ9BkdvZWD7iSHUlwR75ojq9Yi0m18gU38EZusoAjErh6Hy8K5sZcPmuO6x+b78r26R4y+xSD+g1gjmpQv180DFTrRzLCoXDD/I1b4XMGdPk/0HDDkQUspjQ8EQhxvnGGz3KSMebz5Oxn45DJLvmPNY02yVdb5wF5Sonlv6Ip6uWWA1tI4L1FtOEctMviv3wD4m/+dcF8NM/cLliH8czbfCTEXnM2r5uVmWxFMrHe3kMZpSN2L7VeEVi+uSBJxS/Tpw+on5ee2BANtpS8iXkOh5ZEhY0iiK1BEI7ybQt8rPio9b3rFOapecyoLMysnU22SPpr3FVd8hmOe8IDymnVJemJqg9Vq+JvApcqnWMaoRz7YNhZuKW8T+CPrC6f6tOKp5ckuyYxlKXeUC8q2OkgnopfbP+k8pXFNKYK/RRx9Za0B6qI2p54DTC5xjMmEzzkQMO2QW+r3QTesKNS7dOJDZStcC1ivrOc0b8qcOxxJhLFc1tuKWukxbsb8o/J65qS04qUjh38+Ag13jAaEwhOrxsOQyBx7SwBD/7KMcunF4PKr7m20wOW20XPtLMzpFS71pI9RZ2rHcqzCl9zvgVd6REcIB6M38j1yp5EQ7poZUfoKd1JIMpvVD8fEk7dYohF3JxmGiuovxgn0X35fyO9GbtohvIdu1j8PH8ne05mSHPTJConrU/UPFDblp3QQuD90ATtBPzZ7xEnQ69PbdR9j0c57TQATKc+neiUDuJm8ppilqKGOq9KyENpK5Cc6s6sh9avY1hnZOkyX7YT8wp5q8nCL/jd0Fwiw6f2cwlUgfMUPah14V5hbmAutgnfAvvIywgD0pFrIwksaHMslYfXrR2kY4gvS5sZX2pzSDtzh7b4XWQ3MqWek7TfsEXOsM6um6RthHuJS+hMNJYckTGYg/ojpwHvoF+kEMQZpn9tGHmS7VoaSB3SVIQU0hptst8J+qV23DOGneBuOA9y5/UfNBvBYe2/4ZewlTNIZchHnVt2OxatIza14wW6X9aUEZg+IeoQSei/D5lGxRum+LVRRwygJ8J8Nrq4LOPcjTdYb2CJ+SvoLjhh9pCwsMPsmvUIeWMaTf6EhZruxX3A000/Ra0kRKa/B98ll5rO+NWS9abbnk3MX009LtVa0FRAf1HdKJsBDgMHS/eID0NbS/2zwuBrJSXJqv9vczyuGMuygUue42jxaHArkVBs97MSzcVKz24as4a6DGmGzTvpWcrTjrngTHVjdWrhOJhSJc1sgq5XZia9RRZVpMXNQ832zCWtWFs5GIzhmrLDfiR+tczL8wF125bK89Uw5stUpqK7cR0Aqo7VfywUAURdU6YAnKidnuSAoW17Vz9EbjpWLFGgv1e9Ck7A+ioH/P7HcH3+NXkgABwPyAYHSLBRRA2KIKIHqGwFRYZsWYLBECAQyCDrybNX8mQyRFBwwVHx0MPaj0I9wda9arGeouKm2prCiUAdKD17evwD31e/Nz+hcnat76y3QJ6JY5cML9D+rj5R/rKtouqpaPSgoXi46tz+1rzzksS9nalx0v7my3Ht1dG7P6yLkIuaElYEKqJ3fbOwUIHW75ttp54wG+2U0IDOFrShnuYWSjqoIwULSnwpmPf3fCmVx7+WKqZSSx7HhVFZwudrnShQ1LH8HXVBvJjzPR0tDXPZSe+rZlgO9LeaWECFm3j94gS8jz9YPIpbS3ryEgkn4ZaUciK04l5sEVFWlbtGSnRK/rm8g5iS/cS5SO6Q73F5Qtkrj7JoygwdUL1FDpSxK60op5zhn0CNov7cGHSoanCLHlsnebShA6uXDYaOYOPyfy3n45lKOec63qUadl1EtANXWeOkATmpNEFLxStF30OXpD47euFcmTVHAD+US5NvIDmKiQ1uyC2VLJRA09W3l/uj1zVenJvYIjDIdTteDj2zSScOYQZFGvBJubHikOaMqqvoAihXv862QF8Bk8lzoR7Nn+thOBH8K5QND0Gv/N4gZfA1zm2kB6l13YslYTNtTuL/JlLk0Wpv2LO8FbCHP/LuAM+R3q1nNZ1oUlIFWIAOxkxALEwY0g11YK/8foCDcCnnDizFP7jeQ1OJSVtP3IN8X+2rBEirsEtFU5E8GzVKqbe6AUWUKXFA40e1xYCaIaovhAfWUw/86iBvegbnLpRB57k5IipaYVuJKWiBzF8xy3CybEC5xmDanqzabEjKUqnD9dbEHICtN8V4As/1oSFszX7mlZ8QDGDOc+6AWcxDt2C4T/e17Ul0mB6QbqseqROXeSkW1Y4WHlHG1KZk/qEKq0ETRtV+lu7oK4C9+UPwY+CaOdkvTrPVdIPTr5GZAtyyYY6+yXYcVdGfJE2yj7tXlMrlkU2bC30UxY0xmYyyaJdtwh4Vb+fdaEadXn8q+BjArjvm5wu01g5xrgInLW/cpNAeY/CMRain1lv8Qha831ryWzW+Dyk4Ie9qmcoMUhxrzknIVJ7efSk6U9XXlBzMqJldr/1cAOeGQs4FYH5doJsOCjRpZiQi17VhUj/j1VxdaaMxoGBxwUNDA6824xf9Z37X5r16c8mZqIX6FcKzqw8yX0Sw7zL93KrXbLV+n+St01zmgNyfxdLagFbxQ2Y/Dy+pZjL5+La7jF1JTvqI7lTZePw5naICjxTrIqrsV3N1vhIe970uQoazm3Wt8o1OIp29Ko7Fog/BfVU0/aC0TBBO3xIO5l+kz4iWptvQzVWRmz7RsCQl4iZdKstfdZoWyjdxf6QZpRO7h76tMjh9R7dqcqeFNDS/MpgEq5YULyWNEp+8x2STdDJtDbm3unFTGtmmCIyIIzuVF1cVkpfVEdxD5Bugkf0z9TfNWacPlADms9IoGvsoWoDny1/yA3Gjkp/7Gf9O1ZuqwZ+on2/8Fv9LYxd+mfAG/VY5EGlQMJci9PAK9u9ENzLHOZKMwxJYx8kuomn6JwlQsiMNvQ+JckOxpXBSyk1MCH/euAQ7iPSE52E30cqgs7gr5sktxjdj59h/4Xxc5UwQG4kRm1nEMDWvfC1sxa1FELKN4OcwyEXiUko4Op90iDuClpEpYR/Rw2RzEI5OkL9yE7AgaoPXHCySuunci4voABsBEUtNCDMgA5PH64VnM/xsK1zDZG85Db9jAuI2IOmMXdgRpF03EpSIvNcNcoPQUN2wlzcaxsxzHsa6dMtsjuLd9KKyFrDI0subA05ZgOwciLJ4bkmARs3G2GF4m+lLWDl83qQPmo9wTBwuG8k2vvDiIlnGr1xmYg7Mf2x+wyPpxNJXGuEu7nYMnN2g2/oYbN95JXkEcqu/H9sGmerehAXDtnWLV76HBbUCLgveU3PBaxncaG5zWYkSBoGtJ/aQFpWmAXtbzIX/02Q2i7eCmpE9UckHwbym8dgy8JfG7jAHSLSrYeUg1N9gWTIBfaq3ei2Hpmo6XOJRd8Mb2yjMTGtL4frR3I7Cw3XjBTOz/lE7xstPEtZY+fL19y1fSsi1cyzrhNoVEebTokgfvnlf1WH3bPMrSbf9iDFc/na66lg4v6S85g8et6Cvxp8/M/O+RSB4lNhuPlAGrw8wvahwX2M0RVR+HfDS+JP4s0+asVO22L3OeLd60iFe3662nW7yAfJZEG7OLDm27bjpnHBexrhpaUV5wlMjVWmJMRhGxMfW2Bt2SG8E7DbYVF/xidI/U+x2v6AfU610aGbWgbOmBQRTF7sbJiu9808ZKDE7Y77BUfIuYYneIjsaPaz3kBeEmpjDSqeARKZQ1eLjz0QDDu5jTIQmx2FI+yf8bFrwx8/yfZlH1XV5QwyjmJXOYwKV0GZC1686Hy3QSQG7UK7OU5MY4Kx9Aip9vLUXIYsHR3scbnX0px9gBItFjREfdhTp7ICf85ZpBzSDaae1LeCt+I/aDOibqEntDNgcMkD3IiL/J3QtGuXDptWYm0c8nYv911FF3SN+ZQVSBLWwCKARdCxXRhdiujR/OgR3jddSX3AyqoW6gr8PqaeMhNy/hyonxnzmUFkk5lFJrabWO3aTU9Q4CyPvUjm8o9Qy7YycH6m52rDUDnJKWxTPIW9rJVEJZKeWCskmYW2bfwNZor3m40Sm6jw99GSALspxmAzT/sC69H8K6vyviQON43gQFAQkyoIQlJgaS2iBBJVLmgQUAsohVEDBcIjcECAQIBCYyeSYmUySmSQkBJBLxSJ1sSiitRQVtfiSqm11t12vl6JUrBSPSlsqot3pP/D+5fk8X/lWSJXpBC5qXFJDwDcau4QPwafoZNQIeAFtCX8P9qHJmxgggdJ8xWAT8tL7PZiNvHdtBfnwvMMq0KDeQ1kEx6F/C0FgjvBPOQPa49fivwJt8OSoMuC2fjD8MnBD77FxHpjQmX13A1/rPvD+HbBqMdcjQINmm8Nm0BbW2fiD+6BrQgqwwhKXEg9wzaL4/YCgGYnyA7xMpnALsNY4sPFHwNfws+9WwNvA9J5tmsNzXAeb7mlpDkmAGe62SQFXQk8yeq21aWc/VVluZ6zfEWBOyyyIRExzOeLQVuPg/hp2vYEoqNiQTlwrZtI2EkQpvKIeHxYt2j7DiGo3sup6WU/6AzMgnE3+vtkz+8F2zPhd7kDErOFofkyoB4EV3mPTcKikdMNH+vGyazS+Xlr+YsVFnUocaLcDfV1LJ4VlTfQ908an+1lJLw0j+YdirxAdhQsRSbihZH1Iux4v2x4wqussFzHfaGcqJbRYrbEqycUGwyTpdj0IIn3zz9oDVbvnia7ihKR1OFGaGeuqx0UJ/FO6gxXOIZ7akcqJACH2qErNHMfCJb60eM3tmgGXLeiNumq7GThG1kQKcWDH7jV6a0XezgLdIbFzTJ32q6oW/kbsSfWL4JOYe01MgKsmqbab2YueqJum7UUF9XSXOoTXcGJpuJrR9BMpOMjPpOVpL9XEJU5gc7U6wR/YR3WDvAlNkfRocB7aX3/QfxJ52dDNNCFpMiutCp5sNLmcVj8EbJbqVDTwLfkXdyBKaj/Gla1ODNVAspcCGJ1oHOCJUc+mqGAGUtz0wH8Y/hpQMZWwD8imwepj4CuXX1XD8t+X3lSGQjdJYYgU7NHn8rsJp9AtUIZgDaKFzvHo8BT0JmgK3qbg+RPqXoWBWat2VbygWVQGpYzqoexXdi1zVlQrxaRghCgpeuQ63JrARTzgB9FDcAlC4d5UX4KfBw2oA+HH/iJVLzzDLFa5I7a0g0oM4VC5ilMwdRkP+kY1ReFAGyBGynL4jK4o/jq8WieMTldX6zhcg+pb7a0gUCXQQv5JygltLDNLydcyaZ8rjmEp1AxoGvVeVgAFqVMoOfJzUOQuRH3GtCW+RB1mHI6mqvqN67lCFcUABaUrEeKlf5jSg4CYqQoD/i3tBPSn7ja1CtqqubwMlo+pSyiwvBTam3SrW53Wtz2tc1fGssjOA8mZ/DBNmzmHGxhmnd0fxhptERX40VMt2UWP/jVpflsa4UgzTpUTS/x0LZK9ZJP9jaNJuzrUwu7YO+1EtiaS1Tqemxy2zvpJ3jTnF8tQoYxFmKNKHOnJzZvLJG6upjPlHY4VxBHxqSUGbL6OTwocwHOnte1prjmW1box3zFC39JSmB86YPEubuZYmj8vHWNlmBJEs/RoI6/Szi3c0C9+7nhW3y+5seSpRlN/nSxqHExIfGj9rKgsRtlCLUH4i2ZDmSI0uDmgPJETarxZ6cnyMmjEj+lsQlbd7ZaO/1DzieOC9lndfdtgNKbRiRSK5MJEL8tQOVvwzOxf8ZqPms6JzSH/M1ZUU9hzBh+JyGcOn625Tw/Q368TuCH6NdKDTgIsTbbKFkPWAixSWAdREmqbn1RfFlSYoJoAvr/x49qakGZipg5lX8FPSnt8HumV9efpXF1Fw6TbmLal0cHJiv4G0G0fwSvl5D5AMxAl/oVpb32kwN7o1JDAe0BclYWE7MatslfsHn1Z47DPTV1ME0yP0wYCeW6vsSgw0+keclE+Yuev9oNGSOE8KSiMS4HT0f3EKCjmmXBI7hjirU+TS9gNulD5jM8l7TpIQk/FHBRU97UaZ8V/nD3gL5SeduWqXGUgKbSRgi/xSMWM3onrVMd5kfodamrwlI6hDmKnaqnqIp8hzE59ip6FvoDd3Lch0/CHzgnqk+rtdkeUgyomKUghStwQfk7TF/Wbvk7zM3dBx9P8HXxS6675hb0Zo2omfXo1qzR/0fOQRczePRf+FZ1zrlfdRz6wu6X0Um0jhSxS4OiPEoFRbToY/5N7UbsfHw7GsHC8kO2l4eMBPm1oPO5FL0FC9RHuMpih3eTcqdqEdtjNK3pVQlLYDlEEpqPlae18/Mhc+vFQ4eEO4WnO44OS7GO+4d17cg8zyjoL880eVw/8VZTscrw9rZRmv9R8sWIfxYJX1gySTf63aUzgdwQQ5vD5hz/OWgxl9Lzd18oZ7nqXF+Dr0/FHwRVGwwGn4iyPhTZL6Y8u76wz5QX2BSZ5lZTyVvedNJoU0oB30ScPfZO7nHe550IeP+R011hBDae2Y6LoC1/79h9KnjEaWl+JNnh6W8UVKdStllFxn/2IQVED2+zWZjfoyaKeyN2jfXvkhSgvrquzWBqS3PFlaQ7Hr/2GiM/6qXW6Yi0jz7q6ctEzwEJU3aZKmyckUw52+JhUZ9OH0RoJUlBClKjWLrPIlvu448vyvhDH9nuVfPab1nficdaolVWdyCi05EvueqY2f19bTh0zvpVuccjU+8o0Nn+js0AVKQSRgnfHvaq9XOuB5dVHgx+2hUqesR9aC2vXsc5auusyGU3NU9LPPAlTZP3CytWGLJnF4Zz2AhC2JBO5L/cjb7EAUbbdPRBRp+fmtaFSZfCIdaK+mn21xbZhD2vYHCuLZxhNLY2fep43PG0SrczF54E7y6mYVg4vGYDn/k9yfb81fSBgAFeQCOhjWSLUwwaNRKuMCxJB0ICArIAEQvYe3+y9JxlkQwZhiCguqOOoisq50OpdVVScVbmqbaVWLfVq0St9ehb16HP/wOd5f3jfH17LwKwwOisMbLtj2F+U073cSM4LdIpMsVmD4SOmA9BDoQ9mAnhHENMMSXnh322JietvPWCZiSG4Zda+iDeOldbfZoW+WUHU3Wk5Ufhb531rXR6xI8X6VZannWLLh24PnrYdB+8NfGyvS41to9k/xE342PZfYvpcQntHZHaL2Da7bothVkjtwjmeFQ539DuL8ta2TzmdWbxQgXME6g30uWLBA/5olyU1oxXp8sQneVFOUczsm3MURjLs923V/291yenOT32rC9XhXl90Hij03vtHVn2wxrcAavaf9OWD97et9mFSi3wiLzV+o0fmFsaCHE+c/kifnWhjzwpbLHN2WkhHUQmBg9TFTTDrKJ2KX6O4x7SQnrHPs3fR2Fg35zDzVuUo7xxnboFU0M2bXl0gvCF0JY+Js0Vvo4o16bLM3kzsOMHT1k64Sr7cPEUO076Xb6alM0dZbMZ2oA0DsGZ45RXjnBrBWP5RHkoMXjXED0pXJIeFMtmGKIP6nLKiZ27jHmbY9zk2Flhkries5wqlE+SF/O3MfOod4WATl9EsPlYRyZ4vDeVHcXLkFavyuQrFuWQq/0elPuqImq0hd03XLxCyPG8bz4uhxkksTHJTMkyoklUx8slN8sPoIK1SGbMFyZhRVayXsovUbOgYoNE0JsN4Ac3ZqG/US/QrOuHI5yqwW1I/qV5lCKP7NSniEPY/muf0EiJcO9B4mULREcs/p6/Xz4G/Z7bqQ9AAa9QASkZwhYa1oCKVxvhF+HA13LTTtaCuw/StHt3QbU4RmTBJ5nIaAd9s5jUuIl03u8ozqBfMffBBxhrzEaiBqTSfTjZxLOaToIvKzmZIe2nFfx0/O8aQPodVh6g/74gT+tHslm3Udux0S1qDlMi07yo7RlHYM+Bs2hvbSSifUWXDJx8DTtnWzc9V3LPmhBZt+Yt/ecv56ttty7TorStbEwQXGqa8bymTmD7PM9QUAeq+U0Ym17puwouo3zmfQKX0Lc6lyS8BkEM+v1ORY/slmFLW2wWzf1/F6hjWBGvvhCGCeNSpkJZCbjIE7qGC+GR/XhmUtLX1MBxGeeOrgIZofG/akkw2x42Z/0I+0MINNJUK+zbbsysLd8DVr5DD25P5lvrj3Y/IP6HdnYOoUhws3FI2l6gPGeF/pWQFdkOPU//uT1zCZT31fhH9qXydw+E/s7n5szLb7oqafV61sOb67mv8BVsf90WS/Y0XeitRIKxm27bSCcKNrgR4DtkfHoXepEJC/CVdLF3rYDRN9i/HwQ4lQ4mKdylYjU1pehKwDB8tSueMkc5SL/LctPUNxYJi5o6yBFEUcDUvX9zPG16pkhwXFiVyZe9EXZH/0H0m+2d7CfkSIcrhoWWSEdoTDDWNIhhiBZkoigPYByxD5XP3cx+WbuAfFPDWhYRS0ZcrY0UOydXEBilKem9eoi5N+XUQjD/FGLIfJYXYCA2YWsD5G59O38Z7SuYxfxVG1FcDxeLFmzVcrRSU+wefLrsFOSjQKhoSN4nHlR/NI2j7NVf8VZhMwTpbAh4QJajOkUji27x8ys9SMklAd8vGtypYixVbSq4AOuWOXBXXqPoKguYF1OOJmSKvpnJej3aDntDa25ih8Ft6MYeUl5U6/ITqGy6YtF/9JdFEVWt21Q0x8rSKEhhrRAfP/Qi4q3sOyeD8oNck1gi5+mPzZjRh4zVfVn3I0NOMQ1OMqxQE7APjTg6YcNf4kjBAvmrKrQPRDpk0xSeZVaZh2ChbYvo3JA1wmpcmBgUKc/6f625e4Pm2jm0Pm9c3EO0mOaPpg70e2IxfY4/A/0SqtJ2oVVCrbJziWsYcWxrMx8qzPoYksRutg4nX+XusO6JeqEGW393HkW6fzpRXv9d7Q2ZH87wL2VbsGc9qPJIw7a5BzlDiXDLEe9ojZz8MYIIdsxlYSActKZo32bIPVKoS2Ha6jlS/Dm801m6FtS+VnmlMDT5mPcI0B6S4a/ib/oXIPaSZ1sOIa9SHPhaMyMjxFkIKmVIPOqmaV+5qAgWVP9o/OJ9UHemNNbTVgXrw0riGOd0BFqpJ09mHo+IehIeROFJSaByxjxoRTIJh6Ty/GYJnjLQtT7Jzz3k6QLeVxpZeZ3Hlyb239dO1SbslEhcqpS+KOYHe2evHxeJie1YglxExXZcQLZSGjjYYmnalPQyRMdYGC5KOcut99PmRyoyW875PuGWoePMt3khTslwryMBNAfFCHcmJV4seUH9HDkmymXjEMulewJxzTfaeR0+3yH8QjMctVl0SVURgjQvlYk8U8xW+2xTHniDdk77jnKK+Yp3lAYy7uFpBPLuv5qzwKJe6iSgm8n/NKZI8FKHT10kvSHBxK5UrpPaIEQNNpXR9QouhPzWQGViWSGJjuYCHTBPg4aViEVyjoLz6az5FxNl4QFgo4WWPiB7JSsFT4ovyu3G58iHF6chk/VXtGkczyctP1U1S4YJpcQH9hOgMg8Z8LSFhqoB06cvqGC5CLtsYya9SfJddKZynygKfEL5Ql8chZAL1y0i2vlTvt0/i2+Ufa50krwInAlFrlFY6hn5G5W7isJaqbVUNAFejKtJxQ1pc1ms+RbcK3CPYpLsfJ5LW6Gsjx3Rdxvs2BfYT3QVNCYGs5wpekXH6d7T/UVinb00cCADGOZVDUBSwQaNRKTyGhYJYUC65BJSbAAnknhyTyUwm12Ry3wEi972IB9q6iuiqaLXooy5bvLGyar1A3bp4VdFSpQX7ZHXXf+D36f3wCtnTemV5H6DST+ad5P/HUJLiD5IMp2JOif4whpB6oXEjvOiklGL80StLM2qasUaXz1q5eCQNsUrFLnq3FWZ3sSqsBZR3HJc1Ni+GV2sNST4suGf5b4wDHLK8Ie0UDVjeLnqPWiwurwHNCsuIZTFllfOdKq7yrFMlXlvtV/eMNcl4UbeBwmEP1HbkDgPFNTPJPP6JGiCGJ9zreErqBw84OoJiJFfso97u6gZbkZlU2tfKx5gVJS0GSEk70axhFdAPNOWV/cKyNobnwtykBt/kON7xevcYquDotjDSiHDMqQ8SS9bW5ntvVS+0d5oKS5C/PlIeLA/vVogeUts7p5hj1T0dqWVOZk3b7txITkmrf7I/8KC5PaaE/7wpj/RQuKLRN2gXst/J8a7DD9rPGbcXa/vKlMGU2F1pIqBy3w4SE6460zNTlsQ41T2RM81u67yd9AZY2/42Jp+f1ZZPmha0Nk8GXURS6/29v8ep9kfWdlRbGqyalfZV+IgZskO0m6xheTujsuypooV9Lmdc2cwL3jiN7RGS/7JetU/0gSjFK+DKAG9tpmSFu48pSxll3i/OqIrCCuBXDEA0KRGxcSaAHgQqS49K3whWb74njwInN0YpJGI8akjZhNwi5mAJ6I8Biep+WaW7xajGPY23hTbuEsUBUQ1vHygT04VLGZHwGxG95FsJJm7JnkOnkDMbbDImeimqUN4r6yeuVmxSJAfw8TRlnftrww8ap6GEFyV6IqcKrOI7wgKwDzlC/xJCUXbxBTha5pGdgTyQ70icRVXKZeR30huYnughU6r6AhqwT/igxxZDuO687mcOVdYqCwVeyV8KEgSZSnL1OjAbKyiahWJVQNZOeB6uSDQjw2o5+ShK1tCXu9AHWlLAZeUTnZ/HCb3M8G9tL3NG/QL9jTOiOcSP5xVpWVUVAq12tigddOoasgIgo56YSIS36AfIVuS0IZboJ1EbBgKXKF4YlZ7hukHTYw2X/ti8TvKC9cDM5pVzm80WWjfvkbm5cK8w0NyX2SZaaR5MuAq5zKPkKlhpfksMRfIsqwIpiiAL5FmjC7C0qwurQ2pR5CMztjYUaON41hynzgDSmqTCFfyzjtHMaOErBy/BKbrv8CeniWn2UWIknGc/E9gkp9u9PO9rrbZ5OJ/W3dSIJNCvNt7hvmIda/SmotzohkUFJ3kd9eSMJ4KJbcUJ1eBDZz05FgLrfiGmibG62sAR2XBNhdcKrb/tiuo4tarzLNxZvavDyWUzO9pTqG6c5a3XCzhAT4si42/8uWZyQgLo2+giR4r2NHoQy6Ar9WOB07LMuiwvqmbA9qsqqrJixxQcWrW/dzHnV0Z/T1xlPzulO7dgGfdapzED46e1X08IE7LaUskk8GPLFBGAUptkC4OlD503vGo0THugZj72uDReslJ1osIHSMcB2hBVjE8wYgry1Sp2Y/qcJgwYX/+95ifBZGSXtkW0l1CmWyt+7rfF0CH5/PZu2Fo8VO5GuwmbFIn0Pzl3ldns+ZWLsRDu8/wvsHf8E5vmVGMgFu/CB8XzI79SmxAOIV/jhVL8OnSfZHo3obkcP4mBEhaHD82g74ApNi6jCpjlz+RqsH/rUkUb9HzTGuVeZFk8gB1C4yLGVa0yImEzHiT/zu+OdrvyG7cHpnbtPMVHMRG8KrqIeECXWJjkKHyY4pIukKBbSmQ0aXiaQ94tu7XureKyQhjRo7ysvE9Ix6pVfv4LNSx8xD3N+EK/SD4I8qWLwX2QQeZg6mGG/AllNTKlJOZtR/+/aKnvpRdUpnX18sV4b4RIQVL3EYoU1zRG/wp1ui7Yvd8Yb/SV1Qu+wJcIe0E2/oHRCsHqsTI6vErTmPs7clq7ORVDN2hd6xKlXbqjEXmyA3oGAZaL9C7/b/FsY45HsMFgeiYFeV5GL8F+gdrIoF8EDxv7S49BtcanuSCcZlqVOg+5bwLiptFs098joqXVZg+CQ5ZkhvyfqyQWdw+5/meLHoW46fYp/r94t+2X6MHCcHtX6UrRUjsl5z302k5IOQLvtb2MG5KssI1GhKFJtiuEHdJk2+wCEnbKBnkM6+nWu5Je9t36S/wwAK/PrNbzb287WDIgvOX8LadHNOzMS0HEnXVH4lqRNXVREYGS3NqbhEEUqm1ZQMGIjkZPD90rmy8yzdrVdpBn5xa1Hqty8YZavinZKjjfrMopBn9oAlISoeON/Dg5XNZgj5iHmOrHCRck57d1LDAo99SWeW7UNdtiEJDZ3GPh+XIquqeruoGxrupiF3+iYygnWPi+PS0lQPRn62QcTXygZeDLT/BEcyvhJ8nXDR8X7Fam1P3Dk6/LtuWjer26NIlv0J+vWFMt1b+njZdsMSxkZG6+Y6Cwu5KjDQPAva/ajGsEd9f4G4dEdSFbTTLx0Pzfzdckc5+rVn1A/lDvpjl4qzSl9JGqeM1L1kQxUUvjns6+rh3nO5LKdAIwO2ZO9wm6u/qf+t1IdAjdsAkN9ckxfS1f/lnQ+MB2LIx9hntdFQnwaW54EP91UQh+FUzOeq22Q5aNOzWp8LkYjeaD5OFqh7ZfOhYC64rlkE+T4Qa24bOgHRdHypcKv+MMKmiil9RQpVY8U5iBQciFrA2qMrR+YyC+/n8k1/lfzIkfwPEpGsm30nRQMdGOFKZ0l5RqO5Tua9J9z1Rzz3yO+dyfuae7bLLLYx1h7UqOhC8SfWPxtWV3tbmyax1flrCkrA0r33/g+cP78Xq8H++3NMHbCbKXjbtnQaMKiaMK3qrstryCtkGpjCiyDd0heCiGRbuK90geSHg5QTJf6YMkSp4mD43uUJQodCFtH9+P/3IvAHnAB/cgcAW02HELZA07zHVCFAjG+IZ4iAv5o8JAZXpRr+gqoMvmS+LB9g0/S02QLHqe7DicGOIl/0n1GVevuKGadF+u3I+cdzwP7EeNc/kqAC8zsyWCyMVVIzX+yLvCsdrXaGdWj6gF894QIX6FtURtkq7FJoOHZFK8hJsq1+HX3F0VeUS241MlTjyZewDeRo6ZCfDtVHPllACkOwvdanj05SwnoTV9M/GsSEd/H+UjfkSfCdZJA+l+LkeWR19zt5cHqOc42SgwdfXcx9B9tbXZUdyNXl4Zy2cYgwtwwaTRPLO+5rThUCJPGG7wjfxNdFw/EJwiWaIv4zKlOXpXdztZsN7MiSvv1PVYLYLitQyzCayHzqjYWnmp6Vz+OH+4ySNzQfWORmGiee2yBk3kTmFvfU+wuzik7s2q5xK8rsB9vrTSNO0UL3tpBK3iwO912809sTwaKH9XcbndP19eNfbFgoyTgmNtDxL6aiJbN0WKa++2VAV9ECHNuavGxFeapO62kpONZU4FsvK6LqtqsFT/xDwDs6fbKlnq6PTS/Otqj+yVGSb6de7lhAX0vgKvdZl0fTEQyKNNZYdXlNEnK79hA+rlgmS7bPXlGq3Fr+ou8eBMUdBX5ReIxtzQvCPEcL4onSSmiuj1i4g3paUREOlUsTpgLxlT9dJrnGyu1rMTyenaMTuS+lI0wgyiHWW3PjUJluGob/H8jY1of2l/Go75VCTHr8EUVXvDT2CDgskAW3xxbaRXHa4V1bA98L8kfLvdxHcyZ6aa7FaOzwioa2kYnFZ5NLdBZcGfTO1S7aphxRGIa+3rcFekQzTsvxm1l3R6rUW3yPLZ87BF8md2g9ikMo15npBBEzMC1lSyFDgjzObtBLeJ2SmPoFLJf2JHYabMb20bvFv+lf9qVbjivRdDdR1IYZshFaDBbgIVQPvm2OPpyI0ZAX9WHKgwyE/k/KhsVlqmBAEIEBIbB0aAwWuXgFOQv98daC/s6zkCp6q82Ez4NuLK8kEsUdYcPpaBY4xl5ACZWpQoa1fNz2HJ+1R3krcpLiKtMZeU36JuYWcABD3s1wGGYwmeh8EJ7DHbCtLiHaxS+CYhnNONwmQfAyVXU5mFlOQuWZpdLeOQp5Lt5XHk+5hiRSi1JEyoXEol+RUr/6Y0nu3AOeoHti2YTYewGqFR+uicp0gffZoxSPRS2oLfxALd9qxRyYCuK6lD+kr3ZYyF7IluY9hK+WPdcr8AxR2dhada2aN9x14AJOk8WEfBv7THLZcgbI3GzJxIproLkkUr629n8cRb6uuTfCTX6l0+PykdqkPWTMp+Nb3wY8nHTbinQvGjyYvNVkqMU6xrYLQhwnKDaqv2vVkAPkVdzb8g9GizyPxDtKs1ZMMt8aMW3uek5H5z3porMmYT7jsl92w85ylQLGxcxeYoTjXYsp4BB00xlmKVn67HrBDvoZ7mj5ni08FMnnE42yHxlDEsd3PUWwOR/yLkrv5tcahPs35bmXRZuF5dWeZ8X3+J/976jn5rTctsa52PZP+nJmflHdP1837JKNE15k0nPNRFFllG+WqHSp6HBGrp8vM+VtqUqgbOc2189TLnW1pdLWrjqq0R/TxboOmQn5gRkKMbW9T1RZnpNeq20tkJjmq6fHMkrE6q/Dt4q9pHkOfdrl5ac4SzX71a+IfzNbVQ/KdNuhqRWc7+t9obGPjUpF+ulDxdcShNTz6omlxfSE5XL1o3Qr6tdQh2oGaJZnv7Ug7i5xw5tVba5zxMkfJyG5q6oPSxYFB/ws2fmlTzDLh3rVXqWZwS3o4/hp8Vt65bjz+QLg7aQ/xL1sn9nQhWeHCSCKnyC+dbxDHgsU0fGQapLNLIYdR3RiAGcgaQ9zKPVBYKyvXxn6HXFUMRI9jHKywoBeOBDtxvsXYolBOC3YJznCdwN5XIdhY+htyw2EsM4VtmBPJJ9lPVQsgzRajaDzvG7UY84PEIGUKp9gXNQkYQPhdGOag3ZzkKodMuVugp7IZtBHaEcLV4gb8i984IFCPbDxLjbsm/wI74d3Gr4U7CLcJVNY+AAgdVAHGDm666TsZzXJFQ8qKLG0JRQls5epB2ZvrgQTT8fyFrJ/BWY5GcBR7RZMUOQokadfhVqFdDB7bCfpomrj/creniOKoWa+65+KsE2nTb7cgPmpvMSmyTZiHDhzxELclaoTxonE76H0AZX8UKQA/j5fA2sMUIBPIhttGfuwg6YrTi2MHehg8uMTBuuG57HrHXr2S2YjZaGaOELKKiMi8qWpueJjUpyaaKWDcgqPFqeDGwvdErMA4Mb/iaOxe83xDIsYaE9Y9dMqD+ui7beyrCyGT2op1aE8NAulL5GQUt3elI4s7mHdnu0aea2nL3rGlp1OS/9LNrOFDs61XQwCwrduutP1yZ5PCh/h7/ttWBOsdaN/MKg1z6+8c5JCIx6drGAF5rwv2G6ryL0fb1XxeOhb6p+6mk33dz3YryNi+maVfVRrcWE08w4bjQBNSut5o03BFnmJ/TjSoefdq0Q2lNdQ6F/QmOJnWJKarKOF6+MrTKmF3Z/g+L9f3X5IHAcZy94VhBjUE0oULiIEElCDIrSAsi0iAiBCSsQJiBhIQn49lPJmGDVECtuIqnIi6KggriQkW6rHicorVKHVClPYvHecA/8P7h+/r88GXRiO9zPnifJfLykjwKiFX5raQ1REBhhy0be1EiMXVFBeKBuSYZ2/YSKRk/R8Xhz7M3hQ7gYr7EfxS3yZMyz2Ad+WLvPIxbWOwRja0q/ooUjLGEdrbFKKus2jQFWSX9Yq7J5NhB9Gnugy3foDWC0dAANLygy1+ATBfFMdORruKX3n6ITIh6hCDxZY6kDCRWBNmeh/eX3zU9AVsAh+eaVMS6wIeKDm5xgomS8JBBmCu84O8Kryx9z/wM+iBa770Yui+WeERAJ8q7SU1Qi+RPO2soDFhuZgWZyIfni9rKB/tFCZF68LJYG5IFnixvYd8EdZIKnymwVJrm9V+QW7HVIxoMAaJIA6CnjGMXC7ooXMw4IE357bwQ84PSq+LvSDflWuCXEGult6yOTSgd5Ut8rimt5Ue9XirNFVEeHMWkYpb0VjGsHLWrVNqCl80alTwobkFIkw+AjREd8htQWPAp+WXoIjtGfgya9jkg74IDvR7JB+B6j3R5D2LjtlTegjTaXVesQILMhhXd8M15Ifq5rBSPiPhSpsFbg3NkenyIvVQmxnt9MJkB7/MakZ3GRz0KZGeJpW6hsj34VbsP8lSMY26sYCK8BUEIBGjfbn4HlGvvBK8CqrV7/P4ApNovfQqAfVoHr1vA95ppDzHwWHPJjQvcUMfaU2VXCGNzb/kVRD4vRN1rOrI9Kmy0YZbzZ8DheuFOYJ1DnUPypVUra8ZTp2nW1b/zPMgO1QlZNo5RVS9yBizH9e6CZ0aT6jyh7yehFUiOCqr3SaSH7ai9sYsfwKwBuJBvR/X23WmMJ1VRGeuoE4asrBkyufIOv80RqowXUK3YmsdF1sZxxG3Rkk/CItmVLWCNI9cp9HTVy7TnG48a7vPqfDdX3s0yYzTrn+WUUgf0i3Ifkd11UD7L8ZR2urDMClL9KlxhfBDnlh+fa9IostfA442H2lemZKVu9NBn53SwftThuRcYX2i7Bdeo9VqzgmGyq6a4aMjxR/VIyVWrKwRdtNb4NbZUOjnX5OJIY91Hfk2ITOeU1+PfqV2f38VCNYWFPIaz+rtiF6pCvbhkkPyZCiktc3IifhZ5W7tgDZJ0k3DkD5nL/JIRaZqLhf8IsdKYFY37Z6pjSlBWjKpOOEp/T7wrC6AqiHTRPnI0fqPczomLu0gM1oWoL1Bm0gpPKCznhc2/qn4qFQV3qILKJvyXE3vFLJY7PlW+nv4Qz5SEUhXYv6W7yHlYVAXu1IqqgUfWPYiJgmTyCrZWnl4QMCJAMhy8C2+X/oc9httWTDInsVzgMH0AnZDxqSBaLt9E1iJPFKudHiGeygQbC+gdCJj6Qpsh5oKwDhtVrAy2x9Ypl7PbUIPyKXMQeQvuonciIPiQiiMUqJR8Aq6E1zgvg0bhczaxkAl8wbQEbII588LnV1EI0QZ9hzxFg9g5SBTayzwIH0Vn6AfgSCyCqoMmsW/Jd6B8nOacCN7Aam20IBttMW0HbeDyBSEC2aCaDCqA+9Rr2YFwoDqBSUCt6nR6AxShrqBWgR/V58nPQUid6YwqXxFjNj3KenyF6V1lE1w7LwQP7W+K+8sfbMM4EOv3lqrECcbrrweTGbRDzetTd1NWN42lq1x+a5zMlNp+qOfm/G2+0/A4/9Mf1tSUjnwSJmRJwQGtITvO+i/buz1pkNXZjKb0M+41PU9rpx1pzOOBFE7D0qx4V1b9Sr6pXVzNAUGk+Rl9W9FbIyN1rfj/S6bIDwQNNX9M4bJP78lOs2QlNf6U3sbY27A9cxmtoe637BZKRm177mLXrJrDAtSuocq7ELOw1O4TzhhxVJ4ScK7q/iD/psj0H9hrG37JDGS+rC/MRhnb6oz5h2g5NafyblI41WD+G1d5laTI1u6O/k3JFYtt6jHRrFEbPlahnqu6f9Op+n/lRPhdr9PmpjMP1G4QJDOo1Q8KPGk7qtoK31F4BnnxLdfTlbnC/fYU7WMRyeKoKkpqbjSNdclE80tu8q69ml/uB9TAhdFMsDqw6APDyfCipJzGrewTfqSo9B1lBtdZnVa8xh7QuEryLR3wJ0CfMQc9qvCfFwLfVI+UNPttqzpV6sbkGZRlpQzTSj9ROy1TTxGPU47o3CRMUojmlbTJfkilBo5ZZmInFG7G7ciAsntBuF9FFv/Tb7XBtPwZM0z/UDJLn9I1SV/T+Fp9xQTlmqYW+EhSqLPlvg7uxArFQ8tzaAsYaPwKnoGcF4Tuyiagy89KL5TdZrrrwuW99EdacwVAy9WYKcMp42oS6Em6RLyE1joUY3ehcStb5Bs41MQHjoEqFgRYTwHvb3ioM4OO+cxoxuBs+i31IfgvWp7qJFJHmSFuonGk9/hBdMThPNqJiqzi4WFk2iQH6ob2LQgbteewdxuOa67jKT5P1Bfx6/QelYoIpAmIZqLL3RG/qPJ1W4F9TfQ6TCJDOGalg+lYgkkdFAFdmhdqAhOPxxRjG5N64/ZJPJOnOP15U6kpO0e4+3d3p3TGsXgzu2Xhq7PCMmbXqXM25vh5WvCZuR+ddxd4C9Sm9dKpoklDX7xNQj/iwOlIooqjEvkpwtz0XbFpx1KiuUt4t7c5pPVlPQkL4sXye3zvZRYJEmm6LG5BnXOgoLRw2PSBVFnqrK/aapZ6EmLGMdLjy858tSPjBd9+hzZbmOyV1Ml/HLso5YLg89DiNKLgfwzWB1uTBwIAYIWgqBCQIQocIC6iIqAyLggIkkBISAjZyZe9996TJCSMMAQBEVDUlroHFZyte1ZRPLFVTz31uYqnz7mqYFHu+v6KV782g31dqV+SxLmrhkQliN9r4kCx5nhDRuOp8gYh2dmPihcTtULMd1KY4E/cMnkStYDYr3haiaVMqdqKrgHTmsVZA8xqbX3qT6xO3cn506LtegCEMF0wfW1IKD2u/Kcjq3y3eq0GgnJpzPx3VTDtXgobD9JdQfWT+vX3i0qoI4aRLBQ9z3gotYcxZpJEpQnNpvugQVOkdWfdj8UOU5RtHHbLNKgGIb6a0byJyinzC3In9o1FggolDFvGCx9TQq3UrBRas/VC6hG635YUFRD4bOKQUuMiB9iPKTznirOe3IR0xatCyn50xfFSkK9cYaSXVXOcX5C1uGnn80IfSeu8mfmFGuM8nXoeEDtPRj3nDzlfhZw3wFypvrQN4ro5lnPFSX6Hcj3smO8lV1GR5NtIoqNFtduQkGqP91MhiRjnBTInyf/w/Jr6nqbzGKOLeJOexbNW6zfXvKzFQPUtzyzBRajmx4rNpaFNlzjPy3cGAsQvlZGNjIoJLLIhtxCH/7N+WdZi0u26jCWl1O/82ug9vDJfyCyf7ouH7z2XN9613WwsuNW5QBFesnuLnqMq47UdJe5Hftw8o+JeFaKFWkjBRzbdyaokfg0ol7RTphrJMSHcwTrlrDs6u7fHy8k9uiPVDN7Q1TdHvrvYuu0RJxbO2NpMlCFDOykVJzGmLesLGThcW06WmohrVS8Zpeiat8VUcfMbGLPn6RZ5L9Z30stQ9XYS41XVgGqKtQd/gqfnbCWfII3yOoAAMkzgY6EKukT13CsZKglG8CmFJk0XH4ygqd5JyUGFthxVj59DGiWwrErqLPIxJQ1AA8HcWMYQE0EcYC/iKCqiuWK+Z8NN/hERc82YsEfyLXlK1CLPiaAoSxV9QR3WXdrhWkT1N0a4eYAwwDoof0ImceHsh7QY/j1CD/2eCIlYx7JLhjbEcoNkH9dU8MOUM5IHBEWq0xEk+Q3146AX1mTDfo8UfVXAMEVh74g4sib8XQnAuky6LoPjD1PvK+LKJfRR5cN8FatebU8f4fygmUqm8fJ00AiCzK5PCF5hOWCG1fyGjFd4DUNorfKDlIM9q8YyL+OnNN24B2SEdqTsLK1GNwH9yOAYwtLdrHZjaHIFJ2B8FBGQUk2Nwe3mz9afXa6ytwaaPoDcZoRIWJhs4xvG0+pTph24ROIGM7xsPaXP/Du0B+i12NI5jOfW2ckydr7VG/FewrXFgRLNYMdsJw+21LFY14oId2DENahxh4GxsOqoo7XajOc6foCfIb12nIZiaKGO0XQ4neN4k1zPSnBGR5aLW516UJupzDnlUJccr72jPQb/tVYhOlsxXhtM16J/9zZjv1Sf98bDBUSFZw90KWWvZ1M6Akhwv0s+w1zqvhi5UzTm1oM+G/tqvrdv3zjQRNd8KP0aqBUtQOQ39gPvKmkN32P7sJT6QXg2AVJ3CZpEdvtfpytokf7MlHkMvO/o/Bmi1bVLQ5BGsCfMNl44veWpBr1J3+4SNpbda4sBfKiI1i4soWpVywp4ND6+6QI0hdQcMKV3UHMbqSl4+r4GxXycsN/PDmk1dHsu2rAFh3tL1ddK8rYVC+Ph+7YWAZkV3zqLsImYdVtwsAlcQZsJmkq83noh/RilrqU8pZm+pEk3v1OYUb865Koh3zPuqudMoIZ1n3l/rzolJvL78Efo/cIcchv2hOgBQIINSDSseXlXZau41lWp8uG/PmBR9IiLwiy6RmnZjM8OppriOEQ/R0jTUpg7yArhW7afdgDgcV2MJ1X7+E72t9JrQiU/Mi9OLBD+d+UuabQkkAiVZct+CuvWjCv8M9n2/Tqe7QllLp2hvkJDMScEHfQeTjOtgDnNT8Ec5lCEOzZN8nol83M1glsyYGW6qFOhT5wpWaBaHzak1qnPzzxnn2dMtWbhH/GJKjLJKvxr1tQkMUDNAG5I8ehLTI08d9NaTrAyLGeMJ1BdgpwXlGqICSMiqHZ32E3VGt2noGib09xo3oHNlacpQ/BrFH28YtJi1VwKlBqullVOAh80Z0pamWd0M3O4HJh+HcTLW2dAJdwVbDfmhkcqw0xAkMt62frQVI3O0A3Ln2Ft+hYuDD9sEJB5pAdGaGUl9T8mUEkM/aHpes4ils1cC9FxjJbcxGA+zDIWblBEWZ8GB1le2/9nTEf22lbJnmMW2WQcSbXPdpi0n/DI9gF1grLAvr54D7DKbsh+yPi3/QyEz3rrmJ2Yzkt2UMNH5AXO2cEqS6ZzzFCKwHmaZJGoSQ+cPVjV7J4mxeLB7uMoGEntNhZTqfvd+dlD9Bo3GCJn7qz5I5HHXVYzDU6VeWpGg2+bN9cI9L1lFQ2jUgkytiGBnYi+Xc8k7qzW1nUjPxCm/P8qXk2h+jOzDwI4XwekmdHii088xCHUPgGbpC+8aFCSea77hG4SNtAWKvkN4W4dZe2qrG7pIsKwsc1E5CD+56YVxXPJGwOh2QdopEYQ5DD9aMOaxPfsA/UA+IKU4WOBmKZe9ycdrZTRvUJCLc/vQrOKUAs73IQpzB/tV5BO3Km25Rvfkiit3dkHqI0tayE3gG/N8/62nL08kAb+JvlYNwfUbir1LDTuFYeinsl6JeCqX9g90hT8XuKADEk2IjXyNmDlRrDiAfPmul9UOdy05UfUyv9zWN9vTR0KGMcZygioQING700xChgVqCAGJVAZArKRELJ3zsnJOZkne51sCILg1tY9bpVaFbG21goUn9JaxKqoOG4fuWrFonjdXGe9pf/A56f3fZ4vmE4wo07oWORl0zBCn2gYtMJwXfK67ioSBGxiThWSZamcAnoF1M1XlxXCLFHT8o+Qh9KNi6cq3TJlco7qGjyZwNHkK+bhYowFqragImezIUwfI0C4HXJIhAgK+b0SSDRURwBEUriUKqsGxz5dJl8gF2Ug8Evk66RrClB5hVCgKlZvwJXoh7S9QcexQdNatJWjlpZDCbwukMb7QhgBsWgzxVUwb6VQ6ldU5frBfarF6XehHep3SV44UbuTsFARQF/gjLpN+rFgPJZmGdCSGM+Qy+ATdoOylNvOw6t6anMFn2uySg6Kp2h35bySitD36X4Q05clcaA4g4NQDD83OnB9qMFcGuxzaG3PNSH0UF0c8JRxXfeEM8Deox9a5eexDWdLZgjeGDtz1oqNps/Sq6Rfmm1JXLDYUkcIyFut+KgUrdl2LPi9fZ/jlepJrdy6CIiia60OzhQmYh2qGeHQbMuLP+MTbV/mUIQ99hnpCRKcvS2JJ+1wTCX0QjzHuii/Zje2NwSwPXceV4XXzHVTpUW0Ve4INlyvdQ3XACzM9VMxhatxfUN9Ich2HU0PEe1xdSUhEpbrLuFPmcA9P2pIPerODum28dwpypqq9ECaZO8qa+NW1p26rxtDa4IZNxtURU/Yz/yPqP28+37bojdCjT8xqUlc7Hs6sxBc6xuLnquu9gZCI63DnimKMxUb2+ZKEqr/2xrDQmnZLR+qO+v1zc+KTrGONE+ifsXtX52y6H8CfZM+6QuRPPB4phN4EJgXLVVd8utCi60mT5aCXr5ic5D426qDG6tZhNqQ9UerdfTKdeSiVub+tkvUDZzbrVsXveQfWNOY1CU82XJiZgcArO6O3qpSNLwPNVkTPUzVUXVc5SdSqvpdzSjrtuZy3f7qdu06prAoGbVzJ2crdTrBlrSzepf49pxsgw24itcY30KZ4ZgtCjk+sWrduGIQxuraxXuQnxk/MFFlCHu4qkS1gB9Z+FANiBKWQZod0uS0aO0N8B3pOjoqb8Ub9ReQPeEXLDrV7xOCsQBJBOdzk0UzZP38PYxYuVg0rxIPP5F0FdxTGMGipeuVj6DeVJ2ahRBJjRqnsghvQ++qQyNmmKPQ6AnBXCbvF5dJZILnUgogrJ8O/kMmrlgoeyXXFRDlvYg+6wWiU8KpIUqcuphUrirUvMK7/qpnZkS98VdDSlCys8eaBjXwh+EA/74oWhFMz5JkKL3lEFCljsl3yKo167Ps8sVoVMp38AOdjrRUkabvxR9TbzMMRXxlOGJ2Bm1yhtpTZXs5I1odP5bPQvl1JuH3OmbZOUmYHsoPBTINuiyyLM/oSNkojzL5SeUwzeyLn6QiW4DIj/QdtsPBEVg+Ng3cyWKYc3j5nJfmnbRBvscSV1YkfG3Zm/e5pMaaRRkGPNaLKXqZ2GYmsaET9vnx5Yox+81IRDeEgcGwY5vzEPANIxUb5wZY/8Fu0Qq4jdiN0msCIvYob6VouzOG0i4Zd+amiIBnzgaSRiZy/hHfhoy4kMjvdLNd54K7HVPdOOkHOuLfwRljfuxfWHuWfc7XW+rlaX2ivKnCeN9MSoN4h/f3FK70tPcCqRWkee/EX0bivW9wQWiTZyxksn2LmydV0wZa8jiq+g3Ngloxq3a1rzSPG9rUsfw2/5emSRSFyBZAU9iS04EwUjtgbbw0fQqsbBjHUdFpvmN/Ne0St0/yoZa2vo+Do+evY9bGMGe1vS3FsYdaO5d38U6u+ReFIVzT0p3CEj9sCSF1S883I9Op8pEmDg7WHm4ghiht9937gX6DolLKnWV4sOqftWajoO7iyvvGPia2fJJJysVnjppnCTbPv2N+Jr5CHLXcAE7FnLdtg8iTN2BzFK0TizJ0SRO1YXVudof2OmPHKgp6gN1T0qnT8u7nvtDzhK8zoww0yZv5pcZa8Dxxv6lAzosZtWiQxsn37avVxyYE06C4T9HD2cyClI/5aTU4NVHYV3xQUyrh58ZpHcCDxQz0CASTf9UNweeJKv0VxdvYEJNfdTMswzYHHZgQLO2igDxWbGFKYJt0V3Ua8hD8oeiWUgz9O0emGoRHM65qKIpHZKPWr7pGLEHXa7bEEgxDaEKY3nLPcHtCsK0U0oEz8k8ZKpkMfl4ll8cqdhdlwj+q8qm3FKD6WgaqfKkFyXlqEXqPWKwx6ktja/WFhuawfnOf5e9n2S8LAPGI+uf63dI+bWhlN7gPXbriEOTRSagmuELfnJGG/GnoJC9QOow3iKBql2k89hB61YILTzP9ZHsaNNt5DmPwnUKDsZI+IkZNQZULpHrT8RVLQJsZpH4MIZaE9Bfwp5Zb5OnIRetholsZbWuIHddut6PhPuMYhgQ5nKnOC7wTfI69j14ghOwfKtrFmCOn8Kp0r8ORfR084RhI/wU6jJHJU2AWtpu4GzntzIzL1Wx2Pg6/aFzi2hY0gB1wreZFcdd5SXWd/H1eXMUyYa9nrLBZ/NRzJvsAkOw5mn5EVuLpIMfI4z1XiD/C7d7EOK+6x0uJwBu2e1qDp2EU17fcFvbdJltdHg8f+FD+m6AkYCmsETkbR7LdksFGU/o2kNCYSI6HwhveEO/J+xuj4nrUsf7xiErDbF9acLHjpus37icsbtsp2h+c71tPlv+fxjr/a+JM4DjO6XKfCzWJbMDgNnITroByl0sJyKEcisFAyH1NjpnJzGQmk4NwuEpdz9V68ALRulKqrVUqUkRfVbeiorbF+6UVj6qsFMWDsi+D+w+8f3k+z/d5Otb6rD+eG1pf0j6Q1sA70TYd384Pa6tmzhdEtj4OmRXNb10X8EJutUW4IZqTFsQRwDYQb9fcRFkcrGIcLSpjLHuDVlWeywlEa6tl7FG0c/V0bDXmx5WHv8C+5HVSbAaUj3m34oPCIucx4qEMszdZuVoK/lKZUt4LFVaVFD2C+mpl2b5wQN22lP/CXfUHY7r1pQ0HwzHEs8lA4SO/iDy9T2BbJNtdWHipcpO9SXYtS32ydqpspwas21L4SptYn5yVoJ3iXUth6y7yRTGfgL2Cl+Hh0Hoxl7Ic5ko3ez9ADslvueDYuLrzg6B/UBOgjFpnWXFcRWk4VbgU8OdPZraoKcKQ5EOaT8VLo7/WJkjLGOO6BDmHkg4GKhf4eMB/Av4up9GDuv32JtdUzUifCR1K78oDRCMFmxQ5ks0Zb5WkrCQ5XXVSPhMtAJ4ruxlnNW5AJmWFZkZ93IcDKbQyVwrSCrd+ELDTVV7ixXJWaajEoNiWPyMdU05mNMtzgPSkx4q9akt0onJCc5ExCNB0wRRcHQlW+vSAbtAtV1TfhsZ8EHDfVRWCYY20hBQlasvyEXGfLj6DIc0EPZP2yk6Bz6LdFZHQdcYJpRC+SNmv2qW/7PNKexVlu16C+wzKDwLhsPIw/9/6rZwpQQzile8hHEDw9CtiPvIiSSR1QRVRT2Ud6Azje/lDrIdySVlsUPpmaC7j2DwqNE38XwhouEF0ctT8JuJaXlfTLDGd/rmw1+iWlCOWGmOjxqQhRjHjR9km43nKjIJF1via1e9IYt4aaC2Z5sDCvyQWVu7lsaz9HK+Gn63teeV8o7Usfa0g2eqcxBD5WK5HXRTftZxljEp1lnvUcHmxNdR3QF1scZu3Cbxr+s5BgFcQeZUr6/vbh4pP8czt3nk+jfltdelJTQ6tR5I8Bc9b2VFnRLdbHjBuSf7RcoaaK/tnS7zvc2Cw2W/eKRAxb3DYiHsRvEoPUzZHvPwn8vcyx9wOcmPljiUVZGR1KusISVs9sPgqmcaNCnUjt/Jqg6JN5XymR5+JK9zpVGsqk+P21//b8iuGhxVnlp03TK66kXPUMFXzLs1sGK+LZrngIfU5i8txXcNn9EH8adOCoBhiq7DH46UxWXLb6ajxuMreg15ZdgBxqU0o+g1ZsuZe9jsE5banXkdGeEnxWrSg8SrzKXpFIKK3YjzR/aBEg4c0zDMSL1b4O7sQKzQd9qV9taIbtNTri8LAJ7xz2Q1QA98vlQNNC4rj3eDdIgOzU18q2U8X6t/LjgVlIgOKLZ512C4gxXkZ/lewzt4kp/QbTXHT0UKh5qnwX1nXtTvEMHtM1yBdHncEZMmDmErIUXGDzoWGVRuChPABNcOzB/XXmpx3Y5Pw7AfBsKlkRLVduq2gH+DKF2ZVqRMVe9iYJkzlGafR+gEgs0z7Vn2fLtZd0JYG9YDXdIe95ul7od9cHNBJVGSv+oeSPAULsBUsUc5Xb898rPLRdLGjgRDtgbgMdYTuG2aKJho8R1drfaDnQXd0+Xqa1yoYRxe5VKAUAzzXJOesLBji55+V+8GBmTYFDf4+5akyS8+NC1KJEH/m3wEbMko3qXG0LzhI8wI77LUHMuAMl50Ilyj5KKRJsg2L8suleYZdmXGyatwp5Vu5ES+NnVYM433MUJUzwaRvB6jEcHCx+rzxc69xsNv42OWmfsj4x5xQPCrqNM3mvRIfM9MyxiXXzBEpbTIHc3jsfXmtOY35N8Uxs4J+WPnMfCkYBcYsNO+FuilzlmuAPsdU+VHoEGa1jOZ9LRK3CDMOiTe3uKaIJMO23tjLsnibkUmT99gQ+oBi2tYdvA+gNE94l+uE1lDXdPiGqW1OWPa2VcJpzN3Y0lnmu9THNl7Zl9hgS63Oi1rZPL56MNy9eYQbTr3R/J633G/EVsyPc1tgPS4SO8xaTIrz9qWdKHpjZVdIcwYsQ6u6l9RbqmrGEi6Y39T9JfKO+W49jTFgnmxYQD1tieK/8ntpEQl3uwnMzdKdjrWmR3P/B8RU+IbEasjsP8mINevS/mOc4kYm5BufrPs1EiLdGwkGRuYKQqhfke2iff7+5CWpq9sBcoti0PEAiWoP2pf2UcEsHshty841POF5p2Uaxht1rBGc1tQfSccFwneMInxIkkzdR1Bltf6xhFkhcLtP3AN+dpwwLoXi7E2GFSQjz/jarG5kWrAr9Sy6SNTDAlCrpCXiHvpaJmJEYwpFIbUXG1VR/IUGFXDXPREv1wU55REUvf1m4cX5LXCEJDArFBZLx1Mb4SH5DlaMPl1Jjzihv6Daz1iE1KkTqVeQc5rT/t+hu3Q17luwF7DAqQv/BB2cO4t8P92Q8mjmMfBTgJbqC+5RC+P/gBI1GyO2Qbe0PzDosE33njoBz0LL/WcQL/io+xN0EF3t9NqQZvhiTsj7QvOVrihzlZYBrmQPaw9CRfGndRw4JIIA/eAZRhh4Tf87LRCqQ2YCcuHD2BKPNKQf93bOwjCi4KOwCJhAzme8VlehXWxC/Su2Nn6nxog9igC0tQaCEa1Lw2NoGbrbhGvAeggm3nu06MeMHc4m9KbxxznhsxOqMuPajC7VoHGcXQAUkpXxGPCS3BEhVN8hXzLYmjFTE61Ru83sGXARhMwsj5/0YaY+5360irR+FNYpblqfZPCUfOv/2CzvoCazLYCnQQgdpASQBJCPktBCCyIWUHdXbCggLFV6CTWBkJ7vSyUhgQACFkQRWUWKhV1FRFYQUKmKT3QRC66sbVFxQVjX8njAzJs3887cO3Pu/eP3xzm/ufd89DHL+Sr5RkrMPSNFE/ZTG6S2awJo7dIUC2GeStq8CkFvlPRqoZhKcRLyJXtacHKZ4D9e5rLTbN0W1VTQY09WSUeI0jmu+Hq4OfB7MSFShbNT3o95a1ypHIw30P6iKEkC1SZkp9JjYTApPnfzkpPwTQvFVnsf+VYrjfb5ecIVzj9KnNFFjKhWoLlIM/YWzlx+O37I+Bf5jaRGnfWyQ6mP1F2lmZkQzEk8nKez5CRtk7O8ILzBFyUrjfzZQ1U4EVPt1FyYHhcC0ArtE9VwaoWY5LPGtwqRaQE6VMnnDDd1hjgv5yCMLdpPr196aa9s3CzFxuSv3SuJibPz0BKPJ5x1+l58LBkBuIglqaGWU2Jxer3xHTGU8UynRnQhm6/eJry8OL10Cy0Z00tWj2+oF35ONPIZFdKSGe4NQvPUFieEEJV+EkALdTNqLCeF9lmHjBeEtjkKnSnBcepztK7Ajn4PbgrNs42XrP5zgwfklpbvwwAnKXL3FPB8Zg5xHGzKNrL9B7yTc9XyI4SkZpqQIXgeoOsPjtAD0XngdeY0nA7+xdVf7sX6EV5P1pCPI68mB3J34Smp2sQ23kFajO0MbyyvDafBt6ZbmmTwbQqO6Kr4/sxy9AC/nFMGvwka8bpWCFmcljwL8lNOeT6f9JmjpHcQj3DqCnptpzkLjDEcnhvBXDA5xU1hb9Sd5D7hampY82R8GMKQHwJuWSHos14xo8lHWJdZVaRhVgO7jihi9XCybd+xnbibcRvZ9Twnk9fsG/wAvXWc4yBLg8WthQIRYbwWqGKZ4HeJuYnXTI5mruIfI51mokEKMZcJQCjbD8wa6AQukuUkiDC1Y6UI/fRk7EphokYf56nQF1HKA6COFUJawVXhe7JjwRkRjSQraBG9JsYXjIj32c4xwsS9OCpjQbLPNJS5UyLTu8m6Jm7HoDhbRTcQ17ht0MQywcfniM0OsXvCofCgIKfAqs4QBDBcmRSmwr2qyI9UN+0+8CAmUd+lfD6uCwOpUpO1kCOKYApj0WptWtKS1Z/I5lW79hqSBioqQnlOhgcswkeB7rKPUWg8qswq1g6LLpXFe+hLVG1J2zEPlelpIShHuUHW4k8hQeaPLDm5y/tweXFYGymlzDDiGnFQNRzdAlSXPNjPxsNL8AkbsYTiqqR/9HuVg6mDmoC8P6McxSg0zF2soRhbMLPkJNvruco4er1bf/GT2DlikHIsXgFsV+okLuDuKZgpydg1CkzaqP7zInJGiGZMIZQ9guqU7MlbJIi2MUeXnBR65Stm4ivdKEXvknSI6CKDlEjARp6QloMblE1TlNgNssrMZoM1hX3ZrzTPS6g0KzUz0ZWCOhhS2MRWLlfSy1UektLj5idLTntLeFtYRXkPWEpnMjtxk9ID2WVYujQ4N8uALVHScrRMRXV0qppAGMZKgcUL6rnhywTPeemjjHE3Yyk2q5HwQJKUEw1gxTdzp3CzYgEtF1sv/jEfY9AnOkq/q5UtxDLPqE0I7Dm9sFaolze5QugRq3Ifu34QvaNlEnpEwXmPASNhJ90RjxYqCujY+0I6466hqWCYRdEahFo5L9TJkBlvDvYVgoP+K4QyIY1+2/W24BljG+G8IIR5GNCH+lgX8TjoJHvETA86yvlqSIWwvHRtD5ACItUPgo4QBr4VDAdXjPJsgIrYL10HICOuJaEWrOL5ANqgPt8NT+J/BvFmm0AU5GDYza8XOGgr+WGC0+rT/DjBIBziD0CoFcI7/jQ46zrOL4c6CBV8gkABaPIahOl4f16tiGyWyrskNliF5HHEDtpjPJaoD+3G6xJ5wy/wIyBgmQCDffv2352ZnOe+eAVDIbVgMDjsf+P/nBcXYjEbg7cg5Mh0VJCan7oz2krDEIPCfNR8qTWuPaBzRbdJ76h+iYHAkL4q3SjWONQk0NQfSzYjmuuZz1qMr+6yPI0rxbOtkq2DbQLWuNvaAlg7HXuk/SeHGcdXhEniA6cR5x6XNtdGt2pSkTvDI8Fzh5e3txUZQ571ebp2yPfKuia/4+srNig3SjeB/qyA/M3ULblbc7+jfp//A2sbP1CyXbmjcufxXad2Nwe17mnf2xXcH3I39NG+F2Efwr9EYCKNo6yjnWM8Y9ftD4j7IX53wr7E6KTEZEoKNZWZBqZLKSUZlZnVWbXZP+U05bZS22ndef35o/SJgj8YM8wvbAzHlAvwSHw/cBsULkgRMkUKca2kTTpa+FauXeSsCFLSi4+W/KoaL50vNzrgXrGnMruq+GDTof7DL6qRR/E1vsdCj2fXyk+cqGs/OVr/+hTitFkD6UxgY3wTu7mi5ezZ/nNTFxCt+J/X/xJ1kXuppK3mckt755XbHc+uzv6qcW11l1v31usRPdm94r7DN87d7L31sP/9oNqQyfDqEZvb9neIoy53Sf/yuOc55nXf64HXb57jHg9JE66PnB8Tntg/BSatn+F+t3huOmU09fWPyRfXX/70qvA15c2uP0nTRtPzb3971/H+2Az0IfGv72Yd5jBzbz4OzZ9bOPA381PcP4Gfvb8AX02+af7HGlgPXI4IRloj51Ajas3qSnSmxg4MUVNL843WgHajjkI3Sy9I393AxOBvw8errhs1GKtMCkyjsB5m2mZT5p0Wh1bnW+7BueJ18NNWQ9YtNqVrqLYhgLedud03+ymHIceLhFqi0ontTHGJct3tRiZZuWu5z3s89xz16vK+QK7zqVwr8+X+GyQI2/c7cjxlPVY+SD88QDBBJUIbQxJECkUERf5G+kf2SPRJ7ErhS9hM0E3JTsNPvlC7UbhSt1O3VLhVu1a/V8BYv1m/WsBbw1zHXcxe01/bYORh72L7ZAhlFmYlZzBoPGlJaldrZmx2bYhumm+ucMNx2XLvdAd1IHY5d1N4bnmKeqZ7xHzifgF/IoBDgWWCiIOshNGF94ceiECJUYpji3aMio2fjraPzZDlkf+TGZQ1lVKWcJeQmLCZ0pr1nBmdPp5kn4qgsqHbowSkL6VapoWnsqjfqg2rO6xprZiux6/0sRKyMLNOtGy1i7aqt8m46boKuyy8T71zvpi/v8DowhLDPsRsxZvGy8f2yR/KSMtxzJnNwc7p0A/RNNJX03jUmNW31tTX79kI2iDbNdxJ3VvebN964IbhkeKP43nkYOVG5ivnD+fx6NPps+qT63HsT+0s7gnu5O/A8JvxdfJP8yn0A/Td9bf2kvds+Eb5Ifn7+tb7sfyM/Wf+RP8h//8AAAC1AWwCJQLjA6UEbQU4BgUG0AeaCGMJLAn2CsALigxWDSMN8g7CD5QQZxE7EhAS5hO6FIwVXhYwFwMX1RioGXsaThsiG/UcyR2dHnEfRSAaIO4hxCKaI3AkRyUfJfgm0ietKIopaipMKy8sEyz5Ld8uxy+wMJoxhDJwM1w0SjU4Nig3GDgIOPo57DrfO9M8yD29PrQ/q0CfQY5CfkNvRGFFVEZHRzxIMUknSh5LFUwNTQZN/075T/NQ7lHpUuVT4VTeVdtW2VfXWNZZ1FrUW9hc3F3gXuVf6mDwYfZi/GQDZQpmEmcaaCNpLWo3a0FsTW1ZbmVvcnCBcY9yn3OvdMF103bmd/p5D3olezt8UX1ofoB/mYC0gc+C7IQKhSmGSodriI2JsIrUi/mNH45Ej2mQj5G1ktyUA5UqllKXepiimcua9ZwenUiec5+eoMmh9aMfpEWlbKaTp7uo46oLqzSsXa2GrrCv2rEFsjCzW7SHtbS24bgPuT26bLuavMW98b8ewEvBeMKmw9PFAMYtx1nIhMmtytbL/M0hzkTPZdCE0aHSvNPW1O3WA9cY2CvZPNpM21rcZ91y3nzfhOCL4ZHiluOZ5JvlnOac55vomemW6pHrjOyG7X7udu9t8GLxV/JL8z30L/Ug9hL3BPf3+Oz55Prg+9/84v3o/vL//wAAALcBcAIrAugDqARsBTMF+Qa/B4QISAkNCdIKmAteDCUM7A2zDnoPQRAJENARlxJfEycT7xS3FYAWSBcRF9oYoxlrGjQa/BvFHI0dVB4cHuMfqiBxITkiACLJI5IkXCUnJfQmwieRKGMpNioKKuAruCyQLWkuRC8eL/kw1TGwMoszZjRBNRw19jbQN6o4hDleOjg7EjvrPMU9nz54P1JALEEGQeBCu0OWRHFFTUYpRwVH4ki/SZ1KfEtbTDtNHE3+TuBPxFCoUY5SdVNcVEVVMFYbVwhX9VjkWdNaxFu1XKddml6NX4JgdmFsYmFjWGROZUVmPGczaClpIGoXaw5sBGz6bfBu5W/acNBxxXK6c7B0pnWcdpJ3iXiAeXh6cXtrfGV9YX5ef1yAW4Fcgl6DYoRohW+GeYeEiJKJoYqxi8OM143sjwOQG5E0kk+TapSHlaWWw5fimQKaIptCnGOdhJ6ln8ag56IHoyekRqVmpoWnpKjDqeKrAawgrT+uXa98sJuxu7Lbs/y1HbZAt2W4i7mzut28Cb04vmq/n8DXwhHDTcSMxczHDshSyZbK28whzWfOrc/z0TnSftPE1QvWUdeY2N/aJ9tw3LreBd9Q4J3h6+M65Ivl3ecx6Ibp3es27JHt7u9O8K/yEvN19Nr2Pvei+QT6ZPvF/Sj+kP///wCAAIAA6fOAAYAO1OaAA4Adv9iAA4ArqsuAA4A6lb6AA4BKgLGABYBYa6OABoBlVpaABIB0QYl/94CALHx/44Cf/Ll+14m856h+y4iN0qZ+0Yd/vb5+84anqOJ/C4X4lAx/H4VbfzV/NoTEal9/TYQuVZB/YoOQQM5/cILhLCB/d4Ik+pR935OA5YV94ZFM0JJ96489u8t+AY1lpx1+I4voknp+SIqNfdd+dIlBaTh+oof3VKR+zYahQCd+9YUyK85/FoOV+JF8151C44l86JoizqV8/Jcvufd9GJSGpXN9RpIykQJ9fI/6fJN9vY3caCx+A4vGU9J+RomhP5J+hYdwK4V+voTw9qZ8GacN4bF8MKMXzOF8SZ9OuEt8Z5vPo+18nZijj6l83ZWOe219K5KaZz19gI+vUx990oy2PyF+Hom7K2x+YYZX9Q97m7Dg4Bl7t6wOy1B706dsts577qMZopJ8J58Zjnd8a5sqemp8v5dfZm99GpOcUox9cY/KPtN9wowBK3t+A4e88557Srq33rJ7WbUOyfV7aq+UtYR7g6pooWV7v6WKjW58B6C5eYp8YZwOZb18wZdsUg59HZK8PpF9co4iK4h9soj+8kR7EcSP3WF7E74ayK97HLfOtE57MLHLoEt7bKwRjHZ7tKZfeL18DKDQZSF8a5tIUaR8yJWwPll9JZAxK5N9bYod8Px6585o3B565cc4x3R66MApsyF69rlVnzl7LrLFi4d7caw2d/57wKW/ZJh8FZ9FUVB8bZi1Pi182pI0K5x9M4sZ7+R609hC2wl6x9Bbxmd6wsiJsh96ycDink56/Ll2irp7O7ICd1t7f6qWZCZ7yaMeUQt8HZuNPgl8mpQGK6R9A4vw7wF6zeIe2ip6s9l8xY16otDhsU56pAzUiUPM+QIAcJZ1Pru57SMlNGPcVjUp7PZqakrs9hA6kTYVki7N9Du+v3N+v7mnmWpqMtWo6VamQ0WOEEqHmlaHK8er2PAsb13vvc8f8WkNNihTey5/y8wTfV9nSPpd5Fe55vAtkbSw9Jce0VDuoq2vxJHarNUl4kFp/hsFxU27PtRO/pjWe+srcRD6pvYH/CYUkr8O50NVcm+sAp6WKsT4cEikF2iDqwKEIASZsG03Oob8yMtCTyLYeABRT2kHCvFhsuDmO3wTcdvihNURfzemYv/As6XXQSe+KeUDiMc6jziAJVjcr6HodWzq1ho0CuC8fehEMOHVHrxb+el+LT5J4XBjHvZPWWT1MdDL9uYOgFhGygaCmZLQ5AtoM/1TxEI0jXL8RYq6khO3OiKv8es8OyQHOzoWgq/Xr+lrwyIyoBZ3UJn+9lwlsFXnGLzQOiUjeYMelCuTaNRBWnHYHhlnund1Ig30iHsRgpPjq14hHnjDSB4WX5Bt/R7cMM6+SgO7nMrKuSieJc/uQJfpqmgz0q15nngKMai2HPJAEuS6XesQIfvEXYAskaxc9Rh+SM7/10rQX/aphwQ/mwuvTEALTSnl+ehMo0SPIiU5DymAhGV5JYiRDdr2gwjynTpopxl+Ib/vPgluYPes+hNOok48zwfZtRH3FqMvqjyby1C3Mp+yQ4ixCM8KQzwKppA4/DFXe6oI7tR7h/fDFt03OzfDKlWZWyscKQvjTYVtadOzbSCpua2rDS268OpSHDJi4ZU6I34V2sxd8MtiL0ILmwo+xz+BU3N7wz3hsKxq/w54a3qamw5eqNjDWwB1SeqfTgEBt+w7M9GUq7kXPZCqJl7JPOS7mu4Mb7ik0oJXwsHFGfEceE2BPKwRnmmA/U9DLzIOuEVDbSp3ngOkZEqHJwHnbmmHBt19Z3/TTwjZsqZ4MTx00UYXASfW2mMj8LJKx5M0NGpeF+YDXc3j+G+EDPoZbgJIpn7HWwsFsaefbAYOg3PuXkFdeuY3nkAOt9maA+DaFmdtGezbFIkJoTcWcHIaZCmThb6EKBOx4wMUnnPCjQftT4/jOUEbpcuH38iTxPyuU9IGceKle+wmcVnpV8ln8UCWK92btoPEKUvag1NFZB10PPwicRf67D+MD8PAbR72CX7ErcP+v/fjQdkMQtsRw4rwR00jzELcucSH/oDlZFioUUxArCOHsVnxqcRXMBDWSKwCpf4L8ACQuEWFnQbLuRqgRAcfTZcuk9e2VzHZMm6jh2Q7W2Iup1cwnjo3aqWEgw2TG2juyRAiiHIJbcd15I4dodhdYt8WW2wyHsBNABzM/cFKNiUj8U6/5L126QWYzlX3F82gKGVt+lVSIX8AMgmjzCFOgN9jU0P+wBdIrH4N2F6a41oD9GQ0dz96C8cG1UyPMfm2iyTC4Fs3RM/Xu57FyS8ZuzWHyGnpTWgEsVS99YQnHqiwhqzAjLIEv9XgBfut6xGwgWa4QWgo0TPAZ/YU/9baQr8+m1h7hDLlGU0rSMrwSb2CUOvzEX+8NCP0eDA2mu4UHIe5qmb7VgEgG3Jdg7YyJm4CMkbZ369k5lYLbobT2eWGGjvKo3hm/r9JO5NRNZtYbYTgYFyQc+yYBmMyRUFW8CBd7isEPKWK/wk9Ls3gsoiE9vvdS/K8ce2NeXRIjfX8S/I/52R5XUR7aZByBm4tPAklY6/zNLFWbHNOZ5AAMJk2whG0T7ON344ukSdwDYiTZHffAklzi23LU3rzpbXVV8jWeldjDaGuFiim4+ll2jQdVlQ4FmsHXuTtPHARuGWXCJUopX3LL0C6ldu55fA4426dJalu33htiF58Q1d1mTQ1vzxzmYi4sEnOw0OrLeIeLLrMKQYFZ89WH/BB35+xE3qhHpkpfAjRqAa5DXANO7GXJ6mxxl6bRM/qmHLuNUndlOV+JLZdniRLwjfVl4hdMH6Vb8xEEFfcs38Ubc73FU5Hp+vr+AeRcM127nWYZE3WaO1TEaflvxqRCD+frPITDeQ1KxLEHOUyWb3YDBmkk9M8Y8eY5LS+oLX0FyhKSFIE9MXlMbkIZhyf4TrEuycxPQcbv2ajjsLiq4zKcPCXcak8B1DyCukHsCstkD0ANsTck/SDOQcEdDT63qeP/AsddBETOvSS4yN8EVrXXaZplmZciVVls7+e+0GRy8zOLZA9pAdke6U+1Kh4FdNEzYnukghJj/0J1BMiyceNTMWLXZYT9tiQYz9mxmy65mqmaqc1W5Vj6i8VCvmfyq8GvsxdMUdqw5bLToj+xvDYZ0cf01eZw/ssVCQ97F1FTqMOOvfgdcSwoxXzwnd26NXHDUWXApXB+nvli+SxmTbZQ9Lz2himj+VoZp/+KClW3o36TPvIdfsmkm+lod6biSxmubMWF1Ljjs9AN6G5y1d9KFzW9E7xOl9felE++cwKfZbUM/um5DxTn2lJ+Shx19ZGcaghdUtgKMkoegStxEbpkHMk1i95y5kM9pC9bU9UVyqMjecVppLIEpXMXOiShbLD+bZ0LROY65tiSw/q6d/iKETXt7ebXK/hCmLwXkW88zYsle3g2KGj1Ls7BSpz3fKGNEVS9ZbiKNnR8r2Z0Wy2GaEamJkFfyT/TEvPREU2UOv1b/b6EA91IoENjqs+Oy/AHGUajjOqoN/ehlRnmk0X/BSHG+zNTjJfizbDhz1eOZX8H0HwAdVEggAAlFXRta3lLLiWUyACFiAU14JUXQVEQbBgQVSCFYhUJaFMkukzmUxmMmkkIQkEAoggICCc0kTQ5wqCuJ5ie4odferunXrq/V+PDtobs/chW0pSBD+g1yaPHa2gWju8sUG2hoX930juUWFu4UAo2t97kC7qWd3kT8V3TC/zIFe1DHGReFQDAf6B2s/lZLGIk/2gYB9Uaw3bEQruMThtTJZ+4Z7690gMim63eGAsRvbsp/V9LxvDqZhrP9miyaWdjqo83KflEzgbhRqmZH6AR6sXJf0JScoWxD0CPYonb1wqvar55l8hOaGc4SYo7Mc9eucbTuXmNNXohLn3yvnqElGgmlF5iCzwXGW/2Dv7kkIqHkz+Tb4vL2VHORGeP36jP7Ymv8qvEwktOMjzgviFUVcXF2VIui4MaFWSnTYx9wT4i5vJZgClYKfSE0CyVNQnoEAQQA4A2XEP8cuAcIMNPQek++XCrYCEFwzagfNXVHoL9qXhgOY22l+6gPNC6tg2pge2yxS0ArqfiVACyD0pnowCT8ctwwNl1zfwUB8Zz28tHCYleFtBL8m3LifdY+WPuk+af9I8a49KQu1mMGYJaZKKFB+JZRmc/Bb2x2E5cRVNj0WxLmRuWD3SAbX7OUB3QDFvr6xL5tVRp4vRe5zXqFmN1iJmv3BOyt1KLVMtOapIpcl0mzyWAg51E1vJnO2jWAx+IiwS2Y4e9h2AkuA0Xo5sMyho36v9aPWvjVL7m76bg1lN0S3aR+mtbQYSFeO4F6fayBfsskMT8Ke0cHsC+kJeHzoKj+BffGvAd+gunkHaCXFty7TlldE1K7hnZcnFXmyoFVb404Omi4UiqqzIV/hfEte0HjyMI6rImMcoQd8LNcKI/KQvA2L4PN4laTRsuzxdK6s7cm4q11jdZ5rDTqoIoVbSytL2AjmVaJYJPcggQ2xiM75W6x5zCF3Pfg2NhP0Vfb7poA/Rzvu35B3CXRqvRVuEZ59ztRfCDM+Yv2tnyafRqZUj+QTlZfuYFk6Os/ycOAb7bPg1+i7yWbM05CP0luH7RslG5HG8DxIDerT1iVbbKaq6wTX8q6noLvOmcYScScedd8wrpyZV7UiVEoM224FErKv4bXQi0qb3CLFBNSqB73KZjWpd6iiJx+a1tGsrrmsqh7jmK276H8zTS8XERjqoaaz4nfxNLZryhDhbOSVhGNOW5G37gSgNz0KOQgXqnb4zZBmK0aWzJC5YZWtEqXvu3Krn5r251QahYUjkQw7qukS6/EPqYbFH2nzVT+IbB2qUoXmp0ZsoJn92iCMxmn+Nfx1LL2BciuHhQu4iV7Ic+F4ZXYwB3fpvBheAJBidExCdF64OBAJT3VghEJzwhL4AbNpmpSYAO4Jp4iCQylejTwG1y0V4E/CsOdKahA5VzDH1IS91A0VZ8Gc8S5sBjxf/zpVCW1N+Z56C5xJ4NB+cu+0XOSSDgpfjj6Xf+MfQJKnUpR/qlM5vmm5pp3PKh00rqUdam35AvhkTaAaJGlEcNw2PP5nB7Mbm789W1CAPtsLyqXBpUB+eBmXwg5GPYJzLCLRV9tuF2xZ3rXtZudHKvdIU6LezleguzXblidxDKoXi1Amz8r5cvq9XsYao2DqO1GE9QSLsf8hrvjOSC/NcJ4G94K4GhflKscWWa9xguKNO1n3QOyAx6rea+WdOq9xVouNDynTl+32u1E2FIAohvcl7QV4Yie/kT4N/IC9dA8D1kLD+sBkrDytNMXwtucGl64zmSDhNzRpaTlezN3TC427K2epVe1VUOusQtYgYUFwLHMVWkjrv7zCHwa7Jsi74WF2YOe3ck5IEw83KblWWTlBWBEnUMdbDOXdZqenEMSHdrZfsdaAWq4u21BCFTH1gJXqHuuX9Cl5DTHVFZQnIhvNe5pRGgXWjof38VTZRF149BcxXu9qXZ79nI0rgozZaYnqzZ7/8T33UljWEP1cReAhFlBO9+6DnZKFrmexndEztcnPy5YmWzYbG5lvMSd2q+hyZRj2m+nX2EnahnT7ykY4oCYi/IdcbhyP78L+1OYFL0E3sP7ybIau817VN2oFaajaZd3XfMWcaqtruK20694sd0gfc83og6wzzn+qjRw7TC8u3xcfLj1k8IkV4h/77+lF0huqBtw1KoR65DkpRjHeu+6xDrqd5fXl5rl1ZW0KIFskWFveL8KyLhk3iBUdwba+4PT6ES8g7GTmWcch3CfiLqs1/5fmJMBZcdV6Bphc+rD5QNQ9Qmd6XjQCxNGR9BCyQLi5eWvgp81FRaeG75Jta78Jvu62qa8CcCEiZCqwLMFGLgJOet4nxQLVzNHJT4nR2c2U8OtH4rmwFslDBWb3g1ZK1JgBKyJxeNBlsTV6gMYM+u39RhcrqI2bSL2QhAbFyrfSO50W8QCp2TkOCpGuqVlQ0KtYZ7tlIeR3FWBiSD8QaR/CWjDD9GUwmOK75FRXsymM7kIjwMjoN9guYJneG3Dwt+HjQ0xmD22XBlQsrFqkzi/psjqpYOWOZxawqPG5Mpp3TM3Vfqe1JjWojqdn5ho3Eh8MDFJ8x3ro+sgrJ9mQxCHrg3AT7gREVk+3NRpn+emmJ/g5pMNdr3QogowOXc8quU7KTkiap+fT5nYnMMLVn85ACJ8euU5GrsXpPBeaIFDh/goqhLfYxdqDUqntYus+yk+g1J5om5LcZ7PoG4Zf/EwQn8FAlDADAu8vWWt21u2Go7Gh+pEZmZaPPLanEOkuOoiJEiMG8MW/ee/PmfHOf5jbGjGvc0ZeQMqWS7lZ91UrfbrT7rdota7//X7ZHYsq8IBoTNsZP8Suxtogq7g7Opb2ZzHGm3YuJiJBP7h50N2hn3af6TEuf9J2BYHqCvtXg9DOVM8p09d8FQdI3ypiMByKytCk+h79d9FWEG+celr/Xm1nGfuRFQ4homnss2AF9NH6oT7ANSd4Z1jblMX5XfzLPVS5X4o1n8wukeu2GDHeRl3I07ik2LgXCL3OqhT7+s0x37qRXCfyM2eZeAqbCOuOG+rCeOcmX+n86HBkb1BMtC8gkxd8N9nOd0lzjjXRQ+KvmTtwxjK24E36SQxKP+F9Fn2IjXqdhPuuFuwBcg+w2nKjfeTVVnKD/tdeInFQPdzyt4CkeNX8+h5PuawhOXyrsMGBH/8Tiax+FO7PnZVv8ZahakO91HE5kT7g30B4iJt21tr/KQeF883flw3BMA7ni2/LeOscKVl6G9iHZ5USoykweOrpJhlSWhy0Qna8K/N4Fy69eTzjCbqcsdP2J8Qpw1za1bQfOCOabcoFl0FnzTcrV8kXGFIold0iLp9jSrqgWU+yxJukUZTa0Tngf8CZN8saAC4Qw9hrAjnNg+FIjNNdsJ+Eywa7GBqiM3m5eTedcjDM0g/ZcvAYBf0jzV+bShmP9pQm0zNA4YThtJcnGC63pIwSwKDUVuJ2IvCZefaW1j/MDP6RxJasJfF5fwtxTJjWsY7w4S1PPIkPHGxSv4YEj1yUPoOHQJYIb9HskOncYnCIQWQtAJ1wsspYWVfuf1q2ixdhJK8CfAleYZnkvSh/quZzZM4/Vxeyo45sVWczOI3GSJHRrSKsgBhGQkrmRsCNhD7OMrsbBcCUYWOvY0q3o5HGsX8u+oJFMbHF+6Xr9dsH7M17qpZjtGEM+w2Uefil+zc4KyeA/Yu4j7eKMMtwI+9Fp2AU3Cr2kE1R+LRd18Vy7xa7eUEMzERWTJXm6Eemd0/JavWj+2FdyhiDwMCCu4lWHbOGfZ/eTnDhZTEdCFFqGlLs5QMfpc8qklkP1/+XMWXjGbdSBunfa7AvdunJVT85c7UH5oVREThB/OLxJ7CyQB4/z1/KC/H7hLGL9RohBnRhX3Pzp01CzorhlVzPA+dZy2hID/FLXZVpdPK3z1d3MCVfN1Q6mvJfdldsPaUT94tFgGtbBv+3XzzZwHhKiGa3oR7csOheOlre3bOwMYSdbIlspwI46jtVa/L32s8mebVR16V1ScmS0WsohP1GB7GlwAHZKRPRTsuN5AkIkI5Pl4AbRg+FRuWvz/GU31r8tXl21FE5dnm1jkVF7y8rPdldRTAHJf8lCte9jXoq8lZrgxdg2SZwfhb2ev54QznBnTbtp6UsRP8nmvhUV+9A9nTkVYFVu66KK8cIBy2eyz8kkE57clbRLl1aZcPALlb5q+f7l0pmqa74HhcHVPHw/d5iS7WJm+gOnxKm9m4EBRmmHDMir7GkJB3YU+lj2AcuyJurygWWJI1oz8E10m/IPICJoWBoMgL54gRi4gb/G3Uh1cplAAWqpiHspEk5HxtpvQWWV3s00uqrA2sACn2RlG6+D0YlZWgfao+gMZSKNHIRKzLSdvg78+Zo3eDvnYo3adRXjWU2B8EmPnv0M+a6dwDpBFjRNoh8Ktpl/Y9RlvjfuRvgJ85oKWBK9WjEKmYOOSnD0YeI7/gXwLf42expc50pkRNOOCvf2rBASYaBNwSdVTDel8MLzueYsTm5mnsHIup3AVc8wow70KkIYN4O+EUuQOOID7C30Cv+CnUynup5HGkFfAdaNyY9D420eksmKkMbXouJzv9dPCRwzfjZs471NwKlzOI8P5Mj7WKOBP4vXoNeJA1gaMoKfYw1Cz137kVV0R/4f3aEaBPK32VW08pbGSjnt3Jn6SgmWka9vFz7/sb/2D/7+Ay7yCK4psEOkZK8ltvHeoLDnOlYIsgm3BKbS7fyD3Q51TXSJDdC7lW9o3K6W5D2u36LcmP5ef0j64MfkWkhUHzUme8qvCqSLfLiJRD2vnBXguZ05xgjABcBfQgWYtOu+9S74xhZSP3bxtHXCcD1vj2lI05GeoZtWvoqfrHWVuUdVyc6LMgPjhDcwPZHPW8ee8SQy89DDuLOQGZrjve1S2j6CwTbHpqKyu1ad+adcg4ls9DvxWqfQ3IqvVg0rS6J2yzZJtwR6CAsFg0Qat49b5hnI3Mz8Fw6DkuFC3sGunB5HWk/r87Y3ZfHWoiZbro8pyFx8okqXZCiMJ6iq1ZTIj9LbcnbgEiFepCGWcUt51z0j0PuslbgW6Gv4DnNiaCc5lHLj8nNyWfGDrlvk1tNrbNvIH4/xrZbKgtg0E6lqWThJe7/KGhCuvFCd4dMsWU3Z4pGBDVDGnEWsQkDPzBvcSj1Hiej7THUsjutaCPTmGFsTAeoxP8sroDTWqa4IoId91q4HWgOcFd3AjI9GHE/d4VGCLaamOI8xrVQdencgEpZV3+lzhVqKZju96eM50S1y+srUSYs3ePGI3TgILg4b1JyhWfd+UjjRsn0EIgvNxQPhJdWMuCxH/6lB0fNXlez+6sLeIlZEkawDRF9kzzX/yeCnqht4COUI1+gJQ2FC9T1Iv/eJvIJ+0wcWbQQ/eEi5A6CzCxE9RUtFV/X/T9BUvfDSGHa5CN8+xX2cLWpO4axIjTD/H/8HAPj0jXNRSaWMi/dGYaA3ioo7vJrgiSYxhZV7h8UnuJAihmsfeorBhSyKisFomlZ+fbtIl/xyp7VblaRnHq/Hk1Jb46pbkT1Q+qTujz5GKp+ajU07oJpFi2MxiZTfiX8n5Y9/h6Yf0YoYhfOKHsEDoA5+DLrYnSxyN7Timk1mt69Hl3hbjKnXlOBQtqRmkl1F+58Tj+Y7iZnAjXcxjZRYixEoCo7ziL8gG4mIhqCJrsCspcF9mLp2oldxxLR1nvFmS67Sm5dbMKlcmHtQcKPnlXRFzZ6Uknc7c5lEj4ExkpPdjJYoLI54icMgWYkOhzWJM8BZq2h9Grodp4lxRrQTo6Rl065in8BazKjnnB5QJKNumJNFnZ4blQ07YJjOkYsxmpNsjhYoSY4Mirggjoioh7WInsAHsOx8nLnOrJRw2LPBqC5laq4Eo75ac6iCn5VP4aMGm4NFc520l3M7UJhqk2gxopMMj20oYo2xi4sguIhViB6IB7+9tj58K7mLsV5wf7N+rG5lFa23p3FaLKgxor5PrKKynihFUZ1hmZI7Q5gZlQQxqJK/kI4odY1pjDkg2ogSiHOBvM1afhh2MMblfc5q8cByfbFgH7oKfdlVmrPMfkJLZ62PfsxBVKdkf2k3haE2gBAuH5r6gLQlF5S+gUIdk46ZgeGBZMxmg9h13cX2gwpqpr+Igmxf3rkmghdVYLLtgf5LNay1ggVBMKaPgi43daBlgmcuJpoqgpglO5Pvgqod143Jgs6BOcuCiYN1sMUIiDtqeL6dhyNfs7hUhlFVOrImhbhLFavxhT1BGaXPhOs3aZ+phKouLJlxhF8lW5M3g/geEY0Sg6SBKcrMjyN1n8RFjW1qZ73Yi99fpLedipBVLbF0iXxLCqtCiIJBD6Ulh6g3ZJ8DhtsuMZjNhgold5KUhSoeRYxyhGWA38oLlKB1YMOIknxqMb0ekHtfcrbljrFVBbC9jSJK7qqKi6xA/6Rwik83Yp5TiP0uQ5geh6slppHmhlYekovFhSSAh8lXmeZ1CcLcl1Fp3bxzlNxfJbYykpxUx7AGkJZKw6nQjqdA6aO5jM83Y52giwIuX5dtiTYl45E0h3Ae8YsVhdqAMsjNnyB0usJOnAlplLvgmRde4rWXll5Ukq9nk99Kn6kvkXdA1qMajyQ3ZJ0FjNwueJbVipsmF5CciGkfQYp/hnd/7chQpEd0c8HLoLNpTbtWnUReoLUEmhBUXa7SlxlKfaiYlDlAyKKGkWs3a5x2jqgulJZKi/EmR5AXiU4fhYoBhv5/usfWqU10MsFNpVNpBLrRoXFeWbR1nbxUJq4/mk1KXagFlvlAwKH4k7A3epvukHAutpXLjT4mdI+iiiMfv4mXh3F/b8drrilz7sDgqcFoxbpfpWleG7P6oTJT963CnUtKQaeImYRAuaF+lcI3iJt7kgku1ZVfjmMmmo9Bitkf7YlAh9B/FscTsstzrMCIreRokroDqQ1d6rOXpFVT0a1cn/lKK6cjm8NAtKEcl443k5sek2Yu7ZUJj1kmuY7zi28gEoj7iBz03Xyuem/gu3zpeuLMkX0ze2m4XH2UfAukKX3WfJ6P+n4NfS97t35LfbFnbn6MfipTLH7JfqE+8n75fwQq3n8of4DyfnsshJ7eeHuIhALKb3vxg3S2YXxrgv2iYHzHgreOZ30WgoR6WH1sgkpmQn3FggtSOn4ZgcY+TH5kgXAqmn6rgRTwNXn4jk/cQXpyjL7IWXrqi0O0gntiie+gtXvNiNqM73w0h915EnyghuJlL30OheRRYX14hN49uH3cg8oqXH47gpLuO3kFl93aVHmNlWfGfXoJkxOywnpzkPWfHnrpjxCLiXtmjT1333vmi3hkNHxnibRQn3zmh+U9NH1hhg8qJn3Xg/nsbHhFoZvYi3jOnkHEw3lKmxCxInm0mCGdpXo1lWqKPnq/ksB2xntNkCpjUXvcjZhP+Hxpivk8znzxiFwqF31yhWjq4HeWq1TW9ngopxvDM3ivow+vqnkon06cUnmxm8aJFHpAmEh1y3rVlN9ii3tukXlPbHwCjgY8hnyQiqAqKH0QhtDpVncUtPvVhXefr/XB2HgnqxeuZXispnybLHk8ohyIE3nQncF083ptmX1h33sNlTxO83uokO88SHw7jL4qOHy8iBXn4HbKvprUJHdAuNDAjHe/symtLXhKrbqaEXjeqIKHG3lyo0x0J3oQniphRnqxmQdOjXtOk9g8FHvrjscqRXx0iTfmhna3yC/S0HcOwbG/Q3d5u02r9XgFtReY9niXrxCGJHknqQJzYnm9ovxgunpWnO5OOXryls076XuekMIqUHw3ijblXnaI0b7RrHbcyo++J3dFw3Gq6HfPvHWYAnhetZmFT3jqrqtyunl3p7VgRXoIoK5N9HqhmZQ7xntdkowqWXwGiw/kbXZB20fQwHan02S9QXcay4aqDnejw7uXPHgvu/yEoni3tCFyMnk+rCtf53nIpCFNvXpfnA47qnsnlBgqYHvei8PnnIN0ePDU2ILleYvB/IJ2eiuu9oI5etKb4YHxe4OIy4GmfD91jYFyfPBiQYFJfZpPB4Eefj873oDpfsUpE4Czf2zld4H7gqDSzIGTgjzACoFEgeWtI4EcgaWaO4DtgYqHWoC8gYB0TICggXNhMYCNgWROL4B4gU47U4BZgSAo6IA1gPfjZYDai+nQyICGiqS+IYBGiXaraIAkiGyYsIAGBMEHWJMHAgBQK4qttfXqx9VjqOAVgnV9KttDK1PAwZCtiKAsQUDZ5N/7T0IGAQIhQNgjyCYyKiHInipS66pYUWuLAxdO7j2KJZagv8iOCybQLDEfagM9IDYfPgfdx4/YzUAzWJS5FrqCnp0thL7krJv8DlJLPnYnQZmizzUjkI+Qk2cF7RdAeCu0mzd3fhVkywae9IHc6MlDWsifsrOLhEKJfHMlFIoN/jENORfFjftBq+SpnVPgVVlZtT1YlauTMwkWZGdjGaBMvDNhCazNuhuCgv38rEPbwLvsbrsfwBfUlHkR+JbYcs8KbKyqGe0A08tmO34BD5YcqBwHNxfekxKgfn41Ggga5WYkfA9aZoeeGAQDRK4edWCywMT2Gsgyn83bQJYk71wEXRqnR1xAXZWHeg6YqpqryAJUZersCKC6uA05CTTIW+P3AZN5IydMgcXsWQ970ED4t20huIuvYz4E7qR6brsAnzo+DT0HLrb2tCuBhAZF+SngcG2FxB9wr7gBJwJeyuXnMoHzhQ7HJYAiD3G/A/RKmmzjgD8Er81vAvfpmVs6wHif6WADkPDrwbYYYIs6pcwOWNnUJT7EXVIZQwywvBKI0wAbS+4fXw04y23dSSA6B7J1BCTCafNHQBEzenMeKB0LH1AA9v23Wk9yX/Z4ldpzxy5NiiK42ubTYC9XU/ckbhN3piIsOJe7WDTsvh8wlG2yNQY8xYT5AhDFym9+A6TdaO6/DKybiG6huX2D+spEbmHPoLCeK74Egpu4bJNRbBFXXlMSbMvtLP3eXZd7tyDZdgVgKPlg/hH4H8/1loDFUumht4xVmqvaljZIW6qwpzzSa7MdyeSMNMSXKMwMiv8Zf8TdfXwedwB03UewQmDaRoO+BhGOO+oE+d8sZEzh3wb/Q6+Eq9oSqK/hzDIh6QD7ijUEAofAOrgG5p5bhZvA+cEfMDHc7r4WXYLHbDzRSHiUY4f0wb/PNFMvmMn+X8hn9GhLC7mGuqZ8TwSRT0W+uIrcAw5gXwhh7CKWiC8EG6ELuJ9bFBqPtVrPI4+xZZxtiCfqNP2U2iGh+wSktUjTvJ4IEOqUZOBKQVDWJ+wD7wmQjwWyzNkP6G+MZZAnepr68+A0Mk9S1jlIErGBYww/xaTXt5C0PKr3ASGX3Wgk8N5cr+KV+MrsR4J6LFys5iahw8L8s7qop4ANFCNzPO7Bo0gKc8r6KKJD7eP8DGfgT69KicXyrZpjhEHJ7w2rcFeFTFGGUQUJ/Hj0cR6eeRL1llbFmCD3xLcC/kTShGtcbyPf8ndZG8B5zDGOM6xL7p36iShTzV9+g6urZ+u7sdvls4UJmH7JW14wmqlwyYhHnuQro4ORjNy1AYcQfQnXNRVuyLpj9Q9sx3PinIBKqaiJMSK6renXKjym8ZUKxBDVXvkRtLtKxPqjG8s2pPMRflFDlBLZWODpr4E1Oc9cDWF/MWSlheYERpxE6DCdNM4S+y6nd4fh2zv065wwmxZ1wS70wkVfJgi5WmOc1ojYlT2NnIdHitr87eCY/GSXK7CO1NQqH5JlzXJQaCVzciyE+GHQtesA9q7XqdYC/dxlkW+PWretp2FE0qCfugC/rlkX6QMjpZ/8BmGTwmmXDKgzV2GVAvmJ0jgicIQ1G/XDH04ZdR7FhoajagLQMa1ClorqdqmpKSSk9WFqINx9cVnEDOxaueR3FporfuKyD4JkE1ZBkIn4BkcOytnRcYH4ZkpO9xvhw9RY1YGs/6bZy0P4TekrWITnlv4gXc08zJiIqqeLM+v8xVQMF3fJIa2AMMtGYjVoZyrGJiGH0XYRDIV2bcnqh07U0oJtUGD+IG8Y8mH02GQoNS2d+QlqiCyhnkOzfh3kALzO+T1RBDtbnsABOMlUgbnB3cMvhaepRx2AYIjSr37HP0h6y3zZt0QuNcS0ELqpAXQSzkSoqMP4d75vyF2Y2DmO0MP+bamHLaF5plXoNXTDkFeWSOStfidYljVUxeexAse8Fexe3jBZwKxg6RRP6hoTdGaCvERv93Uhasglp5e4jJiwuI4JcKVpIxqNhQ9cEvwt62uP55/JhSoN2VdSh5xmpkzyLyKWThQZJrtRrlk2p1+Rlnz/YwpiO5vkBOKbab6FAjMgVaYDyAJe328jSFbqtb7hvSkyLG9icflWaTSzXXYId6E+5pQnuZHXs1efNiH6RUk+X3CN4I7TeqyVt8/iPFpFq0wfI8nEQt8NgXFNaEs5L7+ivSyV3Vyql+1B9xchmCsllW+6EEueyxsIjyXCpck+KXioeLNjD3ZMMGJxBHVmCbPlyDeUnpbmP2pqaD7D864/XurGXK1ZI7GiE8qvoEcp+5Lq81Lyx0JRWBfxrQzwfoGvlkY4RqFfRO4W5sg839nMAK6nf+w9ytd2ftW0g2fUpq80YkSNHPFGekfdduQY+bbSP7GTGFZCYV/j3YVK72isM++S41r0omTI4iukWPDcbAccSr/T7OTLtWGNhuw/3XdK1jNBagfRVmqxSQhnkN117xM+EUxl4KlYPL2k0usVllIw66BFY3L099xDQoRxZvtgY6a9x5KfMDLVYMlqr+QWOzE7Lx8QRlBj6nFomBQ0xSSEE761i6HPcIfyCC8ptl+hdcDR3Xmme7TIFlGrmQc0z/po0vPdk/9qfJ/blzKmPC6NTFWJsySeaTQyIvJM/z/D9eHW5IEAYJynUtS6rlLno4dAKhaCEeoAB0OUIWAIFBwoYEAsoDJEdgbf3l+SL3sRIECigAwHMl29WuedRaWenqtXQavVUtRTxPOPeJ/3+R0q8mRSKvaJV1PllXGJIcTRqhUbD2CPJB6BHehy6SLvP+BsmbDfoQ+Shh3bqLks/a7mPIdKcxTzldXSarmU5aR9hS60UzZtTyR5WyYSgcQsmT78BRYrGw6sQKzyjbxZ0G15b5+Hbi2S3HJJ/Rt81JquOgFPZa4p+qFDsmTmPjQ5f4L+HGzJyCdDwISEe7gcGA2XoOcBS2AMsghI4PGh7cDfelq0aUxac5F6Lu1m8VS+Ijtpp2ISkS0VMoG4KH8htQ8TprcTLWh0Qgz2HgkJX4DGwMGBi2EntJEXCQ6D0d1hmg5txtEvuXJ1mmlQuVuVRlWxBxVZko10HWM/uIL8D/Um7SXBJyOEJzE5ToZ1IzfQ2wFv4ABkJW8fmAuBXSOaCGuQ8xQ328QaYcVr/TNSyExohVVr6BXcbwdiyANKMm0l3sf6CX2x2dTFMDGyh8gOGIK6sAU8FvgV7jpFqt80znGUqgbqzhoyFeaaQ8QWxmxeXimirhrm7gfIaVq33Up8l2psazvazj4MmwNPUNcD+qEEfIjXBhQil0/Gqi+0vGuKUUmdH/XRClHjFDyKiaubX5FDVViFeaeJE0Z813PcTXt26yo0VfVX6I9wE+sbYAPHSAnvCjALHTixSm0/cb/RVxXfnqTzU3z1iWzBzEyHd3kJtabemfuEyKvh7wrHThvt8Z3oTO2XoYXwDqUsoApsoKfzfq3uw7jj/mqw72LDNyqvribtt+zjziI0nr7byiuro1wcr3IFhH/9qVQnVm7dGx+GXDW4hi6F53GOgN1gJnOQ97a6HI/qDFPv+aHDLlKODwxr8tju7kkIQ3d2jpe+Jgdb3XKM+HuHa6oA21z7KO4xYjC1h4xADzVsQAS4nLV8PaU6Ar9zfKbt1eHWBoVFU9Ku/dMoL7VjHrpbZbLyNE10eV7uGdVAhTh1WCGsTIj/gv69KjwknVRKwgWDeKo00Ws/6i4zd+hqbkl0dp7ZJhnU6A1N0qnIY90MqaAsUs1Iy3Kuq9yl/0pdwh6V+cQV0fEyYMM48Vr2RNCOnZOnemmREvlYe5D13/DquiHTGeiqWqy/B+2E/6FNAH8pjebug8D3o8oicP3O/exXwFjsCNUHdGywE3lAmUCJBQOxXr3wM+DbY1esC6gztVqTK9nLbdL7EE7ogsaKV5eIuSCM+N5PMYQ27LjIIEhPbD4VDP9zQwr+AnohKEEHIA+vu3AhuK1VasHVSbYdxlJVm+rvOoPiPditmckuP1yiav5E0HRFIjVjhxfzOSHb8hfZhz3fMA0vRjMFGWg4/Mp7MjQCVbZst3iaztb4G90NgOJ/upW6FUCb2qY+X0yq1qnwbC37QJG2XU5rGP4WCRlHvll/AfuI/yQQIufQTu8gKBU2NHuYL9evtLob+mwi9r32rmVH9WV1mDHq0FnlL7rsvcOsRK3cNkoHKru2zCVGmLvrEcxATRaEI8l4grcYfIRojoybVUdaLZ8ZKpp8PhWlrCflj7mXNYNFo0rYHLt3DbtUf3lbFnVHsymmmVAqu9dHYiHMGoEAHiMGvWGwEi12fjAXd/iY3hqiW2fSY1qR847sOXesASiapwypFWVVMkMW75RLFK5/EhNMhKrr1k2gvysyBXPhWirCux7kYaucc8yJp82m6YZFx5/TM7SL2xbL5nDlR5cUpihdG8MzbzLa2rSUCGqzeW/0TfydLn1dP9qoEgtc4J006t0L3MNuO2LMfmc/M0brR3vaKJFm9OQaaTa3tY0t6FEMHnmTKWQyGrYn36Jm1FiiIfyc4dY6Ej2g9lz+AvZkTN7XgXp8V9NjR83hHmOovb/ESRG180pZ6SnLxbLcgo9GQ/mOzCJdQUVycrt6e6UwavSTGBLWFjJbJWL/eSQoxT1dMYdsuLG9CZf4GxbUX5JkkcW2DRKz5LR5QvJzgYfhrtRX3KntlyqT53DHpO+i5AqHLGetH90se+I/hbgvL/Fcg36o5jcAjSYoTzdR9wpyIwpqDoO2qmvmjeDqfKHBHxgTu2gXAj98B3PugC5qrmI2UBD8nF4IJPHfE/FAtGcWug9IsYc0PCWrtQ/qIggaL7b+hKsr/zBpMO4gocfR3j3JGhB5nfRBhSB+kSdZChYHn6L0kJ3/Er8CTnhSyCNwb/2ihj2qRs212p5Pxy2xhrJ05RcmN/rlgTO6D5Q8w6EeJ5ckHVJNwrsik9jpmDBYTs1HXvGf4pHwMc8BRAQdrvvGPmpoUd+oTdR9Gpblliavwseo5QT73+pw5dL0j2qE9U98pmRov81/MjrSJ3gLacX9+cPYGVTk+Q7uhStrF9tttuPcY9t7ywTSZKk0rS4XG1fpt+2P1X2taUs/oF7CLUgsUS5TlG+2MgH0UPAichUZzn+CxWNXvPjweiTT5mHPaupVjdpO2HPgixb/WtcyneGhBc3Taa8aw9MGufO6qaJxxWXux82R9M8KIGiEuElH8x+gT4gVXinQddS/Zr19Q+uAysUmPfIAGjSPND4tPW0w1Q3lDmqrraNpy7l801xRqaJY57vpv3QVtzroGCFhY/k3UJqs9qqAitF71lS7+4lO5RJbXHskOG7uaO4veW3IcMzJXaYNq6d2m7hlNa4iF4WvMfv/DNSHW1MHAgDwFk5bDw+RWj1Fk6ACMVWBKAgKFUElyFKGoMhWCCqgyIYMXpKX91723nsREkKYMo3gqqP98KufoLVwWqueJ9ZRFeupd78/4reby8FLPFGtCF6wbuNFZjzbvlZG3wBVaxDTk1Ehv0iPOQvR0tT0npL6XEV4Z0CFRrrY9nv+euGc0bnfwHuuydudxH4r94rKgN8IxzYOMxdyzGtdtDnosXqr+1jda16mc1n9ENBoe9gA1WlNTxpLiE/1vk1ZRyrU25oPpo/Iq1vyElaJ3a0nIkcFXiQOjs0Rky+hPchKaphqe9fB1j+41Q4Uya/NZvMmxdXOmpaTQGK8jkB6mveLqoVcmL5PNky+E39V/CWlIFLIz6a8xAnYv1Ol6A9wSVuRMs5VR5viMDsItGLqLWsU8L422HgQMJfrtSKgMe+AchIoSJuRrQAI8RRRKbAjspI3AmzHSdkEIBkTBp0HGhSRnVcQgC2x62CQ8tHCg2RnqgztzOGyz5o55peHrygjwZy0M1KQ4YiPEk4xvCJTeOH0MpySdY72EFMA4Wm18sTOKMFOVrfdnzdI2WDx4m6vcRu+ZV8tO6TJY1EPb1fYkb1pCyQfYe9dz4UHmOORG7gdIAdnYoUy6jEKppxeLWM4PbIHyKN2neQmudDMF42ffqXXCvqO9arv8+4eciu+4/qlKiQUdswus+BnhBi5gIuF9LguxADOY34FPzCKpQ7ncW0rEtSeoJomuc2bFGGn0/XbpLRj69X14m8ORcvPCQZSYyT+vPRdpYJy9qOIx5xBhI0bRkKgrMAVYB0YIbntxFr84FzbW8Od1hemKa3qlEF3T/X/ntUr5Bm5w/LDksKUabFLWLQLJfDmFURc4GSwj+M88AisDEwEvcE5iZ/jpUMKkW39tl9bl5m45lXVMzqOPrn0N9WEujt3o+yTYl0KUZwuocf9xDcLZiPk7NfcRNwonIf8FHiKYWKyxWEOT88ipt1G7rzekm46YKdW43XJlpDSVFWT/lVOp6xLfSHlb6JPckocxM8Sb42oYZt487hB2Id1L1DIyIaWitIcosEy8JktvZfb7DahXa4qq+5b+6WSn1U7zS9yEmVV+oDkXtGYCh+3n+8v3RORyS4WVOH6oWtsT6CTsRwi8e8PxtYb6Td7NzdUNF517W8MP3nV7ml8V/TJkto0m31aP9P8S9I1dWvLzPdxcnTrsy2LRNfIC7Hf8HSU71AS1ilqHR99NpwUTl/fs4NU2ri58zRJcTKm/RnpVlGbmUbekr1IH0C2JjWpxihB3/vISild+D9FvtQELJZ7n3oPdRdxtgl52QPJtFEasbuYltfAdBppX5zobscCHUU+ph8ASpZFVw5UJG1ULQEKYu9Ih4B8/ANhGXAUu4MbBdSglyNfAFKuqB9Cvga63GZ4U/2s4ymUeQJrq2GSCmWmleD1rHitB8QRHiirGezYDimG/gZ/UzBJJ2KTOUbaf9D7YCIN4Pyr7xW/pO2zezHPqz7KkcbRHxdbb7FjC1cYW1nemXe06+FpglAxBTlimyQsJoCfEMSAR7GlnK8Z+WgOdJl+nLOnr0mqbivoEor76mQdN4WXKv6ypvEnCwSGVzzfzJMaGSefEK9IZtliCeLP8Gt8H98JJWOp7CpwDH0HCmQQ2PI+X/UQ9VJXiDKpbnHHUdmPFXWWu5KEgjWGZuGbzCWa1fyRxI/ym9yW2DVikB2Dt/PDEB+sgvWUOY9ZxZSAf2c96R0wXqAGum7oJmtrO7zVN4hPLDWKvnyTwVd6L8Op7hQvT+yVlwgIMS/Ey7nNeCXPwxrBOln1MAqzn4kCe1ixvafaRyhVLrLl4JmLdqdhmphiWaaNzUfpHcrpjJ3qPTIgsUT2XoyJOSdy8UfxTF4Opww7xFqChGPI4BAzAQF6N7kGyOOu6I4rZ7D2o9bx8gnzRaPxSLv+oNZ1YFY1p7yYGCDTSa/HCETZwkl8Hfcz9zF2AhliYTBmkMgcgX/smetzknGdn9w+NXb7BkdZeYaZZh0/QtD7G7cfEKgsmtG992U5is0xlaJ/iI14IneQH4a9itSynmAmwGBoNePP87ENgmb9MNi4u7qwf0Hj26PhXVNN1kPJHReagTS3pbOlYbef3thaH61RyUnkUETKIrODrgmEFMkaFttCHWCc9uBJY82bhkSkx1Xv+9aSl5bedv2XvCP3g/0Psiit0jxL8U6Y0d2m0KPblDeoS0MRyRjVEPScf6ktZM0Ua6ptnD5zbhftUZNxsJPGqKL0EmjBpa2uTcD13F57CKBNCzevBqCEbt1KAIwmKv0BXigsWQAog335voAWtZKFAfrohWPF8HRT4Nlb8FdVPj0N0JZSbCeRmZ9b3U4EXal/mYpA/wRYe4zRFp2hqKDPh8LiUnptMI5XSZtHZSFUGo/2aHSQN9loPRvCpVSKuy9zcCUe5yBrMveftkFEn9pvdMNtCYc0w1B59A75BDMjlCs6B+4N3s+9zNiH0sC36WW0ptFIiaZx64BO9EMlqnub4FlJkhPF98npsQVwj6SWG/3YnoQgTQArKHqdfD3MC5WKUJBXMImLBmHUSxjHwAPvRgZUsQ0XB9bJ/31yyD0sRYp/cyjFmJzDVqHgReo6A8i7FT+vFnCGopfIVCxDqFYohqXBZo6AaUVHQXLGQ6BqJFF/vmFff5/m3cl97iTVmuImB1oemvOFdZmEnDJrWCi8H39d7c+Pj/og+x8AAwj89x6Npi+kkheLGibFjRSIrB90iByGfYHmuu2mKnbFtVOi/WvMr96ftWEHqqucSVahpZ6ZFkyWoI+V9kKcm5uSzzjnlqiPqS+qkaOMlSbhjKWJoB+nh7OHAIFcupOrp3ZItPqn72tbr4OkH2CiqkigNlZNpTmcf0xWoCqY2kJzmzaVKzjWlkSRfi+vkUKN6Cb3jEmKdB/Qh16HbYDcujyxJ3XdtK2sr2sBrzqoPWBRqfij1VYJpOefm0wjn9ebckJSmuSXPzjHlfOTEy+ykPSPBScJjACLIh/xhxqHxXsByHJ5JnA2woJ5a2WgvJV50FtRtrF6ZVFfsNt7NUfHqv18Iz5ApSd9HDT3n0p+HSwXmWR/GyOUk4SAAxyQjcuA9XrUx3F++nALwYl+uWV5u6J+m1swtcJ+sVFDr/N/AEevqhx/bD4xpEd/7zT3nmmAfiwtmIKBByPIkqaBdRzkjPGB73qLxm+Erm+7wJGD8mUzurODWlsOtN6C91EurxWCx0efqUKCsT4po3OCtzT5nZyCySw/l7iC1SP1keGCzB0tjDGC0Xo3xXmKR29vv5aJI2T5ub2IHlr1s/2HRlEirjuGmUeZqGmGAT4moqaFfDT9nN6FACxQlwaEhiQdkTOEBx1ti4mDnHntxLGP0G8ovseOOWS4uOyMvFq/szCLaVD4rXCKQUd9p52JLT4aoeKIJTUCnCKHJixpllCGKyRSkH+FOB29iteEY3nGxA2VGm7xviKTCmRzuEGRFFpwsnyPRVC2rLiNqEdQpuWMIT4EoSuKojUHm26JKyyKlZyHuySQj8uGVx4YiiSFHnltw4OaPW6svZSXsmQ4t66VQVotseCS91B9rBqQ5UcqpkWO6T3yoI2M9DULmtKLBSyllQKJIiTEjzGHVR5miYuFwHkTwwOfQW5kvQ+cRWP4tyKZX1nrsUyWnFBHq4SUFUcGpbGRpD3kn/qPNjUSmkOM0CzClHaKeSTzjqqIPR6niQqGS3jJwoikIG4bvI2gymOxtpmdfVmnsLuaQlASqvOXREblpSSUXT3Zn3CRdTUembyOlCzhk/WLxSUejjKJFB7eiJ6Gwnh8whOo+m3VvBqlKmNytiOhZFlssD6dsk/kqneaPUbJpKuW4T3RnvqTgTUpmUmQKSz9k4iM6iVCjc+JzB8LiEaHJHgywautu22Zu7mpSmM/tcSk9lk8r9mgz0+/qhOc50aypEqZGj3KnpuVSDUymOyRgi0SkzGN3iVfjYCKYx8uiACHc+oCeXp1Adbhef92CsOyenx3AbBreu532Z0je2J42Infe9h57HZ4fFt65mMFfOR70U+efWl8tjxDfeF9eCk3fl5+Wufjd6Z/K9TheFt/JsHLeQZ/H66WeaB/FZt6ejZ/Pohuesx/fXU2e2p/qGHxfAx/yU7CfKp/5Du0fTx/7ykLfdB//uW0diiJENK/dwSIDL/Jd82HFqzReHeGOJnqeSeFj4cRedqE+XQJepCEWWD0e0eDsU39e/yDBTs0fKaCUyjjfVGBi+OwdOWSiNDPddiQor31drWO06sid3CNKJhoeDiLs4XAeQaKTnLredCI6mAMepeHgk1Ne12GEjrCfB+EoSjBfOCC/uHAdAOcCc79dPaZU7xCddiWtKmPdp6UOZb9d3aR9oSDeFSPwXHgeS2Nk182egKLYUyyetaJJzppe6aG8Si8fHKEdOAcc2Slec1kdFSh+bq4dTaejqgedgKbRpWxduGYOINhd8aVNHDteKmSN153eYqPN0wtemeMLTonez+JMijRfAyF4d6dcs6u+cv6c8GqqrljdKimbqbfdXmiUZSSdl6ecIJmd0malnAbeDaWw13TeSCS7Uu7egePDznueuWLTSjie7SHKd00cmS4dMqdc1WzXLgXdDquU6WmdQupZ5N3dfKktIFwduCgBG9Sd8+bWV08eL2Wp0tYeaiR7Dm9epKNUSjxe2qITtvcci/B28lFcxW8DbbFc/C2SaRndLqwmJJWdZ2rGoB0domll26Jd3OgDlyveF2adksEeUmU0TmTekKPRCj+eyuJT9qpcgHLPcgWcuLEvLWfc7a+PaNRdHm3xpFadVmxdn+YdkCrGW3ddyWkplw4eAqeHUq/ePaXhjlxef+RBikIeveKK9mlcdTUnMcdcrXNYLSxc4jGHqJwdES+2JCOdSG3qn7ndgWwZ21RduWo/FvYd8ahd0qHeLOZ7zlVeciSiikRes6K4d1zf9Rz18uif551ALmpf3h2Fqdxf2t3D5U1f2V4JYMAf2N5THCQf3l6Xl4Nf5t7ZUuif7p8ZzlSf859SCeFf+d+T9s1fjd9bcmBfjB9mbetfi99xaWnfjh985Offk1+QYGgfmd+nm9hfpZ+710Qfs9/OUrgfwV/fjjcfzB/rSdxf1t/6dlJfMaG28eSfOGGHLXRfQCFaaP/fSOEyZIofVGEToBafYSD4m5LfcmDclwrfheC/koyfmGChThzfqGB/Sdfft6BateJe8WP8MXhe/COYrQ0fBeM4aJ7fDeLeJDKfHSKOn8qfLyJC21JfROH3ltafXGGr0mXfcyFdzgWfiCENidPfm+C0dWaeuGZFMQlex+WurKfe1OUb6D/e3eSP490e76QPX3/fBSOSGxPfHiMWlqVfOKKaUkMfUiIbjfLfaiGbydWff6EOtQEeiCiEcKWenKe97EeerWb7Z+VeuGY+44uezGWOHzke42Tf2tle/qQzVnhfGyOFkiTBMEJIJT5AgDw9yiV7JG217WPrQy2VnJFbxPlKtVQWFIkXchRcsz3zcz3ff/v/uYe477C0MgYd5QcCR1CFPXS2jY9pWO7U69zfz/RbWmIq1q8ns2zSRKrqPzrMqhc/2OXE/RU5147BK/SxhfvgSNPNMp/gJsKbYXPhAtztXH5QmkWb5ePaKZau3mlSKBY6BoluisptCHFDvTNYXvIv2lF5wSE19I1Suhs1dsie+jlSVhmAvuX2QqN4dqi0dgxoXUeG9YsLM9y9BsQLVVdd3UWcTLWJlt0j3lx7Rlk3L6goxCyb7lu4ENRDZmFJlC+Yb/kA/S6kg8vgUO09rEW8JXiOWGrhT65I34CYYcmw3WuaJ1in81JURE7NdgpuHTxn+3pgifnF1a7QYtaVxfMgIKbfCXmkL7mMLQDnlOZEiOGobL40Fb4deF2PwdhYvaytY+Fb1VzbRpEB7nWgXpB5uCTNiBovMzXhwrGu6rznaEl50y4UCipKUhQA/UZ0MMf4XUnudAIuP4E7PteaJcbs3ZQ2KGGbNpEbpKYoQd0WXLPeVeqK8W0Npj8mLqueBkZmeYnmyaG0pOEd4gtglNxyfgENBz2HJfCr/xUuJNo3towMCL+gTcKUhHvwS6KJ3zQYU8mitYbkok+kawwkfASjUhT8QGxB6zAI8RtsWH4N4hDmBnoR8p8HwMG/c7lM/gVPcwbwx6hNwZmE+PkeFs64Unu0l/Gm4hb+VO4F7FLshjcJ2ZB0YDDL8WEg204HeoBLHBv3xDsCfjkUo3VAS3vLhYPtlwNwK/J6dZb+CaZZ5UPuCj5mseCg1wvew8sYM8JdmL9TPfhVKyEHviNxQA14jOMRZI3XA5gTsRF3gT6BddeEYEn2VvPrgKpmb9WdgDTjLW5y7E6lSdTih1RiNPdMTtZ3yElZiZdGnITfc/F+ISifzB6F1v0HDXFe4NyxNdLz8Dm4kctRdi9wiW69RiSF5bdhfGy9fQhdDLTIW0ValB3H6xFNcrwEDuUlD31fowmSFKc36NbmQ/W5qg5FXQxAbutg5tdsDjtdMVzbEaJMEuB6ou+p4LRpLxbqRtQ92zdgb9QWw0SXIBaqAK8pehc+b+cryGPuIfWqxADTfSaYnTdnKZHmJn+9/KzaLGuLjMJ3aRlySB01gllyl7kVkHhAVekN0cfPB/p0NR7OyE1yhrnSkQtbbXeiPzGZHT3YX5nNI1NaHfjDa0G3VZrotmNPK2yJcIRQ8XR4wwCl5zZzyCHC6aDlEh0jpXXH0hIhp8zQDbKIesg5BsWu3Aam9dl21CNMueuluWips0hGYlIeV0nTiHReq/kQWRVRXv0C2RhyU9Bloh5foJXFjIrs955r/iT0tR6n3iY29I1hN6/0lM/ioZ0N5YOICPtpLoWiW2xA/9FrOruJbuJH1eR0Wni0XLjnT3i4aIjXuHiK9kjzj7iXlW0dYK4lHvekyZvPva+qVnmfjygfEhyNyUjU88ZUhtJNZuV9ihFzrCCXw640hpod1AfpYdJL5bsETY6JRD/E41brcU/IesuwLJg+ETDHelc4WLtQm5IyGoWswbhY+IX5pQo4Xg4XSs22u9KDYhlQUbkNGK+6StpiRQ4rSa2oRZWwXgC2nG+UzqfsKy35+7jfaUU242nquuZDtwCPKOvgZfJvtQUGI3eSS0Cp3cGkjtAxiaS4ECi41u8B/hZJYHnwLZziWSBNKXWwL6SHCixYf7kQlRp9EPWHxul5zBJx3ZSTnTFPpo8To3uqCfaqH9sWkQYkSsdu3F/ItiKBhie1k5xfM1Azc+sa4ZR8TlmtWq90o7+jwJB66lDstdHQ8gCqSCqmZjk3u0wJ1zZpI11OElPOuaAYSrKSgtMiN42U7at4Et1HVOfhxYF0jU5s+QTVEtmESIlJzP2J4WSliqXvVNEgsI4EMIvSK9u5OPzOIXjMbCb2WPVi7HUt63lrH+5tT6S2VjyvnAB7V40JOumvPMbxHIyNedCoohoyBzb60LMVL8KeINHKI09P4Jq2TzHQOwt52g1gS2lnc6GMdPV/Krl9INKOP8pNV6ukzaQ90puivLIeUX2CVVEYJ48UoKXZz0MSAFfM9w8dSBQwTjaYfmSv6w+op2M2xkbprMpvXKaLq37Nq+fkusLJSdJmc5CWEW0lnXHj+Fviw9G3MX9897xX4KTWbDnDuz/qg+Os7HNMg3vO/QYu7T5K0O2aXRTdHRLbu4ItbWB4TpJH8Nu+A5xtNI73gav1K6I2Ao+F03yMRCeq/Y0weo0GxweYjMUZryfUAf299MvGJ+eYp0RvbLTJNeMWnCWz80g5zbGwU6Ek0F5JAeP1ZXtGQHtpTI+D/xYEOXRh6VkbXDoR/uVfN5q5DMnbLmSNetY9CnbjDfJPflhqi8p86XuSodUb5GjnEujErylT9OvRxpJoiFTfjV7H/bw4JhYIbpGTRuJ+pefIlXI9uaZmiEoX4epJ+CVuYMqE7iOu6HwFf4Mv5AZhN3x9lJLUWKEJVchNuMbsc7iSo9/073ItjXxVAzybvkd4gPa2xSQUQoKKqZUl0FyTrhyJvBm5fL94HvouvQumHHETRINTPeEsO/A7O1xTCYw3tBOOwDjNf7kODBdYUKkgWUNY+pKTlquUP7JNmZbKFYyt5lUmYb+IBiTWtBb4qK4Rqpqt5YNI79sm2SMye0bYqi/CYIPsKYOBADAUsWFWqvC1U2CemqMcTAqIFUQUYYskSVi2RQQCTMhgZe8vZOXPUhCGDLFiYrSCm4tdeBnj3pUq+edHm6tUq3Y/+8AHWtWQRnKz15C0EW593CR6qG6pGE1K2BfaQdpBVOERJJPqUeVgwRA0vlyfDERmjKC/oS9jExFalBt0CxYiASsmQk+gl57JSgVoOOQh2qXKaB+kOk0TNdA9BTtfXghWcwdq7hETFB15xmwJuZ8yjo0gboUMYhMIc5v/BHqxs6J3oJ5yG0vueIDNHSwh33jeOXQMmG2xVwG5bBEQB6ki7G8/B5u0F3LvYkFaFYkc8gzVW3EHthJ39hYCUWTXqJh5SdM5WVXIPCLTohtbWmzF9Jvm75RR1Ch9X3g14TTFlI2hvuaR3Jnor8ajElvEUYbEP4YDlXd2bgKfE2XifqVdmKt1xnFEuS/HSBbfCjflkx3dWSpfMnRlnjlXCK6cW3ZAux3x+qcKFRhXZEUh/gaZ4QXQM81jwKHwDr2rKheGUGe9roN3ER728VswMl/1CXR5UeVbBh54uAvikBiatvM0kTM2JSa3YD6OmyJF+ERS+/2MahJfyVQBSaoh0WgciI9z+sxQGPithzW7ccT1ko6pEfJwCR4fB1A4Le6esUnsbS2HdnzkNHGm4k74U770u3NUL4pOzABnKc5JSpQDDBbvEaBXfjk9l5rfomHba7JKK5XbdGPlk1R8rT15QFls7nCCiBnpSq48lbic2aFZPb2Fmq+NCHATsypbhL+jK2WT+KtR4JqHG1BFn/JOOshIyk5yrzWu0oTgCeaU9Jh8ZhaUw1lb2QrZYGJa+gC2ZPti8g8uSEgGi+oiRH2onitB28fbAbGt5w0LwdoS6gBBxx0q24OYK8d4H4DasWTVFcALCuPOQM4d8HUD8DxbQ3EReBSwCTsFvBA2Im8U7jxnPBkRfiBdFMo5mqeou9CayhaG4zcrxnk5iCeJStVM2Aqs5X5Cp6c8JTyhKq2+RDe4H/8L2PhYIrQjpQpH/CuQ7iyvOm9kWVlxn79eCaZzNXY6IXyAXUJ2bt/CysmyIyHtBzPSdhBajHvsHP4QeQvfwS9BA8IOfgFdJw/DhwD7Y3XjOP1lw0aHaxzIzZrlml8ZOdUf6g3FKcw79j8jIX0F3TTzi5yPjkYFoP74J/8Q9BITCiE4UKkgr8WLIbONlgMdbaFeplukaUHD+F6TUHVwypcX79PxeBa0XcllEF9Yecy4jAbu/U59hP1i/9U5HciRyiFPmKz+KnKt3CfEzBENxXrSrTXnIVYOJdlj5V+VK20zi66wqwwftp7mfLVPYuvI2K561sxrIht2zCAABQjzIeMuIZfo6QQZz1kcO/o0u7XYq3L0R3c3KYa6Rx2qL658C/6dt3TvXPJYfP6+On4qD5j63zMnYM2IMhypksYB20ixvhWpTea43DoHxx9paG1MV2/IqXqf7ebJRGs7sCSwnCacvalA6TalhzH4u2mn0N70Cu6dRvC4N9UDcJA8D31Lf+Y4inmZv+Xvvu0iLuh5XcXwv3qtsNQVQu7p+P7gh469kBiuisZ7/SPW4kXWV+HFqKUwbTBHa7nkoQC8Awdzb+sOIJx9v81vC3x1CxyWMUaZF1dYekzyTRzVTm/0MXQVLEvna+9W3k59g3nKfHY0scWS3P97lDXqq8KVhHx8uDFd9DbNS9tB5wDVRr1G7taEgwvsFZInlRNNTFSsGCh/kq1/5692mkyl9hUdZrs7JZk5oRc6eek5tbECUR4Q62P53yUBwTVpdXfqL2gOm1z1N6DxlnUtSOV84zdtQ++j9J9BlzSDmpigPUxN1WdQFrIR2YmgPuVkhKgT7AWn6iY7pmIgAqxVeR4h9xmm+oGkHRwovkCPFSxyfASDshndaHQxTQ3rhFKj4lTTQefhTTTUlDqF06MgLMF3li18qInCf+pxM0vHOH0/xm0bik1rJxk5pFny9MNUQSZd1XbggO7M7kZmCL6OitHy0IiqRdIpt8CIgPeK/BBn0NSz/NwNmg3vbH3a6/SiLVZs0ox3dSklpXJ9QPs0TxX7XJmTuoPaoYCoiOZz8Rw8EuqBPfxHcHvoyaBL5qJLPAcgwagVuNj+05LC6Wz+puKAR/TN4alpaf0adr+3BTNSY5IFakXq9J23GXUjGdwPTWBvOfbh+/H2wV+yFPUyBNBEbDOMGJ3cSrJNstD+7Ha3cZh66D4D90n01DOQc0uw+QUm+q0NmhHLrNanREcSToYwFeNTyPbBWsREPvASwaHkUyDq+1yayzRb6lvdq2RGjXOOvE/de32mdl/cp8tjSkTVOlG/6gn9C3t8c3PyVD1Mt9E7BDdKFiCLCO28WQggLrrvW3qQ4vwN5b8jm3yY8ZdLbElYl1Ooyg7mTvu4CfLVLOss6KqadBwf7OZeK+x+3ph37ElAg94iCziGUFvtF1Xa9vdfRffZvE7kiF3Ny7pvLb/vk7U+mXWECdp3J38JTtob4ji0SHmvs2JxAndoM8oxlePE7jBZiqT16V8jy3VytubS+Ix2YFBsUlW0OheOrR/o0NS/lXWOutYRVZSkgmrvBTpredL+JtmcxekoHcIW1n9fnkPlS5XLLLiobUBGnkbVBWGcs3nqx5V6xq+lmDF5XZcuj4TsM6XfkjsNx6pvhlxTpcoc347wH0hr/JeyfT8zXB9eDWRIAAYR3fPzqFP3D0VAqtACBo3CkRFBERUgkukKSgCLlUWEANSAoQJyZRkJsmk9w4JCaE3FZX1YTvcOzsqspZTQWRtd+cpa+P8H773e++rzwy8jlmB/YTnPIhdJa104kAQLLWNARtrnNZNQMyRbmMHkJR9T/cTgKRSVW+Aq7sPyE3sJZECSTI7NcTza9uuwKfohwZPHzIy1qCSMB190Chkt82Hspg3LcXg05JPhmdgQXa4Fgc99nWqorgX4t7J/uQyIhPE/VyvEDchk3M38B2az+nyOYzs4hjE5Y45AgV4oikDg6pnzENoVUmUIZJf/LNW84IH7wtUWpG2OFyWDZ+P/Kt4NTQaPCGYBGdIc/hXwV0+DtjJNeHOZpZsKXei8Y6ksppiDsfHimF9vyj60J+aXMGNvY3KFVhJXKB0jP8+Yhg38FjBlwRZyFLSMn449JvPFDwfVIjONc/RVHC9GrNV8VX1pksKv6JxfZT046Ej6pfij3vXK5rwebRr0nzh7AgRTkKng1uxSd4MaRXvDELyXQWxoRLhuN1lGuEkNX5r8K+8aMrXMooidfdUJ7Luq0EFKeWkYrO0icaQfBbPj9gtOis8HIxiLHSUROTReaW+SZA7TBJ624/aNzfA1rONHpVupr+ZRn/BdBy9MitKHagpTwmVjypTaXMlehlh62dRFv57cCbmJXCRViMv+GbfGtAF/0Owzx7SirMvW0HH44pE411bQOELXZhlb2afasygTz4r52mexDolNOW8rSdE7tJVwaHoZVEiiYBo0RZfLZiOJGNG27vuC+wgK72dc+y80dayobBYO2O7nrlDpbfUJWfLdxoCYjMkc9UtW9nCy3L/YE8Uwc+QViBpGOrbC65Ehvi0nkLGg3rP9hvl68rutOQdKylA7JsqFAdzraTKR4ksI6E6ame21pep35KuJNZ8oXRJQ+qOBBwQ5bCeebNQHcDlNXXHVHNZ1W1/Z5LLtjtLmTfzP9roNcfSJy1xtZsSlxlodYt3fqdJqJvcsl6RxrpIaZXk1XcGsIUqwOJ9g3+F3YY86YoFZtWdbB0FVjPkDgEQkV/aVAbQ08vNVQCS0KMHgJEdV9VC9uotC+Q6dhXF8dXtkQCL4F8NEQRv/vKGU4hHZx60p26W6xM4ffR/zT2gMm+y0QSuTnczubgjCSm6Aa5qB6a6xU0Km5C95i6m2MQLOGMBvwq2cc4QMr+K3Qkndtiwltrdrmj0/FG6/Qv/dl6KdYp3/wDH+IE3b89rnTuybUe0igwfCTsjo0N6ihEvAkcDHmAmMJhgQ25xTVBfxwLJQI21pV28p9RqLxb9njtg3SfM2D9jzBfM2QNpmejpmHdKLT8vTCI9xVtEUYhG4KGAT5gbpCS8RtaCHPBLu1jVxfzcsl7xa6mH7aVsKDfUMiIZ2C80jOMP9qzRTIs8YnqVKwUbwoqk4WgSRSRK4XGJ36PV8C2fdbABigVp7T8atMw052Ud8QjTxlY7ctosOcrl+5cbGLJ++j81oCQrplTRLHoXFiUZFmAUtvARup4YhM5CPvjkwH7QW661bbyxrLrbWWVWloza/AyWHC/zF60oTW+Yr7LQCzQr5YMxPygiJENh7pIs0RClSFiB3SKG8tX8RT44NAjzOG/btE569XfOdbZXJfFNd60V2Xqzw/ggbZ2+S5dLd1cPqd5svy9/Kj+0+ZHkL+LfKKlCL2E8cSt/G/+DTw/0C/INJ74tocOnSuR45fIsHmvSNbtlh5pzrE9Sb+sLjWPxF9Q12jvb7XK9sm/zafFpqYSyS3BThBO38z6gZ32uQUSkoL781IGypvJ/968oHy+s6ppXsSxrdmtE5ZqUi814VUncNevj6uGos8YtNf7U2xppLUxOkj+re+1HFNPrE71qsWvAxfqgAXL1dLmtbxFTXbimc0lNSOZxV1LNpRSuva0WidNY59ZlRukMh1jh1GF1T/0P5J/lc4CFfgdxBvDS6y76nv2Q1X6SACwuJ/cuAoIPD3b4APTMvJZiICMl2nYF0MTlWtYBf0RV60XsGOpp1QTbRi6VbW1Y4IeJ2htKvIPQTQ33WUtPrIW+LevuWQEOHM5o/xHMyfR0gtz3yTNNf3A749ab6VxmVKruNHc7tVNF5C4h10oFnOd+vaLZnCveDL6YM1RnOJ6Gfirb2P0TurZgvC2fn5DR4jjDy092NAUgJtorEwZPRK3VucGBVLPyGFRC5kkegoN+j4TJoL/3IO8x11wX1N8iNjF6u2x4YkFm6znhdAbFsVyAJ0c3cjA6zWJ8hnpFftRm8B5ThYobiJOskITBLH8PgRM6TPDgbQAZtcZ+gpLECOlaLk/Lf95KldYevNiMiSVJU9a3ohFa1teHC4y8rrmGMagsxQ7+ANkibuUt9d8o+B7mEVIQA0SsXdbn0umP9nVaNEn5la6Tyj8PZjbPk+NJMmuZdB/N23BXvCbSpkkQ/pdaJL+AnSI7xGv5Cv9UTIWICSKEAF2oUfftNr85GtYZZtyV7+ai6bjp/7HjakPSZsu04nHsHUO2LDSySn1PXEXdK6cLj5NdeD/m7s/AiDyIMAj3wrtrFva+sceXnut42LgqT9MyZXqQrrAT9XWJUxaxJjJWq/+s9Iikqyulw9Ro2RQOktvwZMEBfwgd5qcRJuAM+BSzrlfnspemdUiaL+XtbDE2TqbTbDfNCxNdlnB9fGyhvlWtiySr/eW3qBtkaskScjv+jbDcX4nWo3N9/s9AfXg1fSAAAFbROhBR3E+CFc5Eg/U0CmGpTyMBJeV6CigqRFuFMExC1m9mkT0gE0IgjDBCZI8SNkZU1FKPszw9qQMVXGBpHYc4ufv+iO8b+VrFanb1ZZiDSTP0eXHGqO0dZm5/wnet3ryrlJf1JeAc0nsnHkoMX1j+M9xOiC3eja7b+tXSxAf8FxmDBX0b1Np3okVsZ/8p6L9pBT0zcBj1YrsKtiZ817ICwVBe1NUiI6SZ6n1oS7iX/RrfQjht2y+Q4gPyu4SZ/t8bokURG6a03mJvduYlgrAiLb17RMihlrlAITVhY7OPkE4Zq20T1pPeO2JF88NXlj0QpROYRadFd/GkvFExyV+l54mLfckasvgre6/bTxaTRu66JG2lytp+lO5IWNK0WPIr5U5No0RLelcVLUkKX1v6ShJM4BeqJWvwp/P8sj/69+p6sx/5mtT52cPsBRej1XfSvul8qLpCPfgzrLwef6sRp/iDUnthSBFEGqlMk2vCvUvXyJ4QVNZLsn14sZkqrfSf0c2VrvN9rhqV2FmOPpPeg1bVic3lJ4+3unM84+GGTE0nJeXCarWeVFvRpALCPpVQlacIRqun4iDeYXLKiQHBuYdlEZi9qi3SM6yI3nt5i2jRHajJK9nY6mfAxu+oH9SdoAQ6uTlukrRiuTYkbLL4krqGYC2gqzbiB0xLFRUBGTkN8r0YpTJHtihrrDfC+iV1un3cYkyOalHlBcdN1u80vo15V/1Q/4xELRfkvgq7X7xD+4JQbnmofoEfMwqUHwOsOZsVWzHXlItllqzKnu6S8dSm9mTbyqTZ5s/Ww3EX6oryTTHuaorZm7TH/s5QEjZkc+r8CbWWBK0zcI7hozoyoF9bq5yH+aQokvtkUXq+r6hJpblelZ1NutwsKd4Sx6rbYJ2NMTuGLPNJ39qFZt+wK7YgwxZCa/5YbljgWoNWkxYwpiUru/2wiv1ygPms+7UzNNXflVtJSzI2+5c1xEXWthSvjmE60q1O0iL7pvzYsO6iu8YJQme+QqcPxBsI2lMBXzXTqji/Q/IP8hujVO49xpWbXryLWbFdLkDHuuqMB/dxMHmvwTdcocQCVfMmszbBNPBAcjmyE8qlbEc+wrdDG1A38gFXxTfzSQ/Wswch9+B8zhhM6bjPfQr/22HkDSBR5iSgHLmbvQcUoDzGNHSavyCpCibztTE0JFCwLDQYXSpAcQZ0WvD+91nWconp+l/sRAnG9ZQjzm6pHOWC2ceNYzxWNkY0AzDEU/RRkC52neqFGGLocDtMFxNDBhGaaAInRGki491JZqP267UFrIUaR1sA+4D6TEUU54gq3ABxU5ShQjePrzhwfgQwy2NOvgTrZD8cXg9dllJCMuHbkv04BjKR7XNnmmHLT7m6m/nVHN4KsKKMWHsfO01P0Pty9Lk0gYHboXVm3uM9Vk+e/BZcogo8pIZ2Ks6E+MFHZWYcF+FI9LcP0/tLKy7nMUNszc2TWQbr7bIfWL2W9bnD7Cmzis/h+hvnZEzxEnToCRrw/w8OeYFd6jPEJ9BTxTBOiyyRzRmuoq9yDvdvYOircE1m5l92RakPa3PxlxwX+3RhKYpySizkjE3c+6a3iTeA9XpbtB08mhNBbIDkqgmcHW6Sx/xGPK9rWey+xPCsL2v8BzPjwt7isayKyhfaKtZ4WR+i4+BseelUbkYBMzGE12COjD4A/Kn3Joqgv2smcC3wjwrWLa/zO7v3XFTQHS5Mgw9zXtOsrT2LWPtSY2GBjvdwBbunfG6anTu3+JvjTTyy5UvUFJBjfEo8Bj7IuYNzw5uUvKGZzOdXUvqY9IS+nPq5jLqO1qI25v2We+o6FqZ+I/Qf9pnqeNosx2GHj0dwXxWpo5wAMU9FDAYtOgPuV2hSFfevz5k1N2W9MvqqgWd1f2OkuCMLx5mmzirVn1nDrSshAnttXSYN4Zysqj42yi0v+SWKwXtjGSNuAKmGZbjbkFvtOUxAQ+m1/WQ0lvlT8zaUzZpX+gtaz0Zzz6GTnLd8L34gj5Eh5GcDvyc+5o9DEdEnBYfgwuBHgjpkBLtUiOGTbu2G94Bh7iOwFXzbGAu/gypKfJBYOFI7itTD00gf6o00p/+EytCzx2f4C/grohr4Mn5XsEgwRxCNXSaQCCaGloMlYmPfUchPnFyPQjbxdhsIrxbP14CwUfQGViPLRa/SqIhdNH58MxouGolaiQ6Lrgfj+WdFdqw3/6MIvLkGSFQbe0TAtEpbOwyqlabCL9AyRZ06ECqRP4Qy4V3ydTQGPCKLP5aCyKU6shrdKXEHPURHsh9hV/DF4peDZN4Rk77rBuBh6K8JBRz6BVY1GJRLVY6Bw9rfwH9CkIaSKoW3qwYTGuFJJZnsiVTJXUElaKLMF7uJv1iSeMPOVdvYnbt5ZOt9ZxfvreVEAR5Qm98rLoC7jI3AfnBMn55SAVXk4hM84AzN88gCZLvKEpSOvFCQsBFogbT3egDnj6rI9iGuw/66ms6LK2nM/8B7W6SSFwBVBQJePJicxzr3GNpqpMfToU+6lMggeEB7JGgPIlcdxMahRNnngQEOs8HbJeL61yx07OLedCzNu8NjluNkZmBLSSKXDTwvlJ/bCnbkd8aNQwbj+MF78FmdR9AqZJtmGzYVGVesuyrjeLpute3nuFo2V37hJtcLzC6eh/OJ1MjrqYzjmACktPssB4wtwsRRIXx+1kEF7GFo2z0Fj2hnsSBS+j8G6/0fynwB4Hi7aqXOttVKmzZljJzdnEmoFFpChUJYoUIIlchlxnhu3+f+PDPzDMNMw+RuXGJdItcKqY5aXVfi7Om23a2WTp28uml3+/XzB7xfH37hhZiM9j6mzS5zz6n1xlfSz9qeaHultc0a6qQspt4tYyhredVI3H+yXpVFhUzKfzEMeXtkN+vWOV+FtDmVK1l4P//sfFxG8iW7k+6Z88/ZGy0z28+szJ+S7ulYSP4pW9T8ImOt7GZda1xk1nFjeIhWzhc/8zbNPqhPcW6FIjVmK/Pg9Qr9xVnkr4fvd/qQwanNtVuJ+2nR+jFCSL/DqgifzBiZJ2Eindhfhz/IOhQ6jV+TP/TOxHuhcOc5+Am4XSzF61DPf4uIL2Uv2w/iHVmD1TieKtce3Ypvzt7CLMGXQgukJuANNB5fAV7BfaGrwAckz+shPhONcrqAm2HzxTn4QuzueUeAg59P5oIIcNZ4CbiATu0AEIEW6mfwNRjIeATMwFhcC1iKzwtJBW64k1cMiMSDnBiQiYeIq4CA7+0PwLby8S33MFfOWLkFc2Qf5B/CJKwVacCcGDT9U6fHY3/FYujI4ItYPnVx8x/YOcreaQc2SSLiTmBBnO1ToZF5n51wQ3flsuUDaHiOWd4CNEYQiAQ0XbU2bRRVKMZjZ6BneGOwNTrNhW9GsQ2sidNSLJUuFw9hxZSo1xJRGaRNnw69wLUsFGk4+kVuP9KdP4K7IcOaq0dGkKmcq/skqJPwy04SRZU3Nlug/fwFx/+h79kT4peYmIbO/AS/rHjceAAxKZ0sNUfMi/7MKUVsDRZgI7JNH5r6BknXFsbIkVOaB0Hv0Hk5tp49aIQq2vEyquMNtv9AzzCNp0Nheb1/gy3M1NQUP4F1RhM1D9eU7ce84GtFY6kieLowJXoQ8dO9CZIh1XlyzyTkjXrCsRbdoEyyFaHxbN+p5bBFa3n9a3hFU2JRH2xfLxayYLfqETQAjquoSAmENSWJ0cvgB4aVgVOIh27U0xwp0ECOJPJYENmuQy25pq630PCpZ3WPoKEOy2PnoJEWF5UKetywAYFhs1qfw4Xw2kqfKB7mShwDGfj3wjkeVxCf/FHHWKRE3Wjrg9zloc5JqO788uMfoIKeFsMUpOkSK69ARa3J8A2or6Hl8ExovOZB1HzYvXwq0B6uPPZ/j3zERDfhuA2Jz51hG4w0KESnzRXGw54NHrw2dWGJC6c/clF9n+1OD8EUzGTGo1Q/5jspGt1Jg6xZQfOph3LeQ0/5Ql+t8SJPwTmiF+Qq1KPbh5uW3qrnuWWyG0UlrH9Wu5DEKOUw6kbfyd6dsopeC/lGXaYqYYfAPdRSxMLDmtQjH9csJr9BR2yWE0ex650EK2DOx0eYm1jMsbmMNcao5tAQVorMpR5jNw/bUiFg0d4pchSEBXSTCaDghy7iNRh2eEGw+EwbX2IBvvkTDrtZWa0n3ctMFJbTYiZKcYkS6AvQS+oLOiDZmWSoJ3vXkMsoeYAdcZYy/WE3EUtqHa4SM8nFNil4CVHYZkWn5zRXd1OP1JkFLlSo4MQz5IByPHuY9FcMHPIgRvnmPQcJlNPu0BISNn3TR/w2s92hHmdoG5t8fAU50dpFdeg7q4IoF92Vo7fJtvx7nD/5veYPeS/RkWt1cCfhp47YfRx/q9Ls+BxvUfRvqsBjuUkHDp/LfmvTDsppl5Ywyqq03WhK1hRb6RpJOwPJbiTK9L9lXSWcdLEHSPx63u+7Z+B0bsp2GvcSJjYFg7fKAw4HQSX3wmYYODL7TpiRjTV1FTfINcY0rUC0lEsYZ+L74t9kT/F+Q3PSaTxGT0TuxS21AdvNwF3N15tMgF645eAPvBQ1NhPYLTapaZSMacopryFu1w/mpxEhNS9pB3yw8qP0Lzy67NvEKfCxaH1EN+gq8PYXAKL1cm8GG3LdHeywSdU2sQnGcgGNzaR1R3KZgdC1WuQhhGmjkQrEoTpT6Xr8y6q0RF9QV3Y9wh7EFZn7W4Hv9FvcE7CxPJnDbKxGOCM2x7bwCxoqifFe79J2IqLbR9OBX2pbSRrwDU13Mo+CwTpFQi+Ir7IO7wbLS4v8BrCnhhnuq7Ba7aHVL7BD6vdiEbaQb21equlPvlaxMXdJSqnWXs0fCadHBcu0SRmnPJ+hSgpWZEhXRwzwG2Xn/O24efKdbv3MWPZziYIehhXWMqoH3dO4I9c582NZhbpPNivvrLBL9p4SlH9lDUv3Kc7JLyaG8erswfB33AHogl8eGwD3uCUy65AeiZR2QE9bd1Ei7N5PLep7yO3SxQKHOmjCVK6onAxRTKPNmTv5W9jnCclcO7Yv3J2txnr8zJgSsMTtG1oPsiRxVAkYsn5FFuKe9ebCdbqruFLF0NG5s5U+1DTxL4U5pcoI4t5Tbvvz2Kfkh10a5jl5wjeHfkfGug7RpqSFJJSyJC6LbMkVBHecU70WiCInZbuKUZ9WACWKz+J/VOxP38558xnxbawrJ4TdY7azRb7z6CSmypWlAN0k8SALqF5RCFFCXqldq/LVLTY8UlrkI4KcH9Pcwp5wZ3OXpQWyHWo+7r9Mm2o6bDV9WZmwTU2N84OuLpQJJ5H8k1zMlIoQYhE9u/q1sq3oZGG7QmVIVe3j4wqs0eecm+78kQzWJZ+Ns2LcNYE/FtCROV9ts6IQ1eWNr0m9gpeYE3XcLlEpXsGIqgaU3sa/Gabzv5gTBgDAFivZetFrc201k6NmR6+3j046FEqhUkkHupyVaTqmY+7vfc/Md86mppqaTAdlhX1JXjYs68UqhC3kzXrZPtolqVi8+w88vz2RJj3hZs0mk7Hx2mLpJHqruqiwDrlhonIOwnf1zTtmQGPs2egOaJHq0tp2cA112+cDEI2Pe3Yrw9CltjbiY9v3Rgl+szmRiMbqbP3SmWiJNUjwI1JoOZp9Ai4zL07Og/SG0uhAsIv9Ye0u4L7KxWdQ+Tsp9bynGEHHG9VEd6eXQYwTHf74bmxn23LJP1HvIy8ETohnw/FsF3hl7aGk59BGs0PULTBPr1v7NYBrVvhcVNqp+54vFc1YewNJyM+a9HV43KkprAFz+y5cDCMjRzMPi+Bhe3EWC/3aUJwkgaZbEqLEoLfJLXgQ2MxO+LQp8+lPnlMKIb7RlmsaLWgxgga9QE8IdTnCPVIntqBoTNCpZkq02WLmtCgkaYQaK7sXtZ0MqygM+oCzYlf+EDZNcp3jhAhkJxsGjPLSXMNyfazIgAdog8paxaOatHLt4dMqtkKb1UjfrmxIWk9xxK2bfiEqJZ1B3dhD6RX+EJogG+LshHsUHGuqIUzys+6CboV0HzrO8qWDlYPqPbIVBdeYFhmV+YCalE9LbCTT5cJNh/Er8v8GwdgaRQZ/CDml+IVTDa9SCuvG9IGQv1ak5UM+yHVNKDSr4p5KAnbmP6N7QUXmQsoHzEh0JhpAn01zcA7wKSgJrQfu/iXwgNOcu1Az0Fhr0mWRetaXzSL+gBvVEsKn/DZzEQ/Nn0a7Y4V7UkgI7dguIqYjTzdaMRqZH7QUdYGj+ANwHURw50BLwD7LYW0n+5NmtqZHQ0Go6n/q1WV9jA9jz/OkWDp8t5n4kxxKeIIriPKNfthX+JzAx4gGbeT3wq5ILHcdSEATNVu0AVWTqg+aSNNSUKPaZ/AQTdDHtO8P5VALNGO73hGI6k3CbtyZfrnhAVpDPgpsRTh4P/8nqBF9xt0LOsPvq4PYO1Yu8079sLYFqGOmalxE7nRoVeLBJrLFcHRXCrFU5xA/gB3RpG0oR/2YpkAB3EVO8LugdXguFwdsyBNzIAs2h9Lj6r/iKu2MtWFhaTg1VNtz4CkZUy3L+A4/Z/KLT8SidPc3OCP9msJAb3gX8zd+EzhEXOceAWJRe1UwG9gRRTuqQ9vOKH5mUpunl0gpnW3RgUBiqn51BhfPqwmNG0DfmlZFHkcQnVPAb7CTapKvBnXUbO6/genYNlO85s1pPypC9fmEg4LDuB07VfyESm75x/524qytNv0Y7l33Z5wE7awOiNyLbDDkBpyB/qOx8eXgDnoBt1d5Fes3Pa5PLDhDPbIUCzSKk+ZOYVxJtIlb9Ov+3/QtJVT6KW2AKCTOW/2wbCiiisErMP9kaoM4nJdKLJM6undhX8odjDW1Y6UzyO6a1SIf+fEqsmxjcbpxXnnY/kW6YxXx6TPYrZWCbQ2qz2I0IoLultj8fUlAeoNXgB+Qz/SYi8Yqsg1xlkuSrwm8erGkXVZjwqQ+RULDEim9L0F7WeaYlqEplhm2ear85W7rX9NfyFv8/07cUYTx5NgFxVOPdMSurNV/U3MFdMQPmpeDc6UGowX4KKT1wcD1vRT7CvhX6vdqO9C5tZmpBJrW26lUwOg3QQQBWh6D8YF6jxpkIXBeO1b9ipiOba9Kw4slesMAdqOwTSfHZuVeY4PR7FQX1Xvk6tZv6fvIsvXJ5AVY6teHH4Ee80yoCdrh8QBWgA/YN9Uh6l50u+ms6rjYatjEVAj6tC9oz1wnTSs5srNUJSTOb2mnE3A4/BMZjMX42fFvUFdeDeoAT3DmQ8+g55pR80Uji+w3BesfVt7U9+icBQu1+9hlOYc0fHVKyggzwai3RFID1MXwk8RlYtQPwOz4Cl4dQqGlnEgoG76nfmvOrI2CZcbb1Z8rJvVJVY2H09i3xpXZl9XndD0pWQzJ5sTeoYSqd+G5RDqN+iViISSHZ0Y8sHucfPA1Ylc7mufaRiGtUdzwbcVC3WRdTIGG1dVEZLuqU6uid9xivAxbYjMoZ+3a8Fn4lNrDbxE6QM/j0fAFwoPDgFo0Q+VZ1dVGgueMPs1h5Ym6dltf/hM20hqSJVN/aWnZEUf3mZ1jXpNdhu1hp3A7S6wZRgmmjyeHhWQEpxXchI4x8VUHT8wBZxpetnPLTuoKW93yE9hpTeNZX6h+sPYkP6cZCxxjIUVVHmFFeK6uY80ZNFq9k1cCr6b8ORdBB6yQvmIfLhgGaBssMJaFWP2F6/MuWT4VPczMNA+VoMk84zVR5OY63Y9lb0JdNb0Vzb7DzEtx4crP1CrpVjcKL5enUFeOECU9ytbGiNK7ImG9o+hZ3uyakbI/9pyrGqpwSbIa7ldGbl6nHRYXhDxRT0ksvgPMEumg10oyR77K7QXWoaglzzdlizFFe4OvZE4pVfeVBDsUW/1W8mHPYtNbqSppiX5CtiZ6UDtfdifkqDpAXul7l85W8L1iiA7FK/e16EflNeKc7RDgIu+yhgLOJe217sD0g0S1i/L33SLTUuWHRJ3eC3CNlrLxgFdIpQoG1vnepM4DGV4HiHmA2h1Ec4F+/GojhbXJeusF2ILifksaKj1w05yIDO26Y8xBchKddSL4dfQSjR0uCQljhqFx326KC0FeCrwY8na/ivSAj7DRhj7VfOn7uqv/BwEI/veM9HILm72L1WcamLWKsFw5lcuJqVGNkuSIq0a4kBiHoTv+jVWGlzGiipCFmCeQh9mErh8HhR+D14cJoUyUYHwxnkCSu3FbmzWREWaAmC2PYVu0lUeNy1EfkmWMPkZkj52KqDvHjNqJEDGLihOHgyefh1aGDx8+hJSEs4YpoOaaoHtmndGYeHClmsCWSmXel7aUEFsplNGR7lCskfOP0UYJjy2NpzuHjGuLejFqiaOJWSekhuOHVB9shB6Fc4VWoJWgzXqUnXieOW/cml+blGUtl06Y1lqRlGiWJlAtkYqTdkWijsaQsDs6jAaN4TE8iT+LIieghn6Igh+Tg7qGGISGoDmm+nnSnSWj5W8smg6gvGSQlvadeFoKlA6aOE++kTCW80VHjm6TjDr0i7GQGzERiOqMvieahiuJih+zg2mGooPHn9itGHktnNmpYG6dmcyloGQRlq+h01mdk8ad/09kkOiaI0T+jieWHjq8i2uSEDDviKaOISeVheiKZx/MgyiHE4H/roJtcHd1ql5vImzjpmFwxGJBop5yTlfBnvBz9k14m0Z1r0L0l7F3YziClCR5HS5xkJt65SS2jSp8tRx1ic1+ooE7rSZz6nbNqSV1CWxQpUV2HmG6oZN3I1dLnfR4RE0ZmlZ5d0Kzlsh6rDhnkz975y59j7p9LSTtjE9+dxzbiPZ/14B0rAB6V3YOqBR662ukpEN7dGEsoJ177FbWnQh8hky7mXJ9M0J0le594jhMkm9+mS6HjvJ/WCUdi42AGx00iDqA8H+kqwaAjXVQpx2ApWr5o1KAsGCan7WAqVZbnCWAwUxZmJOA50I0lR2BCjgwka+BMC6RjkGBYSVHiuOBoB2Bh5aB7X7mqiOGwHSYpkiGU2pPooaF22AGnu2FU1Xem2KE50v1l9WEiEHvlGeEITgOkQGDvC6TjZiDYiVtijqDGh3NhuuC4345qWKMrnPrpZmLymmqoeKK1l91nkmJzVVjmsKI30uSlzqH/UGok86HFDfokGiGKy6OjPyFTCWNiZaEgB4Uhj+Dyn1zqNKShnNEpQmRJGkcoVKPsF73nbmOIlT5mjaMsUs9lrOLSkFrk0mJ3DfHj+SIby6LjHWHDiWpiQqFwR5Rha2ElHy3qFyYUXKdpI6WdWiIoNSUg151nTiSc1SKmbeQfkrjljiOkUEpktGMmjeej2yKoy5+i/2IuSW8iJCG6B6EhTGFQ3wQp/WeC3H1pCObxmfnoGOZYV3mnMGW1VQRmUGUWkqBlcaR5EDekmGPXDdrjv2M0S5ni4+KViXGiCSH+R6vhMmF2ntpp4yjxXFZo8Og/GdZoAWeFl1pnFubDFOmmNyYC0orlWSVCkCbkgKR7zc8jqCO0C5QizOLxyXMh8uI5R7ShHSGWHrMpympbHDTo2+l+2bmn7iif10DnAme9VNQmIubbUnllRWX40BlkbSUOTcXjlSQjS4+iumNAiXRh4OJqR7uhDCGvneEtk1uJ22WsYJvwmO3rORxUFnoqIlyy1BKpD10bUbxn/J2JT12m7d33jQgl355niswk0J7ZCKZjw19Hxt8iwF+6HcCtPF0QW0usE91V2Nhq852Y1mYp393X1AHo0B4gEa+nv55tj1amsV69TQflol8PStPkk19iCLfjiJ+xRvqih6ADHZ+s8N6UmyxrzF65WLyqsB7b1lBpoJ76k/Cokt8ikaJnhB9Pj08md19/DQdlal+wytrkXR/jSMcjVKATRxJiVeBFXXrsryAO2wuri2AXGKBqcGAcVjhpYuAdU91oVeAlkZRnRuAxz0cmPeA+jQZlNiBMiuEkLSBcSNRjJqBtRydiKmCBHVisdCGDWurrUuFtmIHqOeFUVh3pLaE2k8eoIWEfkYQnEyELzz2mDCD3TQQlBqDjyuZj/2DSiOFi+WDERzuh/WC6HTgsQeLh2sorJCKxGGJqDSJ7lgIpASI/E7Cn9eIJ0XLm6OHXzzMl4mGlDQEk3OFyyurj1SFCyO0izeEWB08h0KDvnRHsGeQ72qoq/OPtWEdp5mOZFeoo2qM9U50n0CLpkWQmxCKZDyolviJHjP6kuKH2yu7jsKGoyPdiqKFfB1+hqqEd3O2r9mWSWoqq2WUmWCvpwuS0FdHotqQ504jnrSPHUVRmomNXzyAlnOLmzPpkl6J2SvDjj+IJSP9ih+Ghh22himFGXM6r1ibkWmuquOZemA5poWXQ1bfok6U5E3MniySnUUOmgmQYDxSlfeOFzPSkeOLzyvDjcaJmCQViayHex3lhbyFonK4ruCg0Wk5qnGeOF/RphObhFaEodWYr02AnbiV7ETSmZyTMDwolY2QYjO9kXuNlSvCjWCK4SQniUyITR4LhWOGFXI4rnel82jSqhGitV99pbefclY6oXScKE1CnVqY6kSimUSVsjwHlTeSZTOrkSePHSvBjQ6L9iQ2iP+I/B4phRyGcmzUvl1vX2NguVtwjFomtFFx1FE6r0BzQUiTqjR030A8pSJ2mjfhoBl4XS+7mw56JSf7lfx75yCQkO19jBqTjCV/LGyovRN1G2NGuCt10VoYszN2oFEsrip3k0iKqSh4tkA8pCF58jftnxd7QC/YmgR8lygwlPJ95iDlj+9/FRsIizWAQGxru9F6vWMTtvF7Alnxsgl7X1ETrRd74Eh7qCF8h0A3ox99RTf1nht+Fy/xmRB+8ShelAV/xSEvjxCAgBtuimSBOmwtuqaAXWLctc6AOVkAAwj898Gw7oAqUO2sB4A6SGKnEYBnQC2iDICjN/qdGoDpMAaYKYE1KIaTNIGDIXCOS4HLG8eJrYIZa965toXUYpO024U9WX+v+4S8ULOrG4RYSDemJ4QOQBShJIPRN/acPIOXMBiXWINiKLCSbYMzIbGNiYMKHB6I8YLua4C48IroYju0EonmWS6vMYj1UGuqVYgdR/+lZodjP/CgZ4a4N+ubgYYOMCmWnoVoKNqRtITJIfCMz4QyHHKINoOyaze4K4/rYfOzWo5tWOmug40CUC2pqYu1R8+kvoqMP9Gfw4lyN+Ka4IhYMDaV/odDKP2RFYY4IiWMMIU4HLmHl4Rdaue3fJTTYaiysZLhWKWt3JEDT/GpAo9DR5+kHY2pP7GfK4weN9aaS4qSMEGVa4kLKRuQhYeQIlOLpYYmHPWHEYTwaoi255mcYVeyE5dKWF+tOJUFT7SoWpLWR2+jfpDJP4+emI7LN8eZvYzHMEeU4IrJKTSP/ojbInmLKYcAHSiGoIVuahW2Zp5AYQSxi5uBWCOsqpjPT3+nx5YzR0Si9JO0P3GeG5FDN7qZRI7KMEyUaYxYKUmPjYn8IpiKwoe7HVGGQ4XWaaC1+KKqYLixG59pV/KsN5xAT1WnUZk7RyKihZZOP1idtpNwN6+Y45CIMFCUCY2rKVmPMorvIrCKb4hVHXKF+oYq1I5yWGqFwxtzaWyMsaZ0bm6BoCx1YXBXjq52WXIefT93VHPma7h4W3WeWi15andOSK16fXj3NxJ7lXp6JhV8wnwo0mJv53R6wSFxQHV7r9dyiXZ4nnpzt3dujS904Hhpe/p2CXlqaqN3N3pfWUV4aXtNR/x5nXw2Nq960X0GJhV8FH3q0C1t8n4gvwlvgH4sre1w9H5DnNpyP35si8lzi36hesx02n7baaN2K38OWHJ3fX89R1540X9lNlZ6H398JhV7eX+RzjNsPodrvTJt8YadrDxviIXgm1dw9oU+indyYISxeaxzyYQraLJ1N4OiV7F2qIMVRtF4F4J+Ngh5f4HZJhZ674EczD5q+JCxu2ZsvY8SqpluaY2Hmdtv8IwbiShxcIrLeI1y74mBZ8R0cog4VvZ19obqRlB3eYWSNcd49IQuJiZ6coKiyoxqEJnGucRr35ddqQ5tl5ULmHJvLZLdh+ZwvJDMd3dyS46/Zt9z2oy1Vkh1a4qmRdx2+YiLNZJ4f4ZrJkN6BYQWyPBpSaLVuExrHJ+op7hs3ZyQlzhugJmYhs9wHZa/doZxuZPoZhlzVZEXVbF08I5ARXh2iYteNWV4GoiAJlt5p4Vlx4FoqKvYtvdqeafwpnxsPKQYlhRt5qBahcpvjZy5daRxM5kYZWFy2JV7VSd0fJHXRR52H44mNT13vop7JnB5V4aQxkdoLbS7tcRp9rAtpVRrtKumlP1tX6crhM1vCqLJdMlwtZ5fZLByYJnzVKZ0C5V5RM51uJDtNRl3aoxgJoJ5E4eXxTxnur2XtL5phbhZpFdrQrMdlA1s7K3mg/Vumqi9dA1wSKOHZBlx+J5DVDlzqpjsRIp1YJOCNPp3Io4UJpF43Ih3xGBnTsZps+lpIsBlo4pq5bpkk0xsjrRsg0ZuPq52c3Vv7qhrY59xo6JJU+FzWpwRRFR1GJXMNOF26I+KJpx4r4kwySR4Y2m7uO94ymvXqJp5PW3mmBB5wm/dh4V6SXG2dwt603OMZl57cXVTVaN8HHcTRQR8zHjONGd9gnpoJJR+THwyxw52M3MwtwR22XRWptZ3g3V2lmp4MnaNhg944Xekdc55k3jAZVR6V3nWVM97JnroRGt793vzNBt8x3zgJKh9pX3mxPJ0VXxktQ51KHykpQ11/HzqlN520X02hLh3o32PdKt4dX3wZGJ5Wn5RVA56SH6wQ+N7Nn8GM9d8Hn8/JLp9EH9/wu1y24VDsy9zy4S3o150uoQ5k251qIPSg3t2k4N1c593f4MbY4R4fILDU2F5goJnQ2t6h4IBM5t7h4GEJMp8jYD6wRJxoY4hsXByqozNocVzsIuOkgZ0r4pvgkJ1r4lYcpN2r4hCYqh3wIcvUrd42IYZQvh574T2M2Z6/oPBJOR8D4Jxv29ws5bYr91xzJS9oEty4JK8kLFz6pDlgRV0948YcZB2Bo1IYdN3Jot9UhV4TImtQo55b4fQMzp6h4XnJQR7m4PZvelv7Z9zrnZxDZygnwNyJ5nnj4pzO5dRgBB0VZTGcLB1cZI2YRx2no+sUYl30Y0eQjN4/4qDMxR6H4fkJR97OIUbvIlvT6gCrStwbKSEndBxiKEYjnFyop3Gfxdzw5p8b9l06ZcrYG12IJPeUQd3XpCKQd54lo0pMvB5wonIJTd644Y7u1Fu17CIq/dv6qxvnKZxAKhcjV5yHKRUfiFzQaBObwV0apw8X8F1qJgmUIh27pQCQY54MI/NMs15bIuVJUp6m4c4ujluaLkMqupvebRNm6dwjq+NjHJxq6rNfU1y0qYHbk5z/qEuXy51QJxHUBx2jZdMQUt32JJAMq95I40yJVt6YYgPuUZuAsGHqgpvGLwNmtlwMbaQi7JxTrERfKFyeKuCbblzpaXbXrZ066AdT8V2PppJQRR3kZRqMph46I6UJWd6MojAvWx+82kurmJ+uGtenyd+k210j55+jm9ggBF+lHFDcJh+oHMoYNJ+yHT+UPl/AXbPQUl/P3ifMbZ/hHpUIxZ/2Hw7u358y3IKrJN8zXNUnXd84nSOBMEHQFNnAgBgpaW4FfGc1bJUDmMEFdlDBJEpypCNCgpBppDk5b3/f/u9TFYgYQcCBBFQQdY5ene2gljUU1taF3ri9q4qKvZ6Fe33lcyDVuJT+Am4XXI3TwTzEavUO/C8bFekB74MBX6jeBHW4Uzj18GAnS/hAifOSLC5aHdHG7Yds6kbxEisXKPFroCZUASWATw3FqRD85TfwVVYvrsUBuKr/RLgebzJORoX4p/t0vE24shgr8zIhB83k/3BzKjdhsbTfWpf9CydCfyxr+nNOUkYSVukCLFP1P2ID0BNnfb9DS6joPMGaKAEdiy+nvyl/y1Cqa8dO4T8qhqt/qcsUTminJRdVQxhq9Ht8vHsNHSQn05Ow3bx1hHJ2DPOx7cSMOwe5y/hMibS7hhsp337UqV85SzTc2SONqoqBVGXGRWnZRYlk6i5TFmccKQQna/+IakRPanyDr+MJSo6fF2AmXyu079BPZdiNwqFTN3pN5Ir9f6temlEzS29o/RmVb7cgMTr5ssWI0+132e1yqRlIPEDuq7EPTwYfaie9JnAKpQGpwtgszzQ7gUYYm/2NEjcWwta4iV9xiSduXSbIYivlH5XtwVZj+yr3iq6g7zRuSTulR3XuoVdQ3NLt/hUYI4aW6dm7KZykf0X4Aj3rDtdfLFL1ewgcW1/XDEh6Tdt5ZTSHUap1EN6p2FItBAR185POCHbog8Pi0JnaAmfAHSopMWJwlDVkP1yYM3fPhUkTu4zGFeJr3Wnap9LQroWsi2SW8faJDnS/BavzFRknuFiwhrkWq1n6HOZUdfgMwPNKXvnlI45aULtHbEJ+bGTe8RfnG9r8hJLBv+mXS1+d3qQeS6hThjEl6Qr2osybkgHWlziOxGsYTxUK4uqzve+jK7TTjuFo++La+zdsG7Fnp7rnDKztmWYHc36Uadi7bMn+U9MU+4zJJdZnz8mmqJPHx1JXE/vK+oI20nPlSi8q6khRLTJilKj3jbtVBwI6F7CNBUsal7LWB0lKi3o2sKfuAbaT2wm3Ua9kvhlvqQMUnVCOHUQuRFqopzQpd7bKDMsQfg7eQ+obZ6SZ+D4yUDqD1lcUw7VIJvSSqhQVMUGU3OwJRJL8ibWlTFJNoLd8TyJg7ehVmQG1HndJ/fiW4UPST/877ZryI1EXFcdWU4xhnEyicovtyAdqRjGgpimNhX9n/iZ+ibjK6KXWhF3heikLENKiG7K3Kuc6CXfC68SfeSPthFED9nfOYMQK6saEolYxd3SVsJVsZS6SiyX+xc+J2byysOr8f9yt+Ms8Q+cfYg5sZAVefkQtsxxYS+xkX5gixLO9MLjANeVF9a9xrmyBSUxeGFJE2nEU4sdjj7Eo9WXD3nj4aq8fYl4utIyGMd5+QnPl7iRDxBW4afYn22b8G4mtX0xfFITXtsBx6rci7fASzprwgDPaz8WTMPzZZPpKLxQ8iL2W/hIcz94Nr5AdcXTiDspBoUEvp1vs72Ab2fVbSMw0fiXGhkMMuzXrIZudc24CW6u/qXAFnrordP+AQMrMmPXwpyyjl162Fj8yHMfvKReKTwEHygSbMfhI05nMoLJ9rPVceC2iVbPBiPNLrATfG8YzQ8Co3WZaebgVtWnGDWcWSnf9Q3cVm7mORumFUuFOyGv/J/tFKzk8VYlqOlOrooBRFelahXIae8GP4GM1tY8Fchr0h5MB1h9fowFMFV7BJ0BdyveelyE80pNQkfooc60mwWj5DtaikHE4LQeBS69rDIR2J18B9aCrzv8c98AexNyYAJsaqqNrgcJdc1Bh4FWX+1RDIbLy4RLwLTGaLccrpE/bfPUFGV612xQ22eJ1S+Vr7N1eKLiUW55/oh8Il+VFsk/PaqMQXmzIkmQjhNKDri/YlORaAFgmtEA60D6BRC1GlWmfFFVn1JZcFulV9CFLtBRXlV0NO8sf0783cEM7rHUOvoCtxKRBC1m42VX3Y8xDdhfBTL6LQDWlXQgfNcyQ+mAbNZvVGxEXim3yv1ljdhHPhf1zx3gOtH3B1Tsr1hP9BLWG2TvrGV00ME9k34NnwgkdDReZX2H6idSjPnyR8T7ygH+M/mVfJx3IBeh17nD5IKcXvYUabe/l/lI+kflMofJhJ0b6HEyz92ZjiJZQRE1QlbYLKNcyc7Ge/yYXF+xk/9SvoDXcj48KjvBKrmx7AHmPheSOs64siN7h+le1iuwn/ZmOtzeUBeY5QIR5UNzNqFkDzVlOMTPLJksf8X5Ft/jklhO04/UMrfVRUeGGQ9VSOpCukm5bq81bS//PdCb6ueH3dopb04r2EeeZdNsJKQD49KwmQvTF5SNshWV3exuZkL7UNrF+JR9ypqiO0qdUlLoVcWH92ipdnVFwBjlozznlkX+IH8sCCJ38Stt6og+dm+9JXu24V7pADurDjBhTHLNfMkw/a1enSWgN1WuTO6l2srb91hQrqWOAdnkDU2bmwO5X2Uv2EJMyPttzhGRXETtOzbEZFnSzDQ2u9HB9G+NgeIHdGz9RlE6dblmRfIcyk83HYmSN7T/2jFNHinVuY4THzXJguUEr3S3GcM/8htqnjFTXWHFXUxY+xNKRJtM+8VLaTNjT+YAVdTwIQkhX9YKImeSqD54Rz1ppY11rSPaSjI2fCbcVWU2/8EH+SfV00xfr0Zzn5lzKo/sow92+hb9yXB9MDR1IAAAdh3oFQfVKkNJuAMCaSGAxoqCIiAuhqIFAkoBQZEZA4TMl7y9M14Ge4Mg1oX01A6BuqpiRRQVFXoWr9RyXFW04Gp737/4SsBvD7/M8QMDmug9s/QtdQvj6/QrK+WRcbo+641Ps3UZJtHH/wXe0l2e7wA9DlS9tuhzVhsemoFcEKKMR/I7SscMywqbD0YwFmn9nvP0EllT/DB5vMQW8YJIlOOrd+IOCsxvEr2hYjzGkWrN5UqN+ULRA5Y1PjtUCu4zRMuelQwzd0vW5UhoWWlF6hTlXDYrPpLoVWRHMLhGeW21FxaqXiOcjTpr2nlR8BgQWuFgSikTM0GGw4pAvZD9SDm/+A59Rtl7oJQ6oMJS15Du6uS4U/hPGkFEAHZa81r8DsW1/UJn5CBwmGeGt+os9lajH6CnRlkYGAGmmJk6vux7qku3dr+RLNLlpagIf117nBfupBveeBd9o3cW30d+1m8TesB39AhvEOrW37DFGv6BXiQbGQNKaG/Ry9GgQ5fJh0hn9kmiEYmRdOO58G+xViwZJjfK0USYJ+5A4qFzQk84ApLwF0EB0EyrA5vE9BAyup/+Q3OeyqHdpHdIf8oxawT/k/y7xAm7TSyOdUSv4ks2fohcxxaJi+FL6CLhcuhfiCs/EqyBhdw40265jufTQq5A3U9eMz2TziZsxqgsX1zKHk2WYfHMRzEsGkMpw79BEogH4ig4Ft8gXAaFoZ38QpCHBJuHGX5VH1ZItVTcU42R0fbvisTEYiu4rxR7ycUkPUKHTC4xi5EH7FB4JjxK28XzocekROgEDuCBfIu+C3UzDdI9jWfRImp9fZhyinhY01CYgbdV9md2Y2T5rKRIVGr1325Dis2bNvwJawy7VvVBGjrH7zVYTNj4p/Sp6BPjXTq93Yzg5JNWUikgkKa9Be14bN0fmXwssJpL7EZdKly3CxA3K7KhDfY2PV7FQT7sFr8x0Iu8yb+md8ZYw3N61okY+AJpO9qkAIiwtqGCxfic5p8z6tGx+qHE3cjN6rPbfoBvl5dtyICGLYJVmeC/Db/63dePUkP8H3V3cVfjcNX5nASkomJ1Lqn0s93JbytQWDoKGzKumc3SpsRwo1Z2fFsyC5YcWf//D8gPB98mOxVdAgqfUA2s6MCCtTxDQ6VLEQpD9tOHlipWWUtlXH4VV1T8LMPRdKg07bNaQ4n8/tYfGVaxbb031ansDe4lRtSbBMdwL82AxwdoEQCxaeXdchhKtMnLdGU+ljhFdt4Z82dK//Ro4wHVvN3vWbVqcmsefUT9IOwnclRzKfgk4an9StCHSYEuj3Tkou4KI7DbtRIw0JqsvSh35cIA99w+025g9+eAQQq07k5hWN3sLVNUv04S1kh66U4GN+IK/QLBGDqgl3t0IAH6Ceq9rRxZo3ex5CALSl3NEvj2wQmjGtamnWeb4PBdX9NX4flb9JQb1B+WTGggczCGDUEpgmn0U8jfYwK2QAvIcesV6pFuKddOBZR8Ymol8w7yDH0EnebEvMfP7/KiRdj0FicSx/zC5uHjqCQ4HduCGH1nIE3wLZ4PNAV7EuNWT7MKEHEOprDidNNcw3hOvmElq9orYwoYt4Rm6gj17eY20oFMDb2EF+DTweHodaza1xHxRON4SZAMWYK/tNRUzNVuM+vtETKTEbRmHTjLHuNy9tyjJ0wlCZ5UkAHcvIHgGCxUhb2l8OClaAph9v0bfAo7wQOhGchTfI5FXKfTZJiX1EQe+tLoXPnL/il2bXn2npW0xvp4ZxV5gUuK7icExnOh/8Qs7OKgEeQlpRC8gePw33ktYCPaiC3j+lom1KTpdJNQ+srQVb91fzwzVLM+tZleXumz04vcb58dXYjf4LrXDWJrjdKgo0gtEyT4H/SWXMrrAXdhoWgYl3U0SjVgSmsbkUoMOS1Z2ZcZquFmqoj6oZa/4xLpVpkezcNhm2qdHX1hxoMgJIk9LngCnaMceffAJdhXqFeTIEehaqr3yDVL59YE5Ndlb6rMLKxKIe3t0pb4Kcuk7OtN88wpJb1r3Q398usiktmheOodTz5Xuy0n8WZtMRLcYCrarrxa2yjtLYqu6peJsywVvsWtkt9sWKl3vJIblZ+MOmVKVYhDXrCPlT0iE12oTvFGSFftjOWT2ABwERbWh5W+UtyqyZUPF+6vPFbWs2+ofJGiVpJgVSm5uDfmJypbVKqxUG0LucY6aqpFdqpV+4X3aSIFuLIiHnPT/Q6517lo9pYNVsdqegrAiiotb5+zfb5WkdxhAbW/xhWbJoHcqJkGM/A4pJHZqEsRVZOTumHvR/gpfcGKelQFOoHutTxoSD5WtRc6kX+kvAtCMpNsgVBS8gfccSgy9rlJCIVEtrB3IO+QQtoMOYs4cjvk4P0Wd4LmrvgFGYRc9eE1G0k/+YeVdkKdN2p/h9/I+MKqwT2SlNxsDIxVGGl0PHIruxaNCxFT08hJEUB0Im4+C7EC2OzhiwTCLro91Q3GtNKYileGT/JC7KnMdIarZYT+LvGtuYiqil1onEHKI94wXxKxIXOoEtxLVED4Y3N8PNH/IJMeaXAzPA1oq91sihKoIs/Sl4vZ+jn3dJ0lwZSRqDA9NRyPaTZAzPuIw0woHbnme/IPkhDtwM/g93z80CJsjQcDf4x8oz1a1VQtLe4sf1mZfbDXllS++fNBbvAvAP8HAPiVDlXokG+S00wujg6QlEJGi8yOQDh/iZKL5S8jh06JmCYlhQeHZR6zgseFZXzUmi6hcHLul4qe6GkTlPKcS18+kmyZk1VpkAiWzkvHjauT/0Hxi26RDjg9iTeOEy75hvWLLCYghLGIax7TgnSF8nwKmcSnb3JGlzCkPGiGlKChBl7EkhadzVUDj7Sae0t0jVuXHEGtiyGTkTgHiO2P/C7Yhq2MhyYchGyJRh7sgjOGZXrGqZFo8nDcpc5rDGbxojdtFFz9nuNvA1Mgm5xxCUl5mFdzHz+NlS91LTWzkhF3QCw9jvV5YSMji+d7hhuCiPh9w3n3qAVvZHAwpGRw52ZfoO1yYVx5nbNzzVKwmn91Tkkgl0l23z9WlCt4cTWkkRV6CyxXjgF7riNniv59UBvziBl/Ank1pq51tG90oyp2sWWzn8l3o1vrnJ14h1I7mXR5hEjFlkh6kT8ekzd7ozWTkC98vCxujSh93COjijF++hxVh1WAJHhSpZB7ym6oohF8T2T/nrh8x1tPm5l9LlG6mHZ9rkhilU5+Oj7hkk1+xTWAj1x/UiyCjGh/6CPXiXyAhByrhquBKXeEpJiB8G3qoSGB7GRUndGB4Fq8mrmBylFAl52ByUgBlH2B0z6hkYeB1zVljqCB3CyNi7WB6iQCiMuCARz6hfyCJXbXo7uH121BoFiHV2O3nRSGz1o0mgCGO1DNlu2Fukemk9aFQj5ikOSExTVGjf6ESiyOixGD1SQmiCODah1AhU+DEXYPow+Nkmydn7CMnGMvnG+LmVm/mV6KhlBrllOJg0dXk0WIhj4rkFeHiDUqjXKGjCyPioSFlyREh5OErh17hLuD33VVonyTOGv4nxyR0WKfm9uQWVlEmMqOyVAElcWNRUcEkr+LxD3vj9aKPzUGjPOIuyyFigaHQCRYhxWF1h2uhD2Ek3S1ofeYymtTnpaXAWIBm1OVHli8mD6TFk+SlT+REkapkkGPDT2oj16M+TTVjH6K4SxviZSI2CRihqeG5x3Yg9SFLnQFoXWeWWq1nh6cFGF1mt+ZtVhEl8eXNk8ulMyUsEZZkdaSJj1qjvePgjSpjBqM2CxYiTSKRCRphkuH0x37g32Fr3NUoPyj1moonbeg7GEDmoGd/Ffjl2abBE7dlG+X/kYYkX+U8T03jqSRwTSFi8qOjSxGiOaLeiRuhgGIlx4WgziGF3CgsSlpi2dDrMhrkF3/qJhtiFTWpLFva0vZoM5xbkMenOlzhTo7mR11njF6lVd3vCkikYx53iEijcF78xqWiip+DHACr6pvoGbLq25xG12hp1tyjlSDo4Rz9UuWn691ekLum9h3ETolmBB4szGFlEt6XilOkIV8CSF0jMh9oRsOiT5/O2+Drkl1lmZNqih2lF0tpix3i1Qlomh4dUtMnp95e0K6mtB6kzoNlxF7uDGMk1Z85il2j5p+EyG8i+t/MBt3iHCATW7UrSV7ZGW4qQp79VyupRZ8e1O6oVx88Er3nZZ9fEJ+mcZ+FTnvlhd+szGOknN/VSmYjst/+yH6iyqAnhvSh72BRG48rCyBMmUtqBWBRFw0pCaBTlNRoHOBS0qjnLKBXEJAmOeBeTnOlUKBlDGNkaiBsim1jgqB1iIzim6B/xwmhwWCL228q0yGrmSxp0OGTFvBo16F4FLtn7CFZkpSm/eFAEIEmDWEpDmslJOESDGIkPqD7inMjVuDmiJlibyDShxxhlCDCm0gqo+L+GQ1po+LKFtdorGKSVKYnweJV0oMm1SIeEHQl5qHozmOk/uGzjGDkGOF/ingjMSFMyKPiSOEcByyhbWDyWySqeiRMmO7peqP9Vr1og6OpVI+nmWNPUnCmrqL5kGYlwmKlzlrk2+JRzF3j9mH+SnrjDyGtSKwiJ2FfRzohTKEbmwiqVCWYGNEpU+UvlqBoXCTBFHcncWRKklxmiOPW0FYln6NkTlAkuqLvjFgj1eJ6ynri7+IJiLHiCeGcx0WhMSE/GucqLqbe2LOpMOZXloaoOiXLVGFnTqU5EkqmaCSnUEglgaQWTkYkniOAzFLjumLrSnpi1WJbCLZh8WHRx07hGqFcmsOqDGgcGJipEuduVnIoHmbAlE/nMmYSUjwmTaVjkDzlaaS0zj5khyQADE6jpCNMCnniv+KgCLnh3WH9h1YhCKF0WYOuRtqlF09tIBsMVSmr+Rt50xZq0xvwURPpqhxxTyVof1z5DTSnWV2DS1AmM94OyYTlDR6YB81j5V8YRm5i0p+VGXft65wTV0VszBxa1SErqdyp0w/qhV0DERApX51lzyUoOF3OzTinEh48i1ml656siZTkxZ8Zh+Vjop98xo4ilN/c2WUtkZ14VzWsdR2kVRSrV93XUwZqOh4UUQopF95ZTyMn8h6jDTtmzd7yi2HlqZ9ECaMkhl+Sx/pjZ5/ZhqmiXqAdmUwtQd7b1yFsKJ7uVQRrDd8HEvlp8l8okQFoz99Pjx8nqd96TTxmid+nS2ila9/Vya+kTmADyAyjNCAuRsHiL6BXmTPtAyA0Fw0r5+AsFPOqzOApkutps2Au0PcokiA4zxmnbOBFTTymT6BTC27lNOBhybvkGiBwyB3jAiB/Rtgh/6COWR9symF2lvprr6FUFOMqlaE2EtypfiEfEOxoXuENTxMnO6D+jTwmH2Dwy3SlBODkCcdj6qDXiC4i0qDKhuxh0GDBGQ8skuKz1urrfKJylNSqZeI3EtApT+IDMpnVJOHAgBQrcWBo/YdtUUCggShKjJbFRAZcQLKUB8ScBEg88v8dhaQHRIySCJ7B2RIEEdFEEFlSIcDEa3W01OtqAhYRUVqfe/+vstitJU3lCnhP5SSFI6QSduIYonfX2a2nOFDKlgo+9VjQnNKFuL6TlGZ157xti23wE6mtgTp/ZNXNTzKvxm7tFalNcdkVLppOOGEkhr14ZBntlAVye+NaUQZ7EPR8xXrPV01q+XrCAGKb2WxGWWO4UIyeXUzZlIm3W7wMFzfe7dmqMAt5ocKQKcJmy1xyv8i5L61VgP7zZhIqikfXPdcCXpGqksV8wjH5HbZzxkkx3cnJ1JvNd2xNidZ6/FCyd7aGh8TO+ar8hEDO+z3YpEeCRmyEvNRv0/GAY3ER6/jq2ye6eogRQ9BJd8t33ri71Z12c5UUxOpODcpyz5te7xXWF1loUdPlpPNc8P6ipcbqkOuWDr13/t9NlK0t3zKdCvVak9Q9UiZRmiQfZIbBscBQSZ8MZz9PvtTg4VLpjNtMzwds12Zyh8EHkC/gM6c2Sxf6L/85Qfz4BaQQHqNLoQ9QhIxBvKOiOBPsPf9BkY/e9uFQJaR02+/wQ7l7bQe4jj4Z+TjPC/wa7CYb4W4md7g13DfgWbIiK4kJSIrsLTgf1ArnkfMxX2FPdczaBhy45wvQ4serX3LAtAPhf1sZ8wmO8mpx0MEIt4O/Dble/6YkJb8HNQLZ2N64RCRItiBDItmiBpMKuZcpWabc8baD9OGcppqkhh3cyDzIVZJTlzeYTY5x4/P5brmLM84xHssnUreLKiTDsbEQHRpUTALWSc9SDSh49IveoRZyzSf205SM9Tvqy7TNaoPxnEmW7UolwDEKjfwKJx1ioQTGG+eXJCk4/8hM0XfBLvy6oK3wobcU8QWlJpT0H2fMmyecXyZHWciVEbSjIZkg5mh1tul4yxUt4R7jE3VCo7Xcw+pHyZO8kmqiGgG6K+wBK+AV8ieEO8hH/IWXw7NGCsdPG3KohQHlb+jttsaC6j0LstWyRPmFdNDjgToMUiOTXEu670Ts3gd2r7olYKz6iNBb6EGxTTxI1IkO9bZl7GxTttCyqytji4byJ6umKs/QHcu+VU8yXQ56WC3AD4W3bFdnEATkPCSF1qwJ2pAEJ3vEnQP2qUa93ZBdsuNl7QnCk9HN6/OXNAYX9qWfchO1u2jsat54vkMWbkFeMoqKm492sBusQ4koNxe03CUnD+qvxXUBU5phryDkHmK0o6c45/PP2haQxGd2VJyLetOiyWfTR1vmBZFMObXpgChLI+K5qOe7PDi6QQXbqp1U1QcX2g8GNQA1ucj3rvgIaXkYv1xXjepMZnidHGixCkr+2yh9hI1pzVUWEYvPzXCcjC7atOPnAUel9/Z/xN3ftHmqDX8YLM+yAYydWPeKXC5KuzymIBLudaaA8ZmUyr+gQi0V4bd0B/MfVIj3AIoOJOIlHPu+CqUyhtJDMbSBVNRIJ4COwXeEJKR115LRTx8cWc39zng0mLhL2H3lccIPLiZege4hvdSsgEiCCjsXtgVfHTMDfGHExLY6D6kO3ICY2M+gfm4Hqd5bRB2Cvs7Gv+/vmuycz3h2VIZj45c0wXyjahU9KfgHBYBnAZ/w+ccDYNX4D37u5EUoSQSRItFIYEHsbuiQa8dwtXi7B+bga8kf5+6w9ZL3hc/5byTfNLe4oVL5wnP86XSpaw2QZ909REm5Cb13u8BC6V+kc7IA+n6QCIWIF3qlYbnS8bOjzKtqpaGtcBW5URRGvuKMkSDcd0VebiOh8tHmef5v8n90ivBPbLcfXKoO+/2djsSnPdNwCe0NHe3lwRfmJN1bhsj0+hvL2OtL3DY3gBD+nD1Zs6W/FGMyz2lxRjX+QSNa9pDQZmqM/4N5KVM2b4XrpePBfyOusmYXk2YKfduex8dLiqvIzF32KjWDtZrS5jKnc0yu6E4Z8K4gP6Wx9e/SgsWOOXfjQfBEs2PEbPwRpUx4CrSqsjyuon5ydzPALSO6rm1TgxlBcFiYW0ujVCuAjqLqIiZs8daRN/EfWC+Si7kI4aJ+DkgQf+fiHboknZDQBMSr9rhNYXek8e0BdO8G8nV9+mv7MOFQmZpTbxiFeBd0Q+3sS+URtEA7r6TjtSPvGmLS5xRUGsEIzhQgq43wAS/1SwjLkb1CpLDl1p7xl41SmeeFpi1TNfGSHkoy25fBE2yw6oGqQOckTI4FebJir6NCxZEFNojtoDThnUBYrhRW0f0RJOV7q0J1KCOm1WLaP+e+8s0wGhzzMhUrIjmxVASMFLvTI3h8KvepC7l+ZYOxD7jv7CpI5zBJlNkAAtm6eYSg1Ci8nb7Gew+JbYOwFdmz7PO4gdohapIvIgxhorxF4AP/bYwmpNJviO8wCuMuyaKEHRuey66Af3pv12cjjz3tEvm4GvafkKOsDxrGpGnwAtLCsrgFCs60CneOsQH4/DbaQ7sNbgr9QWuh0biVgnDEMo2kfAF+tLfRWTD4zxHxfuFP7d2QWTwUlU37AY1mCvhYVgnj0NwhApNoe7oLmoj2ov5pX6D5eIrY3E8Ef93G0G4Rvhw0wfhU5Fl7ZeiNnH6aSdBl3hzpTdYLaaaNkKouFC2AA4TXwBH4I/iZ9mXkQ6J+2EyapUc3DuFSSWa8H6cKjm76YFwp6Rn7XqRj+SX5hh+isJYbhSkK5YbroIJcnXuAOQrmxH0/o8g+IBr6k4AAGxdrVpxtPaqXiUEUX9ppEXKEgFBpiKgTK0gEjaE7OSt/9vvZRNCWGEPQQE5FZSq2OrPVWttQbBqPSeOqoU79NxVet+nnWSR3N90V9mpaU3QBcawMRe+wMxep0DO0pTnCfQwdV+YgrVSQV17lctLGxsWq+KtcptMnWEJppyaCPN01VGtp/FGzgvdYsOR1CfQMr0j5g78FZ+/zhUJ4Lw996DezISQxVbQTZ2RCu+q9roRZWHF+dJoFV/+kHSo0bJ3yssajc0jx1urtCakxukMZjSmGNpjbAq8Bp/QD3g6kFPciLAbHWBu7J0hJxp313YoeuuXWdcoh5x2wqkarPpL8VY9UqHJRjX/to+nHNO+t0miJyGRZSiwEo4z+XjiSIa+TvgLuot92XFTPqXD6dQrPNpgi7sysDkOb1MFNyxUCNVRzluSs5rEqtaUlVrgSI926A6VzQpMhO5bujzzkGnGWOFjdBE31j4o4/6lrDHLO7uOmNcqTnaMg0HlubaP5QWqS00eklXq23Vrkru086u/jPbTxTsWBC6BjKXjnknwd6Zf3acgV/jvdz+QufQvqz4mDzp40oQrvu1JAMuVkr2nZcMq+W6PrE411aRODtf013ZFjWnfVV5cOwaFlD32DIcRy2fuC5F2fcHeGipB8rYujJqX2249RQ4XeBKTZH0Rp/QiFdJfs1EyVr44pZAMVW6J3kiGq9m1+eRm7THxKTILuiWII2l0TccoMbU42dlJuJT4WKKIT2Sv8DZivsIq/5tYqBJJdMTn6qHkBsJTK4s6SsRDc9d+TqjhTnE/0YKuFlQSI9hw+0ywWM1XPwU7NE7TD6BM2wi2gx6dTfYQDEH6LDN4BfNJ93BPhI/yw0tQLmAIP4AR4m78OcgUDBMBeGJbNmrB7FVydAx7ZczGAkECJsaUoLJkFNsHHu3qwx7hG5ICQTDujDwFmvGxADs+hVgrbsG3Exq3j/CDxOGWM0gQC1e8RPrZIMN89AvmKfoBms9YpXfQfiYw8zo2k55ItGEquiEyGhujIwJiQSb1SOwA5ynSbR0uoj5rDoGXWAQOG9xvDud/RvxNafBdxGFMLH6APDPszJyJJuplWx+igzwUcRFL5rCAadgIi4hpsIHRuBWDvXRR43UoyHGxfCt0tzyC64WlZfuhx/BV2/TiuUiEtWBnHHLYPLg1EQ02fR2RhQ4ZzP5nsG38fbEaG+TC3CqBP9PQ0KgrryuyfwX5OEPZLuhM9Ue6Sdiv4mhRKLy/XJfRhojKvLf8hBy3Pgx/h6aYy/159JExSCzBCvj/uR3BrrPd9VbdvNY/yoS6/c3+TDcU3CDTLYEO1bKFKOxVXZ/+Hj5QsW9LGBJp3xdeiTwobfYPR3GzXRyHzTWUuv2GmbiaOrO2qSvF5q1bv2cRPaQbbOvXpkBRzZ4Fl6Af6+vT5XB0zV8Jg/DdyojwIIS1A/85qLv1kDgQPWF86zaORfOZtc3akIO9pfnaez2naFedpvOY5ojuv+32gmhI3pKw4z30vP5dghK21ZRueIn4VLj43UR+t5WLxShl/lo4BftUP6MhySCUfG+fpd+cm8WaeSb/sW6Au1AUWjjK/VNakbGcVcn+3DKdGVWu3nCFyVAX+T6lR7W9oiRaBz1znUF/gmbVneSeFp22VXHF0nYmgL0nk2rNbJLCpeAKM6QcSF/PJKhVCYn0Da37hl20XDfsO0DPhjlRBtWHfum6ndqJPav9B/uNiildwFxVd1O3GYXmnCaP/lv7S/4NulZ3a0cJ7Q+9ju+j7iEuYa8pB7rC10JFYUGiPGoGiHRtJ0/hWTXN9DF0paWXVqFdZDO9HBOqt1I/YYa8CUqLTX7bTa0AWLyAnADPwpzkOTzHN4t04tdEJWQhEer6B+lPHKp2pVT0bnMiFUnbiRxqHi1TBZM/0r55U0mOnr/9ARlJTcTx5ArqXJgXuZCq8l1NvKFyRFLiCuUtEBL7qOmVR8hU4xXTTDLBGID7kT4GXulDvNP35y4lLvAvtguJWt5/8xjBc4rQMwTG7vaZIAqZa6IcYhMzT5BMCOmNFQqCtbsb7hCc7Q7wItSlFkU8EWNdlpNEeJh/2AYT00w7N+fhbwyvQ3Px13qzz3F8nHcT7cQvs2cEFN7DFDs24ddr0vWX8NtVJBaIX66wy7V4b7kh24lXlxnTbuJ4qSH2CY5Z0NBZOGnK92FxzLBNlIgX8umCDjyGlZZH4BubJPwwvr1hAboZT6ltkbXjPjUzJQ9x18qCtBh8TvmZWDk+p+zj9V34AmuMTyS+wGQUheFz9LcE58ALbrM9FNzt2MX9CZ61GREK/KfZWvIUDDZkSGLBQK0g9QLorroc+yHY5yhZnwr6bG985oPvLCaRFzhu9BbcBgf42WVxoKonjVsOWjpH4BugtsO7JBOgrdKsIVDYaErNBjtqKzb1gYwqav0ikFu+85t7QFoaI1oOMFOS4DmA+PbyTtsHkrN6PyuRi6JVlqUFs2VdprtFGZIjxkPSvtQHBovcZdMBPaZMCVHzqLrO28LR2vGVb9kGOPyLn5nT6Hn7KsujomjuiblHuhVRmTiZb0mrUSsfzbpkkCrrUt31+erMTa68Srs0ZCmn1/3uLWVb4aZVnzKD6K5lK5mpINzWYo5V1rImk5dqEg4xemhCpc0GsTZt1wv9/xmkE7Ym0gMAwJTCLlZXtkg9CaBARBCDKCDhVEBAQA7lRrmvBJA7JCHJzHzzzUwykzuBEEAUvHdF3aXyWEWtAh6IVdYVQS1a3Xrho12Ki8sDtu9veIMF4tRyIrnx5C4TbBQ+CLmFHxdbbkkG401b3T3BCkmuYyOWLj2s2it/KRwHCdSEqL2RRT4Th5cfIebF1/OcCOemlJTLMLLp465VOCkBIVIwJrXfwgVs6Un3UKxeFuJ4GR2QTSqtqNPIPLaS7EM9BFbEfTSQf5awQNfnxkMf1DXlW7wE3RDTDPpRlxAPsA5dvWU5hqL27rHoOGrnuIBuQlfT/WQ3eQ/5QAyTovo5OEda8W5CPyI3h8AF8PbeMnABBsTYgzX4weD7GAW++LxF34Mi9wQ0Cht18kfMWIyijbijOil7R1gqr9bbwxDmPM8Ch7Rk/zgYVSTueQTWyd2iuzEl+WswxCyJSz7X0XLIuCcjt3C+UynCAqlyFeFsrJfOwGz9Qt02vFNXWBYGpjTm/b4gXDW2JxFrV/452h9bSm8P9kcpebmPCZklO90TkEz4ykkr+wEPp4zQ3O4mtcEfmf1r9+EOJlYpCnjGm/v02JD+QPIdjK21jRpG21VtQS/QlQzLpwBh5CfcI2WzZKxTrywd2pGd0KNrQMLB+YcSaw6Dcx09JU+xBfPIPhtsf8vT5Ez0uuFZVCUaqB0MMiMXVB0+WxFvGnXnyo5SuNM9mS28QvTjwyd3NjXg3x7bXGMDMro+laRjxzqJbBO2qG0u6QtaY8qJckGmDIeDchC+5oHPUtkvyjXuPrICudLplfQBEU990/zHgjeSMoN1MVPTpVtTZltySJPIL8huU+kqriRdZMarXHYKaG5NbSBH/l3dgHcU5Spwc7tKnBcaHE7AtCZPot+wkm/RlKCLqrCoPqtRVL4sHlC9rTqU9UQZV8NLcqDP1IXutFa4NyzmTlM9ggnvMJIr/KvbW/hY3MxajFMSPTygY6rfi501j2tTqo6q/eu6i/6tPF4/krWWcRTYJAJFS2NCZKt8g1DH/Rs5JBr3DiBKm9zZtnCVpJGVB36SPsFjtd6NV0WL1LRQc6BbOSuKK7JmJKJ3mfm0tbg94Y1c2ZQRyaG2SZZwATEtueK9BfZIRWwOXinjsr4HWxEbsEZjKSMbZ1SVsoHKHuad7GPhZhpBrDJOK1YgHgmpVA+SFnGdLEdE3AgiADF7r4WWyN/ZUeAWMs36D2b8/+svqjnCUjCjBPBaxTDzF1heUKHoxT9nfCVPx3W7h8l5fHNEJjEIBrkW0AzSva3xUuxXdhrgYC2OHHQWi0EWVOuZWsEy5iJ9quIrOl1xJ39A8Qf5SHoDdZYa272XzCNfRFgQW4jXAUPQFk5x3oN/4bPsIuw73N6xEK0FOxBbpVQ32sBllmup8kjFeY1bPkteoOpIe0M5KFfFPyce0YbwY/CcwiqAxHVUNWcE8IjXbB7mD+sdtaglzpL5MLOty+sLaFVLLl+q2GQk82qpCb0kLZM0a8vjK4h96pTwaBiodA8IxZ0V05wubI4aZpeg94jLjn1INz4hTWEaOxPqDtIrO1bz7sv7zVdyJ6kS0+bUSdLTqItfBD/pXu/4hD/SOGz7Ai4rIzkirEMhY+ejIvKp40MkBQolFGNxtKJ2RvFDl4m3U57beTK3hFrUbkwVE6OtJXEXYFfzhh29OKm7tu0OOKBO4GRiyfRv7P2oL3XX8QOyHM5JrnRsLLSrnTT3FZvK3pqiyxbnjBif8fNTevWwYih2QOtd5be9SvW5Ru/vxNyv++i1VfGjIN/lHHVG+MuaI8S1JrLpTFsF73bNQuufys+VeTb3VapynAziqqwUli64xj82Rr1Q57TdSfm4ft5vgb4peO4VLr8kHHV5S94Qjzgsga8kT8Rdrc+rM2qsWrprektjjeV1VvuL9YH1EXuBdmmDaddd1XPBbNhd5mdhit9TxZiozyuRmmxycWURv0sMDiVwvcxedMpEC65XL2tOb9SV8AwcYea+bp2daNWeSfWMaGpXnHJMfCtMRD9vOuh3UT4vqfPKphyke1xjiEhZoMN5HEE2CZtbCqWbqtYZg6VVxWb9WumZ7I/aZdKpPdFqKxk35ifmvzJtGJu2lT3x08qDELZXFlmKCF0roAkZZ1mAMXRH49HmdDz1QJwhHmcVTeoiwbPsJE0Y6Ei+pgoBxTHFTBDwDR1T5GG/+xVQzVi/VyIxhClcKXwGK2BFAB8sRjBoJBVFlYweyk8XBWsh9SHrhpqiPJITlFqSH2NDtxFnQvXy23DKL5Cyhh5eOwkuXuXaifPAEEuCHQPeDbOGp5qsilHdE7VXoUnzT+WnrCDVS+Zs0gTzieZHn6IXK9ihsfId1EO/xSQgoZcPvESEup4GH+FS1mmMAz43hBh2N2+uWKGLNxwteK2J11tlHlclacOTchi+WhQdraCV34fMUzfpG773yW/kj73s4C5ywfUcwIkg1kN0GD9RL9NfbLcqL9EOmy0K4tQPWl5muip/Nh5PnKZn9JlR0wpHrWVIH5WrInzbiROMxcZp/I1c7foj8CQjWL+hQsitu6XfeHiAf0+b3umc/w91dXttxkVlVeuFxA7a2Pwqqkc+aPg6BKGWaD77VhOpymcbJ/A2xSvXXuwF5exoh/rDs7XdR8oKMR7/cFjJojzPg95lwrSxtnD+4O4WU3bl+v8xXN9vTR8IAMa1PupTtGfrBAKEhBGSIKlRAVlBlEQUghUIoszKVEBmyB7flb33IIQRiATBqj0XntXr1VkpSotW8XyQtpS2nqOCVaTn//B+fnjTFSZWgzUpTn+qaYE8q3nTWk0IVe1oe4Q5ITdz8gP/Kf2YN9F0tevC4Xs1wx2e2tuldudQ/an8HNtPDSI6zrKhqSR9q5HaQk9aqtMyE8l/qKdYnxJSlYmcaMyszM0LQ4VL8AJM48vOjY2rql+5KE1Aya+OiuYnjK+t3tborNOmX5mynROGqLbZxFEtwK4kT6qmOROEQsVeXgF2i/Qb/ggKQkqEuxpJHQ/b0NVbnW9Y60ri7DGstwyCBWDfyIo1jnAGdvL0/lxrokWD8EDyXdUSfiOhVS4SVGAPS5cLD6DG4SHRvga6a5gfU9XieMJ3F+ttWMGyPJcZEBzIvGJ4ILi4M0z3qRCfWKoeEGrIl5VxwjkCIvtKVIm1SbJFPwZFQgvi3KOC9vPA68qv7bPAn0UL1nRgMg9jGgCGMw8aPgG6d4xpmwBtYrRqDmgj+xQSoJSgka0F9mIvI90ALagO2gdk1P/b+V+psxJvJ0ixRUILKLHkfml8gbzK/EBfhhTt0Gi+hW8k/K0qgDeTrfL/Qe0Ei1QIrcJOIatAVVA/eAlE1wc5w9X4CoONqaIUvjV/r0zNpRppisg9Xt0l+cc7MjRx0ncJt5U3JJNkvrwcuUowSf6Cz2DfwWroXNAjMA28Xyd1wAZ3+bx1XM8orDVv1T7NGTH0akr20HQ41e20d2qfMjHBpEyXm8gFsinpDEEiEUj2hq2EUfC3wR8C9yFO7c/232x+5UesGRbawaemQVNNTpUhyFC5+7nWoytIO6/eoqElHFKMqdaR42RM+QSBLVkvvRC2ARpGhoM3AhD0dy3NXuTKOfSbZcQxe1Bqotg0Oav1Axb/3QPaJKMuDVaN6ZckJChYmj1klCxEqSLUI1dkz8NCoQYJEJwBUODamjO+JxVLykK8/lXs/cqeupqH2Qvu57UYmrX9aD1IabHNNLyOizQDzUdi3hrCWqdwSZrLrBL0j8oSzvWASVkCf2NNSH/C4YXS3l5p7bP90V1z9XezvR3Ghg5ajjOyCaakW0+18OLWmPKYPJKfboEF4WrVfRx5KFFxgMcJzJNmCMqqJV5Pw1SpvyegaX/+UKen+VI2zZXTupr2of1PJpey2qJuexW7YExmc0nrtC+5fjiL6jjPFNosbxGsCDwnYQpZVS/6MpmdJYruO23efJK7juWmP2jHsUXUL23fcRpTxs3N3LrYScMW3lESSruIz8QNK0cE/NAvZMeEXNTHyL9EzVW03o283OL5rnO8KcbZjkJ+Bb3NGcr/jlppHRNkpLhNYsGN2Gt6ujCThNbghKO4R8oPRAWhv0t/ET1GHUKWiSsqvZ5N4q+KOZ3XxY8YdBdT/Ds9xLFDPEkNtS4R/5xy1Hhe/CL2hE4lXiCFqY8AK3Hzit1AMAYj3QSQUEPw+6orQ3p2SRYV+7lfIgN5L9sHEVrWqB2Er6VPWTJhRspO4z+gP2Id2l8ggBSpug4FRK2T+8AzGLrEBB5EPYPOgasqOrvZSlyRw01SVOcZnC/lhiyx7ZasK73H7JZeTFlvqJNMxIq1dOQ1CaPajKyNipCj4ARMk2QlVPveZhw4XEHq+o+OUoTv4GpD8vBOinoyi2jzV4HpJaY5JSF5Un9XPhZbqrkgqyetUfZKl0VFy0zIIEaF6OGqoFzwBrS3fKALY04uPOeaMPbl3nL06P/KfGTl62LSsaZKzefJp/XZKkvsdk2K4gvSUmWM7HoUSRYumcN0IRsRShAbbIRuluM6dQ6/wjzXfutUrsgRaT6b2WlZMIp3Pjc+01OTNboprV8sXn1f5Yt5o7ilyIwiS6/JVmJOwg+RF0EWkACTSg6fGqm4l18zdLLqVbbMpz6MoY32ldd+nnqgG1t/c9tm13jjHvJie3fzGHGxuY1ZFl6p38OaDFmvRnMTA4Lk+/ickvST/kdk+amDIXVh2WX96+vHaCc88w2eVGrnrSbLtk3t+hYXeY2tknmGSDClsO6Fe3XBnJmQFtUK3miAUZYvcBW/PcFuRDNmB9qbtmeHeoeaBTSox9fyODXarWAe3BblLG6bJqOtyWw5McuI5W4Nn9R+whsN+Ua5QUALmJfyhL3F/KGVTCPD6qO27aM/6Kth4WlZ3UfZ6NTlHQxOxLb1DhI3lhxuCeXlEmsMwXx2xFpNuMCM/kixXegMzJcMi/TFK47PcO8z0vqxvDi6vTeD10cL6CrgkyhPXBn8K9uW2YmCIjLBjBcuJkr0m4XeiF3qXaIsdI68RfRT4CAyL24tGht4LJpmLD+GEf1AL/V8JvqBOt1ZK3pKudJeLV4XP2djiKnkTaYCMY/o0VWJT0dwVWLxDNooOwUEBC4gaUBGkc33BL6ZN+JNgKn0mB4OdJd6yd0B8SgepweKj5+xtr9/zDhjL3iVeEl7FtRH9CnHwWL0LdkqEI/aDneDi4vovkVyZZ66r0zWnjXX3S+9TNV3fC9ZoMCOaUl2/LjlKeIjxxneIUuId7Rr4aKI68pE6CL6rVQAYVBcOBjsLHzRn6iJyUvtNaims8503VcOUks7lisgSrEDLz8Sf9GyXVZAjjEckCYRH2raJOiIKYUX+SgUI5mHl6J80ACEL9QcgwyDua88E/rFWcKuMG0pdYsrR32HkmQHVdnxHvNxxV3y/xmsD7YmDwQAwHUedZyiVlEckKgnGiGAFZAtggooIgKyR8jeX76ZfIlJyE4IEAgbkRBWQWWIVVFx1aKIKFgR60CxtcKdFVy1LXr9Ee/zvBss/YawLS/Mk7qODX8aSdptLiHaAnWv86AqRlWR6tX0rPTtoc76MGvvvtja/KLTEYurrxReD3Ytn84f9S0s2Zb3xWutJdU0a8u4WW34euN8ww3dFpfD2h0ahvOUao7qQ08wS5UJn0zjRFBoNSbuBC0sf4BPY3yWLxZMsnUCOqDiOWTWgUQBfmAM6gNehYYgYijKswbzRDDCuGQmduf8EB1hOR6PYho5C6uvspW8r8y+3H38X2Qd/OXC4/xwwTORIKMd6II2HVgDFsAPQ9phHprrmYhGiv9FmBb7SmznGnIGRPKWGLoPaKyawYSgSlM3Wwh3SvlcNtLN8+Mz0Mvpg0I21hPDFgHiMyGeECZp8nRCUBwnLsRU0sNnmrKP4WCzluqDd1bw6Hb8T2Mac1AajYexP0mruUE8F+nr9NmCvTLf/b0AIJME94BVsi7yKNwtGyY6oy9kb073Zf6kTmv8iVKoGi77jbZelWSYy8ByxyWrWNdyFZwI7sLclWk7+HHK1v0ewnKlX3Cq6IniHPkcvFLhRgxFU+Tqri0ZSeatDZHZO01DpeKcP41mXQ+dYaBh08x+fQQ7nkPWrU8V8/K0M/bZBL+ph4MdRGGqOrIdsuZSiCjySvl1Z3G6e8kP9udZG4vPlARQ3ljOaetocMEQNpfx1vyepWFz85al3OM+NW7b5ybYp48J6gG6tVnkQoioBoiNiD6X2rE1zb8mus6WuaOq2LqWsqj8haaGWl8aihIYXsX1zOusi5bZKYHc0Hxq9AX+ZdOlIAUQanAkK8CLWipxAPFRVbbPSoUbr9sMGbidUeyUnVi7UN2a8676eySabqygMJewXEpnJ7dx2ovqolP5oQXbg6KFQ6bzZBCk6kOIk/CUuqVtZsqNtrW1Vek/ty4v8s+61LRI9Tgn0+4AW2nTNZ8YKLOiciTZj7O9tD16Pu9eERbkIoTyvcgM0PmfGy+Az2ksJ91SvM6EHnuQfqhTa9FlhZ24pdpOefndEngmTV8fRv+bSTqWlvSQfbeSHXWTJylhBE4LNxemkDNET02x6wlwnjb2VI+AmzHRsEaYlz1VSgXqqWM6vaiD0YY1gQPsvayn0Hvu/ZQRxEsQH92P4kB/4BR2Gwr0CJRsROSuVtyK/d5RyMWYTnZv3hu2t/WUIIW7U/NZ2MUPQGNFC4SrmJdBGvAueRK6B/4Y7YwcgEsCcbQfTfVYIN6NfXLtltyRdLZh7BnAAttuzhVRbNFnHgc0q038KegC4iSE4THGBeAzOi95HViObY2SwMHi/YFLkTEJ1f0ZJsWTXB9JCNKkEzrGZ/HZYxrWhMTHAnAuSjpUgTwm7gb9JfgGr6YPCK9JlyZliHKl6sgJKEo6FXAacZTFu3ejvbJK109inWy09TJ9Z27s0V+ZybmLCqbZccrbyj+4a5R54BjvlTKG9qvgrHLpYTtgVQxGZoKYwhSQCScp/N1r0c3y+4SN2LSc2vIt9bbRVg0wlhma8htYZH2H4jrHUXdFNML9oB2mzeWPasYTJ4VD6r/2PhH1qWcHLIN6VHPcC5A65R+EdEyjeNR8Ledk0fOqjfQZlm1mnLm1QC+/wCaYXwBvuevywqnhfFdjXWKicJP+y16eyEuX4D8I+Wrs7krEQzVJMGMuuVuahJQfqxwrpmhry8/k0RlxpZlHrrMSrA7AGg7F0pVj4UEFaQk3BHnmmXsdgCZjjX8p2KP/1h2CezX9hO/Rm6r4xkDKPPvm8kEqvdbHlEG3HQ2U/cxsrQwQxrIvlflSXnIfWjcn7OJ/sSzd0wK4mX/3p4AHjJfcmTBPV0gYQRXq5Ab/bKDVu+xxzt2mciNOX2T/KHNkrquNEtjYvtVFlARuYnlf/BBfbX23J1V43jLf30c0ZV7hng4TDETCezRc41PPzvp4amWZU07CyWuGH2ilLRwpj9HS6Cj4htVrq80e5UwcdY5H+IRy5Z7Vwpzi+/7LRI0F690ToF+MYuJ8dLnm9T8CbBmFVVqEnH3cPIxcpdrlE2gqIwv4gM1kf0VdgbVzKxNGxTLBhj0VkjSgeUcJHgq5kYalJETtEi7bJP53k4foFiOm4hbYycLzQqAyTskRISzlWYQtSLJAmTML9QWghLmYN5i9+7M4CI7e4S+JRD1IPfhBbNxFJqVJrjasF6KC+2UvARtAMhaKrohw2SLwLnhNIIdGYAfKPPg5ciB+JzoXLdsNYH7YU79xMUuymtQsyce9XdrwbmmSncs3YqTSRMEo1mfYDPxHTMcfiJLEf/NhUCWxZrtD7bjnISv8Ce+L+Ijul2b71WHHpK9JpeJnsjSXR/gG2R3bd9wxRYr1Jj9TEaMbENxUBEqaAScFkQeIshWOWYfA44pZca9gR/mbCAmilA/7paL/k3eRdOJd8iOuiyUV8vDaFRyxfmdxGo+gM2n1/BPau2KDcIl2MRcDQE1Spko0orbHhUFxqvGI2fCwapPfCjQuN4MkxbqVBtdIyWrFiZoedmzhqiIi1zH/rIbH6zAfwgoFbqaXHJvQZtRk3BGtNWw4eAps1fWEV8Mh2oO+j5F+9VMSiO1ScVzF4nbl5NF8Fq/spWUOx7tkTM3gPil+gDbzcyyX2Q8F/y04neEGIOamg2Rwmcnyfwbrxa/mQwEA+J3CyEUW0yqn3Gmno9VR66GUkujhUVQqJ6XnOadO5/l7vx/n1Tk9Tqenbq8JtWa4PoYwV002EZ9qq61d3MKHO8ZEyrJdf8T38/nGRgLnynShR6EUU5KvHB43bPDqQNP4Zc207EZb1zvX5pZlvEoR2CSFrpdeaThZ/JEqqfaPAxb1hD0q+bS2rArYeh8IL28K1YAPyi74ZsOU8a5XP7pYv/iftGxjZ2yVi3zmiAvXVHK0fQhyKg1rQeSgcrDJ9YCDOq++Ozle61LzydYG3e2qqtBtoNH6wjcV3mCWeE0iA/o7Tc3Skye6KnfJse6f2OclAcdegWrFwOHXst+Vea0Ps+pUc03fJk1pTtcbt2bqEHtw6FowvGLSdyc0VdbuNYs0GqytCvyvbEn1NWJ1rsLwHhFUIEHmE2nSVcVzBC+/lL2EOK/ITz5PLlBOb80gD2qYkFjyW2CZiKYC3qXKgfoS9W2+gO4u6rJtQL+TPeTNWEiJE3QcqytdIh/EZlROB5biWZplSa/xIZ1TzBiRBDqGLCSGoTkRQ0qQMUES+QQbaroPOyt7K2n4pjqUW4ToNB1gKfJW+6fsCmoCMrL8sFVgT1Iidgp2jSnEUxAw+BY+i94SsUQz7iSwk1uJjEMJ4Gboy4oVkBuMMf3QBBIJ7IOtyHPpCBKEfiEpRu5hst1n0c9xrxgHTIH/ENyKBxO8iMOnyDWCQeIk+e+GE7ozlNJ6GDhOtdIcWEX16iKhNOp20QT8EfVo/2H4Lu242w25RH+4pQE9Qn8cXIQZaF8Rg++jfTwXEWtp73qxVmL41RKrIw00FQdwhgVaEZijhwpfQmH8i8xxeCVfuotE5nP/3eKDzHG7gtejT9izIhy7znp4xuCtDFs7qtlWUVTmrMXK08gQXY01RBMO6C0LCr1BnflOpj+UZzq78zWcZzREX0dkht1Br9FCvasIxpK5R54A7s+er+lSF9eOmuY0nTVCIlI7UC1X5+gGqhoL5MD3Fbcy7GB/+bydGDRk8YlWw/fN8UFXkadGuUiNPtTXe7Zit7kb9k7V1WYfk4PG4dArPFUravhCZdcF1EXlXwRC7T9kzAcjbAd3LoKSK8aj3WG5NS7IhpDmM6Ii1GT09+zFaP5i9deq0I4C4ydqtL0dq9IcbelTPtCebrqcL9RdbjiZbgUGau07usD71ZKoEdixcmVQPuJpGRRloRtNjZ53sUi90fYf5TfdlEGhXti5An2u2dhRqczQJrY9yzulkzRvTF8PlDaqduwHrbWWqEbopK0mKBoeKT8sSkVmzQOe09hig19NI/dVdpRpltuUG0f4s0MFYvVaVlv0qGA+u1Zen+HAjCoSdjQw7crJqH8wkAb6bB6TBrgINzGxUKfHMBOJFlb/yfgUrTXyjItMit2hp4vrlM/oG4rWvBm6W3k83YuuUPclPqcR7a3Nl+gSYCzwDl0APRDuoRXIxBo/GsXmbHuoVaVDhveoIFUOaqa2qe+VDlMx2l1571Nxuiv7MqlkMDwxi8qBTm3OowDEO/AbqhxtEhZSx7G3awhqkNBUPiPSQAl/iaiE4hApcRH2UfxEjMGzuZ8Rr5GRtK9IV/RMwh0yCbNuXklW4tmB7eQNYoMQohyImTW9VCj5XYURGyJ6OC0uIp3hzbiOzCwZw7tJ28F0fIIcSp0l3CjXhFSihNobeZG4RhkCEdKd6hEyZD71WOBIHqU9yj9FMX6Q9ccc+HpoNabhk4p/xC5zUzkY7sS1pEbhadyO+H78LPs0MpPwZM2BcQTDegs5Ypi5Kogi3Rm5ZRIBLY8ZJ/Tvlg/A1WhFmVg+gz4zh2VfxHaaElPasS6jJD4BX204GLkAL9fnBq7B3/BSoYFI42CBljjK2squwEeqp+j5SIzNDIiRm1XOcj80ooLPXo52Wd+kuGAfWErjxjGreTjia3yxKTDgBU4bGoQ8/ki/XNBCbOHqzDehN423KXe4rf6VLgMJqP1LpkOO2ScO6FAP2+W9daitsiYOwJzL90ZIMbvl/YAr+HJTrxDHjYYqQR/+lEdN45CqrYWMh91aorWH4X819UpHkfWNLlm/I111aXt9UW+7JU6AdlV9HrEO8yvvDqjHTpVdEAJ4kHFScA/v1IcZp6G/HdtHVEMnOlK0y+D49hBpBtzf/CrLiCQcatwzigzW+27/GU2xt256ho5XzQsAsHyrWqjEXprnCWZwtX6sDCjLzk6i2s1xuQpdlymhIFsGGtXSFQdCDUfkfXtd9XcV6Hab3k/lusmRt2pOi0e5KUDivYKTwwvde9jf0DHTE+PLwj5yj1Es89UaDEixWqrQjyjYrGR9oLJpTwZfo760fSHvoB0JP8thwBPxNfYNvMQ7mDWh6zxWswI83ZhrWFTqiE/pVcp+TRp/V11SpObTNY8kBDemUyR3cxnAH9ss7GNIH65haWS5+BzrhrZ6pzKX8Y89ihkZ0WP4kM8H1mPXuF/AZHUilwNlF5ax03D8/h62EolMXsqK0PBt7swv2KfhQUwj7iHuZlIIZ28Vs5Sc53Ga/p6c439mn+NBaBvL4v2qaNaTiCroYAaJxszXDEG8TVIyfmRR7DF6luwL+42+RbmJq+k2CvLmaSn1o8cM7UdHcCeYY+z/3v04l51RRjFe7K/5/fQkey5zI93Blu8epgvZ/FgxHc36h7XT65hp8f8Jgg+oJg8EAMBqOdDqaR9YlRFkRERihAcIYQnBgIAEEFGWrDBkJKyQkPnv/WeSEJYgiAufPaq2CPrqqdTVZxGfUPRwUG3VU59eT7En1ud9XxO0BB4PaAMn4Q5vAdgNyxEW6qN7VQRUT7vXl0EJlKbCGVpNns13gE+JD5li8CwRI/oJHMDl0cWgFTsekgOq0CcBvWAGusW7HuQgBAyC1y1xrd3goDlEZgMh09LyPWCp4Wz+YjCercqYAr0ZN5EMdKVOR3PAFaQ4JAz4iP8RMAjMYie8DwCnURVkAdc7RpUXwEXtQukt4LFtQDIMXLFez2sFvjU/zagEeoyfRKuBdvZT1CzQRr8LWQFQ5HzAIUBBrPIeB/KwNPAkYO3lKhYAVU+wNBAo6Voh8QWSHCfylgACe2TGUoBvPbv9BsAzr4kaAHiGmuAXwEb6RkA/4EumeD8GVmEfgYeAx6BckQMs7X9UN6B/17ehbFg/2yPIPaz/pTNU/IN+qt1zu1E/bX0YJdfPmOzBE/oZtiigT3+fyvT+Sz+FG6Cd1tASUplsPiQxSbkmbmVz2R3DxWpuroatqp0VJzFusp7EI9S9xkSBEznc/Jz/M2FQHOS64DqVxHMEA7UiYN70vypWwTP2V7+s22rIqwsu/ZMNlIn3nqfnGxTpQ9TlpqHEaPKIfDLyNmFXLPAncUYVzBVgFk2l1zr0sO6UfsAYICuXL7DvG3i1POZW4/1SDv19c91eZ6q3ZWn6GpJSDAt/IajWrMhDuE31jn8HO6Tp50rQC7oUr3rkN/1nnY41tmxofslIFfk1EXS+UluSShW0Int2k/tUHTspokT9nVCJ6zVXIxXYkHaGP41O695wSdQJ+NJrDIkDt2gLGD/NVNNv9DqtqlpMeelWFkNkmM6Yc4JI06/buQiX6IeEa7FOYHOkEJ0FTvJvop5gOPcokgv+yFkMd0EFmmzqERzW+Af5ES7Y30J6wQ1F1wgRXJuzCpfCsjQEs8PyhHPoLCyNXIZuhiX880grXMq9AI/CNZwk6BOsU+eQ90i4cQ3pQvpVjRLRxHDRRryZ4O6msSG8J20NOoe7JdShWzEo4h5iR1/xT8Iv0DLuHTgEecYBIBWiVdWSfzOONaQQsYYHVc64in25z4qNMbO7V6Cf6Oupp9Ht1OmE9cggaY44hiwnqvkdcA0u5s5Bo1gqZxhyQQtbu4h9tlv1GN7RZq3MxaatIYWfsXXm/mw7Wm1ySs1Bzhsk8dOIH3M0ohE2UU/4aui/JJ/7OyTGbZwZ8DjmrZzEL3Xdk03hLp3+FRcxsSO5EEEt9vDsLciLtq9SnZA081x8OzxiNEQkwFyWxy+GjNRD7nNwnjjD+QAWYheV7nj4wSuybZixV16RjD7scS7koH6dzbvuI1j7lZRx+LVtWXwZXGzxjXCHJoyb+SlQLJPNfQl+Qx7xdgO98CRlSWdQyWVZgGOD5Gj5XTu3UllQ0RZUzct6Y4mqfbVjwJQuG4t7YQAbpeERzLh8fdBbeqXimV8AKVVd8JjAn2qHFJkOn6oi6Q57ePWxcq+2vNrf80csbTLXrHzTjw3iHUGGt032uD5WKJ8I59C9yhW8ZdQiVa6fhGjRHPUMxxfrl7QI7PnSO3U72jrrbZJoy/3GlLzPZm7T68xxo1Q+mHyGHVFUxO1mOK3rw7+gbKpHPA65UnPMrxPv1DV4GrEoYJtc2HZZHl5bYF3dUlNWYpYpOvOExgnlPzP9DcGt75IjGIs6LM6JdtVUhT0jB7VdvC2EQDftdxWbAdZ6/gulwX3NW61FarKmyTyuCS/tNIVo5nI7DEe1ZIaD9dRFJ12lLbq3seepTfq+sGvEJLCDtxVXAh/83mC+4IjXBuQBpGxKs3BAe/Vh0yB4o+S5MQhcyHVih6ENGV7MVig3aT91DmJjVWQ5dCbsMOEB3eWFYTdhF39XVAsnekmRaBhrbDS74+j+18ZhPKYkyyDC3uzFmBmsR/wdXYelJn1Nfkb/jI0nRtHuMALXoXG8UCwKeeEfjLxCjnkdh/+BNDcMm0Rs3n6h4Vemr/gcq6dn9y5j1tLLxZnUGBUhukruI0tinQkfQh1Wjr3GrbxN6BlsxF+E1KP/8ZqFBWhig4vRYV1Z1WMINy8U+zK3TZN7DLTMSKa/pDwMoSI1McHMxPyEd9GlYVFYHfmY9zUaSbT4Z8GfcT+OMzSFztcXG547xqoWs93toUU9TKKtbY8P9cA6md5Otps/iiKIXJNnjAMPNLiFuaGfmMW8JcgE5eSfBx8ieJxNEIqxsh8MiQeSKnXs6u6AomD6546/cm5Q+9svpWeSm2wy0SL8vXV5jBS7aVKFvkMH2XtBbxE1ne9fAueSyzgiKBF3ltoPbivlVyw/wJS7Fsq7Xlf+mn2po6XalLbe/r4uQ3iqTVvPEcxbfBvvh2QYp+W9ge4so6zzyaaT1QL3BZKvc6kb7xVV1ZaXdA9VXy540rml7svs2PY5WVTqtzakQS0stvo0XRNcM822uIbsNAwqJYHbGJlq1KeLEmqdPSqIeH1m7VyPTspITF1f1ZcVbHaMNG7c9Y1d0XQ3dVvbZnmncKl5TlEl6DCeao0ISWJN6r8HFtMNmqc+M2Sh7ozHRbwe0NT6dL1qNpXd7miX/ztf156liNi1xsZVNqRctrxp/T7hhGlM/YVAYujXZIbEMA5tX6D2/wzUiV9ThwEA4HkgHejKKooQDASQEo0GfyGiBBuOKklECB7h0nCVAIYrXIGEXO/Ke7lvSALhEqHCEDzxAKGzlk5wapkrHnhVcCIgdbZjW3X7/ogP1dW/JaxDDFI6zgsalCmL6I3mWjDH23awLjdt2uIrimAbjR9E7xmp+ofi6zHp2kv1ut0U9YAkNTwcG5QSwkzKUelbQgx8V/YNjgu5yQ2FpQ050p3ZJ6wUaWvaUfN66Ud2gNFdxkz4r+6fMnuMj2ZaNr/bUzUjjwoPQZflyrAOpad8ilAKExQ7cd1ghkJTMGRLB0eypixfgJdTp01ksDV5yEAGKxL6dFvBBPpjTRAYEPlKtQtYCPdDjwDDYWeRMqCBYIXUgBg3A4wBRQXBViEWmZVsLkRHUguMueiu5GP6IqUxIUcrQObpJ9V1CDPyz1gD3BjuoRyCXoYNwk8hOuEctAb82h8HHAS38posl3Um7pipVzvCeW3o1txN+peuX30l4TPNTZWLXqSaxmSRDswN3Ud+pwxXuoddgI/BPxLGQAM06s9QvATv8Dwtq80PuQmmNSYbR2LwMFKT2nTr9X37JzQROj86VZWpkUdWo6hqhPwYGUR/DeuH5pT7CFPgdvi8f7HCAGXmS83cxuXjfzcKG4I5IXrM+kVShtZkTthvUw8ZY+hrsbd6cmQaGqKZJ99CUlUnw3ohAyoizADTiMQfUyRC47nLp6zZTZnrO2Lyqg5va/XkRR3Y07y68Hl8iX2O30l7ZvtrqSgizHxPwCJZDM+r8FtKtEs1P+NPqT7UDfjSUXY9N7f0ZBMPymhpyy98cGjMlcIPYj1xlpYcjQ9trChrpp2zFgt+jfA1Kao4pFP6tpprW1o1N+rw+F+wBfFXvj3KDIk159v2iWJOxsqWm6XkQzFNk2UfWCL7R8HVuIcNGytVNIUltLogws2YJGSTzuvkdfQtE+pBcVjAXvS3+l/8fo8A0v6ciLY9FavSq10HK8tTRpyCqjssr8beGnwcap0UVtMSTL/U/o3yxkARRZOGtGJx95b3qlsSrwARSpQW+h2Db8rOZAMts0Jn2myze609Jcmxuw5jnm0ARPlxMZar4n00H+NC/XbKlD5KspE0pjFJV4bisCXpfMBFZbbsjl8vvFbelfXUdb1+Ka3IuSCB2PP2HdI1zDwbIi2LczPflj6JWjJ6yY5QxnUFsjHSpPo7eXQoHSPLzwYsIqcUIX7LUKbCnJXV3AeEpK1wvAP2sR2N+4EjzEBrD8CKvWdeATCi7hrYwAHKiLYfYJGeqDcBjFAuigKJgQHIJ8ARXBR4A8jlvmm6pqSlNjm8kCX2lw2liIXxwPIIwcW6THS4O6pP74L3UPq17tAw6bmqBooPrVIugncD9/9//iKcAIwHN3DlzjnN7lSKPUZtTX5pa1PdZxgtf8R+juUZQcwrCtG9Q3dQHJp8JZU0jT1CIkMBZTbMCMyHPkIncC3Aj+AZrrtzm9GfM9GIGTySTda3umkG25yrNcZGGJ5pYqPydDmqRQqsfoTVkqawNOV/QtXIDGIJlEA2OAH3LSCHyMf1Drn1NqeyYdGyM5ltzTapGP6mScP92LUGrt4/KkE7pz1OqVYXqwWkSXQBk4WaEVjZG2iE4uEPuBfAHqgxfUMfLyc5Zfj0xbz7LHnXal5xfHZHSpFPtLSllv8Tdc5pKf2OfKBhQjAQ9tjyWVVz0F3DcaFo8zpNj2jrJj2WXT+Q9rw3kzefou2+V/iedbgznu8dv7vtTMmhaF7zYlkPddYRVOFD5tr4VWbiJ6brQu9gbz2+DtxcoNaJRzd9RPMkU2nK02CxMIXcFVq6mrWi41LZmXi31p0CRTSjCa7kUacbJ6rTyXzr58IcIsmorSsPTtKtEvM3X1CZJHt8s5WQ9Ke0Vd3PBPfY453tlb9jXm5nVSXETbjuVPdHBzupwkDqeIOu1k4uN/8mCiIyDSJxf7BC6yEJ3/xv7ILU6HseGZVNpiJdJuFKdtVJjvA+U9zmVnslztVsr7sY7eb4g+giddRWK75KFpve148T+XqF5EnwJU2Q9B94OvpcNu3njqyUD6dyTuXUe7PpHeH1lUxmy5v62Thhk1FSQ1uwb5Suo16z6qWnyRrTBlki0ajrki0EL6jZchUeRPGKTX6pMEvhSPXtjJXPsj3bw+QPmHjXsvxpHMfZo1hJe9BIV+ykDlpuKgrIDuNhhZM4oJ1T3A7Bq5qBFfhrSiGw3c8B9QEZnL+cpMP65PE2ChzCeOP6FPo+LtwxDgG00YYyiEnts6yBfMhthibwIfF7bTTYHPIltgzm4eeRF+A2vx8gIriCw+/IUm1IlrUmYjmMgeZQ9GzcavtrdA2t3das5FGdZgZyi9yif434Eac0Zjg/JA/jQpcDvJEsaANuFXgFNHA82tU6KHlXi0RbxqhvOqY5HvvIvkXNpiHWV6pEqsrUibHITXo2+jnxpWYl8iFEjD6EZwIi4CVoGrcVzILcj55ru2X6JmnZNWHczkhxDup7YocaYV0Mrcx6VPOIKjYFqkVkh24Se0NcVGvR9BA9KkCeBSTBdhjEMcGNUMH5bp4oE+h0FbK492xdJ3xzNyrH+K/y99XOltwupJ4glI3wfTL3CoZKFhJzKm+UD+/9U/UPlQDZQzhf40kQigJrh8+yc1989bHDmB9YkGl5UpBWdBnZW6Qs9hHa+RdKWUWflsyUV2YcKw+qMB7orSio+nrvjqozNf9joL4fmjoQAABXK2dR9NCCo6dNoC0eaYzKibIqoIzgQjYRSMjeeXnJW5mP7EAGIWCYgiKgVBBchROpFheuCsUqFpVz1FXsaetooWr9B74fvx7KEPIbVhdSoUpTV3cHM27KqLsbWBDQX7mSMwWuMw/zhYohhC8cgVIEQZJ4uIfmlh1CP93kD36J4XH9yj2qUUoD8k9NYEg7ZtdmH1hUlIYubrpZTETPVnSwHmBGk5XrVWXAWwUR6iA+WXRVfTV/WKrUODYi8vnamDia4qB2nALA63XCkH70tu63js0FFHy0MZoegZ/xRDLD8O+MiZzp+AgUzRvC7/BShTvxp/mLJcX487RfgRB8Is4PvIOPU/KgHfjxkKdoOu7+uplmsIMNhwvbbTvc1xgnrcOGANYJ60rlSm6XxcEVCxrNd/OkYty8Og2SFZjw2AEwyniSkgHNMrwMXYXcMnzSTsh757lVv70grTzd1Uo3uH4s+YDZ5FQrNnK6HEs4nfzjpb25o6Jee1babGmn9VGsXd5iQSiblRXm6aESRGvU7r2a21e7so6yPdQ35fQVwVVX8bnF7d4BEGMPefZzpvFeuJ25WaKZTim1W/pxWVosTR5qX0pJU4Zbfg/diZBMvW2DOX272bVkWnRjtWNPYWP9kJ7CGK8NlH/Dnu9LZrN4SZWynDGh0FNJZUocrs7Y1UBXWT+FqrhiuxB6Dn5gvtR6I/tNu74mPd/QNqfsWsGvzY06OWNtU4R8HguqP8Qa43bVEHIQwf0qM5UoWewZi10AbHOFUVIV5lJp6GO409LTOjMbOAhV+/KedSaXrSooav9Ue53e0eoHOJnPd11kybiRDZqczwVoDSF1Qny88mjMW+DD8vWUFAW17IfPZsAGK/b1JUlqwZqGe1Ib3eF+JhthXi95Io/gzlOMg/sFczlPlRGiqdw+6HvpT1QLopYfinFiK5RG8kXVY4RIXKvpwx7uaxGMcqLq3om0vA5XqoQsJOAS6f/FLtAHHJCOsMdBUD4v556SqkhJvQ9TIDRmGRqMNJHbsVdYHZGjfqQ+1GbkfSgNrg3iv5H1OOqEL+Xb9R+JJ8C3con0jtLNegKMwUtyiOBDpCU1W/kOC4++jASrWshl2L/UfxKdarKW3rKLvQNuruZyhxBLWYhgGirWnhd9gWUDDMkmVSQrQIaoF2TL5V3qZyk/KJ5pTkfrYIq2nCxD83SxxAMqq+6X5kdMt37hjmvsP/WJ9m95eXqZplrQrG+S0UTP9cPM1dIUfEbWWaAFX5GSr5iJZ0evhbg4QGYinThM/Bl7jaO7Qcao9asqmAVbjtjUnDeWVWqULzD3SFnCG+aEYr4kwzSY9YXsgoma/BBMNn4XNak8bowgMxCCoSYkHNOXvGx6Q9e4N1ZGMEmuIGsx+7zjnkrPyyjrlTgFd0q9jB4xahdm1stm2WKSrfIGq1/UOSXJfIFMh1tN7hA2tsi4sbGjaLsv3utfvLBKYClkDXo9WC2X4/mveFAwy32fsUD0jWtWJkFKd4Qnr5L7lSZE1Sn22TLJRXCsRRBShQ6YVDtLCwWNczyTjJj6DjOXOVWbgA5wWnxnxPP5OVVJdJMooOJYRpfkdPlnST8DeiceBSsiS0fIRdBtW/j7H1RmY4OroLt1yBNIL20eNnmZmU2n0QDOjIZWEcbrr0Xp/xBqfNEZGZJE7+OkvUBAuT0qD/zRSSAXQl57b8g4us7Cru8pCOvUlqcXvWn/1viweLD1LwRjG5sjhVO8xMacot1Cvzpmhp/4uo+WBMu6vfFR60Cbm/heyC6bHTKJzrUu2dWhSCqYWXlBOYMutI4ox5hHVEehEc5NiRMe499iqJEJ0WimP7ZEeiLJpaLLd61lqPcqdSSH5gUS8emULks1r/EU4M+u934sX85bakkB2QIflqI4Ip4m3qL8S5pLV8IpwP6Mdch+8HXSdIwIxa8NVlUjJaQSzUyshhCnNaovNZyRZEo+8sRIT0v7TM1APAAgz+WDYJhopSJJMVRkVw5A2m2lMA0J22BF3qKX11zFdqnEJFQdob5DgDQXtIL62cI/oBh3t7gNjjNSpflIAjwIzEGpwtXyHmxT4TEFS7Ut/RcoTL11w2L4tSZ1TT06oI0iyVSQbjahVbNMd792oyBAu85FFt7TNpRMifu0k1C71KfLEyQAfN3hgudgtD4wPV0ZqueuPwAH6Q+vYSFv9ZMkCXYJX064q/bhjOrzPLl5huN7AWjqxU+JZCZAWSfhmcL5+bJ84/2CVfLNxqatxxRbjRnrU6A8w+Sa5UieoZEEYHGGKGKYelHJFR/KnevoKtvJJ5ed0B8VJpdeUXSJafb/8TxSge3Vdiegts3eGg1WWYMTnyq7LQsj38FnzAtJCvSEaRGxWNVhXLQjiz1RSS0t5xEq+nUnBFs8FPCGCHbXcn+S1Ln8aX/ITjqQLefkT0uvJe5ULrF/GXkN3mDFSUo0yzxGrFBlmGKqCtlz6i7bG7mbanq1t/lWnw+cLzxexeZGiCe8K2igbGn571sY8jzXnsRcRbUjKfIgNGS/S1IiL6w24jGVnzm6UsKiNVNs5zhNTXYtgXevYVguEn5eN43TIi6sDqN9IK2sit/iD9yo+CrxE8Uy978jvRDgCHwvtNmnEcews5ZAr4N5ur3INpczvy1IY+bRm/uAu4J9TZs4EaIH9efyW6WhNf/ZfApQVBkSnoAXPX2RKijE+eq9wC9dT3z1N4Pl2RbVmQDQ1dgCuiEqZl2YAQzOjlFgBAREkI4CAioiCNIhMMP0O7e9971tCtNAkCJSFCxEowlRsbCiWYmFNYnwGLCBig1blCDZqFlWXf7A+Xaec4g6U/cOBWHL6LMpibvZIUwWGZtn1y4hLxceLhoBW4uPbekEb2SdiZ7UAcX+cBMsUlv9V9NLEY04g36HRQj6mCFyZe1pFC9wtgxhQUV74TPsXcnn6n78Z1lVYRfRJB9P7yaVqvR1CrBOcyx8PuWvm+X/KfTAssQl9DyiRriIcQQj1W+010qdzSuQh/KHlFo3qmxXtaD/USMFndhrrX/aS/y/yNuEPnIWeirsGHDFUb/n1HLSS6yDkaBHKKM3Qc32YnWj9oFpUDOomw1ikfmon7JFF42l5t9HlTieFoY1EM0Jifh18lRYDukCrvj1gAzqrpilrHBQeAgep+9UDimvAKsRqpdSzuQ8jYnapajXDkJh/hSdGO7ZbEFR+h/xP2DX6Nawj4gQZp7fLrKR0Yut4D7zSPgCurNx26SKNfwjg1h5mR/AH6pj+W55paaL/zrPDRHxNam9uiqeiffDZvCZq/fhHO/rpyLG+ZniKpDI3XSTUM3c4Qph6UurhP+gqLTw2JDqC3Nf6WH1GfPfcrO0kWVFqV7IRdORuE50vfG31euxO0ax3xoiz5Avrid79XvdZNQy/on9nay/SsG9ldsql6CvlMEVd2X3VA/Ly3OOaWh78KZ9yHzrSFyi7oiFXz0dSzA7+3ngw6ZvxI1krnG9WxO4on9vnyb9X/12zqn0bF0v6q4ANROyZSqf6nk5ruqbVZ6blmnpbd5rx3Sfl3uEnkd/tM30fYeXmsfETcSHyTe+AGjDuM1dGre7iV1T6ty8TqeW3254Jq1TNtWXZreok2vvplzWfKiOXrsPaa/cFmpDs8ov+d7BHWxTJwnfmZPcRkCI8Zw1reRIG8Hslln2mpAH8owWo9RF6dGsyA5WDTeEpwDNzh0frS1CkqrbQrPQ6ZUBvhewLnvvJEFlYdz/AmaZZOWerFPGdX4B8yw7AH3FXMsDsjbmdmFNTgzze/GelPfsp7Kja+PYcMX+EDsL1FXLfdjvEaMojJuLqVxPcSqSsQEYkd/INkG0KEi3Gx4tviBVwj9lAdkB9Fr5gRQh3aQSrPmaHteUhfgz65GXy12YE1iqKI8VEYcFn7HN1ELLVfK8zJ9xBSFyIZIMTimnlGRS/qobWUlUh+bbjXnQD7GtWQRPormrntEh+IrlDvRF8mMRy6SAHoGMeQBrzTR+QPMVHJusxO/aBOKJbmUxRZaj2NZa4IOd3PAzGMAnYjspE+m/6hsYAqSSCThGNYsa6UbYLehgwujRMm/0HvGM6sJayb2aFXghSPmynPACf2ZeJsao/RvEZAfcEBsGyuDYqjwqh7ZI7kEJ4z4ZyjGmQzBBH2DjjLd0W9gRwKAxnIN6ASbhlhTV4gu5sIw3+BsufT1F/MJpYs6Q/+TgqtmgjeMlXZSFM4u6YDpXKQyjBVyTYTfiVHadLNR9VpajEqBC00jh99hiU0lGBO5ifJ78mHA0lsYkkDMMw8HnwVRDsqQZvNafF/VQ1/URQhIe4P+tt2lnVRwj5IiwvF0ZpQuwtxVOQzfaare0YVutfHIJnmuRRv9KSM2RwTypLZsvgQAxjop6qULDzUm7o/RX+VZNRG0pXqfNqH6rMCLkdl1Bga618voWD7Rrm1fyFKyvHEY34g9sHcExxLhlWJJJvjfPFV2lppjShP3Ub4ZO7ke1rckZG9QcbXCTP9Lerp+Xf0c3u/Zx+nHUv/pg0rdYetXW6DRcW/EqeC5htuOSULLJOl3UD9rLDgn/oA4ZKc5RdW/PbixU494yTV6gzWrOzNcgNQ0t6Vm6nh2Xk6To65qH0R74gqrBlc8JSUW3REQm2I6LBoDc3OPmRCEmF73GVJfxgvAx/pItVdw0+uadKcg2XCrsSx8wFBXfTZIaHGXjUdv0FxVPg47q7eoh7zB9JjLoGaMPxIZczuo9yAluWH8rfwt2W68ocpaf0LsUH89P4UdlS9Ne8OfkbYmH+VqVOMqRRzTNQWo+U/eJdwgfh9k8NXwkMeEq5KMpji3kTFIjauLSS3eVWrlVita8LC5QZUxz5/w08sQZ3HIkM7KRC0RjggK5KNzHeyWXQrp67uRKwISrluPhY+ZjZqfarMtjoHaurJYhEXOujWnUDW1WMaexFesAcxuviwxmZxNPg2axUSDIO4AlKbvnafYgvOV6hr3BLINP4SBOI8lwmNBKG+A7clNOBx0OXFK7aAY8TnhOn6VORPQzc6AusJcppH28lzAn6FHPG8xbpl0wgw1ktdQTKo3x0MZTFsZWsoe6wjzIvge9WI9UB2hg8xIy4A12b4SMDmUHAivog9xU7/mMAxfgOcpkcCrBOmYf1w5+Ak7Gk5qNIMdoL/4J/Mu4MXsJtdI4fZOaajOcjB+GfzUUR3wCzQaHwM30dP0h7yk0rt+weCrdr58psDAi/hLZTc60+6pVZLFNX+xI3rL+kGUBRZbnKb+CR5Y58RiVa14Wfo56WhYSuAgiplivF3DcmLnYic4yGASn6S79WeImEbydU7URrVWqL3PJv1eu3jpBfldxP4UE4eVEvBD02meEQyrHCgJeUWPmEa8BSJRlLl4I/zA+FYzQ+YYaYg5uqD+vfIv/n6H6fmv6QAAwrlbFrfXOlQQhAVIwRrYGGxBkGGXIlLCHzAQSE0JCxndvMplaecBRi6JUWrGIVbGeiuLi8fSs1IF1AS4sinJ13PkHvD9+nneiUVTYX2WqZzIJ/ZLaH5LY+i7H4Y3/MSTbDoWGG15aiNUXjUh1grDHtJAWeLiYWkju8hnAMlyiy9MONj9VlOpKmnoKM3QfvjNkelQ1bZ+f2K+PqjdvbNKP1UyELjY47OLVrcZvLCphu7GH+dXD3SSlPJe7mQbxO1UHLeEZa5WhZqfs5sKzzLO8wUwePVHwOrGSnl8yTfKcEsh5IaNkroIbME7sUzkLlPioZiWvBI/SRbBuYT8Z1Los5sd8f8UK+mjBcMFNaqCYyoik+LIZCcdIeZlDkkD8pHQLMRNOqtaAK7hMIxCYsJvaE7wWbINewhahl4wPtXMprORd2QfytHzR1ivk/HK3dCVhUC5LmI4/Ui3dcB6Pq3AJ8cb6Kl0DWrFYHU9Ao7f0At41tNC4km1DJwEBmutEi7JR/gJ/pfLJf4qnqY+nHcCGNCvic7GKyr0b1mOTddzgP9C9VbUBOBptmCKoRcaNet4E0mIaZQ8gm8HiiqvYsNZHNoFJdcH5M9CHVWLpC9Su99x8FhUZlkVdQB4a5wVTyB7jWEAGUmq6IahHVgIn3JbDQ2Abxx3eD+1Qj6EyEyrjoF8BM/PWIh0ALg1BtMDrzQHIajAzags8Dl4KFsGXoW8CfOA2CBVYYRB67BYCR8DxnHJ4Nvyb6m9EgB4r3QjfRX/JpeE9aFvqARhCa+KOw0moNvId7IGmi9/CC1CfgFnwFHSqgIaGkT/d0qFupJ9zEKKQ86qFsDt9rYSAntBJOU+g49SlVB60n/KJi4GspD1yL6QmnomPQeWEv/8TqAzXC0AoB7vspoTEmB/nPrQYPbRtA5RgO1l8A2Jbh3LiwHeW91sOgs/Ng7EvwUfVxyPTwLuMWQyDD+gw/9/AJ+QrgQJ8QLS5AWA/DjjPArsxlbIWbKhvKRaByrrU7GtgSs2rLRFgrCMtthlMsR2OdAZzLRPiRFBuZvnvAtWMtyAHrKRS3WiwgtjlLATl+FLFe2B0Z05RN3BvB5xdBFxvrE4ZA67Wa2OzgD9rJREvgY+OOWIhOMe6x58AF5k9BcngcvqimwNcQdY4bwKF+G7l0jpWhr2IqtmafSHrof1s3l8pS2zrC6fGRFnOlbiFN5lj5LFrIWZMIfWV0W2qfM9rVJEGcu0kV+kOsWYS/zQMKtwd+/IXFP5i5xR0ZnlajxTHJZdaFKV3o382c8q04XzmgpKzNoi2q474SqkCTbTnc3Kd9rXrG4Kvb2CV4XyTuHyyralEXXDYGiozZ0aaJ8p2JR2t7lMcil7ONG771/pOukD9OOgtFa357BtJhurYXtOIIH0oV4CLjTmss1gyYJSPW35UdG89ZdZsS8rYVh2rGkn8yKyr0G/C6VWVX68XUy7an4PaSX5VuK/Pl/amFxuPN5ZzM7FywIk9H20Bm+Uzqv+neZM/xHwxln6Evq1zT8ykhqrWbJpMjuk3h/1OfDbIg8oJnlHny8ITTJCXAIMBB7ca7QAPsDORV9BJWQjDGN7lC2mr0ZE+j9ptWpFwk+w1ndvYQAwBWWEk4QT8N0iER4CY71eYGZrt5Y9egZq4neg0eDW7FYmBr5eW0/HwpTyYKoZH0hDShjgl5BJ9iMfGNfgnZF1YKO6NSINmYSiS5zOKDiKlXt+ifoiRewupQJrZT+AzyPmSDkpCIrmDZDnpJ/1A7CHuxY/jIwQieYR7E5ywyZgWPyr68lZc5DOARmDdXmJkHxbFHYPH0GEOC45Gd5YsIOWWJbmbiCazRqrHf68+FV+DuzPPJY0YwMwMvYj+QbuIutAoaonPaaSLnOa1GnEhpvKmwzDO4URBI1hisY74oWZ3zjl82GGTzsS97YXxYgy0OUtS0CHL6dAdqNS8RVSHXGHO+LQhIbSrlzfcQdbzFsGuhCdHDu3AXhQ9x99vn5KTiMc3ZKd2YK11HZsn0Pc1YxIuqnCwQtXIqC1QpENKLSyfRvg+88bLC06mhnlc6AY5g0NDqbis8PDO2Rkfsi5vP5gTkDLQoM7PjO2r0xTKIntr5CVM8Li9QN4VeN0KKvqF58z7VSP8Vcy/K+e5zKE+VXkviyO3GKMK/t7enO+RJWgoK7iRIqkrKa6MDa/ZK3OKTLWfKWsL/t56RykNPGBZqJ4k7K1O1bTzU+ldukyXJPKZ/vOyTiLP5Cj4uqGxxC8zqa5Rlp1sqekqQ2M6HZMUTRFPbeJtp4PjLZXq0UBTdV+li7CX8dIl802UVc+41BLvje2s2TgD9GwV1XUpXDNsNQPK20mDjqUqOsbVBlasjFBYbmtuid+bfbVUYAyzpypAeIZm6x/xm8mdxjqXPoILBLGk2FWwP7+4dnHFp/Q7jqTKsCSJrV1rjN5rXaFri5ht3lU1IO6oXmiYG8indxqDhD2UwFTI/5U4DdS5fMYzwB5WK7YUupfX7WjXf5ceaZ9uUCT2WauMa6LFljnGv8JPVTeaDor1DAcoCpxFdYNLhKfIDPAi/wYxCTK6+mH7YV/WGKqAH+TNsVdB/0g7YX0MqROzLDKod9Nj80J4VrieOQzHiKPpDbA9YIx8C/cKTxIH4I/8ETwDEblmYXMRkO2H3EfO5WptSrwi7VvLEF6U8Mas/z9BcAIPdaIAALhCpVfbVpIZjAmZwqjx1IxlRrlehi1Hcie3cQ1jxph75n//5z4Yx4jw2KItbaJVeoX2VdrafqXSrdWxW+1Kx3od9n0fFMs2qamQW8Q32H3wRagHioEngiaRCLCUOgjbg2SfOXAMeExWAjBwzLVYlQ+osz/r9PiJ1FHtMjwhAVMfxG6xd+DpGCN8HnNFjSHvkfvIk6D/wJ3IWur3UCm8w+dvcBskJduA5eC4q1X5BdyWLdEO6h+mJmmi9SsT/PAXOp+Yz1i31jV8HBVqFoRcR+Lw+0GHYFdMS+0EX6BbKPbAWfh38nHVd9B519PKw+DYvk+aWcv9lBl1q1kVP4UnmQgxY9gaQ3t4OzKrdw7ph29rlUFW6Hv1CaoNVGD3KEuBLJRMHlElwzrXSWUhFJwpag/NzE2mtbKyDd8+t1Xl9kVbGn8rGA7bb40qfsIot9jKnGlskxM3wjdWb+PxvIa0noJWdxw/VHvc5TDKl3RmzLdezQ3dM9KyKP/5t0BTUZEmelvD6pINYS51lrLrjB1mR66OxjK08OJ8c3RMwUqvGfUT4WX3O5hWnE9YidRKH2Tsbjlb9GkPsXlTyaa4mYaTZXujrtaXVyhZVy1LK08yvja28D7QqHq2YLtvtdZOaPQm42OiCZI7apTMEYphm+xTek/z0/L6JLiRz82I41pJVe5RBZaXvDssqamD30C/Y9hTk0lbpyPWbvRVqF+J/vKOwf4rGSalIT/ISgkD0F35l7SPTXuq1yZ+sn7gC+Ls6voFV6K+MjcI17FCjUW1OfRj+kDRUdo/tCvE875G/I003puPTslsJCv8q/wW0QHyUHxKq2p4V5uaqK0/IkqMPWJRiMMiL5uEEiJruSFT8oFu1YVIJ2iOGm9Zn2837ixXe7ehTooc0g3YR7mZmAhWKv9InbGekYkTN9XhcvvYHHOVHIg0GKXy18xpPV+RQVdqCxSXaUvUmUqa7yksTWn1HkXylZ89FkOQKpdYB9xTjaYq6nsARcJlCwh0xjqZhMBgZLLBCAwwT+uagQE6R9MKDNAW4h1At+8Y2gOYvB/BIwDoQQPfA1LiOJAJyFI964bR3IQKcx26jT1i1CB/RhL0vQjCNGovIgT6LvUU3LvlA/YGdve9hNpBmPc72A+c90gCBSBA/KiaBd1STlluaLckrDWd0TSzxYZz6pcR07pnajdmiXYNHkXfpt6Ocba8wtLRHN+fEQGya4MD1APv8uCCy6A8V7LKBranxJk/GK/Gj5kWGY6xtxtc9VjEkC5al8yM06i0LnRPfFg9sWUafYyn+f6CLEJvbFgNhSPFHjDQD5NcWapkaEWS86GprEVx0V3q7Kmoxo7w3Nthq9pWFbxijNmOcDwCLzSGlhX4D9a95B7zmTT18ObWp+n5NQFuBE2UiOayEpNJviSe6xblYnEOnbH5M1GFBwOK+KxfD/iVkBiHmn4vexR43trA7fO/YsnhGSiLjSGCyvU2nXctw42rJokvudSgUhklMfLf2UVzsYZ2DudVlF1rVdlCVo9NVBHBwBsTKs2Bg/VuvFf+d01/C9Iofvq3wkvrb2k+ite7DeFEaYTLdaRZvjVhvAMoZ8b6tx2vuBk52DJRibGqml7z8hh51sd8VmCX5VKNh/8j41jtakqM7pp4iaejelby3O0ztlXWQvCAbyo2JsS2L+Jls2+2bq1ujZTa8vhvWdGNhpo8Rmy9TXgt8KC5VRTmP2PoFZ+mVGp/ktI9w/F5WYf7DjRT/geBCzsp1yU4tnUJy9mtLdO1wZGJzV4iEmtTQ4HYi8GqQyWbArtNbdJ/UpfpT8nCKC2aB/IYTznuqYh2R5B6JZVwFspWfo6/0JohDWCX2gak1siAphWyNaxV1jzZUUaQpVG+O7DXOCp/SyXrninMlFGNk9Lf8zhWqDznPgK/VO0kLgQvqEbjBQeClGfZAc0HlBORdo32yjnmbD1H5c/wNv+g4gT2GN6oDlE368iq25Qpdapq3vMe+iPg4/4OTgZiicFgBFAZ79ISBG+IedZkhe0irljnoQfMn+sqoD7GctM4hAW2GchQLnWrNgtyo/yFd4BXPOdRZ1BFcoeugiFEDjAB2u++aNuMa2K6Grtwxwib1RUDmb2WenSO/t5kh3ID6/SlyFMqQ3MSCdi4FF8Cl3gRES3UTwqDsiBHogGQgsrdmma67lpMdcMN7YUIfn2eZpxpME+rn9KnjTnqBYFa3SROoIZoqOjcRmcMRy570RB3uJ+UDtlBJ4hHgSBw+vDH3F17+2wj+YZ0VNdSOLxvu0JTfD3nYpWi5H8FhDxzObU4OxnnykrN/zJXPaw4EzzJ31l1xz+r5kf+INlZxBQOfTe4j7nftelszoI8e82dvO6CSfnSQq9iXSWjuK2UlIuUepb37OkrH6qkRP9WmcNrDi6uXiZw8N8s6BVGkoNrU0S2Ln36RQ614V7W+9II9Tf758pjpEfyhrh0rlOhompFjpXD5j1Oel3mxe+KTuQ61OQH21U9q3XzX8wfEA2QU4Qayb5OLOVp1WurT0ZSdSh2ZZ+Vr5DU5rQIjlZ8nd9Z88v+c0XHhH8mhZUMi+yjxsuviVcxeiofSgh+T6rvSpeTeTW3ZAvbf0ouFdfX1aetk3igZZlWSYc4LvuG1KV8Td5KKZI9WxgvnU08wNHI9kalll2Q9TM43C/yr/zuVnvKM8hHasLlXQdpSZmgg2VDyk7gPOKdPg/8n0H6fmvyQAAAXKuAir3KWeypSAAthrAUZCgCMmqFIsMAQkI+ssn+ki/fyN47IYEEGRGESkXramul+ui1wlEfBdvKaRVbq4eCegguVATXXf+B96fXIE8EWIZCwRrakCG4dgNrg/7CziUcj16XP8uf1G9Mzwa36cZjJ6AGnTfiLTKs27S3v6zVmds4WvGtY5t5YbXXXiZLp+BsDD6RetAqARzMZIuizF133GzI7+HHmWzpq0QHjPWxL6Blhj2ReYhYv6/DVhrlq2q4UF7TeNL0YRW54WOMUhPkxnh7ao+4rlDmGEQnvuwT9kO7Jp/NM1qvpAeIVlqi4xZIekzWSDWCM9xpdxS/2pPp+ZNY2PahMW1XbfNV1E/GNbm4s8CIN4Oiojd4RkuH2dn1pvxN3IfOyLS3wg7b6bjlks8s1ZHH4D+Mr/d8Xbyy+wNP6E6wa4vBWOnuqEFmSICfzwWBT1qElI9ok020UifrSGNp/nIu6E5JmxOmOj+KWyees76MvAZ3myb8z3eID512S8r6D6zRT1eMdTsRqLqv8yl3HsXXnlfTT2O1WkqJrJSm/rxX3EUN02kzgjv1EXEbxaftlZEzMGo+2nWcs6TS70O5Z0lcy2Y+H8DJXgqX0I7wT4kGWfOBVnErp7QsC3LwHXlTcJPoTOok2iMZJ3wqOwOPhE8qRrHHe93MdbXmRj+bSJeb2jkQi4Q5eRpOOE8vcPPOUvyi/cKaUkR8E5zKq5aug9BULwLDc4QErBcrxeHk7+R97Sh1lJPg6WNAPKYxgHVfYEYzOEkiI5fLM4nBml7BKEQq6QMr4czcq5IbaFhqHlyDvSCsQC/Ij+CK5alKyL8fCBJ3u9dSH0Gr9V2MQ1IjspSNh4c4Ik4vGkS+xy/B8krChK9l8lxA/I38UMpbKVVxjRCIvFBO4lCZWb2gdZbcI5t2HQSG5Cd15bSzCo70OVOkeFOnqUtQushR3DlVWLFVMKzqyZkFj6njUoYgs/oYYSGSrVmD+x57omlucVZ366acNZQA3TstgZqonwdNMRbrHrL3sqZ1v5NAzrhuoHge/0/dwZx9ohGdPeWA5Bcdh7ASPqTLiwjEMF1Yc0zVPNugI4GstcVr1gEXrUYoiPaLZYB1k/mHZUH11brH5vwdbn6ASZdTJQoznk6xSxIMzwkEmGBIjSjEQvRY04PKfQ1m+ypSuqdAvZnSUf9aspn6g8vHSmLcc8ZVl9SF2v+1I56XbyPmhAsRy+0URLzPLCZkSM+YlkQY0TOGw76RCnlriC2qOq65WAXUfNUEinW1N7xcpp8R2kCpusGucBcW3eS2uRK3TgtGHcEpAnG09S6hSEo2D0Z8h0qNp7zPy72dDdbSqvKOBOWX5P/4vwbHanGti5ir6OzdVVVK1nfePUXt3IWey1uHBUzXmxQ2+KNjDaFGGmwlRtxA003t3iziWM8jy8FdB7qHlB+QN3W1gCzA1FHC6KVda5upimclNnuKOByfb8XWE/z/eVpSaCDfFUrgQBdtXRGv0EXmqpZ44a1Kj+NXEEdiaiTiWmA59HdJO62edQyaYt6tZsGFnIyiQeQyX7U1HoNFvcnT8nDJJD5eMQjPrP5JpZWt2R3DK6gNtv+D/4IerJoVtjGfiM+AG+uOMi3iSzxSFQxJhAuLlsKbwMPZ36IfQ0XJJ7AZ+D4+Tn4BI4UHKzvl476tddF1ZVYSN4brUUr44fzToFL4nvA8QyW6CQ7t8ovPSn79nAcNSC9l58DXkUvJKnQCG8THye7IvwgvUPyuNDd2MSkgbL7LPi5+rYjhPIRgEYMfKB2hu4VhSHLldTAN9RRek0iw+1m3pKfkmcmfIy8V7r+EUOX5cJ0iVh3Y8B49BCOblMwvZJmyp3XL5EuFVVyS/GfaUX6nwlgZJXygzCgsFhcrH2ZZoH+q2pOjkQh1AT4do6n/G35O7tPY3FZqgmbKuJ7+XBuH/Zu1WwsIqJz3tUrqLZ5Q21yhFtzUflPwGwhoz2VtltzXXkteDHO09/Al6KB2GrdMHqp9V58FmC08w1KazBKAjjBzzF6+nT1sXkyN5VJM5vJH/MfGdwU8kcsIZc7+9Xks6Zn0vKECT0e36S/hKmWH9EWucMq6+p/1IdQ01zAyx1jt7OddZJ13tNTWc8R2SbmUH2YrKAgRDltXZA6I7ea7SbelGaYTeBj5zejBuWUlBti5tmb57iBdYm2Kz4Ek0WMbn/AimRMN8bXv13W7ueWLeFRX1/YLwhjHUGYb+NL2IGkE6rMuxpsRyJyG+1E234g6cslb2vFaAUD3r4CdNHrLBNfHTNxdD3jYs75Y4nHuQEPfdpeg3Z2biYFq5/dJl6Bqeyzeh0RZjuLGsXOmUruK5OrGaQYpvV0AvID6Q4eVG8Fo8TcCSWxBi4co4OY2GbeTBTGN1MwacKU7MWkQCnTOx3fCt60TEfOxJvP8egkcVGnW34fHSGSUjZwEFvEmUC0NraViAHOY+ExWyIndHiuv4INbWApEdHhDoLJTMhm9VnUZCQk7ogmWVTi/FHuB/boyyTjtK/iNNILp5bbDmXU7gWyEwVtIDEI9goHPNNgVUJrxTh4NRa0fU6jh4egtyqsYfXWAOlYRZB8TNrD1mpNgKuey1Cvu5/+NA0HRwhjKNqkdzNqZCT+V7Nr2ABVIRRn7sWeIef1PchnWFl2qeCb3rSaq2MpWG4s3KdqsFgiug3chRNQtUdepxZn/Z7A+GJo6EAAAU7FOHEVEKQSUMKq5cJwsj6EUTSyoTFlRAwmBhKz38vbOS14Ie8qsZ9HjXBQcWEW9tupZ21o9ENRWxWqLghbci6pV21/xfdDvmwjLJQRMa4XN6JjcgvrhyhgFdo0YCN1L1FAJQWpqKd0haqGPs9OcT3Un0bNMkP46NmhRGH/CfygqN7cTezZ2gX8RlPoMCqbUsleIC708xh0dZmaFNuDHmV+CSBJju0W/0os5qmRr0X3mDfWwOIY1gGsMKvZsYbspjXNX3AWiuNzUHIsvt11WDs/jhqP70VnWxaEc7mJVBzUS16w7fEOobdZhh7Iwy+FHDmnPCvcAhX6+0K25aAwWFIoV5hBhWsoAGG4/IguGEux50U3IBvu0UBOmtB0O6iQybMW+ACW1iQWZZlJlMHGnqL5CbS7XTZRXa8SGwLIdud2mNaW9KXmA1nlu9WVLZcnVaA180DESqkQHhBdBX+M3hfm+u8k++0p7hvpZwxTCvbCx7pxpUDejFimo1CdWP88NM/JVSMok85GKh6u3gPfKldFxcEDpmdB0NMsZGtSHM47dvpdJqxBpq1B/0HoRV2lOtcw0/VMrbwoomFVcv8U9p89wre51cq/Zv+bn1UpQV/V5tA+0r8IU+gnyuCw8aAiXOGf4viZXOKbyd1Qb2klsQDNvm6vx66KdnxLq3brXLQM5jCG9SZxMmTobTKvDgD9q26MnQclVZ0Ljkc/KnwSNYr+VRvh5kTMcPcIJqjCrk5xDXVAA5mL678o5BedoVoXliujbmovJ1UyOLnzVv5gRA7P8ACuYT4Qs46SQW0AkN4Ku8+6y/ofYaZvAY5Rr8UpiiirbtJD4SiNXN5IK7cyc2dSk4r71B6hDxuZV79EWIHN5HhMDeYQEs7OQnwLy2Tu402cud5KS8dlIRuF5zANFdBJDP0bpUZWA5xrbsyVErPn7db+TYnAiwUZ5wIHLfejZ6IYQETMddwT89QZyh4+OfUl/Y3WxnDP5IY/gpeZR/RVED7bld6FWSJqFY/XwqXUGfBeqSPAjzmH3okbJlwQbMp/2p+YG7GRi6TafL9gkVsx+CXyBJMJ9ljiUKr4K7cVa8wbge3hb5ik0mPh07XVMTX728XF8P9UWtZ+cRDeGzKSSmbqAb2knWyGaxHRxAsOZntL+0H5gN31CN2SJZdYqX0I7mROZs5H32GVrk9GN7O6PM7H/cZ5ROCHlHCEuZD33PGCEGrFqRcmMv3WIzjQW2EYt3eY422/ad8CE7aZypUWwndoAQ29sHUkXEdjmjH+HPrEVRa3BYZtcOkE8sEkCXaiNNi9RLd1tc6MyDAvKGsD/m9zKpmtXmm+WWja3gw7n6YzHkJdzfpIZ7iwpiu9F4xw9Ub7YoPBGep9QCSmBnuRt+z7Rt3Si3Yuk9QtqvUA3o2eNf1Gb6Xn1nM1ewJ7KyxlOS2ZFa5Iv9LY8O55DOspmRL7G5M5e6TA+UqIPDCY5h0T0jHohTCZOFUc01QI6g7zRvWi2KawB3fS5+VHd/oxQ8EDNrcQbEFDtHp+KiCslkTfQgfIY6VXcWpoeGEEuLSF9vaiDwg+Ev8689bp5WN/cdqSw3djYwm5KN+c2LUkfA5c2XEjstPxRB8ZL4P9WP4/8DoUrQekg/reyF4HxxB1ng28URTuM1AZ+IKsPrOK3KQ4WneZBZf6mR3yy6mTGHH5VoSgxjZfp+JURfL7hfEQAXwUskJTx30Cgv8U2HT3zYb8th5QSQ2yn0guQsTdUCYX/5mZr5BtHuCjt3PQlnL546JNWrsO4b8VRbhwgw8es8ZBcUmXdhnr7d/Cu+G3vZbyJOoID1N3CCNNr2qQ9oeHpW/pgxTNGbtycpma6zS1rXrELwasrktk62Cv8GDcXzZPUcY34Hv9+qzd5y7vc2s4swryINuNC420ywSwq2EoOA28UIRRu2Z36Fe0GZ6yh6A70/biXzFqsJ7yeeUXkS7aweyh3/xfcevqE92VujNUjj7BG6L7hBq5GVOpeYinak2skxrHBVBG5E38if0upSM+4XXQIFRZezLjSqZImZoCBxCK2nm3y8edk3GH4AXKFhPXj6CCVqxrCTtOLcg7hu+hjKU7CymTIy8ls5mFcNrWSLQlPoKWcj6SZmccdFa9mxq3ZPgDbY52ARuE066h+OgLykSoR6uANOR6Yk6dSJuMMXyEPJMz81rh5pJnfG76YgvljkhYa5PvFGmYT/8jnABth87C8gqY444vj4QTnlHwUAUp6sivRspLo5GasxXFSNoh3ONbEDhFHhe/DXckLQpKkmbppvyS20r/aDT53mHP2uZZI8GUVoKuHEivP5/0COytdsz2RzoppyTFof/lUWS32vGxybBfh7XwaNkbGl/wsaaDyHf3iRhoX+kXzGcg+BnKgbwOvnbDQ9QV5BdDpOlHWYfhhzbb1j9GPqj1luZimsiK2FG8tHw27RJwti5bUkC+creKdtF/JVFEMs0TYAfwIGFrztQh4sblL+Q4KaPwxSwtnNwyuP4xsr/tOJkUf1ByOLcZDqkrCThO6iiRJJbm9zE98iLridBPl0g8dUZappanZUt0C517F0zyx01VZm7W4JF/1YL2H42Jh2uoQR7ruy+hxYdz4wT96hWZA+9FbYR3Ut+is4I5Ff/i+/S65D+hzpCtdtNMdLiqxMkLo1ARlyoTUotfrcux/Mljff03dCxjHHaBQa50oJEgCErgxGggKJsiUFWQHZCMrgGEGQtbJWd/vOSebbUVbtVXxqreiBcWB8rrSWvFa24rS1qrYckW9qNe6B2otf8Dz4/t5fd4pRqI+g4erjwc3wYa6NtGnMKqhnr8ALlPnec6EDrowVgV4afCqtYNT8hNl98FXFdKCENCuOJOhBYpqh4SvQUxtetRSwFMeCg4GLipHkQZ8opbzvcBc7QXPIOCCeLEGgCeqrUknyKpQ+X2irSYtv5LYWReTPkh01X+UwCIONYys7yKON+6TPCWGNUpRPvFSF8YXke7IQs9SMtIwznYiN2OHq1Mwpv603BHrV8Xk7cUeNvamu+Fs9YsNbXicdt36ULxRR0t68WP686Jo/K3BmR9ORKIyz1aCxL5gbyRO4+NVOsOP2qelEnSV7kXuA5TRj8ogehXZs8ENczeUR97G5KhQosfOon+K/PDlWC8/EQc44jmAjxBS9h6CSy6stCIbcecSNXIFJ3OTDFJ8TDbNcJRYHt+DuhBlkVtRDXFQEj+lYELkjlWQAn4WdoNUe47jkeQF9ji+AyxTHNMvpB2Kv9MfoN7lDCBrqFtpzchRand8tmEVVRK50bCfWi7hoCI4KpqDnoXb+IWYFOZ7zcQG4Up3Nr4KzlI462ZYRooFum5LXc46vdR8N02gv2wWxs9Fikx1kRzkubFb/N7Qytzwn0RXMY78EvQcLfZyx2SUzj0e+wkOb96s5bZYivZqbzQfzf5BRzX1pV7Tz7cD6U/6Plt0xHOkyDpd/IfB2dzl/9DQYwrjl6KZzG0vf/Ql/fmUbkgZKn7RlH86t8hP69+xP7tR+992r9StusZWlXSnnt/cHzGsv2efFP8H2Wlz9R8zJFlW8ssM702pXpHoIabJvQmLoWdVfGh6kNVSOGq/ksfPOmnr2dSdwlhhyby4BMvmMkP4OnPO5idBw6aK6gwhajTVnfLZzRxV+XFi6Ceabrc0Oh7hVUy3sQvuFM6yhhZNZr635JVOJl8zN5aPxvabWhRDYT8Yj1SfCWpn7tR9JVQyKxq+9PmW1qt3cUzUDV2nWy8lMzBlE+Z98pBNi0wfyi9lCk2pCmmy0NhRtS9WxFyvnRtWxvCmziuLphqeC+XUI3WtzxhVon3IOQvvIMUsJ6hDh+S/GZWVDQUi5lG1eWM9U15rSbLRPyurYw7RsQ2ZYdOp/sa4IA8qUrNamA2v6Jb7vIUKZCnnGZyDOrNk4BT2oPQvGlF+ll9Duzf4ZVygTqp6E6f8qtkx6+AfGlPo11CjfRX4GHL0RcJUcBW56OsCLGgw1xdEY4dYX4DZxLzSODikofPOw1bttoxAmKzblWiB0/TN0WPgCEKG1oNCgzrwR8BDS4WJ5AtM5iskz+Gx3FyynQhl/Z8sIwUlDSAfDc3zBMHoSPoJMB8rSPQmb2JXozvIvXh8aDBZhQ8G9pAJxBqhlAwkDvpGkWzSm2skJsl/soXETeBdfJz0Ar/mWskF4EN6JPEGuiRcJH6Fi6JTiT44L3QOsRXOCewk7OCDMIqwgme+6QQNHnH/RWjAM3Y5UQH+KvYhFpgScmcRi0xc2TDhZPwlQYc/NBZHL8bHmDsh4/goUx5I4uP0iDAEf0KH+hbgb6nD3CFiBrWCvYVwhKeL9uFce3dOBy6xL5E14GG2goQ1uI9VHXUb97PAkG/x9WZLYA2eY1IJg3ClMd23DDcxYdzf8d20hN2P91E5RQFYSttYTgBGtQ7IeNj2FrDhPcY0/yPqDLbL/k3IQew7W0ZgAXbP8m+hCHcyc32rcIGxnfsEz2BY7Gu4mvpt07MtJ7LeZG1vf5y3PXVN29pCrrS/pbUERMY1PSn7M9jZnquoDmi23qq+KVhtqVemeSeZP1ZdWnbF2KcNdT3MmJEtm8LbHhX8lfm6VV7smdLVPCFfKV3bRFUsjvjd7lLpJDlrPVDjHFBjSVN+JAgxz1Yt9EaMQxqWhxuzVf+x2zzaZhgr2NQC5Q6Z/s0B5QeSJ+0TisC4Xtv+qi8jdNbiWleJ3uKu3BGQYJpQ+QoijYPqU967mS5dnEc2vQ057SanurEF+UxToeJ/GzX21dWs5ALbJ7Vr4oSWp0pBxHzz1Qa+xM/U1+gf4GPs0gQLophdujjvc/QeJM2jmTqJxrt1wwc4L2/Ahtb1ZFy21tWrkn62KFSs2EFzXePn4QMmpcZL/Mqo0h4OmMeQeokgke5EhrzvT23TPC7ACWzY7S1cTYjzlli+V4dmxJjvaexJZWYH7dlYhclbdzkcN0bob4svM/nI24AZNIUuEORSPZgvbz6cwNdxZkI/Io4lBTZyfW6NuRTZkX7OtNWgTXIwfo+ujfUwzkCvhkuZIEwlPkJX4i6i19R+/LigAk51C08E1xJvOIGglexkWcl3QJBz0+RHjKanGOvIlMQDTC/ZFXOdfkNeDl9KR5Hvxe1UC1gpegTHQIZACcUA4SWCTrCHUwgcwSXWNyQFXuXUGH3od7K7TCXDSUymjzKuMdvpGfT1sAdUCd0p1sELtEx0B66kJgVa0EHt4JUAR2o9B5JW+JD1mFwG92e/ZvjW2TKKpiyDidOoG5a0mBLKz3ww7Dzca3olLoUcU4ToFugwVgkw4MTYeI2klT7G2UXyqLvsJcRFSpIN6fDmuzIBdaZ5ccIgtaLJNyYI0nbXsANwtvWdOA10Wq6JrgHXvxmcD6+mDwQAwCDOQ0sfViDsIRigBGiDfYSRgIQgBJE9whIChEAGZO/8dnYChCGKByp6VUtBQRxt9QlYrDhaB66ryilOHDhRnnf3/QWfzhQOaLuwmGBQuwGZ8xvRXIFHvGI0GDRUsG7H70W5WZLtuYw3aRc6vlQoktfY/6z6O66mdVdtAXHRxq3/N0FkyeNU4XEmGv9J4HoDVcjy1upyJJMevmiffCF/b9fncrcs547JbaS0evsQMz3paOupuvi4ENtxdiLxluVnThah2XSMz8LHGC4K0MBS3by4w/sCFi5TeaiRXmVM3mKHofriFr69u1ZOm209Wu+aVGSbabCSHloduF7EYbM3f5jANqYKGHi6XileGWjGxqV7fL5GgxWuHn/Bv6ny84rt/PrKzHut/Q39tEbbA85VygdrNO8+qccsaPpARI3DQndCqX5RnIwv022V8gJH0WNys08GkqjEcN7QR3Vx7oHWXu7lTIbtOf8wbZU1pVlKOWj+SehGYplcRCeIbANfwiQwdFdkbngJRpFPBj5GxpQcHwPMUr3H1UPxmtJcD9s7oRP9lbVOpEn91XxXfIciMFVKvyJRDXdkVGKZvlAOEWqwy4oxfCearXIK8oafqDf6TEH7NLm4UdCiLcjps+pla+idFje5d6rCtF+xmpJsTFD8Rdqg/1PZQ8zRMVUcAhd9pU7EH0EgzZqgNJigueLrBDlojbgF4DMQnUOxZKs+0Kmmx+r+VJIR1URTvjF8q7GQ/qGb1rwk0jBQm0MQoQHaQfwUPAGsCuJCCFDu+z3IAw54RgNq4FX2vDkVPJXx0TgNrae+N4ggBvmhPgTKj53DZqFMYhx6AKIS5EgpFIq/D38DLQ+ygU/Ae76lwAtwxLMSWAfasw2mOEyUsd9wFxNST+pNWBr5Vx0VnYm9inmgAmIUMo86EjTwCMLDv4FU8OWgQ2AtvNFXBUDQTk9UewryyXY3JpocMhiGFUYx1aS7YLhC3olZDC6xp9EmPZmIR8p0LAIIE7DaUEfICS0KGgMWkXzfLiACLvHcq5VD5kyXPbSiazSX3vLShCS3Hm3Fj3EB3QPVHjFFnWO1uyNv2qfZCWElLQuce8HO1ogmjf9XJqloqVeS/m/pVvcurF9RTD/aayqvSJ3qubotjTK7A89MIH3pMtYlxWxu/4PNiJxpW8JBwqS2zfxTwfHm3YKP/tlGd4mrV5tuQPbM/SPaq4TpmbtWVE+kMnfsqk2kWLeHsiZIUx17G8pivrMv5S6PnGmp5P8SZrZMCnTBNaZkcZ6/UX9H+sXrNtarYHnQkZOq9ozrO56z3lH/u/1ggy8lsbOIk05qs8/xJDEurfymgcir1teCl2EdZpE4ORg1Okvt/qd0Z+WT3jj0iHLcox1+rTZklHSv57pR/9X5hveAsrR9uGmAxGmrEjQRF1uWieIir1n2SVaHDZg2SZ8FH9a/lP/u/wmbUGLe5cg1tafHDBytUae/7rIIHKmsDp6QTZ6xU0WXSEWtzpJviQvWc9KWyIdmTLYYdtm4UcENntW9Ud4OiEfvqqO99yHOmgpcFKTRstOPdbpLjlAT2t2kx8njbctlx0k02z35IPG95ZhiKHLeZFGOhr0wZKl+C3HVealPBwhQT82A9wO4XKvBNYOPgB/SDe3nlXHUtW03lS/IfS03VO2kaOu4Opz40nxYfS7yk7FPww5foRdql4WQsFxtZ0A/Ugd4+eCgs4AedwCsBZ6ml9gPabtTZloHgXVkiW0QEJHcLAeBQeJ/TD8Dc5FfDKNgWLi3bheYG1KOtoHcgCvwaVDrQ4MooBZ3E/gEwumubSb4bcqhlj7ElZxtHULcY7+YR+FPxBvGS/DNKAf9HDwcHoE9gjkhSuQl7BawABOhkz4c8BKU5+kA7IacNp9ulekJKVLbUd04+XvLfV1h7FPTPPaIeMnoiTVGOeo3o8/C//9H40PsSAOiCvSAxuAzPiZQBDt5+gIMqOGfW8tmc5xb5iqbCpLhrqrnJcWS3Jot5bFsr7oz216UrWRTa3Zm3Wl8Vx+VfJ431ji6cW3zDv53oRMiiYDrOyVliM/1uBRnMKqsT0rryofBaxWsbU9F01Vk5jzrdg2u7mGpY91n9o2sVQ1LOEeTI7h+fH3MYBNZUBC6R5gnWvD9IGFJB7vf5mczaRa3ose1VwFaaU49TWiokDa01I1V/cg5x/CqmeU7bNlaH9e8IamvcZeQFlPIdxQzQxEBXcry8xFb5bKuhew3jc9Nwvxb3F8088U2vkDAK3NoXlJ7vRIQwCWFTBfR0syhuv1iaRK+IUXyOGYl966sMLShuUJ+wi9BdEkZ2JmWtUwkMHzMTRSD6oOFZImyubTklbSgZr58SBZS3Fellb3N3FCbKT9B+YPtq1ATb3OeKTeFCpp6VCv9ANEPqqn2i3RMNaTfne2jeqtS5rPVkU3FxVvUFTXeZRQ1VrS4LV59iH64JkZ9gaKrj1LPEac4GzRfh3Y2Ldck+N0VntWw7Lx0MTKi42elIJuU4twJ+DxfVngTzmAyGR+giSJupS8UR9/CJINHKFmsCjCCeLpRDfwUOsJHgWR/grBOO91GTTtjtmDczBGTXNGRwzAyeKMFXYaI6smSW7rFws8VQdhZ+tLqGtROiajbjzCJ4w2P4fjQaf46KNy/WegO+rQW0araCWg3ndPWJr+dHdVyj7c232xbXU0rfmrZWNhfTjeVZFyv2m9QU/7H8Jy4NXUYAAB3olKwroq2WpWAEgLiKDFSIWAEMSASOSQJ5CAnuV6Sl5fk5b3k5b4ICUcCIogIgkLttIparW5VVoogOqidfmj7uVXmRL+heFJqQUu333/wi5cv8h9N/ZdK7BvaNA+d987FnoTHPBmNh/OK27+sekmTtJnMOSVprXhNHeNs8ynxfXZcE6lcyDvUcJb2lTgimJSNl9lqO1NnlNOBVUkbIJHvQOyPcId3c+OSXFPPoip5Qf3RZdhwsepIuAZHn2t7Kg6wnAdHyjfxlhw4RmsTBRqR7DjZ8uCuTyOUh2qjkrZDsdXPY3+D9d7XLfWVTaX4miXSlrICm1ce4pTpFgJWfqokpPKLJlm7wBPSNtqgdiGwNYurt6qvbmUZftcWJNwxuuG26K/M7xnDD4ACPOdXP1F0gb/H8kqyRVQFnZA1Sjor1Yp5+ZHyMpVZ2UGL1MSDtTvuaJ9oDVuXwufg8oTrqBxdEf0KW2Ma3y/kMirtPiWfLYsx60WZim4NVDmpfCuWy06CuWVOwAKFCirVOt2tHTzIbPiANKx3orSEPkRhUuEIphxzS8Mh1iLVmHecC4L92Ab+MagBZItqddtEdkmz/hazX37BoNozqnyKzFNea1KMjaRanRqLSzhv8JqP4xhGn/WT4FtmKvzGg7GeImnGFxUylKNmCOqM+4Q94jHTTuZKGREj7tkLtJvXUY6CKyzhJJXWZplOGISvWn/CtaNTtmv17aW3LQPuXWV3rHR0nHPAOqKS8mZsOMG4SGPTMKySX2x9+ROKGnsEBVDj7WUkCXTJfjxhCk60v8O9QREHvY5dMubRuIjMME8pMsOa9sQoWypq3COCVCHRjdBnKx+4Y/Jr5K2uG5R0FdOFkvjQUtemxGX6buezGCq63Hmhlly8oWbGmUE31pCRuPJgQAo85Bb7NfwewZpqlN4gfuqz5ufJBqo8lHXKI946kkSDeA4nEvVEd3+MD7nsmqrJLjy7P9fBK01pXGyQlgGhbiCfQw0u5yfzE+os9CzxqpoH+WtlSwJUShQwX91DwsBXvvBEpu47rzmmD4Hd8wFsb/CQ0358X/zBY/AQE23uVlxnS5sQ3iiP35hTOi8ShCJ2z0kVdcOUDwBTjZMUAj1+ciKis/gWxEwiZM8j/79pZ7pC9o9KSjpew1TG6cM5CiGrt9XIs1f8tfl46YhwZP/N3eOS/4amKO8D79eHkTrBzTW4xKCOXL0ndhmy1NtdXw/kllJd3yrHy2RohFrPkSoV4Lv/H25AnaL79EIdU7p/dwDeDWzJvIvw1DeIzUaLlh//CGuGh9Yfs5wx5tX6pSmcE87V8jz+AsNnQKFoO7BZlSGh8S6D2+QlpTCUreTmTegcIDdTAf9TyyKK0HSYHv/c5EQT1780f4MtC1wU+cU37ZjkD1INnCWTyd8owhS9yoqKa8rf1H/Zdwosh9bkFUL3dUjmIr0Fvk3cikShn8S/MfpNYHQqNmU+70/g5yrHbKtFseoBfWTlPU2H7K1Mpq3gPla800eVzKg64Ru5VzUyxJZxUrfDmEqMNESansTPo1+YG6MhjGQl+45xq/XtliH+OfixdlL0JYKTLZaYUDJ3rXyPsbCEoSSYRLklYCxmyJBrCWZ/yq9wjKWT8DHy1Ho2+oqpxdZftZ2db15gbqz42nwaeij41ZIvTRA/twxzpNIp667iEcW09Rvqz+oVtowMMkS2XUqZ1TPt6QQqQrN/jfvQ9LGD4l1UXuLah/k471xcaAEfdNElclHIRWLfkFx0rShmyiecr6ifqeKctzOiNErnxZQ53efOLgJgGHC24ITGXmeDe4Z53O80dbAt1TOaTN7KakblgJDta2bnVXZX3SuakU1X4agKZYlXTJ4FL3hOEBfqlrt/IdQZCt0MXKeR4bri/iOjIIQZx1jpQQRs4D6pL65ME9Bq51j3xOdq/lz0hSw6QKdmAS3Vs+QX4GpfO3GVNlhFJfTCk55Z3Jgxwj3gyqWnt1QYk8pTDgyCYZyXTZHiIb6icQPLI3oUSi+CpEA9jRqjmKulk5+omwJMYrw2rppNGIVbqlQxC9BRT6ezrVTYsRLtKGO3DaobOXGtYjHA622eYFFEWU2yomzJ3Yb/UJcorMF95MfqpNpLxK3QaABPmIAZvu6YjehhL8MrhYpL1RhLGypza5S6Po6xslt/i09i3TWEix4U/QkpljbvSkWvAanpRSau+mbyOPZWq8YvtnTBz9Z12HYa3e6gisURGwdBHO8SGKkZFE6LhdoMyZLyft2APKqQBrOUhJwm5ENwS9pLdFJLSR4y9cM0PN4cQinr3llLMbLzlvyeeCO6DfhdclN1Vr1QLhZlg7eA22X/gD5X79hbq6vSnMl5D67SbUjrQlrgluReYze6DJ+NtZvU64stDvP3DqGkH/ibYVZOUV1XdgFB8IqQruqGGsoiwMs6AW0KugeTdjbr1yBhaRUGCfpD8iG0x9SLZ5sGzeb1B83XrFT7QjFBR4L/LpnQtwEdcgP8QoAAV5EkJl29EhXS+BrA2LozVfuD6fu0TXCxOTK5GblsycfbTWFWz/pJc4LtsnVU8MaUq78o/hlbrjgt7cO+459SZJoNjDPKS5a1BQ/BbZZvsyegYasyLVwvsH2UfMTwzDaMP23k27HoLKzHscnSzV/p2K7rE2U5APlPkk8dAd687L6jlbERcDtOFmDqRMeV7C7Nj4472yZ1wf8xXN5vTSYGAEYPRASvnlWuQDgkjJIn4kEZsneYhUBQRkhIwsgeX5Iv3874skjY1MNx1x7u43GgAiocFQ9XpY5H66GPiMWCgjhOCp6H1FH/gffX932NC+GHwUTTxuCfodumdH8HGmNSYn/jwPb1wBTvH7YTIlrNpC2ZK60/Yj1b2iNWW2Pyg2QJlv40qXK1JT52DBg3Xwg/pT1gLg5egirJZ/6XkXtkK/pT1abmPiC0uqnpP8JWwVDjAme+7q/OB6XFIrNjNG9KKmsYSGMoyuyHYq8B6baO8PPaYCsZ4qN7bcH83yIOswP1ZrvuyFW1cS0ds8K1/CvtEk5L7WDrSKmbcLBlU16PZLjJmBYmH3GOxV5SXXCEht/QDNmxkGjdPuv9r4KQXAsH2VXpv6dP9QfO0V1d9Yd5HzpxTlLNxx2ZrFHhho4NeTbJn1pn0r6Q5zUfiT2v4jSKw+9pRI7NIfk6nt3lKway0boGL9TBrAH1Cohbdlr4EA5i7+K8hIerC1iLiEmwnOeHltWfSFnEWJKS6ElcJF+g5xIO4Dtqlv4MGOvbb5iEJ1Cdepwdo8K0oVxLfRtYzP971Wldfu1YyWOILXyemw7DUo+UauSUghrdib4HUulZOFMroILEQUjlR9G/QEn430pM8L3SAwiry64rUJ8QTrIPaV0knJKVYLlsPKdVd0bJS56Gw4HZ6AqkVwvT07BYaDW1Cz+FOPwQ/Ze4G+SQoeJb8l8UuHS2lqsqkb+s/Bcwo7xfXKrBgYs57uBGTW9yg+4quC86DLZBnfRkNAFpoV7G7mMGv6sEhxDpCsXLqgnZI1mMWlADKzI1Y5Wfq34PRjB7gQldY3aLphuaSY4DnUhm9CpIix6iMxAW7kldwL4kVBQ/fFB/HdwqnIY6pU8lJbBdsFfWhkgrqhQtaAIzSEViHtlUtQ6bSHqjRfC+qFc6E9FGL4dNelVQCCo3FFFU+NdGmjakfqX+a6mbaK/eyX8i9dLfLx+RRxl8i35QMg1cxhVAZDiYdE7jNCxGPQB7jHl0IXTdeCCIiTwwraCcwYZMPM3WWoXluCRFGG4x8LPEg5aM8jSZi/nXogxFivk4g1DhZnFSh/pHMz3qhnaZfE0HoShyJAhEeGQnZQGrIAE1WENvdBV31r1zingDoj2O3rK7kv82jBcuypkNHgyG8qQ9MUmj9rQpoi5ra6xddLOu3zIW9A381rLOPwRzM1cDY4IN7Vlij9rltkBelrC7ZfpTQ3o1mwv7ZPYmGsNHucp5J6kSQB1g1HnNTMN6equuwNYXdAI+ZK3yL0IvWP4IbOMH72SJdtcGfuOonq3/dK5lieKS9ouFJulU65OsNwqixTMpG3BtokYNaczOaPoucKmhMOgSLLCpP5m32XJNk4sPs96I54m15V684wST/bbMROiruwvziTs127IS9SnCNQnT+n9KTkYeMigV7LAnRn/1uk39xgfgsM+iaTcCAONIGJsi6kFmuZbqFrSdf3M7iPnUvvxzHTYo8sy04yJpZIKc2Kwoj1TrVwLWsHn9I+3ZTc8Nl6AJ30pjF/peZQRnBCFCDeRW+5oLwauEP2xzwpOSiIL9yAXZuYxXaI+yNMEDOwbMR+bgZ7Q7w94SF6DUQIr+OjLu22u4jMuU8Rqq6EW9XItJkzh7wQG5vPSG7o5SXrAamgcUGTiyXqOLH0bzQENkKOaE2mgu+CXkYGA2MY/1+340rCIGFF6qYeW3dTp1NlBXdVdzVrO2lAqu1lrzDbpy8F3GRqgbQuJNiCf8JvILFEIx2nrsPr4yECFoRJNfiZ5jcJf/TnEK/FC7RyWHUqp81V4wj+XUOBBW/irtBzQ7fVgHYqnxTGgZT450R6xEOm0z5q7PDezBMUOx3wFi1MiUBcimcWbNbcVVfImNqDoIB8tNHU0s5nVpbupr0kFQpL8bHwJ5GlgRH+Few11aJsoyVgc+xB4b5/zmiEKTWlos3U7aaoLkXPJA5ZySQR4p2Ql8Rrbl5auHSTw9TouS0ng3XSIpiFiG3pPVtDJkgORTXbE6sp4SjD8mAclRiXtDu6BNRmvIqJQrQu0/lyQoF+1xee7Addu+dC/NEdvncb+ADVYsYgmqsczSxEi0pYwair41j1LK8CZzkWSt6NcWrcBTSms+Wukqj2n6qfiVcm3j/tzbwApnc9pT9XsHHDehXWiojPhNN2WPoyHwqM2XmoHus7pQjHimZbUYE3nv8OZ/K6noOFdxUga0Zxf3KUpau3MPq6paNqRdVwNNlribWsw59YmAOxJoVlhj/45agbJtn1G68DWWvRLC7FvK4/9GLpVzKqzkxaqE4kASrH6ac5pk1uxJBckU4bbYebJA6rqlkVQqfgzdT36vNgakko906T5Z5jDkf+IcQzd7He+ZYY4Llu80ruePMBlG39rn2e+MiSLvlBmjVJofu8d4TEFuURo/ACOhQyY26BGgN12EGT6HSTqmFXnjrfzB6kkisPYvZT3EbmFpkYl4Jn6ZzdEXyFpTFPp+ZUIs07AZmN9SbujRngi9ZdwKaQL6jFfQMJ93pkL8Wv0L5IUojPsrekzStH0Rq5DdKnyIzSmeMe7hJsA9xYugaOix3sQouG0LQ2+ErKHThmhkMGDKMIM99c0xNupd655COxU2bgBsVYm2MxC+ml5YgAZrLjHq0TmQlzyEnYJcYubwRnj/llRCihaEftTnYEub/s9Afbg1eScAAFaheo+tPRStIYEwQhgGicaLypI9DTPsIciWSCD7m79vZzAtWiweUhVwI1XPVccpKhbqoye2ThTr1Z4gAlpXLdbr+0e8PMDHuvlbwT0QWvq5/itdW36x4Yj+9/Q9xlPGYMU1U7cpO3o21AwZQxAYgdvkg4gB6fOPQE3olLc7psPd3dLwcpDKfwpCCV3JSu1tuCXvmJ6HlKULDZGou6LYqETPRB01FWL5IRFQFT5L3gtzeK9/FNIFSrzXoGcJvhuDXSWGBEvxMyRdjGnSCHWes/YI0afs0r0nPipmG0Skc1StMYkMDVlkQsgK+TboCNnqHwc/Jwe9s1E3aobbISyOWi2owBOp2vVjtfacMPdrDeAclSu199gna0/qHVhbVIAhm5UF/2bczTyUN/w1s8U/EU5klnurkTZ62G0IvUObBV9jU/Sa9cXq53UHcz1rsbplafc0T21NayGdt/VU1Dy91TIafMfwyiKQ06Yic7h/KjTAFXtTiC9rdptEMWaf4DzWRT8r+p96zqYZOX01+5repG3SeDTeWBut3dDARY7pRurDgi8aSmzTctj4i7XbPwMqtMR6N8PXuUn32aiMbRc8wioZuGjaalNezFljeZ/VntpiUeRVxL8zGwsFERncYPGPgT9zK8rbVixjT1RlSXayyWoXzwbmrWbS5Tlz0nCet5exwWjhBBedM51dxM0syE65xe4q2h2vYF1LRsK/Z45XCAIRJr9qvewds6C6R9JO39bM8jxCH9AXCJfRW0wHnObQVuThusd0WlFcFk0nl/ikuNIryl7H9VJvKrvCE6gBVUGgG7VbLZJ9TzXX/ibZStG6a543Kcq4X6iiWmCDUx61GxMV3Cf6ylWZx4mnlXeTATGtksaJiD+qy8KGyVk1OwOGSAfNr7Id5BK9VLKFTDKSnlMkDN0UdpCHUBenLvIRnlAwB9dsBJmf4P1qddI4mFsbH9sDArSzw2iwUXcloBV0GhplHHhqypT8k1gJi8WLCAvyWniXeIBdcHpJSoA2Px2FtDEZVeg73emkjViZwSV2LXbSWBwWjH9u6gmowiugaZkJv46kSA6AUHSfOAx8i89y/YLwBJn8CKKO2Jy3Ge43PUm/hZRBw4kfkBfwhZi3aDnSGPoRvY8WBURjSmy1TIXdx3mSU3gVPi0uxd+BR65rAUec55uJmeSXuWOQAi9JT4Xt8LHENngPKIg5hKwA/wq9ivQTDgHe6DpCKyvB7Im7kn6sl4wQM3gWecAVwj9QDvzzoJGqza0w2dEnlA9N/6EnEoMglrGLqYEF9GhoJzxIDwU4IAx9TlaIRtPdkiFsLl0n7sCu0tWuHbiNTuBPAT96Wc60YcTyuxI3XrFcUoybmi0bY4KgpebHoRT02pyz+k/4B+6GLA/ZzQVJHqAUu118DMtmPrqexX2ZPAEPf0AP5XTqf2n8VOlveNYQpzho7K+viZlvUtWZQsuhWBu5egpeaa2T5SBiCy55gjqaK8RX0Pec0vUWNsyuEazCtzMZ2XnN4vSlqWjjRDYvYXtDb9545Kn6ssIdwXfqQkoKVy61eVX4SddZ3ave+py2LFEPenDmKO1254Oc3pjPE7CX4ZdZ2+pf5C5O+anevqAhYV6dQ9F4ZJBtQakk2GT1rtDJJywxVf3SGHON2tNngOvW1HscY8f0z5xfsXGQHw9iLqARmWdtC4sWpLhay0vmx8OWw2VvIi6aX1QeDXY2B6uA/CjXpM6SStknmjCfn9gYvcxjhDlu4rnImFB4mDdAD2P6jCfmbWXjyVqzYyUeN8XVV01FpHIzq1cH9bN4Tb0cZT5oRqU8htSn+owwnxrPiezpbtjDZQOdgaqcHGhHvC7Dmy1U7Uq6z86svhKHMJ01A+GvmShNRxBLj+lQeQa92VAkdaCDTYk+r6hxOEQko/ajni57KIC9diqgcsHOdAudr1mYlE//QzsQx6Pt9Pnhh6iLhgtBmVSDyV8eSmVBu6QLKTdE6LuAnETbReXkD7iDyyh5DtQ69ZBHicPKSfKQMT9xlNxr2h57mfwKOhteS2rhw0H+ZC7SI/cjo9BvpTxyCXbG149chA+KWsjPwDWhO8kn+pymSDG5Q1lNhKFMIk0kYAWxJiIBXxgeSATj7UGfEWHAV+5CxIPTUiGhIJS+0UQa8Uz0HVFKosI0ooH8g+9L9FC1SnvwN9Kc6AUWUV/ELgXOlDF8LhBQrYFTIIA6Ll8Iiqm7Ui9AUW9914FO+u+iEXCddhNixHzalZ9NxNOeaduwEc6ouIHbc9/ETOACri3sMS7ilIF38Rxurnwe3sH+W+qP32JLfXXAgZ0h+hOkM63CHeAg48InwBv6u7QV6LW6AIUFc7LdjjmDJdiywvqwHGtv4BWs0/JRPgf7aFFI5bjCTPmyeBu333MxPsXeEJ4BecwkvwMcY+TJ/239JB2Pf7jFJRuKvNoSkZ8TsmMTVOS4im66XPJweVejsOKE5HQ9rmr1srON1hjd9lo36OIF9ZbZxpeLv+HuI+uSi1vu5PrFq74MLDgcWdW8Z70wJK3Jo3TDqpSG7ooLy5vq/VVekj7baXW7l9iq1C5y+9liZ4AFt7ib0L7F79kf0faks5tmFN6Le9S0t3gi4n1jetmvITMa7CpPrOLXnVC1LdfbatQ2ySWrl6bJK9z8VL/V3ZG7ZLI489hL/2e4Pr+aPBQAjHtE8bpoKwIJBAMRSRAjfVFjJWFDwsYEDDMQRiAEyB6ErHfmTUhiBAQncq+K+6pYxXEV6jg4rheV4kDFioge6mlx4q63f8Pz4XeexjhCKvKHsTfLx9UsEqfkOMvFfgk2R5RkN2t/E7HegzFi+yJTADn4qOJFeJ+1V60JzcP2aL8Fx6L79EoSFxky9BDWIxTTpUy5Qyy5wrnXVFxPTIiw58viWGKbQAEwjuNi1XIg0arVrAq/hml1KaGNqFlfGKxFdhvWkVrhKRONcB8Wma9njNlFsmccna1Z8Wv8JH5K1caKtg5rAhk7rJ7ao0AitrohPXwUXad/FboX0Rvagn+Gz5kopGE4wtxEpEGnLdczDHiP+iGHhs/UCuJPWjN0J1h+GNYwxHCgg/qvQCJKMdDD3yJFxurQ/8FbTDuCn0PvzRcCfSCrpZ9YC1HBQxlUa4r+GHsM62ociofRL4ZrzHdoqtHKMCDHTBwgGQk2z1s2G9aY74a+hgYsHRQCxAF5ganga3CCuAs8CMnTH2M+ZhF7Jyq2JMZnIX2W35lDSADIZtTDO8CdQCocDn5dRoY6oBwqAVoAdVI44D7oQWADqIQ+EQfBRJiYbkHGkZnsEiQVQeKD4KPINeYpmID8l1EGdSMXgUyoADm1bAU4jmyj/gSqETlFBoYgqwM7wVnwM+JHyyTcle4NX8L1bBLMxRVxX6BfcTZzJ5RkfcnIB19b7cBa8IiVtCwB5GKtVJ7lHfqZ4rac+fs0ey3HkH3+BMtBhMBJ6ijJfZTgufVZ/gXWmc2a4m2r89vnCkWRP7QerEymf9+cK15JW7T+Q93yxcXOA/LgRY+aINUbf4MN0aF+y6wPGi+xr27lForiezbPE1xmudoGy2irE1q7KvHIBc266o/0MHdGrZ7GcZFl8xe3ODyUHeRgu5d2pv9VPE1P+TvaoOE1u26TsPRqfEmbtryXxW6FRUdWBzSD4o5IT7e5dgd9hQuUHqZVOoyKO4v77E3qz+Qi/ILuXYCXdUXjP/0G0QnTjOSXG/+snIp71bqqejtzslkmARhP3O113cC467wskR7mmFSM0pRNXurWxU9sMboYstvaoT8fkIbFGL4RfFGS6XOypaVfMj+us/nHuiLmSbdT2sz4xXVbvgcYdtKU1+mRTaD6K22DrU/HCvHG5+vV5AHMbcAC3GihqYAgRIrMb5PnbXgqvR8ndNfJbzC3u8aV+xjHnWy1AHjUdE5LpqfZo3QTf3vXru8Lycb+MjiCFqKdppUBw4jLvJtwGD5oGU8acQMqKC7aNaL5gYk5VVqcsb/phe4h8MQO6aPopbagxh20x9Z24/wQCPM1KYLWIrfMJ0gE+JHlKuEl7AOeSrrkOtrgERfklOpjmHUOQmMRY7t9tyEXGLflGXl0Jb7QxAvzwLrM/JCf0ThLVlATQgDDSFw4GbxHpELtkDzpqLPcWBrn4fA3CZnZ9svmNQyXrcr8EHiGr7QY6JjVC/QLo6HnwEMhz5AGKCLoIiyHNpFQqBe6Q+RD4bBXEuwggIdjf7OPQ3wmw9YF3WNY8Fw4DHhuXQPX0dswOrw3LAV5Dw8sWQAPwI+D3kJj8APSESgb7iYawSG4JSnZ/gS9HXva9gD9zKTgpzFvhtqqxfyA51g9Np2+E9WhY2FlSB66a8kqmI1mBwdASmSCdAucQkTEbaAb/rpRXMDP7MCfFu3hvjDUlND4q6RTwleFmvJtFddL2viSqpPlx9MoNRNV3THT69mSjshc+REpRI1RE5XUwFadTvO0xSPXiz+I3eS/L8zQdxXOFfTWgwJBGaVMKDxRaV5XXelfPZrKrz5RGxYtq1VIq4BvMkDRSaUpf1N3B/ZrtbpB9/PsytIt6CzevfKcBiq/UvSPuoRC7+oe4TrBsCQ/11HWXfclZa/osMzFmqw5ryQAx+pvqbuoPooLOnLga02z/l/rKemJYh/Ynk2ThGpf5ATU0Wvj8yjSkFKwKF3ulfOg1Kl4n0KsGFENsRBxlOYwIKtr0bmpM+UX9dJFRHW/IdvZyrkkr4SWZsxTXNb0rS1UkSVpuUfUopKegqWazpwYwVntHc7e8tyGWazoqlf6NUBera1RTQ2UvTOcWVSlXmqa5ohKuttQZHmZiutnqA9kLdfvr6ng9TemCv7KMzc+5p0qTjeoObwyotGT5S/6w7gNEElOm5jUPFmxaXLRTdVZ8y7704QK0Nd8k5MDElX/yfgJ9BVv5X4HzhWU8qdZPvGSijws45zZwpmWIeYX0RzLNUAp8bTcoNqkw5Y35KWqEpBguxKXhf/bNJZcj/spp9KsVk31u+xN2Pni0dzT2Fzum4LfUR57tNQX6WR+qkyE3wCtNWJ4HfWctAoaJmtV30MV+IeYFrePKSLxruuTsjg1wNlfrcoSOuTF1pxDTSRuf8E022X2o5IMXMUKqNhspQDXxSPoMPWjdDqyl3xCeQNGcVk00J5uPJDg2LhdMcr5s+VG9ZzM0g3DxbG8gfUT3H35sc4P7DFBl2MGK7pijv27SA9xDU6mLa8/isWSJ5RbED3uyyJ1LDWy481b7ytM7KnN9VU9Gc624WJPHrE1k7shb9eGX9jPBeT1AKugfIujMzJCPM/uTcuvl1rbgxYoZWiic2HJSOZtsFB4luet3lV+hb9WPCHyLcQFadWOkp3cYUlAeR87tu5z1fmoq/LZkpMRA6pg6f4lGu2PyjKSWx+h/T/Ddf7VxIEAcLwF2tqqW88tCgkKBAHBKLGBCBhuRUhiArnPIfc9k8xkJvcdTvEAKovF+6h9KkpFtCr1aBVvsKi73lJUVm27HvhKy67rX/D97fPeN7P+Lf9HTpOnXkTlv7POldwVI+odwH7ZC1GuokPBWv0/daf6eGmb7qF+2jKmqdwEEJuhQ1AXAYbfwbfir2OLsc9qX7MZ0lmuW7xS4Cp0WFitqFd5JfXqImE58Ej7cvUyJdOws2RC88pcSXli2A+9JrJBAP6aYLW+QIm4qSjDfj6SxkTU2U5u9aCWCWK8XL1K6RX2Gq0CWGo0WxkN8iLIUmJVf2k1UiJ6CqIlJpqzUAMBsry1a3CFtlqnPLSHjjcvcExhDoK7zFJ2syVWsYEvsDr43WIpPEh/A/htC0omK4+iLkqldhy7QfzClOnIJrRY0p2bceuRf7ujgpKKElsf9ppBR78ymaqkmEL+A9dtT+FPEp6yD9OdsjmOzuIzioCTT1mqeeOaS1xk5LseEwagBncf7g/E6mkLMFae9ZCxGNp0j8rYydR61sonsa979vNsAobnAn2G5I5npDgot3hjKAma6d4MYqFhuxdIiYaivAfwdGSad8KvLtsUrkWXVhDC8YZRxrHQNzVgtTiUyovmTw7uofWLfwwSiqU14cBeynx1ReBLotwQ7b+ckgOu8XvxG+ETfopvc0l/0zabu7yp8bChgs5q6AH+qMLXb+Ye5I7VRWidoqFaY7EAOBZhU/JV28IFxHa9I5SVAoKpwRz8EGwL0L0vi9ktbcjwyuUbZuj7aanrXMBG1qzmq1yQO2XNfJpXNLURKhYB0+t/oAhVs+smEy/oP42IUraZb4ROJHwM5wcpXqBoSccqRLFicfvf9dLKrLY7wEompaWNm8+hr2fR1EL92r8VS2T1TecoVuWuBifxP7quOnJKv7kl8mHCInhacDyoVsD0BZhS+ZLFMiLqTo69pkPbJGjnXtB3SvbR5hvP15wvKgBLVVeyvZZXuiuZhchu0+WkAxjN0hG3zvHAhvi3Sb/mYLb7wAn+sCFFPiamAaiKJTvCuam5psBXAnqlurnwoKlQ9yp7HlRi4mbGwiXQ8aTTaBI8ETdif4QVeZ8KyyS1SI14CCjUjcg88ncynXy16gz7rSpH66s4oF1qKC5MM2jNMeQL5uNQf8Yb64fw2qTrtliUGp9p/8D+m4fBfd+EPxVoNZD2jNii2yC1yDoM37EJ8oemSxXR6jzwccFe3WnLOzJm4iMJGUPQA7Qk6RGSZgfiTViuE3MNVBONLywXuV4zojkmuA/+KWmRVFlc1WZgxPpmFaZsQIwFNC3dNkquMM7D9Bk3wXv2seQpsNjpiz+Ddrg/crYynUg21MtOtuHU13iDaIx4QBRGf626JWNgg6umKlLtvQXTNXGObWSqIda5IWMMjHY1Jldae91NOAKK99Q5PAySSwj2V810bVfHcMZdz8WpglE3uapa8sQdLO+u+d09SL2vnupZQF6qJ3kimdPMKzy/JwesaV4NDrP1eB/at9MWB0VgFJMa/FwlYFcHzoi28G0BmPWreEdgYbkZuO0foZ5SzffvIi/TmfzGTJJpj5+afMRyyE/A9dlE/mn2qApVQ6pZzdhaL1MOVA3XNYvIvIzaLtZOUThyo3yF7Gn4v9TvlezwAjJLez5UnSk3JQZrk59bKgP9uHHbjMAcTF0+vu6K6T69Yi2ilLK+aZ4p/IU7u2knyyBsbcwtT5fF1f9MPabYV6ch67X5kYnMZmNPuJUQC42HcvBpyM3AOHp95YONZJOGltNGVEYzd7dkCrdylqxfxKIKrq3NKZ8pta0poR5VJDeWk72aa/WVmQeNklo2IQ/qDRvwDGR38JDjtU5I94ARfSurTVVqeMLZJ8o1SQR9LBIYI7m4kg2dq3mwPNt6UTW8lIK81Y2kn8UyTM/mv3VILQNzO1122wl7rvIAh2mOUUf4PYrftCoxThilZ8oamKlGiXxshdfsU+vyt0J3df8iPYF5psr0btvP0NnEBDsFwcdFOR0YhjYCYclHxoj8kqxPvkMVJ/fxn2vsKtrqAt2oNras36jWP8vHg1+YTpE2Wx5Anek7kE2wN7EIy0JpcQLHPxwzbHjxMyVoqJJF1O01W+RE7Tn+x8pR/V8Mn6bLlF62RB8CxXnfmXyWVhIANcJD6W1wCJ2TCKDldl7cHvuQsxE+J7hkOKnPEfeYaMAR2bfmX3gF8i7IT3+oOmWdU/q99i58OE9rnG3jkMpALvZB+i5ryH4osc3mctbEvbMvcX9iPcpbbO3VVQgBeK/shaQD2cXdBNyxHaIDSgJ6slSuQbHLecv19+yPSWXmVc5J6VcsO1yLE/+JDLgF8WKsy+O09LCfOgJahM903Jbli047qdwpslznEdpr+TFXVmmsOt/VnTdHd8VdSFphkrnvpL+/BY8raTqS502KP4AVen+Cblc996dqTnIDvjHpXmGC7zKnXfKT7yBtcw38XuFHqjTf+rwo7bCvlcQ0bvJtXTgLKvB1J5XCp32X41+iI75RiMjKq92qSWG/ifwlzeB3R9icAjEW3kcDgOrw5yV9ypyQPXdCGxd8TlIZ/gjKFy4H+wL3kmywKCDApaNf+Z+A366+tWZCva96T9MlyTmep7GdPS6SNNTQsmRAfX7JTgVYNy/3Tw1aG0NyGODw6EIFyA5dTdoCfxbsxfFQbuAEWMw40or/P8N1/hdzwgBwnF48jkeLZ1u6dDCdo0MaTSlNd1RKjamZrpnm+s58Z+Y78z3me89M032pHItFlnh41rGEXKl2V6hI4rHIZh/KgxzxWC+xy+M/+Pz4/qjTcr7dGF+E5pY2mdb/lI9vOJIxp3hHw7TEJvnVOvnKSfWbms7ldbpZ1c7cUuPUSnxJN3Kl/N4iFueU6WDCuDRzKnDStCp7opgLp4jG179GEiV/pLehdNFfCTuxQfncqBRcov56mRM5A3T111KdUKBXCUMhfi69lkW4l/Es+EGUr47Qo+J9hb8Znhd8FrYbZVI4ba9pUj4afxHZr5ZGtmM27f3QGzhqkPkbSI1p3Os7WohJXSNYN6IP8gHmFP6o7Nc8leYV7AT75N/k7NcfVb5Y0w3tBa7EO5lawUORcUifYXvod+bppmZ/ExGBNnj1U2tx3PVbhk+t0z9UNCs6FZ2qn1UP8s8AHzTzs2+DK0HJmgV6u35v3CZoEJrgj8OxcEqoET2HHvBHcA7u6PWOVJM616c0TJ/WtckqwVb5ZcVUfbTkparcMJodqJln3L26HtwFi+OWGYJRZ/4J4x3s91AFUo23+Teafcga72XENrrILZ7qY73BkaIxOEnuIDuCrJbEKVBUuu57dRTWvNpHO8XcI3ihu4x/5m+FWsgvDTBObffvxGLpV95mfIwVuLVQcZYy7fOCQ8TpkvjiVjJAfLhkF3lsXaByOyVM7Qc20lMEbWADfYJvNdQzVChtqmMz/B+jpMXb+zieYXnrNk5es3ZqnSQD1pmybYWPLO/EXOkny7usXoW39avUSnW6dbmgUktYZXyjfo+1NbTWeNE6EeCI/GqL8R4zD9iq3ZeSOttNjUacXhEim12gLT+R11G8pTwmy1Zyo+xaqlAVUAYJNJqqMle+TjdsHwptMXLsTQHhiMievtjJrLY7uMtJ19JfgNHcZ3Xh0q35S2qj8mRFyhpBVpLsVHVqarByeZVGIAQ6KzfzQR2/4mLoMWhP+dsAEfyyfMniKLNTWZp7E/GrfQPAiP7VNCldKZndqMhbWKhruJu1QHq1Xpw6VwHW/ilIANxqDvO14KlqSWgXxK+aEWCEd1ScXCzGhsqL3U8Qe8t4X+4qPBOThZuv52jyMBzIVWa+w//K16QgxECxIdad7JKzK5qoYXVlcAjzDbjVN5sVQyc8Z1r2I90uPtZhvAtogZeJjMVPEK64J1eIBhYGrn2ChUhbkxvMRQr3VVq8Vd2ywpOcDfoFO1AVhg5fOeMA53omsQw24lJvuU1mqcUGYWF+0QWoXeorSjV5lHxcOxVuUo4kDaLOwKWYe9gR8CyvBy8wnAsaIReaen1N1AA67EkxCH7P5b/sBPWTajn4d8Xswuu646qC9WUGFdCWsc4YCjomxcHT9GAMjDyABnnl2E1YENSDD6AdvhbyHB7teZCuIU+6rmB9mflKZ8BT21zwWjtTpxHe0jkY4tI7DV8bFyReN/qbnsdw4Hikl1eI6rFjQT3mXXir7x7iHLndc4xqp+td6xiCVSqilC3GwYIV6iuwr3Cl5hNCp6fqktFriaSh2cyJfmX8Dbfz0hEeMRF0F2ugAN9b+C36P15c8jMrdB2lH1va5Gq53fwxv0E5hHfnnAHCieq0h9qjZE5isD6ACojuhvbTM3mrYB/6Q9A4upd57zcF/4p956UiSywv3UJo0Hq35IjsFDtd8l6xiE3OSVbtZGvTmjTR7FDCH+CYJSB6t6HRUs2LMPEtfwZ9RoatlF+gWWt957WDeGAD3Qy0g+1+yXxpqP2+BC/5p/189iNlhL05LUv9wp6fcFXbbQ+PrtVvty/kRRr19hnBC5EVpR/9srGx0nGvXgIpHXRrpQ6Vdsh2Fv1SvUkyT1ZQ9TG7WTGrSpTmrrpR+X3CEc3lis/RtK6/AuDFQD3l/w5eCv9YnuCHYlTZIa8Jwr3sb24DlMJOylIK8Q1zxN3S+PrfszPl/6g7vuZ/yie1bMIm4K8aZTSk41RLeLFQTFVacAwcXxnl14RxKvy85+K3y2e5vaa4ZU6yx0x55n1xF3Mw59K6K0xv7oU1jsxo/s/xq9m44t6odrZDPhw2aSlQv+RqrE46R06e9Y6Rt+iy7Qc023lDKUSsl24hmkVI3gHSRdyXdYfcXchbHUL5SM/HNVP3FbFRQfQP6mthB5lGEODmsHZoPsdsYeALHjOsrFnk/NqmIq8XY+jDwmm5x7Cu4gdZ08z7Si6mIvhm5WnBB2IP0BbZRZ4Hz4ZpqFHDTW4i42T6yGlikzCOh8BiIvguKVYLHVgEmc7Ii0Sj8JCyL1OGfAIiUx5h8drDgmrzFj0n0oRPQPvCVpESOIy7kupFr3IOMCG42gNmK8j3LhstbYyqEDaMaLaJFhsjwca1A6YD+ooUEAmBKEEw2mWCIyPMQsQY5oe/xWhuCrkVb+bcoIPIAx7HmaP0aZdR9hO7v2CbjoDY9bhhlslhbRp0GC5NmWUCkMnYZ0gghkfOR1+ZP4UtMZ8nNnPlRDUV7jOTSqaHPN7Tb1iVaxSrtIzkT2i/8EP4TOdhzs64px/H05JPQbeJxNhjpktkKn8CaadEYZ7YIZrgMvguptWHT9rYfs9wOtvy1NXOPLK+yc8H9tDzhDotRDdm4Dox45hsMgBMbWyZ0c4u4N+FW9jDYV5oh0XI3WK+ZZ3uoyDuWY97aqh+W5ZrN4PZRiXX1M62TTmTwKStI+P/DNeHV9MHAgBgNyevqIgegTADhARyiSEvQ5PgI2FFIYAMmSIIhBGSkPnbO4NhW7UFBavcQ+8cJyfQWimOc76i4jy1Lujhs1rcaLVqT+++/+KLanxD3ExXNrOIeys3mEuJV4oLLX1kYBLP9phUJQ44E8iGuI1AHrkxsgsqJXtDXyEs8lCpoXbQMyt/h2HIfTjrp4ZRd2X6oqb3zPOVq03rmE2KU5aLjCpJbEumpxJHHTvpr+MGXJO0PPIY+Ik6ww6Hx6ja0pgaV/uK/JK63raKrB31V1uxtKdNgb7ulfLmTd4LiiMWjnd+ktw64ElJvOsQue1xY65WZmfkPfAQfZidDG+ifiuZoF7m8tcwVFdBwOpCSlY8K7WMvFQeoC4mD6xnyzzkvhqpqJM8UV/Eu04+NTIcH5VgORy2m8LsE6z51GVgvPgMPquoMm8nHlRydFUnzq6QaP+JB68fVV3Es2vWybh4t+GDqA6fbtrPu0EUmRs4g8SPtriwKTLLeY5lIM9A2rUjcEf5ztwb8L8rO3TvEH41o41EvqxtV5WjrPrt0ttof9OISIOlm17wbmEPrBLOTbzdYQnnEmrgK9YwcQduK7oGOKsP5CYAb2uTdE7wS8OIph/KaNSp/OBFxnHpbnjSjIoSkR+sibwJtNN+n/M71uLaGl6GZ0OqkJlEADJU+MHx9/q/5vicjY3fZX50aY2jmhxghWlCeRpUWz5ICSjVFiGKg9c49Ly3SLXLG8NDm8GR8B7MBk+G5OKF6M+FIluBSaZ/YU8zT2ZuduhbfJrZTqeNr9zi2mO/Im0Axp2USAAFAxp+GJwL+cfUIAx8Pvw+OohCIX3Yd/i8gqGWNNsJPWmttD/JlNo2O5emnLQ/dKmVDc40wCotdO0CD4ok4Fx4Jl8J1SKlMV3wUXRvRBS6AHsYMoUJifkFWjMMxuvZliHwPxmT1jnQtpQOGwTrlTrHDCRQqnO2IvdEaiAIHeGXgtuwHTFn4SW4M6IQoYkVoXHoCPEk/2zzNFaSfcisws5lbLX04vyUKms8blZKbFfxk9I0h4cIF2W5VATFh4Ap4kHMNOQhlRFuZCHpCl2LlpEH85uMW2kqu675Pe3JKDW30EBKcosfnafkWK/QcqnWvp+OEZU6vfQifidQSr2NDYaCqEsR++GDVHsogX5GFeSLm1p8RLbA+NT7PINvgrzrUjgWtmdMucQ6w6OTamzv3GOiWscb9yr+AdcvzLFYKfg9ExtxHq6hLaG9yBh1O2+0VZPbs7rAt75ge+obL13clzzg6S8fUBg8rPVnk4rc39Q8EijdCQ1LufnMqebVUZcYcwvI7mKkDl/wZsYfrMh96MaLkFU7mXelc1LrGLCiM1nOzKySKhbQwzU3kqJpdz0pENB6o4ZbT0daAqJn0TNtP7LHqf+6SoIfU5+g/lw/all5le4DeafSrZ0ie6v71BdIb+2w/F9kW/24+DXZZQwURJE95nVciOyzDkULyR8cv4WFkY9Af9ZyKgi+nyPAxdVCXRkeVPNY68BZhh61CV/dqJRj+Ebjr+LL+HVznyCYWGQ1cTsIvWNldBHR5foUlk+8graxMDIV+aBHEZfhUuZ1pLORq12M3DQ2qWPRVNM2uR49ZrkmPoIpbX8WRGJ7HA3cfnyJ61h0B94OzQ77mghCuKxzhA9bmv0LFNocnLkBspsXaE5Av1qeqp7DuLVfLkZ4dkj8PXLNmSOQoo2AlHsX/QRFRI9h2+HpsHE8G90Vwsbv44nZKLDAmpPpD3TaLmlgUOpYoToBvnRulLOg067H4iF4G7hGkImshcbi56ALER1nLnoZHQwPw3Zh70PW42uJiOxQZ56rLmPY+QJANWrXHpBQdQMUVC+fByJwmfhbCEIKBevgSrQq/i+IGjNyVqDReHV4AbaEkIV0Yz8Tr/7/qbvImox6B4zGaOY51ehVFeJKwIpkfwAZ2IT4CNiMNwtACCVmxxfDDLGFY0LayM/CPWg3WRlyHkPI/VkFNg8pzIixy8itKTcdfuR91QbnbGqu7LVrJcUTnwZaqSzBJvA4ZY5HoSnKw+lGFlLe8IOojKoKmcYSqdSsP1kL3LfSp2wc93DKgH2+e6MqxxHkzpM9c9a7A8XnXZeZK4JdIJfxxfdAZmYZ5xj8D/pM+BXkAS0LXYxOUSd0d7+4nvskVf95ceGC5FMdz0sEyyXtvRWpkr+1+aoMwqJWT20nP9AHNFyLneG1mgIj1R6vVRG6233cmRDMc0eAl3XsDkWRW3uq3a90eXJ167OKR4rnvtdVWySEL7o2Xaj3ljfM4cd42oy3Y3nuo5aBSMAdYG8MfcaQrslgjFkML8w0+z6Wh2nTfLMqLcl+3sTqQcU+D117T1Lknm4IFaa4G411fBEzZh6L1TEymzRyPz3ihNhC2gBCwaN0HCLJ2OMJqNqrGXSvqtmq3sEMGUyKCia3kSuJoz8aXwoFdL95lC+htdZvY2up244dkbeoz4E6dh3VDE2z/KlCVJkRQ1fV/a7RUbcavlDnUqBxjoJHZZmyJf7UMsteYQK11LaQv4r8yeGN3UT2uN5HLSVhKIu9l/QhBlYh2Ymlp58kZzT9kfKJGDbJ1WFEhyVL4U9QVrFkJvGVPVYoJ/Y5o/gmohMQxo4SOCSLKiM8SDj7NXEUvcjaRTzBs9JN2FvLg5Tj2IR1UPUcu/M/9so8HOp9j+OiTvvewSBrKGq6mWoUkYr2ZM++lCWRZIbZfvuMXWhzS6dDTlqOYgwz9tEwEokoHIrKnshBxBjdXzrPc+89z/3nPv71eZ73H9//Xq/XP1+KK3kI/JP61mAS2hLmR9wPnadJNsVBECNlwwQUw9qrngTlAkKV7fAqaLliD+wCb7NYD+ymZpphgGGYivFT4BjNh9wKAPRwg3GgnZFBtAYPMxs3ZYIIsFJbH+SC+9TrwWnIViUQYsA7CGrQe3jC/AWzjGFjdoRZyISM05iNLJD8jKUC7DeYYKWCC4i+wDawclMTcAWK1/YEBuAjGitAd7hT5Q44iRwlWEJMJN0cY/iBHWaKjACIa8xhXIdtyYWMQbjMQMJMQDYQGax9CLppklWFtGgnAodRDY19QCt6UKUWTESNCaGQLrrTfD+diJnuHaBbYnHGAfQETEzOon/F3hlIGTysmxjFRLAuPXnWRuyVNp8lxrI0AoBg7ILKCLgHkyVcBTvR382qkxZY6e1RvNpt527ofrndMZ6UlDDmWkhsijf2HNWzj7vus0t7NKbBP1ajNFrx/Ov1JZHRF0cIogiD0KfyT8OVGMZ7P1xJsr9snJJ418necEd8i5s8Kf6SiWczsS9W5P2bHhxjexbQ2RhVExigIYm0DrZRnRchR12ktIwzSPNVIHBWMM/tZSTYOH81tr700N3SUCZOx+s2iRJT491L7ImOPWuhdy3KPoCrczxS7sJOzc3hxSE5qsac9FCJ0gn2C3qPgidbnQWadsdZe5KNmmLGz5DId6ILfFVJu6NSzo4Tn0XeCujVS4i4HdSl4xEedvGLphXHkTqpGsQOplUrRWJ1zEMKKZglQDONjU732WUUGxXp10MOiMTO0UnrI24E9hHLw6svBOmlhsuFyOhwOIuoqZqR7DU0kioXs2NcUapBu1npCr3oJZBiahtJ8f9m5BcRFmhNPhWeGBRFInDEwbeI9RydEKGeiJ1I7dPJw4Q0Tc0qdIhxXFWKOrEslAmoPDCmuAN5B50z1Q33DbpldJiTHBxFPsR+G+JGkmdvoSoQ27C80Ca9Nuwk7aZOJ5rGCNKSQ8ZYO9T2IGzgubITcgZSVwxFjsH7TabZKGWNERF7T80g78LMw7aQ1qJZtHhiP+pJH9SToprME7prkWRWoZYpsg5UUAPhCshC+RpcBW9XfAzXwt9MXqOVNDejtagZvZKsj5Qyl5BW4X+ZMnESUQRU9dVgKaisewhOhZS0YPgALKsmgtfDxco1sDliqPgG9kZSTXoRE9Z9o5VwE5BPVoODwfuk5fAy6NzWhZAU/ll/DywHZ+uGQs+RA1r50DWkSE0KJaJLlKVQI0ogyMIr0Y2m6tAQXGakDGUg9mR5yBNpJy2FVqDOW1dDimimvh1kiI7oJkPqmIZWD7QYM1DfDGlgaipaEIjWE9ShavS6jMy3b/9eoA9lmwx+cvM1ZGTmyfz3/a/3PFm5+Qt+Wrho8ZKly5avWLlq9Zq1636WV1AkKCmrrFdVU9fQ1NqgraO7cZOe/uYtxK3/2GZA2r5jJ9lw124j4z0mpnvN9u0/YG5x8NDhI0ePHT9hedLK2sbWzt7hlKOTs4urm7uHp9fpM94+vn5n/c8FBJ4PuhB8MYRCDQ2j0RlMFgBCMIJibE54RGRUdExs3KX4hMTLV65eu570zxs3k2/9cvvXlNQ7ab/dTb93/8HD3zMePc7M4mbzcnL5grz8gsKi4hJh6RNRWbm44mnls6rq5zUvaute1je8et3Y1PxHS+ubt23t795/6Ojs6u7p7fvY/2lg8PPQn8Mjo1/Gxr9OTEqmpNPfZObNk5WVk5uPN/hp4cJFixbjHZYuW7YcT7Fy1arVeI216/Ae8gp4EYIS3gSPglfBs+Bd8DDfy8yk+dHmb3Fm2uBpjh23PGltY+dwysnFzcPrjI+ff2BQMCWUzgIRLDwq5lLC5WtJN5J/+TU17e69+w8zHmVmZfNwyRnHvyn+cJyR/G6Ja+KeuChuiqvirl3duG1vH+7b/wk3Hvz8eQiXHh4ZGcW9x8bHv36dwN0lU1NS6fScvzTngKY095jxNM/GYTrLlTKZ6RU9zD2d3J/t/bCL55PXzvMTt/DO177OpjTXc+nttVlAZ00m3Ff1mD1Y+ShitOJRzMRsN8cwxzDHMMcwxzDHMMcwx/D/M5jPMEhxBinOIMnyjBrJ9rr5iXf6QVfuGf47vk9Zq8C/pkkQ9PoVn9L6kk97VydgdTzPBfsruOzh4scR47PdXwxGPxhcKBKuR+QIz/PGQK7nvW6BV877gtOlb4u9n/0h9K9rfBLUWFcc0laVT++qyIU+lWVz/uRnsb/MdlO55ppTfJwhB2fg4gzZ7hGjOe5JAwKP9N4Cj+wOoWdRu9irvLnCp6au9HxzVRGlvSKf2VXGRz6W8jifuVxkZLb7wXAUZ7CeYZjkuYZ/4bte/1zgltYndHvcVeHOb612E9WJfWurSoOaxUWh7aJ8VucTAdKXnwMPZGRDQ7PdVK7FfzA4UyZyXNhjec5XhoqdUz6Vuzxor3HKaXjuWl4t9qsTlwY3i4ppbaUFQIcwD+3J5gP993JYg7OdhG+h8Z1hKtfKYSobZ+A7oaOFjgmDIsfk7mqntOYGK35NtZu4QuxfJ3oS0iQsob8pKQTfC/KBrgwBo/cOn9E/20n4BzUkgr8YeI4Xx/Mc4GGhfezHSoer7Q2Wd182WOc9rfYQi8QBtUIRpbFYyGgpLAbasgrpH9Lzw7puC8J6Z7tJwQzD7in+SXtJrsOFL4V2rMFym/COWuvExjcH7lXV2+aJqr3EJRWBL4rKqK8KSxnNvBLam4dF1PaUAsqHG/nUztluUmChPpl3ZLcEZ5gQ2AYOC63CequtgJaWf7FLX0FpJwgAxt/v6eZu7vZ2c7tX5mZuZu9ud1N212STGGNiQbB3sYKKvWDsYmLMaowbExsqicaOBZAiRYqAVAFBmoIIiAVripwa6//c5GZuH2/w1Yff+/fw3W6cMnkMCNShdLYcPsEUZ8nGBPnTFH6+boibN9vNyTVh2DnmJlau9az26acNDNDVQ5pf6B7TH7El8s2yaD1Kp21uzcI57wG2JoLGUCTxaNJsCVGUoxgUZE9387O0L3iZM03jmcZn41lzZ7XPuPun92PeVw8YkJBtHjhuUeUdr1m4US5ecUezTRAsTQeljKoQbLw8TdAnTZV2iFPlrcIUZYMgRV03kap9wk/XndXe2J0v9pheLnssn4C1SY8AvdklSbruWsFZ8UJTzQG9xNmYkUENjN6phHFaFTB+gwwmeiqFSWokcNmP4kR5pShZcVa7rNuf77A9vnstuOtuMF7yka1dSx3fdq+grkIaCdbQzr65yMEX+khioyaK9nQaynyshHIqp6K5DxQxfJQ8bqJUniA4Kwfn1oVt7p0rVo3LRYX9sj/PcTON5vAqJ2wE1vUsBbW1WAK76+aCBqtng/EV+hASShtKKdGEUYs0EfR8dSQjTw0dO6u3vBuf2mVX/6pa+uf3E9vfB9IP3FNGdiHFPW98q9GrkIbaJTDmoRXcWWb27S00+WHvzfkP5hoDhrMNQbhMQwg+fTbszDaFLr/XWv7yhfDt19cYB9cDiIAXvOfAC9ns8Cx/8trzccWa5/Oi0zeQi94vsmyg9vQF8KtUq28XwuLfnWQJ7Ek0B58ZMPzDHwGC57cAPtAXGIKmAMOw0n1cYu02HoHZxKdh7bgsim0YyTEPFouNA/eVM/2VWu2rRwZ1S7V5+tlPC6q65kVpA2ZR0PzC5qzzhvOG84bzhvOG84b/qwH3oeHKh4bh6BQAl1BygIc/cRCS27YIqf12QgbZhs9mm3EFormhUsXsYIVG13/a0FFlVjXV2pTP0MuC5rbl8RbnfWzwugIQThtw0Skn+PiSAwKsxjGS2LpFRPStEtOIi8RMpmUEKTARimQGHGpaP/RwRoOtMqle1Nim6lvsnNYWO+MMPjSM/LIhrvhwJOHxv0lw9GtyUs8aOYWwRElnWClZvHlKvsRILpmaJT3Q6giPDNO9jxe4zc/XqG3odVIbes1ZAP6/DSNBHxsIsUWHxPjqHTKs+Q0lsWudmoxboadSbWOZHAsLKZhnF0mN7HKlbuz+jIRQaSV11KwPYJo2B9qaNpwF4K//rwEfnXI8ElN4SIqt2qHEN76lwl5tMJIG7awU0hIvg2GT5LLnJwsFelHJlIJXpucwyi3Ygco1TE/jVnu78z40EH/RQIwuOCDHPNqlxjW8YyS0b7Hh/Wt8BH55MoNkVt2j6eQFEwpRiULIR+npbJS5nYJabRxt3GjDNq8762OD9xWA+HMDFHFEgubvj0ZX7tJjnm2z4jBv+LDuVSkCa9VmDs9qcmlKRSFfLC6Rc/koHZldZm6lF9ub6bX2ZmqL0wDCLxoIUclH5Kh776lRFTtj0KdvuTHoDQns5ZIa0WXQIwjK6SymWHZPyBMVT7H4ZTocu3i+hVG41MKoWmoZq1901mnDBYDkfflDw0hk0iElArlHjyh3cCJrtoTR9StKeJPJGNM7rYOTJcoMDm8SKWEJC5V0Xqm+j1Mw3zyWb2tiVtjQzJ8WnAWM3DhtAF0GSIGQE2JE4sFoeM4uM6z0LT/80aosusaij2rRmiKxUi1slD+VzmVJkVK6sFBF4BfoX3Hy5hpYedZ6FsrayKqyOOvnhhPyx4ZjUhhsnx6S6eCEFG6Iw1A2TXiV3hKAkRnDh/gaGI2lSOfRTxtIwnwllo/UYcZzDM/ZufN17JL5Z5wKk7MA4s0LJxSfywA5AHJECY7bYwamvhEE5SypQpGzZp8nCptf+4QhHMdSw+k0RQaPLM2VDIiypzomsjRNvMyZp+PZhtrxAmMtt8zgLIB087PjUZ9LJ2R/yAEtAOoY94evyvyTDSaPQuUyqE5g9etkGiLxVE0inTSVwcVOpos7xGlytDBN9WwiTVPDz9RV85H6an6RzlknZNfPjkZBl44pfuA9pm/opggcMT/jkaBavlMqXAM9Z1oDOikGKI6oSab2K5M5L+VJE03SJEmdOEn2WJQ89UiYqnoozDqFdNoR5danhzTQxUMaxPsdDwReUHuA1IuuCNHW3XLWKriebA3uxBtjh3p0cWTMdPxYgzJ+vFYeP1ElSxBVSGGScmmSFCVJnSyTZDrtgHb7Dwd0r2922N6uK3L3H7QLLv7irVtpLIfXfcqa/3OcLby9cz68Hz0bQajTRVKq1VGMhyooq1wZzSmZiuUWKeJ5BYpEfoEC4bT3DPdP3o95frUpcvtaP3/RRbp5NYS9655BcYDLcRvBTzuWA1sbrQFdT0xB2EpDMA6lDyEW60LJBdrw0TxNJDVXA6XlqGPp2eoEp+0y3X73juv2t7mZf/xZtn7pBmf3etjokWc6bsevpOM1pLphFdxQvQTG3LdCOovNvr33TP7YnLmAwSxj0FCGMWQ4zRCGSzFEnILineXg3PjtovKbXyvsX/6du/PtrdFjt1AcAEK073vm1297Pqja8qxBrXnW5694obOXvDHpNp+XKQuQjuQF31dJVv9OuDWwC2YJ7kqwhDptXXT5V6rFz3/Dd3z1Je34misOuBPYAbgl1B+7Zf6451ZUuu32IO+Ne1XG5p1axPrdOvhpT8KqV0OcHdQYawc3Rdt9m6Er/qcC0c4C+i59AvS7/gvoA3kA3SGxQG90DjAAL98fTP0P+3QalHZ+gHF8+qIvOtOZTvdoZzv7op1O2+0m2dlO0+Y2a6IxmxijJoInnqioGBUPPKOgggceqDEKKOABCiLgBd4iKCpegIgilxqveMZjveKv/3V905fsq33hi+/7zzwzT96HunDKBjuKtVIVLVisiG83lab06fNxch2RMDqDJ01qccVKLY6i0qZXKVUEllKRw5oczmVb3KXh0nBpuDT84g1syMCCDNWQgeUVATjIlCNOMGmXE1a+URdRs8qK5i8y48VmanKfvhgy5GaOzWTmKrX4IvV0OkU9nVmjHsuuVcvzalUDP6OfDN9dA+yntueGOsQrwA1IPm4Iytnjhrzd5IRXr9VH8d6xYtvMVUk9BkraoK4oY1Sbk6PUZJA1mgyqZjKrWjOUVzPVV1Cj6SmotjjA+vcfQd2FoQYycBDhoMEv6YSHzNrnBb/Z4oUx17gR3KX66JZ5dkKXkflapitPV2gLs5UaInl6KrNCO5JbpZUUVGk7Cqu04p8RZPjDuaEOMtRCBq43+oznm3jSGEDc5weVbPND6O8bw+uXeVHCRW5cu6kuWTLHxA/PvM2aVOUWTI8SKbp+EkPXUciYbSEzZpvIDJ2l/b8B5g0aEGFnjT7xpwI/woEAWbQjRFVsCMNYq8II/jthdNt8Y2K3gZM2oKFnjg8X5073kIrnxPmV+iYyXc+DaiDT5ywNsCFD/YWBBUMAnlfoR7439kTom/FDU0Dhh+Yg6mZraM1a2yvushjTtCiOb9cJkmVjLPy4hEqcbibn6XmFNGN9UYWRDcUqqjBY2k8G62ugHjKwYV6g0SvkowARd9zkgz9s8cvfbQss22oPYax3hbNXJRieqTdGrG6Llw42vB5rr87QcMuyDcziN/P0YqqZXkQz/ZwuDFfPDXU/GjxDToVescfNCNwPbb6k/faANzvdqIp1aXjVu6FIrm4wUjTaFSvtbU4abeKkTVXTM/Rv3uYtlLylLJSWUOffllDNlnZu4FwY6mGeZ3wP1GmTR8xRq1fqgdgne7fbv2izH1W2NhpBNU+iOeoxtGhAiukXt8cruMLkKRo7TZ9bSVzIYVAWCsqp84VllgfqLgwcyMCFeZwJ3INOmt0xhyLPlL1OBGFb4p/3fjiE/E6FpszOoOpHVWFtPSMREqEkRlHTHq8u4SfPEeozzBk8mjm3imYi0S0P1F2/MNjbgga4+0eha+Bxq1vkQbt74k4vAr8u9ycsqcOIBn1QuVKHqh9Qo1vFoxF9HHnUCE0SoyKJsbP4VrwhrZOqz26k67M5lRZ3buA+uAq4kKER7vaxCR5wJIKH73a5xW3IvJKWJgJSjHPILM0Csmx4LqSuRx3e0jwW1cuWRw2XSaOUWb2YGVxPqi69hzyb2c2cIYgsD9Rf//zc0GBvA/gw+EmLi+9BByx0W+IauaLwjDbOIJI08155innfij5dMEekDm/lQwbmUORQsSxigiiJ0mT2JWuIkpyprP5yNUFSMWVpgAMZGh5cATzIIHz58kj0AvGh5yVyTQ4LNk25oafMLjjFsluRxOTFFM0geQJVmKh2DN1XPhQmzxsIG8/sf6VM78eqMqTpSoKscJIgK5mwNMD5z+eA9/AKaHxm87HZyemgw8l1Q+rsOa908dCYHDCKFedMyRKsVGTwrBFoAxrrlCgRbSy4lzwcPJg1GKzAQ440GWY8bSB5DDdAHMUP5lgc4P73M9BocwXwHWyO257b7/Q6OC6NOjzXGux8R1eexkk2HLPFi7Byvt6rlq3141eo/EVF4/7d2YoAKX4YKX8tDx5OloePJMtjh1OGUodShvAWB3iQQWD79VmTw3f7nfY2a/InD2fm7j8bW7EN6t9+mihedyLxF+EUtt6zljbjxStSI1pyJr078GM+PSmjvpIEBVKKHQmRYUciZFgFVhqvSLA4wL/x6VmT3T+P257e2uy3u6nX3L8xvmT1QrpjGyres08RvH9BYi/Cy6lGWDV5Fs7J0rgKcGr31iSlhxg7geiMmfDtwowjuzHjIVCRXZgJjMUB4a1PTlu//2q3+9E3C+P3/ja5eMNKumPl2n5ohxbsPU9hr7/IpSw5leabHekEvXPt69kXnHitS2OMBi6MmnJreqX2bAlXe7eg1QEtYWoUVKjFnbbc+f2h+NFfV+V3v1SZr301sHXzYfuRtbvg7Amate+QWL5pT8xftSenL9qXJ5mf0WMNz6sj9U6s8DnnulCdSz0K2iZ41p0bNIvgBs76Qflb3KHI6ndbkrufaub+/Nng5r++6Ti6bSsEtm4s8H1I2aFdXN4HOxx+wy4ncfUxGbP0uBS9+ISCmrenBZodKpHQNv4mZ7qfyYXha3Jl+Jg8mD7Qhy1tr/Peb+em/vTroff/+KLr8Pq3TcDKhgUewMqANZJ0ah2JO7BOiP/wABe5+ZAYsm6bG7j2KN9v9XGhz8qTIsSKfbHXskOx57Jjiceyc4n7sssb92WYxb0b+cuvFCtf/Kbn4OqXzeDGtyxwx7oM3HYkgdsIHLgTjD25G/nq8B42eP9+sv+udar3zgO857ZNuvv2o0y3rceZrltPCPCtp0TYpgOUI9Fl0ynL0kDl158A+s2/g0obK0B57gJo8EDAQESfMf3TDhmo/F0aunyzNLJmLT+Wt0RMallIw3WaE7L6jHEF/ca4UqkxrkJmxNZIjQlcqS6JL1WlCvvH8ZZ1abg0XBp+4QY6ZKBChko4ElQhMKA6IPWoGkXaZaDLNikR1WvFMQ1LpMSWhYy0TlMyoc8Yny8zYEsHDNjKAUNC7YAhkTegec2XjeP5spEMywJ0yMC49aPhHqBBBiY8ANQiIgE7IOWYjcrZq0WXbjEjmP9jl06Dms7vOI73mGmnderWme6j7QPr7k5ne9iC7qXoKiqCgiGc4UqAEG4IEI4cckYCCZEzATkEchFykISEQAgCQYQQkggkEA4BuQ9BEAQEOX79r7OznX3WPOuDffB+/H3NfL5rlTjRMoOomM/LaJshU55O33+onSKU6qaItbopkkA3mi7pG3gg6evLkfR1W9kHAxsysCBDNWTgeqOBABkHRJjUQ1E4dVcYzXzDj69dZ+MEKxV4+UJxmnqG+qBrOoOunSSV6idJLP1Eqkg/SG7o78tt6O+iivXtVgYZznwwsH8w1HkHAxEKC8Ro0pE4NGdPHFmyJcQ+fs3H8VdZydLF8lTVbAFZM51N006kMg1jqWyjKVNk7KOIjF1UkVFNExpb8qwLsP5+BnB+MNTCPEC9dxBoQMWcSIIJxxJM9jtJRNF2Q0zlhiie+4qfJF6qJSrnyrLaxx9SewfJhUZ9ZuWgjiwY1OQKBtV5goEmumCw0cp+NHAgAwvmDgSIQCBBRp9IA/FHMjR5XxaWvyOLevRGimWti3GCxXpC41RtZtsQg9KjpdGNmuxSUweFY1LR+CYFnW+SPOSbxFb2X8OtK4ANGYQIFJAGRB3LUMlHjcGZ7+UY+q4igrmpiK1eleN4sxKCxMJLU+srHzzTFFGNLbQis4L2eFhGrxsW59cNC6D4+XVmawJsyMC99PkHAxfmBsQIJJD5Rx43IpMOFYHpB8oQ6nZzRPG6KrZiqRXHmlIkNwwJSa09rMzu1jKKQVpANwvoZRZ+PtfCLeBa2AW8EZaV/WjgQgYeDA4aEAEnMr/wI0UA7kAZmLrXEkJ5ow7Pf9Uey5zrjKsdUyU0GKR4VWddWreimmyoZ1KHawqLxqqKWGOVhZzvG62ELNb0E0MdZJAg/E/kvmGHTf7x+y0o4o4aTX7dEU5d6cEWTPdE15ja48S9yuSWVjHpaQM3Q8+qyjYzGXnjhYzyiaIS1kRxEXucUcQZsybAgQw8yMCDDHyYK5Ai/I4VPpiDZj/srhqZstURnLb2LJy80B+VP2EIrzZ0x4g0alyLQo7v4otS+ys4mWZ6JWWcUl4ySalgvaAx2RN0Bnvcmn5iEMBgQObtc9iEQL9T+Ua/bQ/AbXQH41cMEaQZM+ah2YR53KuLFLZ2xTWLWxM1tXKCrliUasrmZo6lcwomMnjscUo1Zyynwrogwx9BHWSogwxCmMuJ3NP7fbN34G6bT/hml3/san9w/NwwBj/xEkk3jgdXdQ6FCeS6aCWvK67zkTqxj6bAD6ZL0ywkWb6F2MQdIQt5w2Qub8SaAPcfkOHy9wY7IHZ1PlZ4eO6rvAK2OxDoNa1/6LwZjXkxg0wZWkDRemaCKlvGQ+oFQ2GKqv6ojoJnsdqsjoQBwhOSKaWTbkruZg+lqQSD6bL6IWsCPMjAv/wZ4DvYAamr06HSHb7b5oF43e3lvzjg5/diyjfUtIjE614FUdsXgstlUyF8jiVMzhwMf5Kjj+i5r40xpPSmPE/ppRjx2jIDoU+gJ2pEBmv6YKiHDPWQQQ532Fe5uWxp3ODLeg/45IQ7wrTgGa1b80nrWPPPV8yjqgSTIfVVFoy8cCi07YEhtJvUH6Ul6BL7iP0ZWpI+v/e+/nEPQc/rtSZQ98+PgMDuMyB0sDtqcrXffQJzWNPCHKYt926b512QunW3hM4tL3LTqm+xcDagpmYSJSixBMqppiB1+nO0Bm8I6042YJ8lGwjdKcYHT/HGwi7C83KNNYF6yCC88imQOH5zoLpnt/n0rt3c0J2vh2dvuejW7oZ07sBSlJseOeJlH2btrE8tc9JPQBv1l2WZA1qIg6i2pIGQDtxAZGfCQEInboDUkTiY3Z44+PCJNQHB+dNAfPXcscLZdqf9zoUl/a3zIy+vXO5fu+mu2XEKb96DERs2PKnsZS8mc9ajJm/Ki5817t1AsvjIk4b9m+NNgSqsCdMaa4qCwqmw5vstWHOWVQHRv04D6XfnDlROX6z33Ph8bPLCX/Wrdtc1OzcQzYd3oiR7cBJnwy23dAXOyJt3rcp66cYhTroLEsc9G7BjCGn0qF9jJLRNBPQjEZaoxghLQmPEKF5mTUDy7z8A+fWzW532f54atvnYuHzxfNfbKw4tRzf9JCfO0ew9F2LppjMl75VzYeai8yPCnEt1wksYO2YazouY8uCHTXrXY6B9Ql6goEIEIZORULFWBRptT+2p7f+0YLQ5NbD4xSdPt7+60HL0naMUOPqxwe1I5r5DCm3bITPj9W0aftWxKG7JqTRy4W5F6LxLFXrOtTp41r0mcNarBgX9Cmo2oBY5GwyFqbGmI+XF36/12P5maPaTU8+2zp9VHX77pRTYO7LAdR8muBZKPbyekL5nT0revpEVu3EzN3z9Fh396nZB4KpTEXLFucR/5V6J3zKc4bvszvBZ9mb6LPtBBVjVdqfNr0YmfvfLns1PP1K/tz0nA5e/ZIFLtxjgWw8quBSYBuwikw6vJES/u0oI3bmWGrRtnxmwdZPs+8Yh2+eNI8V7806O16Yz1L1czw14rseGB5SXVY0O/fYX2vWPf9128LczMmD7FxawsWUAm2u54IJLKriISARfBUWBb8JDji/FIg/tEnzfX0303r+W7Llvn+Lx7ibe/Z0Dwe2dIxG+50R03XOGukeC7blaFSg9dxqU2ZwFpVe/BsVOLoAB9wdliAhQhkw+YaKz9gvD89/mxpRvZiax14j3has4smwZm6dYiilRLsVUNC/FspqXsALlUpxUuRTfrJxJbG2aSGlrGiG2K/7Xfjb8bPi/NzAhwyPIUA4ZStFZB8WQgQYZyInsNRJJuJr4vYHWtBRbDN3/DyV0GtR0fsdxvJ3ZmW13t9OZ7nSm29bddnSP7k6n26pbFeuKBxJBCJcJR0DCESABQgJCCJAQ7vuGQBICCYHcISF3gEAgQiASAoIILSj3rSILosivf63j9GF88J7P9+Frvq8NnNcG9TK+Xb2coFHNJelUUymdynGy44E6yECHDHUXfgBVMHdA9woATAQGsFCJgBFGfUGPKt6txNU9KSA0b2aSBGskavsyMV+1hK/QLsY36BbxHN1igki3ROjQziVptFMkvcaertdYMxwP0CFDPWSgQ4ZqyMDw8gdsRCRoRhFAEzrjJQtT+BMdV/O0HM/ezE/mr1EyZMvJuepFQpl+AV9vWEjgGhYIEsPDJJVhiqTV29O1+iGKVm+mag2OBujHfwUa/vEnUA8ZamFuoBGOABxEOGhB4UELOu2Qg8nba8RW7tTFs7ZKk1rXctKky2nZqoXEEsN8Qn3XPIHXPU+Udz1IUXfZ0zWdQ1RNZ1+muqubpup2NFD/fwY67Dpogt8EPAQatKHiAB+d+qoVk/Ociy1/xopr2K4hcteLyeIVWpbyEanI8O/EWuN0ErfnQXK70U5WGi0UpbGPpjJ2Zil7tNmO98bAgAwNkKEBMnDgfqANEQqEwTggCks5EmJoB3xsyS43rm6bSWherUoVPirMVDygFhjGSJW9tpRG091UocmSrjCZMhWmzuwOkzpHYVLkKPocDTS8MXzxxsCAwQAX7gsEiBAgDsYCCTrpUBxJ3RPFFD4RxFevc4msBSapdaaS2j6Wl6u3UEpM5jS6uS+dZ+6htpv1WfJ+Va68vz1Xbpa8R+8MDMjAgrkCHtwHiJDBQBocfSQLJR7IItKfSaPztiRx5SsCQv0cl8SdoGfIhkuzdb05hSYDtWpAm9k0oKFJBhQ5sgFpnmxAmC8b4L9HbwzMt4ZG2DXQBvcGEmTQkQyFOWy/lbAvD099Io/KWpfHFi+2E6qn+bc5o41pUnNNplZflAf9vHRQmt0wJM7lDwnzJENtBRJLCxSnQOpwgPHWwIQMbJgL4MPhQOof+EoeFPFCERK3qwxL3lJhKCtqXN5DZXzVhJjYPNRCkhgZFK2yMrtXWFho4eXXWDkFHGtzocjKhmIVioeZ79EbA+vka8Np0Ox6FQi9PEG7v/+hIijsQBmCfapBEzd0mNSlTlzmjA5bOSpPaDILksX65jSNtJ7Wwy3PtTCKy0boxUxbbYnQVlssHIG6W1sksjraOwMLMnBcrwCRl8eRHIl4oQy8tacJjnqsR8evGjGJj0xR1MnuqIphdRzbKE0UKdtS1Xx2Rg+rLstSWVFgKymrtRdV8OzFZXx7SanAVloiHHE0wDz+CWh8a2hxvQwk3u6HCqTfc3UAaleHCt80hkYv38HE/seCptj7IsvNBlyjTpkglEpuqzitZGNtI2WwoC7HRqspG6fWssdoNW1jOZX80bxygc3R3hkafzwNWl0vAZnP9ZdKhPee1t//aVdQyHr/LfSCNQw7ZUdlWC1hZcbeaFaHPk7Q1kFUMiTJXaWt5AFaE3WE3Fg0Rmpi2MlswSilXmCj1joeYEEG9snPARsy8GEXj+S+rgdqP89dA8J3yxSAXLaGImcnA2PG7gekm22hJdrBSKbYhOU3GeIV1SpiZ570tpksTLMmCfJHEkX1dxMlIiuZJx5OY4usjgZYJ/5naIIMwusXDjt8ru5rfa8/Mfp5rFr8PR5OoLwmHyKihmf9yd33UcXyUTSjZQjTRu+PkRd1xxoytAl9iaoUC16da8Fr6wbjDaKB2wrZnRSRdNDRQCNkaDr1OWiGDBK38y9U3s7POr2vbJh9rs6PIZ2nHiI8R5YDIvsWA0nquaBC/nRIPeMemlc2Ei6jWTC6JDO2J64/qR97J7sfO1jTFzMsMOH7lT0EncLkaIB94mPQDBlaLp4E8htn9rVwp8e9nucXR7zOTM16XLIt+940byGjDeuBJNkKKr95AVVXNYfi5j4IlpDuharjRyM7sTZCN3aU0oUbLemMtbMMsXapHmfVGBwNNEEG7uljgO/8t5dKj5PPutxPrVrcvp+euXrKtuQGu7PthTLs+MXLHyMyeJsBxXVLyPqiOX8udTpQnDSB6ogbD9PgxmO1uPEUaLPVsfcqVHETbGXchLjD0QDny48BDzKIL3/7XOv23VbftW9mJ5yPjy5ePndnG+bZuecRptj3JvJ3btIaNnxLS5d867Pm/DikGYQAPxUgw06GKKImMB1Rk3hF1CRJEX0/Wx4zVdEeM8WQORpo+fIj0PbDH48ULsd3ul3+vGC78Lux+bN/Gdi6dLFrz9Wv49UNjPDA+zbzKTyrfANemrMEp5MfebGJsz48HOTAQP+ImEZLwqejofDQTRJFzGSJImeKhY4GWr/6JRCc+cO+zuX3q4NOv7k399fPBjfPfd+1d+lqx5ErUghuRLOeuyVX7LjRcjfditNW3KuJizcYuEfwJsycDzd8FsFDz6J4obPo1tDZKGjjoVJaQucoXEcDgq9/AeTnPt3udfrk/syxjywbf/+ie8/ptPLosqsQuAawgEt0xYFLUu4zF0ra9rV84oZrGXblenXEkjsdvejZELLgwwxeQLBQ80GsoPlQVtBCJFQsM2gh0eGA5JsPdw3nPpwd/+znw2snfm386dRx1dGFM0LgDGOCi/7l4GJk7kvnhLS9S6nEncuZ2MdX8iK2XIpubcBKUevu5YFrnhX+az6VyNWbVcjVgCrEajBUeCViLdrhXnV8/cHS0LGf3V3+7Qc9u999qnr1z6+EwOkME5y9Vg7O+uUAp1AyOI8lvPwXMWb/R1LYrvN/2Z3TpyYPPIDjvthZt923uzNba6fHzrarXVtt1yq1VgUUOYSEG+Q2JEA4AoFAwhkIIUgCJEAChDOQE5InFyEhNwmHVdQuyLhqVbYe3BRU8EB++4zj7Exn9kX+gL74vv5+ShOe+NDPr5+uiv7lLCPyl0BmxFowM3wNWxO2Fo4WVRO6FoeW5HGLznd3XZvdvcv55MPfD78++Gc5fPU3IRw63ACHfBjwdQgNDseS4EhKGnilJ78+lh336nhe9IsTBRHPvQvDtnyLQrf8qNgtfypmM4gWshmMhqUFb0bQzm1Ge9yVyd/tcj7avcvw+qPdcvj0T0L47JN6+PvBKth/nAoH/HLgSwwevopOhH8mxMA3KRHglRoKx9IwcDw9GE5mnANvYtCOb2bQzpnMwB3/zICdwCz/nWA0jMcBe+8fgbNvL9QdOQhM39NwMSgUOKGJwI7OBFZC4U4lrupFcSbnaX6+YD2rpGuNUN23iuOIV3B8yQquS7KSKkZTSlbweskqwSJeyHCIH2SNiu+S3P238iY86jfDb4b/Y3j/jaEGNbADQ6EhNAEaoolQl0DZqb5Q+aKMyHlWSOav5xR3raZX9a3g2ei/RbqM65Itp4plK3iVdIUwJF1Os0kfER2SuZxRye28MfFs/oRHAQc11O9/H9ioodbXFxoDMdCEjYOmqDTgxucDO6XiJSOt7lkpqWW9gNq5mkXvX067KFvCNyuW8J1oEsUSAVEsp5kUjzNt8vs5DvmtPJdspmBMdo3ilnsS1O99FxpQAwc11Pn4QFNgMAiwsSCIwgM/Pg94KaWv6gi1m5XZTRs0SsdqXnn/MpElXyTwBhcJncpFglS5mK4dXCBaBudy7AO3yKMDMxSXYqpodGCSOjroSdCAGhpRQz1qqPfxhpaAc9COjQFhFA7a40ggSC7e5uKZW6xM7pOKfOFaYWnfUjZTsZjeqFogdCDzaTJkPkOn+jnborqd51DOUJzKKapTOU5zqEaLHYgn/c/QcPRLaPQ5Ba0BgdCJiYLuyBToissGYTJ1W4BnbDUQ6zeq81pXSopF8+Qq+YMsDjJHbNPcyxJr7uVo1D/lWtXTBXZkiupAxovtakeJTWPxMGhEDdz9e6ARNfC8T0J7QAB0YyJAFJUEojjiTk8y5XkHnv6ET6xb4ZD4j6up3XPFdNkd8kXkJqlFe4PUq5vJU+qmySO6y4VW3VixVWsvtepGyqw6Q5lF70lvDLy3hmbvE9Dh7w8ibBiIoxNAEp/+SpxCfirCl651ElkLLSTefzhFHbcZFZJpWg0yVdCov5wvNFwqkBomCvUGF81ssJaah4zlZoOuwmxQexhw3xq4qIHv/T10B/hBPxYLsui4HXkC/rn8AmldSqAt9REZDztJ9Xf5Ra036sr6r9CrkDFancFRxDfaqCKTlYaYRkpMxqFyk1FDNxmVdJNJUelZbwxNn+8BHmpo9T4OvQFnQBoaAoqYmG1l4oVnSlzm6mAa5bE8s3xOTGLdFFIE13glfWMsuspaUWMYLuGa9SWdFm2Z3KIpHzYr6cNmRdWwWYLW72G/MrR7fwd9gb4gDzsHytioF0hi0gZyIX0Jwec+UBGpP8mza6Z7yfxLrTSRvaFcaahhGFR0tkVRIbDJ6P02aaXW1s8YsonQeqoN1i4PA97ed6AZNTShBqH3MegP9IGB8MDXyPnwLU1C/Jo2OXVej8+c06cX3FRmMK9KcpvdXYW9I/zSQYRDH5LUsKy9DJ6zm9Ht7GQOOoVMnbMdrY2pd7Qy9XZP+pWh0/tbkASdAmW4/ytNLPapLj5m2ZCU9MiUir9rxOVPa9MYlxQ5Tfa+gh59B21A0Vw+1MNhWFtZbFdzTZubx5K6ubUadyNL4+KytKNcls7pSdCEGlpQQzNq6PY+CrKgkztIhN9LXUzwuiEuYnEkMfZnGy7xljWJfM2Ar3IjWTyTnNyNiIoU/cJSfVsT3drAqXHX1vEmati9E0wOMl5Tpx5nXdS4a2u1Lk96a3gPWo5+AT0+R0Bx7vttTaTv1lB0wJopFvPYnhB2352YcMMVn/uDGVdp12dw9SpSl1xWIO/qpep47WUWZlOlu7yRPVnKFV4q5g1MljYiExX16vFKtmbMk6D5g3eA/9Yg8jkMg8HfvdRFnHpmjDyzbI3xfziWEHBnKir++uR5ktuRUmEaSWtQ6bM6+lR50lYZRVMnopnLhWUuSitrMr9NMEkWSicobepxaot6rJincXvSG4PgH++B4OgBEPt+DUiI1/OhsOMb5oiTC66oU3NTsadnb2DP/3A1Jts2kViuc6bWS83pwo6hbEmjOk/NUBSYisQ0J6mv2p0jbnFnS8QukkQ3mt+tc1LataOeBC2ooRU1tHt9DtLTh7a1mMObRuzRVUeo16PLkd/c+TfG5/ptTIx7JjJr+Gpc6cBkMrvHhW9rtqX3s4xZqhIdaThXTbFlIlUOoqbJnqHrt2XoDRbSoMGSKzFYPQn4H/wB2lBDp9c+GDhz4MUQ5uCGJeTQwkTIF3dnw/ZNz2FOXZoLjbLcCc9AZqOL+36Mvyi4kixgT+JE5S7CINlO1GdYySaCjT6Ct3NNeKfImOoyGIhmsyFTN2L0JBCghvYDf4Hebz8Fld++TeO5/SujgZ/N/Rj40Y37AV9ceRx6cnQ+MtzwICpNdi+KKrwdw6q/eb6lcjq+h3ItSZ4xlarGTeXoUq6W6ZKvN2iT/9WjSZrRqVOvOhC8267xJGhDDR2oQXzsk22d/183rGc/fnjZd8/s3RMfX5k/e3h0NcTPuBIW+1926jSo6cSM4zju5dUXdlpxO+26Y9et6+544qostxAOCfcdEhISjkBCIECAQAgkJIQAggg5CIRAQgIJIIfigUgRkEtEHHe1K4JHBBFEMIBBUZ7+x+n0LXnZF33xefvMd+Y38zTNBlKqXwQyz00FCPj6gFLmk0A5dSJEEzFO0IU/pDaEj6c3EMfzdMRHYi3pkbqeNHG5Lvz3vnpTgOybzVB1YBc0WP/NeMX1r7M3HXb+a/zon26/sNvXu+hidXUZ7dm85ENQvfGJFy14s/Jee+VlzniX0vW+FeQngUriJFaNn4jS4CfoGvwkS02YFNQSHpepwp8oleFPzteYAuS7N0P1QfP1Vpudi/+03zF579CW0aljf+ldtDt4ddXZoeW9u5/6nQdJsupOL1g5nZm94C5gzKLPUqY9JRF630r802AF7im+GvuUjKArsE8zFNhn/CqcvkSO01dUmgIUu7+C+kM73l613f781oEvxvTf/6Fv4fi3Hav2Fq3gjFKDS6AUUJGFayg6561zRuqiCy/ulVth5Ev3EvwLLxF22l+CmcJIQ6bCy4OnyNLgqQRp8HSaJGSaKw55kS8yBah2f7neenDzXN+hz+49+fPnN1//9MeOVcu9reBwQg2nXKRgH1QI9hHcjw7xaaun0mhLjllRiyg+4bWrMPQVujBkzrsoaDagOHAWUxwwS0BEFfvPURGMIv851hlTQN3uLwyde8x+/XWLWf/87q+urR7e2QbW+9RgdVICli4FYBnAAStCKljH0tZs6VGr9mn4lVMszBIqO8jgyg14g87xW/Tm+S76830WQxA4vvcikef9Jobn9SY+xxQrbdvN7g19aTY4s92s0/iPra1wZFctWPwggaMnCuCoUzYc806B45g4OEmKhF9iwj5a00LW7BID3jkw/FadUnxWXdO8jO5pnkYvpqfRl+lhDGSijRgEnulujEgzxd3OTWb9dz4363i3Y1ML/H2bCvbtEsP+7/Nhv0UW/GTHgINuFDjsSwKLECz8jA9CWvzAKsobbMieYB/rAY4Ud3Cmnl53o7qto6mu614I3ziX9UCq8zrGJAP9n5l1PNhk1rS2bZMSvt4qhm92CuHbPWzYcyAJ9p6IgX324fCjKwYOePojLd5gEegBx4PdwRLjBlahLmCLdQZ7HAocw5zAOcwRXMNOgXuYA3gifEwCnF3bIPu7ryHz6I+QZm8LbBc34HgEQJY/EdKRCZKIaetxFO77yOQCI4Fd8hYrKFvBnBWvYGQIpXglVItoE69gO0QruF7RG8JA2RxpqGw66lbp05jR0knK2Ib+3/C/1GC+DTjf7QI20pBuZwMcZ1fI8fAHrh8B2CFUSEVeQ0Is531MUr6RyCpZwfFFy6HFkmVMuXQ5VInQSZexFyTLuGuS5bA+8TxxQDwTOSTWk0dEE5Q7ZQ+pd0UbAS7SwEUaspAGtq018FEukIf2BYFvGPCCYyETz4CU6Ow1WoLQGMUsWSbkSJZwZ8qXsFLZErZGtoTTIdplS2Fd5QvEm+UzkQPSZzHD0gnqbckD2pj0ngkgx3wr5CAN2UgDx9YK8lAoKHT3hkIfLAiDyJCDS4KMCPZaUlyekZJaskzKlhrwBRUGnFhuwNXIDWENcgP+cqWB0FM5G3mzQh8zWDFBHZE9iL8jG0sYrRih367cCPCQBh7SwEEaeDaWUOjkCMXunnDWBwNFQZEgxNGBQ2R9YFJyVxOSzy5Hs6WGcKF8AV+meI1XKOYJOsUr4sWquYgbVc/J/fIJ6rD8QfztyjH6iHw4caSqP+mWYiOfGvhIAxdpEFifhGLHU1DqjoYynyAoDSJBMY72IY/INGbF8JZSE4te0zIks1F8+QzpbPU0qaJmKlJT8zyqtVpP7qqepAwq7sffUowl3lIMJw1X9zGGa7oZQ8qNAB9pyP3OHHKO7geh9Qk452QPYvRpkPoGgDSY8FGEoxiLiSkGQTRnnp1QMMNgivRxXPljcqFygixVjceoVA9jz6t+p1xT3Y8bUo4mDikHkbs9KYOq66kDtR0mgFzzLZC71xx4SEOh1c8gcrIFGdoVKn19oTIY906GIy+JiYnzxdGZM7nxec/YqeceMbIq79PyVPeopZoxapXmDk2rGY2/pBlJ6NP0J/drulP7NdfS+jWXmDfrLpjgU4MAaeAjDUVWx0CCsgE52hmq/bw+1ASHvFXgIhYqibSX4mimvpiWMyFILfotM1M2yuCphuhn6vsTpNo+eq2uN6lFeyO5S3s9pU97hdmnvZjep23O6NU1mQAESEMe0pCLNJRYWYAMZQXVHo6g8kO/U4cEGmrDCK+UxNgpeXTyY2k8+34Ro3CUn1Hez+KoulOEus7k0sYOhqLpSoqu6XLqlcaLzJ7GloyexkZWT6M280ZTXWZP40b+2yBAGkqtj0AlyhKUHg6g8Xcz1mN8F7T40Jf1pMhntdG0h3Iq625ZUv5gIVPazWMrr7D4ugvMouYWZnnL+XR1S1NGW3MDq7u5nt3drEYos7qba0wAeUiD8D8NIuvDUOV8AtSedh+0/i7LjRjP+SZC0HRTBH5SFxX7mzI2fURGF/aeSxV35LNqWnM4Oh1b2FKXWdamzqy+oGI3tSmzOtsU2V1tck5XWwWnq1Vmgk8N+Xt3gvDIDyCxPgTVzsehztPmfWOAo6EZe3q2Fe+jbyUFj58nku9qyMwBRbygS8oQXSxJr24QZulUOfzWquzi9gpOxaVyTn27lHu5XZxzrV3E7Wwv43ZeLONev7AREJpv/tRQcGQflNscAJXzMdB5/bLa/G/26+ur6QQL4HjUUdeje9bZAdey4ziD4DhiQRDpEQKSEEI6IUBCgAgxkR4CKCAlCQm9ikp1KII06UkwIrBYBpRVsQDqMB4RQQUXFEES7v7Onj37aP6Bffic+3i/D/fluh+bbfE8PtnGch3v4NAet/gEDtYFRPVWBkmVpRF5TYXRZVXZsbXF8sTmArG8M0dcoMgSVygyJM2KdIlSkS5WKTLEXR2Idl3+05CGNGSYGMFFW2OoOn4Y6olHP7UwbN+1M+0nlN5Oz7s8KQ86WCduN3FF6lqBpK0iNPdKiai0/NzpmoKs+OZ0uViRkpLVJZaVdCXL67uS5J1dySkKlThFqZRIVZ26QCrSkI40ZJkYQontL3DZ+ZC2iWQ230a3mFYyrF92e9mO9NDI91Re3L42v0hFIy+5sTY4p6oiovhiSdTlrHNnroqzE5Sx6XL16fTC69EZ1eqozA51THrntdhUhSperlTq8r+GHBMDKLP9GWqd9y+3kA996KSaTqrpZr/3062Gb5KJd7qZfteVnIjW1oCk2kZBVlltaFF+pbBKXhLdFFcYpxDmS9Rh+Xnq0IIKdUhh27XwfIVKmK1QiTIVSl0gDWnIQBryD/8El+yMoB6793Mb2fh9F9n41T+o+8bu4S2GBoiEvn4GR9HNCmtQ+idUtPMyzl89dSGjLrQyqUrYICqP6QgqTVIJynJU/PJLSv6lFkVQmaoz5IKqM/ScbpC+ZR1kGupB4eFdUGlnsNKEM/yocDOcuuG2e3yQuOvRE0fzO/cJePUgjd180zOkuocTX3yNm5aj4BVKW0/9eroxpC6kLrKFdyWhPbAuqz2gvqwtoOFqS2D99WZB1fWWU5fUrbpAhv46yEIaLpp+DzV2P3xpddk1e81l58Rt7LbR0WM7h547mvWO4LEdD8neV+4xgsrueMfm93Pk8h7/gjh1QFmYkl/D6whr9O+Ia/JTZDT6KUsafFWN9b5dvXUBrb31gY09DbpAJtKQgzSUmm6HevT2BQVu63Sfo97zYfSm+3847rj1ysWka5zg1PSMyPz1KZVf+JARkzbkKU0YZOUKb3OKT97kVvr2B9X43DxTw76Vdpl1p7ia9Vt9lfdgbyWn71aln/pmtS6Qrb8W8gy/gwpTfU0zWu+D2mHzy3sWGx6MH918exrzY/eUq2nbJNmpdoLmXvQHJTDzBVWUPEZPFo0wsviPmec5j3xKvR/xyz2fxJR7jsjKmKMXSpnPakuYz9XFXk/uFnsPDZboArlIQ6HRt1BrunlBgd705taRdcMvjNbfmbbY0j2L+bl91sWqbsYNX/rWzSt3msCXvCFERU+6JZ2aIKb7TlDyPCeY5xkT3AvuE+GIhPOM15nnGJMlBYzJ+nzGmxt5HhMDOkH+lm+g1HDjylWTDTM3zL95Ovrtqt+m9m3snrf6e8cC5kDDAg5d/hFLypvH+qTMOwvOzGFFIXPYBO6Mi4z1lpjpMUXPob9h59Le8HJpU0LE2RzadFo27e35LNrb6gzau2adoBBpuGyw9pPyl9W/3/8zamBy+5ob84c2dyzb/NigxZiWazCYfI0DRaZx8InTOAjCvzgIAz85xvrMOScxZ12l9BmynPreI5XynpNKfn8ylTwTLifNxCKkMtJsbgpptkiqCxRtWbNydRvq6a31qLsj61E9c7vXdS4f0W8Aa8NysDHPBxtHGVhT4sCaFQ62gSc16BDOkr3Ic8HxNP0jNp4yT0ggzVETiXPMRLc5TiJhLjCRMB+S4Dofddb1Y+JZ/EdZvC5L1RtQj1RrUAODa5H9f0V1Lu/dUAcmW8vAbE8emJnLwAwTC2bEcDBnngRLP1+w5nlq7YLoy/Zh5C9OQuISLpKw6CZyXaRG4Rc9olwWWVG4RX8Rbokvwi6FRzovRev0uBmFGuhbjep+uAbVtqK3+goYbCyFvdtyYd+eFDA2i4X96DA46MIDE4oPmDGZcNSHBlb+JLANIIA9Dw9OfBfA8bFAEDgDWXAc6AIn8BQ4go8AAyf4GODrNHgNhboxuBrVNrYKdRn+sroEdmzMgV1/k4KBwRnYfTAEjCwDYK8DG4xxDDhIpMBhKgGOMPBgycSCjZczoL2dAMNyhONsB3Bh2wOBfQzIbDTQ2XbgiWDp1Nu/CtU+jELVvEahiuBPa7Jg8wYx6H8XA1u/D4Yde7jwwyEv+MmCDkZ2RNiLwYPxcWc4hHMCUzwGzF3twZKABhs3O0ATbcGBaANORCvAEi0BT7IAEtECqDpBpN4mCNupD0EHjEBgbQ5hDvYQgSNAGNkDBB5cOOEXDGxBFDAi41eoZ5O0ZLlYS8oTa4klyKxGNIi15A7xCrkneYUykLzoPpQ8z7yfNOM9nDTl8zjxld9o4kv/sYSv+X/DfxtESEM40hCMNARbmYPQ4RiIcHgQkhgQgvybPE4Q+PKjgCmMX6HFJ2spMomGnCvVkIqlGnIVolGqpSgkWkqfREMdlHzyGBJ/8HognmYPJ7/2fZo8zh1LesF99lUQpbcRInbqQegBQwi3NIOYY3ZwxhkHMW50iKT7QhDrFAQEioAdFq9lnBFraNKUZUq2bJlSJF+mVCEaZctUlUxD7U/5zBhM+ZfXkPQt+4F0wu+RZJw7IhkNeCZ9qgNEIw1CpCFsvyFEWphCLNoWziKnH0+gwmkaGyK8+CDgCsE/OE7rFSNedk+Wf6Fmpn2hXkxbolWmLdIb0j67K1IXGH2p85535e/Y/5S/9nsoGz/xRDYWOCob5o3JH/DGUr8GYpCGSKQhHGmIOWoCCXb/JnTOo5LOEwCAt9Nra9pXb8uZ2poZt3baXtHWTFNSPV9qNSplaoVHeOB94IEoCigiiIgIKIcgcgqCICgoWOqYJ+WRt5KuHZapZWNl1/TqNdN+97f9sX/SH5//P+6A4eMNivwvABoyAuSGJYHM2KyPmLT8D9EExruwQvbbUE7Zm1BJ2etQTdkrlKnsZdhV7ovwHu5q5ChnOWaSM58wzb6bfJt9C3OHM5ZymzuSOlvmDHTYCAjQAQ8d8uE/AobHCcDyOQNY/gGAiUQBGirhD1I07j0Ok/dbEr7oZTSFsxrBKn8WXsF/GqHk/xpp4D1BW3nL0Z3lyzHDZQ8THGV3kv/NdaTMlo+mzvAG0mf4fenTToE86EBydQE50IHqdgiwPI8Brs8pUObvB7jIkI8lqJh3tKi018Qk4ioWV7iSmMd+HMPgL0XxhAvRMuHDGJ1wPs4ieBDfzp9LuMm/nXSLP5U6wx9Onxb0Y29V9GQ4RF045wAZOuRCB8LBPaDI7SDgeroBvq8HEPojgAB56X05KvINC415XpCQ/YSILVjEEln3k2n8u/Ec0Wx8pXgmQSOeTqwX30pqEU8l3xBPpEyJbmKnRNdxU+KuzMnKX7ImJW2fAfKhQx50IP3re8B0OwB4nkeAyNcdVAZ4/16JDPhNhEKt8tDxT0riMxZo6Xn3SDnFMxkU3mQKs3IsmV81gpFLh1L00pupVulAWpe0P31c2oObkF7LGpe24MdltuwxmTXHOUD56ktAhg7kA/8ApW77gdDzMKjyPQHkAafey4POvZKhglYq0VFL/LiUudK0nBkanj5OzOMN4uiSG+kceW+6WNmDVSu7MuqVnbg25bXMQUUrflTRnDOqbCSMKOuJI0rTZ/z/QIHtBhz4PiD2/AHIfeEfVQEeb9VBPs+rUYGPFWjUfFV8/Cw/NWuiJJM2SCWV9RILJNfwTGVbJl99NUuuvoLXq23ZNrU1p1dtIQyp60lD6jpIbe6QWvcZoAA65LtuBTTYLlAO3wskXgeByvfIh5oA99e6oNMrOtS5RS0aeU8VF+2oxOCGyjMK7MwcTjuVLGnOpasaCZyaBkKlzkTQ6IxEs66O1KHV5w5qtXmDWjV5UKuCKPOdA1ToQIEOdNjfAR/+TyDzOgA0iMPvagOOvagL8lg2orznjejzszXR6DF5MravAkvp5OLZV4pzxQ1UarWBzNRpcwV6TZ7CUE02GlTkFoMyv98go/QbpJR+veSTgVpnANXlS1AAHRgwVyCEfw8UXvuAFnHobV3g0WcNwSceWcI858xhZx0GdMSQOjG9V5pGbhNmsRq5RJGhOF9VTaPXyigcYxVFYqos0JlEBVZTBdVuElBv/I+RT+2r+xxAc9nw6cCEfQdE8N1A5bX3ox5x4E194I8rTcFHF2yo47etwYhxU0R4ny4+tUOVkttchSsxCXMqNJxcZVUxtVZYyKwvpwnMXJrKzC5sMJfSO8yswl6IvaG08Lrpcz4dqNCBBfsGVMJ3AY3Xng9GxL6XjYEHlpuDD823hvw0feWSz7AlHNVrjMW0apNJFiW2uLYKL1AIiQohJ7+2lElvYDC4TXSGtInGMDRRi1ubChjdjTRGj6WwqNdML7I3OAMKoQMNOnBgO4EU7gq0Xrvf1yP2PLdd2Puo9dK+ex2BhyfbLv480IwK7TBHJzfXJRKM2rQitSqTJ6nKkXGFuTo6t8Ccx2LaiKyKZkJpjS2bbYV0WQms7qZcZo8lj9nrFKBDh0LXLaAMtgPI4d8CvZfrWwti18rVwF0LHYG7Zu0+P4x2Bp6xt4YGt9rQiWZzfI7OiKHLdNhyQXWWlCklaMkVeQ1ZfLoNy+M1p/NVtjSBxZom7G7C8robM7k9jVmcHosznw506MCHbQcq+I7/GL12vrYhvllu99tx//rZvzkGfj44aPc/1dkZjLS1hcfXNcfgVY2JNFF9Kpetz5DQNHhNtoJoSpVSG5OlZU1JMkVjktxsSVR0N2Ck9oZUEUToHChyWQ+KoEMF7GuggW/73ey5bbUF8fVij/eW22Mnto2NnobZB/08Wq9futjQjYqtaUfjJC1xlDJbErvIkiImmbDV6Xq8IVFHqY+r5dTH6eXGWEN9XWxdlyGhtl+fWN1Xl6R0DhRDBwZ0kMC2glq3re+snlt+7Ti96cGQ+wbH9JGvBhye+zomEO5Nw4EBtQPBUXJ7GJbfhSYz22NLyK2JQlwzRpFoxdXENJFro6yluiibVItuNtWgr3Room3D6tj6mzWxRucAEzqUum4GCthmYDq66XXLyY1LN46tm72ze+3I3NEtPXc99lyd9T5udJz3U41fiqgYCUllDYaRCvoiGVn2aF5Sd7wkqitNEdFFUoZ3lyjDeyTysN46GcreLg2zT1RF/jIui2wZkzsDWC5/BuWufwGa/Rv/aPppw9Mu+Np7ju1rxub3r7u+5P7X9kXv3Y0Pz7pp5s75Vt4JuMyZuZhEcwRlZ0+G0DBjKHbUaJQgbDRZdHmMIA4dLxaFTIiFIVN6QbCjjR98a4oXOjzNvzwwLXAGsLeuA+Lv1gPD3nVvWmBfLA5tXzO+4LLmxvKhDe0rJ7dZV3z26p+cOy57fA5RvuQXSl84n0CYD8hMvX8hP3oOyUDNhZWG3E/gBD/As4PmC0uDFgSsoEV1CXKpiYl81FeMnJ8tRt67w3QGcKGDYufajxbXP630bl4z4Vi/pm/F9YtrL45ssr3y/Nbw6sxB+YufT/JXvf0Yz71RpGc+CWnPfHExT8+SUE/9qchnQUUXnqMZAasYhv8LYtH5l/9lvs6imj7zMI7/rfZMZ3R66jrWtR5BRa2AoKwCYQ0ECEjYQoCEBEJIIDvZCBCQVEAEQQkCbrjgWEXRcV+qdXdUYFAsCljWUetCkU1Anvmfnl7nei4+N+/N+738PXk5gf07DbTfD2bTBs5kBQz+W08baDYLJTOn4tA3ROuFaUTDvS+J28//QlweWPnl6ZENs2pHXZZVjW6yLRl188gbdQ/SjnhEp4148LgjniLmiLc8bISqpg/TdYFDkRm0IXaG/5AwgzqcrqMO52j9Roo1fiPVat/R4yrf0TNmoWo60Vo3hXh8bSpx6/E04tLILKJ+fNVfj0zazqvCBssSONjlwdFDC6dAMZwjeHCJj4FrEmPSQxQy4SMOGqfJAsZC5dSxKLnfGFvuOy6Q+4zLZd7jeqnXxA8Sz4ldYs+JSrPaagmi4fwU4tbdL4iLLdOIOsz94jAspldizfxirLPcAhs7LWzd0rCeyoNdaAw2RDHgFEeHa0IgKIn+8OX7gZbsg1CBNyIFnogTUJCY7IHUZHek892QnbQJeWY11RPE7etTiEuNU4gT7V8QNZg1tQKLZ2zH8vm5WGGhhpV1KlY7c7HWk4nv/RmwpQfDnhEAx0g/bIr2ASXGCz4sCgJi3UGPdQMjdhOYsa5gs5zBZzlBHONEDiVz7l4miCsPCOJkC0HUvJtKlGPG1ELMmW7AgrkqLF4qwndWCVi+PgoWzpuxyj0Qa7ypsKb6wC7AEw6BHnAJcoN7sCu86C7wozuBFuKIkBAHhNM3gkm3B5vENevqLYKobyKIgy8IoryfmJKPadMy8dVXCnz9jQCzv2Vj3rIIfLuKjsXW/lhm74MVDhRYObthrasrbNycYe/uCAcPB7h4bIAbxQ6elPXwpdgigGKDYMo6hJHCzYJg7tdIWDIXMeRdzXKwBtfdGTxfb3DoIWBFMRGewANdJESASgK/HBl8i+TwqSAdIB0jnSHfrpIeyODXIgWtVTpGfyEZCuuQ9Id3Sn6L6hb3xfSlmfN/0ZDyZwOLbIjfuA5J5N7k+3iBF0RHfAQTUWweQlOECFRKQDXI4btNAR8T6YACvsdIZxTwuyYH9b4c/k/kn4NaZaOhL2QDjA7pu8hO6Stmt6Sb1SfpMgNCsoG3eC5iyQYuufVSXB0g8vaEgBYEHiMKsXFchCcLQZdJEZCpBDU/HX67VPDbpwL1aDr8T6WDdikdgbeVk0GNyrGQVsUgo03xPvKl/BWzS94d2yNrj+tTmAPRnL8jkWyIW7MMfLu1SHPZCKmXB8Q0GgSbI8CN4SAmUYgwiQzBOvI/o3oyYIfmM61aMxF4WDMedEI9Fnxe/Yl+Q/Up9JFqOKw1/UNkW/pr5ktld2yXsj2+V/mM3acy54+GpEVzwCZ3lnD9asid7ZHu5QZlgD8koQwIouPB4QoQnSqbCFOrxui52tHg7boReoVuOKRGNxR6TDu4+V/aj2HXNAPhDzS/R7Sq3zDb1T1xnap2do/qGadX05TQpzUHqWQDn2xIIBvEtlZQO6+HztMFOn9fqEJCIYlkfU7m8D+xU6TDUUr1ICMrYyCsQN8ftivzA2Ov/n14rf5dRH3G26jLGb9F39O9YT7T9sS91LZxurQtCd26Rl6P/kFid6Y5SJs9A8mLZiPJaikUNiuR4WyNbE8nGPy9oA8J/qyKiB4Vx/EG+cni/niZ6h0zQ/8m0pj9KnJH9n+jqrJ7mYeyemLqsrpZFzK74m7rO+Of6ts4nRlPeF2ZjxO7su4ndRpuJv+aYw7EZINg4WykrFwCtY0lDM7fI89zI4z+7pNb6AGjWeHhH1Us9ntxoug1X6zsZav1XbE5hpesotyOWFNOW1xNzov4Hw3P2ecMv3BuGp5xnhiaeZ2Gh/xfc+4kv9xyQ9CRdyXFPEjIBiHZkLpiETJsliPPaTUKPO2wzd91rIDuO2gMD3mfHcN6pebyuyUiWXuyMqOVm5XzlJOf18wpMzYl7DE2cmuNDdx64yPeNePDxEfG+/x2482UduM1YdvWi6IX+WdTzYN01nSIFsyC1HIhsq2XId9pFbZTbCZ3UB2HS+iU/iIG7fVWZkS3ISGhXStMa5HKNY0putyHSbn59xOLCu4mVRTe5tcU3uIfL/w5+ULhDcGdwusprYWXUp8Xnktr3XZa3LqtTvJLkTmQkQ2pZIPCcgFyrZdim5MlSilrx3dR7T+W013f7mT49pYwQzoKEljPcgQpDRqJ6p5MlXtTlFXwU8rW7VdTSosvC6uLLwpriy+IThefT71efDbtP8WnJS3FddKWkmOylpJa+VOzICcb0sgGtcV8GK0Xo8RpOcopVqO7qTYfqoIdX1UyPDpN0QHPd3Aim/L5/PuGNOXPGoXhslxXeE6cW3ImraisXmwqOyWuKauTnCg7Ib1Udlz6sOyf8uayI4rmsoPK5p37lc1l5kA+czrEC2ZCa/EP5FsvRKnTd9hNWTG0h7r27b5gu979Yc4de6O9npbHhz8sTkq8tVUkv5Ityz6rVRecVGaV/ijfWn5UVmo6It9jOqw4ajqoOGuqUd4x7U9vMu1VNZmqSZWqpnJzoJj5tz8a9BbzUGi9ALuclkxUU5YPHPBb9eZQ0Lquw2H2z2siKI1VsWH3diZyfyoSSs//IMk8mZ2ef1SXUXpQlVuxL72oco+qoqpadaiqUn2qarf6epVJ87iqXPO4cqemobJM07DbHCjJBgnZkGUx5398zldUE3YfxvE/S8WBQAVBbUtFLENACHskhDCCIRAIAmFlAMqWPcMmgJSNLCUJCQkgBBUEFHAWyxIH+kqlWLWO14H1KFSrlvprjvfm4nP5nOcL1aZa0GKz4xPfSeeNyH3Xs26y/oMeX+P5Tiputj3EZ7w1nDnaEH1ooCqB3VOWWi4szKo/xs5vbc4u5x7JbuDVZ/N5ddkSXk3OGK86Z5ZX9cU1bmXOtTZZvjQkaatB0a5voNZEE47aaH8QOu34s8tN54nEU/feCbLhreO+jlOiIO+LPCZ9uCUqoa8+PltclVzKLUuvayxit9bkFfN/yq0WHM49KizL7RKW5g0LOXnTgpK8GQEn92o7J3eWJwukSxuStVWhRFcd6k00gGuz9Z0Yp73U67b90SnSjoUBd/3rfRT7K92B5DEhI3SAeyDueEtcVntDYklLVWpNTVlWa1lxfntRQbkov6BRnFcoFLML+8U5ReOinMIpUW7BtDAvf0YgC2RIG1KkDaW6atBo8g3wrbesdGM1np900Xww5KH5vyHXH2f6vewuSQJIw11hwX3CiBgRNzqjrTWhuKEhufpwdXpLQXmOIJNT3JlWUtOdwuF2JZdKuhJLL3QmcSY6U0smRenF00JZIFNNGdK1N8Nh3c3QbKy62mGl9qbXUe3paWfVxVEn9ZsjBL2JIbLNWP9+jwFJCK27mxXF7ziY1sSPK6w6mlhZ3JjanFWb2Z5Ymd8Z+1NFd0xla3d01fGuqOrRzuiqSXFsxaQooXyqQ5YvDVnam6By5yY4ZqzysdNS5dVJ+41/nMWun79sqXr1An7n5VGS5fAw1V0yQAvoOEE/cLQnIqVWHJ1fJoivyG1LakxuSeNFN7JFkUfKxRGNLeKIpu6O8OYRYUTzjCCyYVpwsEY2yJY25GpvhNqdG4BntOFdD0b5+aD12t8vWSjOTZirTFzB6YxdImL6z1Fcus4G+HEHQ8KPnGImVkgi2YXHo8vSxfH1sYLkYxH8bD6TX9bOaG/iMwSdPLrwDJfece0Yk3etLbxllisL5Kitg0Kt9dDwwzoQGqx9e9JU6dGYifz8zA65q7OmGy/NOHw7NOm2t3ecjG+/6OfTfI7GqDobmlA8yMzK6o8oSTgRVR0pSWii92a2hvZyWkMkjS0hfeLm4L7hpuATV4+E9NxqDBPNNcsCuarroFRrHbToKP3TpafwclBP7t6EKroxtxVduW20fuSW7bYTN5z3iGb3YVunKF41v+wP5VymxbAvhKQnjdELD4yEV4SdiakNOpNeTztbXBc40lAbONJREzA6WBUwNlMZcHahktY/XyML5KuuhUpNJeBtl/+rbwd6eH4DmptdgybuqqFziwZrBxatNLsWcPptd9zs6m957iu7QaHlzlIPpMz4J0dN0thhE2Elgb8cLPefSCnfP1FY7jdVV+o3LeBQZwZKfGemiqnTD4v8Lt3nyAKFqmugYYv8Z5E6Whhcg26OK6HJuTXo/MPtckOPzdf1PnbUEDwi6DU9dLOsuE90LVgk+aUukFnRv1Li6Xeo6QF3gtjUOxF5vvNJeT5383MpC9Vsym+8bMriySzve+OZXr/fz/C+/SRbFihTUYRjKug3iQK6OaqIJqYU0Llf16LB57oKvUuYTcIlu+3NL3GGlS/wtoXPCe7pz1z8Yp660elPPaL9n5ATfZ76pXo9DUsj/z8mzfNZRqrn89IU0ovGZNJLURJpaShx36vpQ6SlxwmyQN16uT9ECM2dlkeTl+XR+RuKaOBPFdTzdvcawcpe9eYVK53KFTuTohUHh4xlR2LcMo7KfIsPCXxLiPBZJkZ7LnvHeawEJLj/xUhwexcX7/I+K47wviyW8HdjjPMHcbTzh8Eo/MdrB/Efr3/V6zaEbksQmhqTQxem5dHpeUXU/V5Drv3TLuWmf/ZoVK6a7SxatdibsWplH7dq7cZatfWm/Wvv7/MvNsTzM4FJ/OwR7gKUSGcIiHQCRiQWYiMcICPcDkpYtlDHsgE+0wZOM2SZ70RoZgihi1fk0OCcHOq6r4C4sEXhCHy/oQJ2by0Aw53pYGwSB6Y2LDDD0wBD9AErLxLYUt0B608AQqATeAQ5gneQPfgH2UFYkA1E0awgmWYB7EAMlAeYQbNMV08hdPkCQkOzCHXPI9T2WgnVgapiOWhtyIPvNNJAVycGdhsyQB8TCEZ2FDB22gd7XV3BgogHGxIWHD0dwJlsC+5e1kD2sgSqlwUEeZkDy8sMYsimkEI2gTxPE8j/qp9HEToziVDPLYS4iwjVLsvJcUBZMQdU1ieDhnoUaG8Pg291/UHH0At0zYiw25IAhrZYMHawBzOsLVjhrMHOyQJweHNwwZuBB94UvPEmsB+/B4LxRsByMoBYmUbGEZJcR4h/F6G6BwiVLCO5LEBKh0BJORKUNwfDpi1UUN9GAk0dV9imh4PvDOzghz3WoGdiAQZ7zcHYzAzMzE3B0twYbDFGgMUYAAGjD0TMbiBj9MAXows0mSB4qxpQdbSAaKQjneiDn705+Lk4gi/ZHcgBPuDOCgTn+FDAZTHAkcMEh1qpo1IdTHCUMAF7mgm48wzATTHA6TYD8A/oQHhGX3V/GfY36VXYMvl16GvKm9Aln7chXwMhW1WB+r0WeEgbKOb64C9t8Cc4gJ+0wdufAkRGIBDiwsApU/pXzALHGqlWFmCFLMD1ssBpQGqMCfgJJjjPMYFwnwGuzxifPF7Q33m+or/5j+/6jGr6UOM43t7b4QDEBYoK1lFxVCoVq5YqIntvElb2JgnhT0gCBAiQkAQIAUJIwlJA4AAqUkBxXooLqQKiXJSiKCh7qC1WLva5Offct/HF5zxvv8/Ln+9s1LT/fNR44BuDINLMFIKtzMFD3xB0YBeEHTkA4frNi/Z0hqAgX/COQoErTf8bFw8nRERwyCaBg5oEJ8qJ4FhLhJONRHBqI4BTBwGcHxDAZRC/5DaGX/CawL3xncZNB8xix4LmsSPBb3CGQNT/G7z2WEGozU7AHLYB3IkjEOXuBOhAHwiMQIEXBQOuCBGck8ngJKPAyQIKOJWSwbma/LfLWfJH11bSktu/SEvuXaRFjyfEvzxfE976ThCmA6bxY8Gz+Bch84RnofNEQwBjtgpCLM3Bz9oSIvbvAOKP3wHZ4UcgujkCxt8LUOGh4E/EgCebBG6J1I+uEtqSq5L2HzcdbdG9kvrBo576l0cz9b3nNcqC913Knz795He+o6SZgEnSWPAM8UXoLOl39BxlIMwwwK5fBShLMwjSb17cvm1AO7QXoo/bAcP1OJB8PQCDCgYUPmrJP5r8wZtHf++ZxljwzGH84VXEeOd9ivHWp5b+xvcCfd7vMm3O/xZtNqCPOh04Qh0LmaIMo2YoT8NmaY8iZuk9kXMMQwCnb0DrG1D6zUvetxXYdrsBOWYLsS72wPR2/ZscEvABg4lYQNFI7wLiGPN+KcxZXxlrxq+ANeVfwpwMOMOcCDwXPR50MXospIPxOrSXMYp6QR8Om6YPRExHP4ycYf6GmWV3YmcMAsI6Ewjbsh4it2+E6L2WwLX7FgQ/24DA+QhwvU5+YAX6/EGJQM9hyIQpdAxjPDiR/TpIzBkNzuWMhGhjXoRWxAyj6tnP0S2sZ2HtrKHwHtbTiGFWf+QUqxszHdOJnY69iZ9C2vGTBgFR3xChb8B/Yw6cPZsh4eB2SP55L6Q42S0KPY//wQtwn2WjgycoBOwolkkfDufFDKFFyCA6C3kSVogMhJcj/eG1yOOIJqQv8hryMKoL6cEMIfdxU8ht/AS3nTgef5U0zmv7BCDpGyI3rwfyVjPg7rGAlINbIcPe+qPY6fuFDI+jcyn+ThN8lO8IBxc+RKdTBghITB9GyO2NkvAeRCn59zFafhemkn8P28C/i7vIv4O/xb+F7+d3EMf418ivBZcorxKaqa8Smz4ByGuNIWrzOmBYrQPB7g2Q/sMWkNrvWJSf3PdW7mE3mel3bFQU6j6UiA3uR6j4HkYM+x6Jz7tDECXexMuTfiWohO2EMuENYo3wOqlJeJV0Q3iF3C1so7wUNtNGkhvpI8lnGS9T6j4BKPoG7KZ1wLZaA8LdZpBpuwlyftq6kOu4a1bpbvNa4Xv4uTzEcSAd49eTSMZ2IkxmBzOOd52aJLxMEadeouSKWikaUQu1QvQL7ayoidYmukDvFJ1nDKXVRw+n1TKH08+whtMrPwGo+gacviHWajWIrNeB3HbDR+XRLe9UjtsnC932jKh8bAfzQuz75JHeXWnEyI5EBuNqHCe+lc1PbopOTT/PkInPMgok9dGlkrroWkkts1lSw+qQVLP6JZXsIcmpmCFJGWdIUvoJQFtjBESLNcC11O9e6zWQc8BsUXXUYl5zwnJM57rjuc5777/VQUcf5EZ43pYSwq6n0aitiey481xuch0nSVzDFkur2Ap5RYxWfjqmSl7OOS8v41yXl8b2yotjn8q1yFN5ETIoVyODMkP+10DZuBr4liYg2WUKygNr3xcdMZspcbAYLXex+r3cY2efLuDwPVWYW7sCh2qTUsgXREykLilWWMUTSMrjUrNKEFmODlEpNEi5oiiuXlEY16ZQcbsU+dwBRZ6ekjuQk8t9km0I0PUNtA2mkGBpDLJdJlDw/eo/dYfXTp46Zvai0mnjk0rX7d1l/odua9Eu1wqwIc05ZGJDJoNzJi0mqUwYL9YIkrJVPLEyLz43Pzdel5/Dq8nP5jXnZ/Fu58t4j/Qe58l4/Uoprz/XEGDoG6LNV4HQ0giyvjUGtY3J27JDpuOV9mue155Y+7jGeVtXhe/BX0tRTm0aTFBjPglfm0Nnn5KyEzTpSEZesiAnOyG1QCqQF0oEheoMQYU6PaFRLUpoV6cmPNTfPpVeQZrgUb4hwFhtBCxzE0jZshIUO1cuafcbzZ+2M35Vc9R4sMF+VW+d09Y71T6210+HOLaURAY0FBGwVQVUZomCyS+QctKz0uNzMlKSVClCsUaYpNQmCku1AmG9li+8qo1P7tbfniJB0kN1QtLDQkMgevVK4JgbQ9qW5aDcuXyxeN/ymSrb5S/rDy0faLQzuX/O0bKjzsvmcnWQQ+PpcL/aUnxUuYbCKCpgxCsUbJFEhmQLxfzC+LRUHSLKKuGINCXstJoSVtrFYmb6b8UsUbeWk9qjiU3pLTIEmPqGODMjEG9eBgU7vn5fvufridr9Xz1rtPmir/kHo84mh803znl811IXcKyhGu1dWYGJKC4j0fJ1tDhZITMlVcmR87K5KpY0qZiWmVlKyVSVUqRVJWRZczFJdldHlnZrqeIeDT3DMGCZrgS+2QqQbfoK1Nu+fFex64tXDdb/eNq67fPuSwdW3Gw9tvHyL257G8/7/VTTEOpZVhuJLqzCk3NOUWIzShjCRA1bGqNC8ih5Ag1BmVGMUxbocHkVWmx+UxE2/44am9erxuf0qglZhgHbdAUkrV8G2RZfgs7qn3PV33w+fGHTZ4+uWHzWeW3/shtX7M1b2lys61v+S3ed/jV1ZnEAf0BciuO+gagsShAZkE0IS8hCEpLc5Ca5N7lJCElAEEVFFK2IWpWiFhccYHSw4ApFVKyISEc/UgSsuyjiMgoOilK1yKIoBIh4ev8A8+L79nl+5/xeHTyk6LxKdPBsNJVTZkr4qTQ+ZUvx0o3rjq3Ysfzw6n2LCzbsNxVsP2AszNtvOHT834ZDFbkxh6/nxBx6kmPMf5xr3P8ozxpYM8Eetk0dDbkOI4aOONp0lE1D/7s4BjXUTkNX671GXaoPmVp+JdK9pBpbVHhJKcir0pC7zutjt5XHrkw7E5+WfGppRnxp8i5DyfpsfcmP+6JP5GTrSo/t0ZWe2609+ccu7cnnWbrilt3RR5v3WAOp47+DnVPs4D/TbD7/MhE9OTcK3a8eia5fn4CqbzHszt9aNOnkDbbrkWsi/wN1OHdvDSnPvKwxpF/UJ6VUGdcuqYzfbKhIytRWrN2pqdi2gzq/bztVeSRTXXk2Q3WhfpvqQstWdXlbBlX2MtMaSBs3GvZOsrUUjkfPTtuhxio7dKPOFv3eMIa+P11sy5p8xx9vDJudf4/vs++OhLX9Jo5tukZo11ylEhLrdKsMV4zrNTVLNqlqVm8mr2zZTNTu3UTUHkpX1p3ZoKivTVPUP1uvqHmXprz0Jt0a2DrWDvLGopYiG/SgfAS6edkW1dwYgS48HI3ONDvZFD/3tv+5hemY84ztufOJgLn5kViY2iQllzYqTMZ75DKqQZdCNCxOVdxblSq/v2kN3rh7Nf6gIEXWVJYsfVizUvrw6QqsqWul9G73Kmsga4xNR4EtengKoVtVNqi23gZV3bNDZc/GoOJ2txGF7b7j8tqZM7Nes+ZvecUJWtsWGbnshRA3top1VCsep2xVL8FbjUulL5Yvlb5MS8TadiRgrw7EY69LFkvaq2Ilf942id60m4RtH+KsGci1QU+KELpzDqG6aoT+e8sWnXlkh4o6pqCC7rmjcru9J2V1B87Z0s30WtcVFpzUyeKZOtlS6j1PJe8URWOduFHUpTEJu+NMgp6VJn7PRmPkh6wY3sd8Pa/3RDSv9zcd99NtLedzq8aalkKEGsoQunoRoUvXEPq10QYdb7ZDBz9Ns80xu37304Dn1B8GfJzXDfh7JQ0sCjKZg9magdAo+QBLJhnkKYWDIhVvSE5xLBoqwhJHsb6sVId9SVeFDO8kQ74eIJhfi5VMqFQGQ63CmsYTCF27gNDlWoTK7yJU9Bih/L9GouzhKSO2wyz7zTB3airMd14GXp4m8PGnwC9EDoFsMTD5AmCJuMCTsECEhQIuZQIlDQITFghJWAB8L/GDDPFCyBYthEKRD5yIsuZGOULVdAcVNxH6pYn+vxmhvR/tbH6EcSPTYZp9CjhNTgRnJwPMnacGDy8cFviJwCeIB/6hERAUHgZhEUzg0EeRgOMPUo4vkBwf0HO8IYHtBavYnrAhwgMyIxiQzbKmhu6gku7gxH2EDj5BaE8rQts+IZv1MGpkMvzDPh4mT4yG6dMJmDlLCnPcBODmwQGGVxgs8AkGH99A8Pfzh2D/hRAe8E/gBiyAqMD5IAtggDpgHsQEuEGCvwsk+zvDOquq6hA6SXdQ8IievwWhra8QWvcZ2S4HNDIObO21MHqCAsZOEcFEBx5MdQqHGXOCYZZrALi4+dK78QaPeV7g5e4Jvu4MCHSfCyEMV2AznEHAmA0YwwmU7o70EecARqtA5jAF+G4zIdzbBbi+biBk0qPw6NVKI4BL0ZXHYRC6CgfmRgUE76Dl0H5WAPO4AkJO0c7JIfSiHMLq5RDegEP4UxxY7TKI6JEB2ywd4g1K+/kW7GPUMPbBCsDpDAI6A9uLju7jBuKgBYBxAkGCsUCgFgLXJAXWCgWEbVBCaCYBofto+QSEHSUgvJR2Vgms35QQcUUB7Nu0xwrgvJYPc7vlFp4Z7xcMynqjLLIu8Rf8vRUgnzEZhK6OwPOcAyJvV8Dpm1fBDgBczAIxKQCBQQrcJPqP70lgZaiAtYd2QAURh1XALiGBfYYEzgUSuL8TwLtBDPMeKi2RbcpBfpfCLOhX9IoG5d0Si/wdZlG+kX4bKOkMUXQGwfw5IKV3QQZ6gDrCD8ioMJATAhDrZSBIpN9PVQN3CwWcLFoe9ZVbSA3zitVfIk+rLZHn1Rb+ZdWQ4A/VoPABaY56QfaJOoleUb+yGxtUvpMOEa/wIVWb/NuAoDOIXBxBzJgFSnoXugB30LMWgk4YAmp5JMh1UhDHkyBM0QzzN2ot/B26If6/dAOCg1qz8Ji2P6pU0xdVrukTXaQ+i+upT5L76o/Y/9Xd0g5Vp6xP9RYfULcpBqkWYlDbbAWQMyaBxMUB8HlOoJk/C2L950J8mDfE8YMhRsYFSoN9UcSSg9gKrVmcpu8TZcR8Eu3RfxTv13+QHNb3YCXR3dJfo7tkVbpOvFb7Xn5X2yF/rnmr6NC0K/s0rYRZ91Rl1jepB2IeUN8G6umTAHN2AJLuw+DhCIl+LrA81BOSIgMgAWMNGVWifo2B6FUu0/XgqYYu2Q/G97Is4194rvGdvMDwVlFkeKM8HfMnURnTTtToX5N3ottULdGt6g5di6ov5hHVb7yvNZtu6cxxN6O/DSg6g4zOoHWeAQmMGZDsOxvWhDBgNXehJVkc0peo5PeY9PL32gTtWzLF2E6kx70itse9JLLjXpD5sa2qo7HP1SdNLVSFqZmq/pvu+oxr8k4AOP5nCKIoyFCKSAuO1v3xnK3l3KWKshQChOw8IWRv8gBPSMggZAESZhSQDWEooGyRiggqVVwHDjy31lpPT727Xu/+x+dew4vv+9/bH2kSN0q6i7tHuh3/mjQe95FyJeET7RL+E/0C4SMyMAuIW+wJIwKXQEKgL0xe6QtFG/1hyo7g/8h3r/ksDd3yjh+x63VS3KFnFErMIzybeB8npU3GKul3cdnIbVw+civOhozHVSM34puRnxM6kbGEIeQa/hYymvgcGU78O2OQ+IHZR/qQ3EV+z+qkzAzGTTccDfCF1GXekL/CC8o3LIHY9sB/Kf688n36Dxt/kR/59pkodv9DNilygs7E3yQK6T/jU5nX8BrWFbyZNZJYyBpOLGddItSzhohtrJ+I51mDpDHWAPkRq4/8jt1Jfcdtp73jnqb/xmudBUzw9YQ4fx+YtGwRFC/3hNh6H5i51f+TJiTorXr/6ufKw5un0mJCJqSEQzc4SPwVBpd+iSJl/0RW8C6Qs/jnyXn8PnIpv4dSxe+mNvO7qF38c7TLgrO0SUEb/Y2gBflVaGf8KqpPeiOqmwXE+3pA/BdekB3gAVOWL4SqtYv+nbVl8XvD9wGvDfuWP9YfWndPc2z7eDo+9IqUFnuRx6L1M4WcbiRVeI6eKe6gGyVt9ALJGaRM0orUS1oY7ZImxqDEnnRL2sB8Ia1Nfi2tSn4tq2DNDib6eECi3yLID1gI04Knf2uNxz+Nm71+s3y35HnOnmUPLQdX3M6O3nJNnbB/KJ1ytF+aRD7H57HPsKWi5mRMZmfq5A3MHLQuuQStTa5Cq1ktaBWrDz3FHkMr2I/Rk5wXqbZpJdwX6Gz+30Bd4glFS92hIng+1K92/5SzyeOX/B3eTwp2LZm0hn51wxK56XJ23J6BTFJkVzqDeEbGYdmFInEtD0WrOKq0Co4RK+NYsZPccszGbcRKuZ1YMW8EK+I9UBTwniqs/KfYcf6zWUGCz0KI+C6E0qXzoSrIDRq/mffh+Eb3l0XbFk6VhnjdKT4QeC0/YuNFC25Xr54Y3p5JT2zCWMyaFL6oXCxDbUJMUSzQKQv5uSqroFSVL6hV5QnaVLmCi5kW4USmWfhYZZpmFD5WGoVPZgSJ0w1JPgug3H8e1Hw19w/LqrnvCte7PbNtnne/bMeCcdv+gJGi8PUDx2NDzpkTw1r01Pi6TCajAuMKSlAxapWiylyxSm0WGbUmUaHWID6l1YtbdFni8zqd+KZOK57SasWPNBrxI7VG/NcZQZL3QsjycYdp/nNh1pcuv+etdHlbstblcflG14nKrfPHyvf6D9kOr+0titnZfhx/sNFMwVXpGXSbms23KgRyc6pUqU/BdFqpTq+W5mWrZCcNSlmjQSHrNmCyMUO67H42JnuQhUkf6hSzgOTpBq7PfIh94QoNgXP+YQ12fn3ia+epqjVOt2s2zxut2u13oTzsm07b0R2thQmhdcfJMeUWhFKUzeLmaHgp+gyxUpWGZmGoypSKmsxytNgsQ2vNUvSsWZw6Mm3SJEHvGWTy+9ky+QP9TCDFewEUeE9/r58LNAc4fyz80vFFebDj/boghxv1m9wu1e5a3Fd1cFV7efQ2uy3+QGURKbo0n07KtzDZRgNHqtYKMtJUUr1EgVkEWFYuD7PmcRWVuWzFmVyWYignOeMvFg42aeal3zPOBlK9FkCx91yoXjIH5i51/FtpgMPTKn9w174UXG3a6DrYGOLTVR+6orU6ckvtKdzespOEyMISKsFiZSTrcllizMTDJHpRFkeDWpLU6jxEnZtH15Tl0TQtuVTtBQtFO2GhqSfMiGrSxFDODNKmG1K8XGHWYqf/5vs5vC3zBVP188F4ix8YPr3Opb91p1d704GgxobwTZW1MbtLqvBH8srJCdk2OkNVxBTK8zlpvByBFjHJTBSjModksuQQTSfMRHOTiWAeMCZa7hoIxnsGkn5a1sxgksd8mLZoDjT4OP5e5A2eVLqB23YXcLXNGwx2rHbu7Njh2dK2L7CmNWzDiaboEGtD3CFTDQGnqaTQ0soRnsjGkjOLeSpyoTQrsUCZjS8wZ+MLT2QlFDXpEorOa+OL76jjC6Y0CXlT2oTcKd1MIMfdDWZ4OMEcT/DGNg/cqZ0DxlqdwVDnAtDbs8qprWfrgoau3Usrzv24tqg94lvL6ZhQXXP8MayRSJbUUVnsaoaEWslOx1eIVfEVisy4CpMKd8qmxFU2KmIr+7GYytvpMRXPsFjbkwxc6cyg0M0Vat0dP1ndwESFE7hudwLDHY6gv88VdFwIcrAPbppXOfC9X0n/ga9ze8O26bui9mWcjYmUtcUnck8TGLQWKj+xiSnD2YVojB1LPdZkQI81l6QcbW6QRTf3SqNbboqjml9JouteyaJrX6XMBMrnOkPjXPCgBIDxGgcwctoBDHQD0HHRATSN+IPq0bWutpEdPseH9wRnD4VuUg0e3iUfiArj9R/DIb1xlMRuQnJsF50f3cUTRHWlCiK79fzI7iJeRE8dJ7ynmx3eO8460vOSdeTsO+6RjplBpYvjmzwA7pQDcNUOwOBZADoHAGgadQJVNzzBiVsr5+Tf/JOncXxnYOb1vevQsdDv+FfDfkBGI6IIl48mxAzHUaKGyUj4MJtx5LIcOTyiox8eKaCFjdZQwq50kg9dvU46dOUlMXTkM+XHS5+pM/lDD8BkMQBjtQBcPANATx8ArcMOoPq6MyiZdAPWqSAn09QGd/XD7X6pD/5Hd30+R3WdYQA/EMjYijEgJNS1CDUQQr1s3713y93etNpdSbsqq0qLcEw3kGCCKYnDgBlwgoMxhBoBRvRmM8I0ySQgI0CAKEYVBKhLLJKe3D9g8+E359uZ55z3nTPvEcUsfEinljUqJK77ak32Pb3FeM9q191z5WjuV+SqHyzOUTeutasfbrWpHu3JZh6fsDJNNy3Kpl/N8oe9VtnDgWxvnrJ3cOc7Qq4dIeTiWUKOXyFk/89jyM6GcWRryxSyqX36b9e2x09a0Z4SsrAtM7aslZ/ibBUJrS2UXN/CaNWtBoOy1WZStBWa5O3zTbKO5Qb65Xo9/XKHjn61X0t1ntVQr+vU0jetKunrTsabhp2E3DhEyA9sDU5eJuRgLSHf1I8hWx79hmzs8hu7pofzwfLeWN/K3tmhZb3JMa6etCRrD5er7xWKVb2UTN7HKKk+IyPut6tEA0WMYGA+wx9cruQNbVBwh7bLuO/205nvTtCZnloq03Nb6k3dPkIuVxNy+hIhh68Tsus2IVseELK+YzxZ7fEdt2Q42GfByLTJJSPRwc6RuEjrSEKcfjQlmRnNyKAh4IlBCQVgRFwYxBmwidNQIErFXFEylgoT8WdBArbwE7CLNxtHWdVcb2qOEXL2PCFHrhKy+xYhX90l5IvHhKzsGjtmET4aPw9TfNwImpSDsAALIsK0iIlUIG6GFAnxAqQmcsFLToc4JQXylCRoUxNgSY1HXkocSlNmYGFyDFYmRWN9UiS2JUZih1fnz7A9WEPInjpCttWz528kZMUzQj7pI2MrMG58AXx87Jg00Qg/PxUCg2iEhooQweEienoaZkYmIyEqAanR8eDGzIQ4JhaKmGjoYiJhjYmAK5qDsugwdmAPwQrWqkhvjrM9sO8mITvYGmy8T8hnTwipbCakdICMdYKMt4L46DD+YwU+9BVjgj8XvoFpmBqchODQeISHzcT08FjEcqIwixOBJA4H6ZxQCMKDQLOfFnWYP8yhfnCE+qIwxBfFXkEa7I/M6BCkx4eDlzgNgvQoiKSzINCmgWfjI8MtQnqlBKmfSZG6jrWZ9bUUad9KkX6AdUSCjFOsSxJkXhcjs14M7hMxeC9FI/w+4TB/WOgRQDAkhKBPCKE3oIL8wWWviRsXBmE8B+LUSFDiWZCo0yC08sErZPeeTyFjGY30tawvaWRsp5G5i7WPAreKdYIC74IU/Kus/0pGBU2SYWGH2CPsFQ+J3osGxBD1iSDqkkDiDWg2Ay8qGIIZYZDGcSBLmQ6FaBbkqjRILQKIXFII5tLgLZGDt0YO7l/YdZsc/J0y8PfKIDjMOk6PCs/RI6Iaalh0i/KIH0mHJO3SAWmPpE/6XtIjheStFNJXNChvIAvyAz8yGJLoUMjZHKrkCGgEM6FWpkJpEoDOoyApl0P0qRLC1awNyhHRFuWw6O+K9+LvFB7JAcU7yTH5kPSMfIi6LBuk6mT9dCPdK2ulu+Td1Bu5h+qUge6QQ96shMIbyAP9IGAzyFjq2FAYEzkw82JhlCdDZ+CDcbA5i5UjVKXKI12hfiddpx6k/qYaoLer+uldqj7ZPqZXXsX0yE8quxWXlF3Km4q3zD1FJ9Mi71B1y9pUHkULA+a5CqrHGqi9gYLNII4IAhMRCHN0EGwJocjhRsNOJSBLyx0xZFPv1AXMgHKeplexRNetWKPrUmzSvlF+pX3N7NR0qvZoXqkOq1+qq9Udmguqdu01VZuugWnWNSuf67qYpzqPpkkL7X099PUGGLwBEzgFMk4g9OFTYY8KgGt2MIoyIlAgmTWcp0ofzLaIe0xO5o2uTPdK8wdDh2aVsU3zhaFVu9nQrNuhf6H/Vv+r/oDuueGY9pnxnPap6aqmyXRX89DcrHlg7tI1mDzGOyaYf7bAciMLWd5AFTAFTOhUZIX4IT/SD6WzAlCRFjZaIYoZLFEmdeUb+a/sDnmrxa17YVxgemZcZnli/Nzy2PRX8yPzNlOj+Z+mB+Z9pnuWI6YGy2nTL1k1pvqsO6bb1ufmW9lvLbVWj/Va9qitxjZq/8E+6vAGmgBfaIP9kMM+FyXTfTEvbgoqU4LeLRREdC+Qxb0s16U3F9mkT/MKNA9tc8z3rIusd62rbfXW9bbb1s22/2R/bbuVvdtWZztoq7Udt92wX7Rft9farzoe22tyOh2XHUO5F3OG887mvneeyvMOWjaDia1HQcgkzI2YiE9mTBpdkuzfv5QX2rmYimpZqE58Ms/Kf1DiUtzJLzXfyq101DqW5V13rHFedWxyXsnZ6qzJ2em8nLvX+WNuletS3hnXxbyfXOedDa6zrjbXaVd/QbVrqPBY/lBRVcGgV9BP9UV2wGSUBH+MymnsnB87wbMycXLX6syA9lWS8GfLVbGNiy2pdxbk0rVlbuNPRXNzLud/mn/JtbLogmud+5zrS/dZ13b36fxd7lP5B90nCqrd1QU/ur8vvF18tPBFcVVhT8mhov7S/e6+0n8VewfD1MnI8Z+IiqCPsIjDzvkxvxtYEz+hc22674u1osBHnzPTfllpSqpb7JBc+X2h/lJFuYMdHwtPupeWVhf9sez7og3lR4u2lFe5/1H+b/fe8kPFRyoOFp+vOFBcW7GvpKlib8mbObtLu+fsKuue883/ASObwcn+OecH+mBZ+If4U9QHvevifNo3pkx4uul/dNd7ONT5Hgfwz2CEbpSK3WojdEHkLlqXEJNL7gwhGpe5GDPMmBkMM0YzNDIuQ5hZl1zXSm5JV6ROd6E8ndPZFUqnLZWz7dN22+/5PXv+nf3j9Xz+/H6f5/3+571v3YzYa/N9YaDF9dwI1yvsOMJQxrGIXgol4aeUzJTO5BxyO6mQ0kqSUk8ny6nNyQ3UxuROakPKIE2ZMk5TpDym1aW+op1KfUurxsj/BjqM/SEB21oZBtooZ8uKr4XGmu+Kd654Xmql/aTMcdWU9MA3t8QBu0eF4c7DubEH+7ITw7oYqfFtNHpKM4VNbUjj0xVp4oz6NBmjNq2OUZPWyqgm9zLk5BFGJXmaWUF+wZRRXjPKMCcprzNUQcEb9LC9txJlbtJC/M34T2IjjaVSU425cnP840o7nXsyD4Pr0kM7LolDHQaERK/uvITgNk7ykcZMakp9RmZ6DY3HrKIKsyqoUlY5tZpVRm1ilVK7WVLqRXYJ7T67mLbAltBesiS0X7PEfwOF6a9FyXo6iL1REwm+1fhQslX9pcxY7Re5mfp0ja327Sr3jaMygul5aYjdWXG0Z6cwPqiZT4qp55JJ8ix6uozBziql87NL6GKOhF7OFdMV3CJ6J09EH+IJ6bd4AvosT5Dxgiugv+AI6P/JVgVFYF1I09VGnA14JDJUf1+6GbdYuRX3r9ptuAd1e1fcOOWmf7nKz3hQFmzTLY1yb5XEBSgLk6Jr+KlJMh6NVsJmZhVlcrlCpjC3gCHN4zNP5eUxW/k5zH4+lznO5zCfYPdZLpf5PIfHXOSpgqL1ViOqrhbK0ddA4k1qy2UGsFC9CWYUm+Gu0kpzTLF/3fAp32298sNWneWR+5tKYwl1xYkRFaLkxBP5FKooh57Fz2bn8Fj8/GyWRMBiVQkyWY0CJuuMIIM9IqCzZ7A7n89gLfCZWc9yVUGxuqsQfc0KxF+vjoo34N5UrIfZutUw1WAIN5ss8VcaXXQHlT5bu2uDLFurw12UFTG+1ScTwk6WkOLFRWnkfAEtk5PHzGXyuIJ0bqGIwi0rIvMUolRelyiFd6kwmTdVmMJ7KkjlzhWQOfP5qqD41SsRcw0eCfTUPkv14IV8JcwoV8C95g1wrXW3xoUW5zW9TV6bO38I2N1UH+ZUW0P0Lq+MDy6RJR0RSlNSeRIKkymi55AFbCEpP78oKf/E8aMFtUUJBR2i+ILhwnjBhDC+YE5wlD9XkJg3rxJKWqmN2Ks0kGgN7p1MBx7X4mGyEQ832/TgSudOtcEOx1XdbZ6GracP7VA0hTjIlVGepbVHgoqqjxL5FSQSqyyNTj1B4xyTZObHifMKY8XFhbGSGmGMpE1ALB7KJxbf40dLFvjEogV+bKFqKEVLC/FWqn2W6MC/K9VgWqEOd1rUYezHVTDcbYI7222n09HltrGx09ekpi3IRnY63E3SSDxUoIyP5NQlJdJrUqjJVRRWXDkzhyjL5UeXS/KiymtyoyraciIrhrgRFXc54RULnIiyRW6kdJGnCqJqaiK+Fu61VB1manBwv0kNrnfg4GKPJvT3fQddfdZazb2u6+t6vI0quv2tSn4McRW2R/ryWmNDmc0JcWkNx1ITlGkZxHoGK7I+Jzu8XsIOV1SzwhWtmWGKc8xQ5V1GiGKBEVL7ihla/WumKoiJ1/gi0oAn5QCTCmx7YtvvSje2PQcAfjr/DbQMW+AV5510q855bpEO+JmL+gKdcntCvTK7o4LIXbHRiZ0JScT2ZHJ4W3p6aBs3PaT9OC2kXU4N7mihHO4YTDvccTs1qGM+NaBtmRzY/I6iCuKo414WAzyqBrjTDDDahW0/bH92DwO0XFkHylEzdfmI3erSq/sNiy57m+VdJNhmDQe5UYZCCUmDkWEx/bGx4X2JicF9VFJQXzYpsE90LLC/MjFgoPlowEB/vP/AzTj/gbkjhL7leL+eD0dV+bMA4IkMYEIJMN4BcPEsQO95gLarAPX/0AL57a240tuW2sdvOenzb7oZsW5476GO+zknjQV4xYyGBISNRIYFXY2P8r+aRjw0khVNGBFGEUZlkYSxxnC/sd4w32s3Qn3HZkN8RpdDva5+iVBlXgIwXYNl0IJlcAbLANufndj7P9zAQeV9PJQ81IeiR6b4vEd717IeOn9LnXbbkTR5wDbmge/+sAl/78CJUAJhIibAd4IUcPABI+DgZL6/z2QpwXtK6ec9feag18NxH6+Hv3gfmHrj4zH50U+Vf2I9uNPw/wyGBrEOXAZoug4gv4vD3seD8Ok6yJ0zwmfNm6+hzNkYJD513E586moZOuvh4D/r4+o7G+Du/TTC02suwfPAHMXDc57j7rlw3M1joXq/x7M2V/fnQy7ui/f2uS0+d3Zd+N1FlYk6gGtYBhf6AXouYR0YB6i5A3BiCqDgiQbwXumrZS5t1SIvma1NXLIwiF7aaxSyZL/r0NI+a+8lN3uPNz5O378JdHZ9G7HP5V2C875lqrPzMtfJ6b9iR8ffqu0df2u3c3h/ztbh/S1b+99/tlHlBpbBJawDfRewDlwDqL0NUDoJIHgMkP1CAzI+6Gmk/mGonfDHd7pRH002Bn/ctYXwcc92r0+2O90+OVm4fP5+j9Nnb2uHL/7Wdl/DrW2+xlnv/ZNsZfVn9p49qMjSElVaWKImcwvUY26OLu1W5a8OYB3sHAVQ3AI4OQEgnAFg/wxAe4vDkZAOPg6t04lABmuD0BZ9X2Rk6InMtrii3duckJWxPbI3sUEuplbIw9QS+ZqaY0NpFyKa7kQkEzPE2G6C+NuNUYmxEZIbGaFGlYbOAXT9j+76jGoq2+IAfsWCKIIiLQQQRRQUwk1y0xskQBJaaAkQAkkIxITQFMVRRFFkUARdYO/DiIMFC8+uT1SeOujDjj7FERTrKCCCgODAfvd9HfM+/L6e/T/r7LPW3lfxHmxCkMq7CFLcgt//OYKYXiFIah9ioQSL8bEw0SocbGyCYbodH5wcWODqjIEHEQUvVz+Y5zYf/N29AXP3Arb7LAh09wCpmzvEuLqCiugCehdnWEhwghXODlBi1vEGvAdvIsjmOwhS8giv34rXf4kgmncIEj+AWMgAGS8BxCoQxlqzYeJUGljboTDN3hccHL2B4DQH3J09YRbBA+YS3GA+wQXIBEdg4AukAB/WxU42+LBoDQkOk0BrPxGMZgHVzRHm+biA3zwioH5ugGIeQBbMBjTMG9B4X/DX+QMpBwW/AjL4lpDBbyNuGxlI+3A1KPgfxdWjgF7wB3IjrtkfKM9IQHlLGqH2+H3HvvkOYeA7iBuggl8/FUh/B9j/Mni7AOpNBOp8N8CoHkDjzQZM6gNUOX6WlgzkLAqgy6jgX0wFtBy3hQLkPRSgHMAdpgD1JBmo58iAXUUBu42O0P6Dfqe98R+ifyYNMr6R+hng10cHUi8dUHOAhu+avnNdgDqHCAxvV2CTZwCHOxtYYh9gxvgDPYUKtAwMsHwaUFfjymiAVWFA24WN0qqxUXotdYR+nPoX4wz1O6OBMsxsogyxHpMHWR3kfnY32ssZRHs4o+hnNpC7WUDtMgPoeAZ0NgGYni7A9SJCAMkdAlmeEBA0D3gyFDhJGLAW0IGZxxhlrmT8xSxlfGduYgyzttOH2Pvo39gH6YOco7QBzilaP/cS9pV7A/vKe0j9wn9J/czvonQKBigf+aPYnzygfeAB470ZwCQ6Am2mM/A8nEGEZxH7uYKEPhNCAn1AFI5CQDx9hK9jDfNy2N94y9kDvLXsr7xyVh9/C6tXsJv5RfArsyfgMPNzwElGd+AFRpfwX/RO4X3aR1E77X1QJ/ZGNEDvEI4yXwmB/TIQOO3CHwHLxQH/Uk4gxPsi1NMJZPNdIApzh0j+HAiT+g+LY+kDQSmcPmEGrycwn9ctLOJ1CtdzP4kquR+DdnD+DNrPeR9cy34Xcpz1NuQc6434GvO15C7zlaSN0SbpZD4XD3CeiUd5T0NA8DgEAh6JfwQcPIOA6ABiF3uImWkP8T6OkEAhQjzHcygm2LcvMorWHarkfhTrBR9CFga8Fa8IeC0uEXRIKvgvpVv57aF7eW2hNbwXYXXcP8LOcFvDrnKfhd/hPgl/wW2J+MR/ED4QcDdsVHgnDIJuhUNwkxnAJTiACP/OMoIdJHpMA7X3dNCgTsNqlnufSji3UxFOeRetYHdEaAPawjNFf4QvFbVGrBY+jSgTPomoErZE7hQ+iqwWPow8JLwvqxfek10S3ZE1iZqjnopuRX8Q3YzqD7keBZLGKJA2REPoZTOAh9eXONqBgmALmhn4zjVn6qiBNL3fQCd0pQtmvVVLfduVcYxWebLgcYwh+EH0IvG96ALJnei1kn9Hl0tuxWyRNsXskd6MrZHeiK2TXo89K22Ma5Rei3sobZC/Cb0k7w2/EDcScT4OIk/LQXZK8SMQ4Bki7aeCynkK6N2tIdPLeihnvm1PLnX6+2wusT1D7PU0LRp9kKLkNSfqQpoUmeE35PmRjfKVkVcVpbIrik2yy4rtsn/G75ddjK+VXYivl51LuCw7m9AcdTqxPao+sTv6ROJw7LFEiD2ihLjDZoDIyQ5i7GxA6zQZTG5WsMjTaiDfZ/KnpWSbjnyWQ2tesNvDLJnv7QXx7OtadcgVlSHykjI35rxyWdxZ5eq4M8r18lPKKnl90i75yaQD8hNJdfJjqvPyOtXviiOqZ4pDyZ/if0v+llCTPJJQnTKS+IsZIHaYBgp819I7WkEu0XJ06UzLLwVzLd8V+k16UciwbVkucmleEuFzPUfOuGxMDjqnw8dFTab8pHpxwrGUFcqjKWuVR1IqlIfUW5W16n1JB9WHkmo0p5J+1VxLqta0qPZr36v2avuTd2uHk3f+HxCKv4PSZjJk2FvCYsL47wUzxnUVzR7fsWbehGfF2KR7RYFOvxeEzbmyJBY7n6sMrDdpI+r0BvmhtNykg7qfUg6kFqmrU9ep9+sqNft0uzR7dDWa3boTmp26y9odunvabWmvtVvTerWb0wa1VbhKMyDCzhZSbKwga/oEWOo8bnCVq8XHtR4WbaVeY1tKKRNvlwjsG1dLPS+uiCafyk/g1y1Uh/6WlR5XbcxU7V2Qp9mtL9Dt1BenbdeXp23Vb0vfov8lvUp/NL1Sfz59k/62fqO+XV+h79FvWPA1vWxBv1kQNXUKpE6ZCLl242C5o8XXNYQx70qJY1o3zEDub0Atb67n2zWUSDzOro4iHV8Rz639KVlSnaeL3Z1jVG3PzEndbFyqrzSuMmwyrDNWGCqNGwx7jGXG2ox1xtMZpcYbGSXG57iujLXGXmOxsddgDsTaWEO6tSXkTRsLhfZjekockI4ye+TJRiLSvIk0vrGCO/ViWYj7P36W+R5ZI2cdKFQF71mmjd62WK+szM1MLc/KM6zPXG4qNRVnlZgqsopNO7LXmA5kF5lOZq8yXcsuND3JKcz8lF2Y+Tmr0NSTiTP9HSisJ4Nh8gTIt7UYLZqGdJXaIm0Vk5CHlQSkabPvuIZKjs3ZjcHE42URPrWlcYz9xUrRjpXqyKrlaYnlS4ypPy/KMa7Jyc/+L9n1Gg31vsYB/JkIKbsQpsJcmGHMMISSWxHjNpltGI1cQy7RYDBmyKUQJZfI5ZCE6CKilkq67G77JDl773Zrn0idS/scO6X2Pul+ec6vdd6cxYvPmjez1nfmeZ7/Wv9voawwPV9WLs+T1clVsja5UtYrV8guy7Nl9zKz0qYysmUz6dmyF+SbL2RzoVRbG1MWL0SlDuVt8RIyAy34pUYT/nLQEG42cNWG69fpnKn1WtFTLbTorAh2OFQetqG+OEpYVRi3uSwvMWZXTmpyXpY8LUeem5WVUZItz6hWpGe0KNLkJxQ75EOKFPkY8Wt2qvxZpizjuZzImAvDtRahTFsd8xZTZkq1YLxSHe7VLYSRRn347k+WC843rV18usHT6FhdgHlbjXh1U6XU/cDeSL99pVtDindti96Zvz0pW5WWnpajUKQoCpXJ2ftUiYpG1TZFlypeMaiMU4woYxX/yIlXPM3elj2dlZA1nTkXRmtoYobWgg8FWvConAL3a9RgrEENbjYvheFWNuVsq+OinhYPg84mP2ZLfRD/YG2oS2VVuM+eihhxYVl8RE5xUkJaUWpaYn6mIi4vTxWTV5YbnXcwN2pnpypy5xllRP73OeH5jxUReU+zo1TTX2XNhbHqGpitQfl9lxqMVwD8WLcAbjdT4OphbTjXzoS+9tWa3W3uem2tPrTGFhGvplHiVH5wi9euA1Gi3KrYMPm+hLjksu2pW0vSsyKKVTlbikuVYcW1OWEl7QppyUDW5tJbmaElj+Shxc8ypUVE4XyYqKaOKjX4WynA/WrS+0j3vHEYYKhzIQx0mcKJbv7Cji6XZc2d3sa17UJOxWGxY0mL1GNnU0RAdn1MaGptfEx8dXJyRGVamnS/Uh66v0QeWlmbIak8ki6p7JeFVN3cEVw1mSre/2JH8N4XsuDy+TCVovYmH2BiL8APdQDfHwK43AFw9hjpHSdXwNEervqhHied+hOeKyqP+bH2dInsCjokbjlHwnxlrVHihJbY8KimxHhpoyxZ0qBMCW4oSQluPLBd3HgkSdzYnxjUdHNbUONkvKhhJkFU9ypRVPsqaS6UA+XJbjKDKoA7TQDX2gHOk/xTp0j37NeD1jPsBQ0DDtrV/e4GZX0CRtEpobXyZNC69OOSjUndWzbFHI0KDeuIjwxpT40NalfEfdu+O1bUUbNV1NEWHdhxOiqw83rEps6H4cL2mUj/tvfRAa3zfVIBPCwjMzgIcIvsYLgbYKCXdM8zpPudWwQNQ3SoHuJrll9w1i0672GsGvS1zDgrdEgaCHKP6Zf4hPVtEQX3xkhEvcnSTb1ZYcLeIqmwtyo0oK9VEtDXG+zf953Yv288yK/3uVjQ8yFE0PNZMte/Cv83g5FmgKtHAQbJ/+8h+UdIB627QoHKa0ZQdt1Svei6g47qmis146qnWfIVH5uYS0KnsOFvPcQXQ30ChyKFAUMJgX5DGYG+FwuEvhcrAnyGm/19hnt8BcNXfASX/irwvvhMsPHCez/PC5/95/o6g7F6gOtkB0M9AKdJ/tEhgCbSAfffosDuUW0oGKNRlGM8rfQxR72ku64mMaMeFtIRgZ14JMBJeDvI3fd2mIfgdqyn94jMw2skd4PXnfL1G+80uXuOHnf1vDvs4nH3vrPH6LTz+pF3ru63P7rNda+G3CHZwaUT5A4HAI6T/ENXAWpuAZSMUiD3Zw2QT+iD7KGZeuKE9ZLoCUdD6bgzLWh8vaX/A28bwQOh/cbxEEfPiShHj4lkhw0PFfbrJ0tWr5+ss3V/1Ml3fzxo4/b4rrXr4195zpOv+OsevrWd6+sOrpAbONdPdkDm30by60h+2ShA3j2AjAl1SPm3PiV+ylQzcoqtI5niGQRO2Rn7TK1hek65Wbj/5mXl8puQ5/xUwls3Hc1zepbCXftMabXm+R7Ompl6S8eZLrbDi/Msh5d3WPYvn5jbv3w6zzVyAxf6APrOA3SQ/HqSX07yd/5E8h8AJD1Rg9hXy9TCX1G1QmZp32yaNdcXzHKoG17zTVxeO9Kd3rgwHd94mtm/9TezexdsZvs+ksl/n8S0/qBg8D6U0Lkf62hWHztMOZ8GTDifbhAj81wkz8DAOYAusv8mkl9xB6DgRwD5LwCJjwCiZoAi/bxIPQh1tfzRSMcLjXXdkWHghGyqA3JX2qGdsQ2uNeaimwkHvY0tMNCYhZtXmWPcSiamU+lYYETD/Yam2GRggt3EyXnODpIbuAzQchOgkuQXkvzMr/mTABH/BAj5AyibvoC6D2pqbcAlS5xRb6kjGura4qrl1kg3sEKWIRutjMzQ1oiOa4xM0M1oFQoMqSgyMMQty5djgr4uyslLc4GuDu4jL0yV85y8BHD4BrnBEYDdPwBk/V++eArA/zUs2Iiw0BVBcw1StO1QQ4eH2kstcekyc1yuy0CqHg1N9VchU5+KFvrL0ZpkOugtQVe9Reitq4GiZWooXUrB2G8AU4m0eZDNMEQGh4oszgq04K1Elr0Jst1NkR1AQ9ZmIp6BrHQmmucRpUxkVRL1TGS3EB0MZB9noEUfAy0Hict05PyZ+Jn2xervtE/c56YfuLOm77ifTN5w0eS1FdJmrZA+F1qQ32BmQUVL9gq04qxErp0xcl1paOXHQI6E2GqGHJk5WqqIYqLCHDl1RLMZWh0hus2Qe4qJ3LNM5A0zv1jfYny2/onx0eYx/R1/mv6GP0ub5X+k/ccG6X/YION3a2TOhZZ0Q7RgUZFnRkUb9kq04xujnTMNbQVM5IvN0CaKhdYpbLRWsJFXRD73stGmhv1ftus9nun9D+D41y2pdCN0cVIY5jLGGDbNhplpM7Z2sdlsdmeY0ha5n0VuxcGPopITHV11cSqVc7ocdfI7qqOfI6d7dBeOCtXn9338/tyvP55/f96P9+f7+T4er68+Da5fUC2un1FtrnO+P7nM+p50mfE75zzjd8X5E/oP5w/+f6+f8n+xbiJgat07/7l1b9HA+Q0auL5GA4Qx4LHWDniuswd+TvYgAJ4D670aYLFrQSBpPQiguwL/RDfgL3f/itZ6fEZv95hFG9xn/KvcP/rXuX8I2OM2HdDqNo3pQPyDOY6YCux2nQzqdZ0IuuU6jh12eYsdc34VPOk8hp1zHQ0Cbs+DgMezIIA0BpDwDKjv7EDgGjuAg2chIFcCAsYRhBHWg1Aq4mswGzmLlXh+xGq8prF6rylskedE8E7P98E1yPGQRuS7kH0eb0MPebwJPer+GnfG/RXukttL/E23F2FDiGdho4jHYZNuD/FzyAd44DWCAz73cQBlDHjB52NWrQA4B1sQ4WQLKO72gOIHPy+c02ciGfGBEO85GZbkM45Xod7it6Beh+X5vAzb4TO2odp7lFDv9ZzQ7PUs/KDn0/BOzyfEU8hHxB7kQ1Kfx4OIIY/7EaPIIdKk9yBxzvcuEfjdCQf+A+EgwBhArVkBQu1tAMl+GYhduwwwEDaAgbL/TMc6TseQXMbJNM9XEVzfUZIU/YyUgX5M2ub3MKLY70Fkue9IZC3qflSTz3DUAdRfUR2o/0SdRA2Sz6P+JF9H3SUPogYoz337oyf9b5I/Y/rIIOi3KIC9HgWCjYGAlbaAAHcv1X4JYDkuBlxXuD+9bT5wMA7vEjY4jdEoHk+oLN+/KaKA4Wg1ZoiSjRmk5GPuUnZgbsdUYQZi6jD/jmnG9FPbAm9RjwTepJ4JvBHbG/hb7B+B1zY+Cvp143jw5djZ0IuxANdDBfgLVBBmDATb2YBIuDnjVywC/DULQbLzolkxcsn7ZLTNC0HoqkccsvMwk+H9Z1wiZoAmC+6nZYTepOlD+2iFuOu0Mtw1+i7cFXoD7lf6PlwvvR13Oe4E7mLcBXxP3A38ecZ9fDfjddgZxifCqThA7IKdjAMkYyAM3kHMYmvAsV0AxKvmA/k6q2mV24JXStTixzKs7bAkwvGOgObxO4eNuc4U4a4kqAi98Vnhl+JziT3xxcTzCeXEcwk1xO6EJuJZZivxNLOTdIp5lnSSeZV0gjUYcZQ1FtHJmo46zALkDlg7C0QbA8TlS0Ec3HtJNvD5DvO+pH03732Gy7znGZ5WI+kY67tqosPvsljEVRHT/1IiH3+eIyWdZWuiTrOzyV3svOgTbEP0MXZV9FF2XXQnpyX6J0475TDnJKWde5lyiDsQ08Z9GtPKnaTu536J3ccFsc28/wcily4GrIVWQAL/2lPtzGe0q81eb3Eye5SNML+Xjbbq125YcU1Dcb6kiPftlvBwXcLkiGN8JaUzMTP2cKJ+Y3tiIe3HxDJaW+JuWiu/kXaAf5C2j3+U3sI/T98ruEnfI3gQ1ygYZzQI5hj1AsCo+wZAsbYG3IXwDpaagwxb0+lse5Mx/WqT+zlOJrdzfC379PjlvZuj1/6cHufdpWIHH5ElkdrFUupBURp9v3Azo0WYm7BXWJKwR1iR0CisY/5LuI9ZLzzMrBOeZdUKr7NqhMOsXaI3m6pFM5uqRIBV+Q0gduFCIFgwD6iszUDWMpP3+uXQk1xb6F7+GuhWgY/FlTzc0gvbohxPb6Ehj2aygg6l8sMPKMUxe2VKRqMkg9Ug1rHrxAWcWnEpZ7d4N3eXeA+3SnyIWynu4pWLf+HtFA/ySsUvYR95O8RfuIZvAHSrBUBkZQHSFpnOZVtDb3IXQSP5VtCdopVQX4mX+eWikMXd+RGrjudsdOvYmhDQquVt2JsuojSoZIwaeSq7WpbFq5Tm8MulJYIyaaWgVNqQZJC2Jn0vPZZULL0oLJLeFhZKR4UF0umkAums4FtAvCX8LcyH78HKZFJvBY3kWUD3iuZB/QY76Gop0uyCAbvoVDHJobOA6vJjbrxfi46Db9icRK7JkMRVpirZZcp0vkGxVVgsz08ukpeKC+S14jx5i2S7olOSIz8n2SbvT9Ernkr0iimxXvExWa/4JDIGWBbzgczS7GuWJTSWYw4NFZpBtw0W0I0yG6i33N20e2fgguOl4Ss6SmLWHyhk+DRtZ4fU6vmRlVuSaaWZMnaxJlWQn5olzlXnSLepSmQ6VbU8W9Uk36xql2epzioyVTcUGaqH8gz1hCxTPZ2SqfogMQbYZpZAaWH6cYs5vAO4d0pMof4yM+haxTKopxphcroqYP6RCoJNW1n02mYD3au+iIXdlccjlm0TxhZnp7C2ZymTdBnpKZs1WxWZmgJVumanOk1Tr1ZrDqpVmi61QnNNLdeMqBSacaVSMyVXpf0jMwYSTeE3aWbyTgdBfxVC0MAOE+hGhQnUW20N/VzjDJ2oQVt27ApbdqCS7NhUTvOo3cHEVJRwCd8XCGLyc8VMnV4m0GanSlOzslQKbU6aTGvQpGhrNBLtfk2y9niaSPtLmlA7lCrUvlEnayeU4sxJhTEgNDEH6SbQoxwIGiyBm6scgq7C3dNTawWdqneCjtT7WrT9gFvSXBO5qr56I6K6Ih5dWsbGFxr45JxiESMrPyUxNVcpkerTVSKdTpO0tTidr6tOT9Q1a3i6I2lc3eVUjn5QzdG9UnO3Tqh42ZNKY0ACmc1kQf+7h9tw9/XB7dn7AwR1N1hAxxrXQO1NPub7G0OsGxtIDjV1VOfyGgaqpHpTyPYKXkR2WRJNY/gv2WUaFNWZheEDRlSwEeh9p2m6m6WBpoFm62ZHoNkXgaCoCIILmCGiMWoCLolQKDHgDoiKBBDjCq7jRATNZIyWgBpGoxEEQRMWZTUsZz4q8yPV/nj+3Lp1n3vfc76q+6Ympu/ISFm2LWtVUu6GzMTcvKyE3D2Z8Xllaxfl1a1elHdjVVzew4zY3NcZsV8OrYrbOpShC2aAft9GgPbt/8+gBOD6IdI5SgFqjzLhRIWNfulRV8N95b70PaUh5l8fipTnHYhz3VTysW/23uTQ1UUpcSmFK5OTCjJT4/NzMuLy8zJi8/ekxxaUrowpOJUaXXBjRXRBW0pUfm9KxK7RFZE7R1N1wUzQm5lD29cAP5EZ/HCQ9L5y0vuOAVRWmkFZlUTvwEmnud9UepnmH1/I21YRZrW5PMZpfWmCZu2hxQtTDyyLWrIvLTG+eG1yTHHO8uji3OVRxbuXRhWXJkeWnFocWfLPpIiSto/Di3uTQveOLg4tmliiy3g2wNM8gPszGewnGZSRDE6Q3kU6aFmtIRyoM4e9dQ6zC055GG+v9WNvqQ4R51RF2GdWxrqlHU/wS65Yok04uiI6pmx1fGTZ+oSIstyE8PLdi8LLj8SFldfGhJVfjw4tb43UlvVGhRwZiQk6PB2rS9dn5DzOZPAtyYDkf4n4T1cDHDsNsO+sPhSdZ0H+BetZ28+7GG0550XLORsozDqjtV55OtJpaV2sOqE20T+6ZmlIeE16WGh1dri2ZmuYtqYgNKTmkDaktiY4uPZqUFDtg8Cgmp7AwO+GgwOqpkJ0eZZLMtgN0ER24NpxgHM1AN+RDnrkAul+pId+ddUY8q5b6G2+5jAn55q7SeZVb/bKK4Hi5Mtau/iGCJeo+jh1WH2ST0h9ql9Q/Tq/hfWbfRfW7/IJbNjvHdBQpQlouKz2b7jv6V//ysP34rDa5/yUly4PyVn4kZyDGxUA9eT7T50BqLgIUHIFYBfpgVtuzYKNt1mQfUf20drbjkZpt91pyc3e/PimAEnkrRA7bWOkcmFjvCrg1jJXv1trVH63Nrr4Nu109mkqdvJpPuHo3Vyv8Gq+6+DV1GWvaRxSeN6cVOryM9nDRrIDl8n8zxD/yXqAg1cBCv8FkEt6aM5P+rDmwTxIb+XqLW+VGSS1Kihxra708BYNP7jFX+zfopX5tMRYe7UuttG0plur2z61UrflyjwfFkk9Hh219Hh0Xuz++EcL90cvRK5tA2JV67hEl+bDZAZVABeIv7oBoPQ6QNEPANubAT77D8DaBwAp7bNh8QszvfgOweyoDqmhtkNuGtDhxPDu8OB6dvgK3DpDhK4vY4WqrmShS9cqgUv3Br5z9w6e06sSrrLnJEfZe4nt2HuPpejtZCpevf2AG5VkBmT+p4j/KPF/e5PswG2Az+8CZBH/il8AEp/rQWy/sX5EP8sgeEBo5DcgWaAesKG6DjoynAddWY5vvdkO74LYdu+i2PKhJJbtcDrTZng9w3pkO91qpJgmG62kSkcvmknHbptKxto/4BLZ/+9J/seJf18j2YE7AJuJf10LQOqM/xlAVA9A6Ps5swInTAy8JxmG7pNcivOkyEQxJTWzm5JTbaadaLJpd5ol+tIsUEszxziqAJeb8XCdKQe/WMDGQmM2HjFmYTWFifXzdTlH9u8k8R8k/gLi3/ozwCcz/va//BGdAEF9oOc7AbM8cbaBCxrNU6CpkRwZFCvkLpCguYkFSk0EaGvCRaUJC91N6Oi3wAzDjI0xgWKEaZR5+On8OZhrNAcLyQ/b/g+ovkbOIfHvJv4viT+7FSBtxv+c+F8CBPQCqIdATzUNsxwRDOQIc2X4kaEY5xkJ0Xg+D6kUNrIoDORTzNCCYoxWFEN0oBig23x99DMCDCckGgKmzgPMImycqwtypHTkWpFHyAg2TOQoWcjVsJGrJSSwkJNGrv2DjpzN5L4dhEI68ooJhwkVdORX0ZBfR0PBecIVGgobqWh+jzotekKdFPWYvRcNmo2Jxk1HRGg6bI5mQ0Kk6YJcCXmOhIHmM8iYKFKwUeTJQfNgwiI2ClNYKMxionATYRsTzQvIPXsZKDpIKCdUMtCiljEtPkufEl+mT1repE9K7tL+lLTTxqTd1BHpAPWddNxsUILUAUuk91siQxfkkXcQWdDRUsRAS0smWtmz0Mqdg9JALkqjuShZykHJGjZKNhBy2dOSXewpaRFrQrqfNSErZf0pO856b1XNHLf6njlm3cActb7BGLX5N2PY9jH9re1L+oBtP+0P2zH6GxtkvrZB1mtrZBM4fwcFYjpKBHS05tNRTt5DYctChYqD9n48lEfw0TaJN22bzp2wzea9t93CHZPv5I7KC7kjdsWcYbtDnCG7Cs47+yr2W/s69qDDBdaA4jqr3/EOq8+xjfnGsYPZo+xjdDuOsV8qkNupQF6HAwp0QQshHW04NHRgUdFFSEM3shtuSjaqvPjopBVOKOOFY8oVgmFlluCdcpNgUJkn6HfK5/c5fcP/w/kA741zGe+1ywlur0stt0d1jvPK9Sqn27WZ0+XWyu5w62A/d+vj/Oo6zn+iQmG7CkWPVWihC8q4NFQwzFDFMEVvvin6Sajo68BELw/ue89A4ZB7tGjALVn0u9tq0Wu39aIe9y/Muz2+Mu/y2C3s9CwRdngeFrxQHxP8pq7mP9Oc5f+qucJ7qmniPdG08H/xesF/6NVn3qIZF9/XoOSeGqV31SgjWP0dlDOpqKKZoDd9AQbxjDFUbIJaOXU8yIX11t9H8LtPmMUrr0TLTq80yW/en1g+8/5c/NRnm/i/vgUW7f9ju0yjmr7yMHzZEXFBcanLoKLWICowSEQBSQjZQ3aSkPWfhAQDJAgRoQl7wk6QJSQKgrKK4EAVVFwYse7iXp3RjvUU2zl2PJ1WZmwdHPzP7ekXBvvh+fw7933fD/fBHVj3BOdY9xh3eN0jXOe6h/j+wAf4ocB7+D8H3o0bDxyPe77+Rtzrjdfiftl0BY8GXcajwWN4dMulWaBhS/zQKOi9JH9flLliLspd6/uei1nwhhXm/z09asUEibT2eTx3w9N4+aeP43WbHsZnYe7HmzF3iRbMOLEKc5tYj7lJdGJukNow10k9mKukgaArpHNBl8nXg8bIf9k8SnkVfJ78dusIGQ05Q0JDT5PQsNmg2MULUZwvvL9oDipY7o2KA7zfSjb6vBZtnT/Bx/p/xSGs+jKBueEuTbT5FlW19QY1fdtVanbIF9T8kDGaNeQSrTpklNYQcpHeHHKe3h5yjt4XOkIfDj1DHwsdZjwIO8V4GfY5YzJ8gDEdcYKOYvt/Y8dM0KgFMAMfH5S/0AuVLvWYVq7y+Em1zvM7JMj7K/n2eY/EuGW3BbTAa1z+ljGWLGyUqd1+npkRMcLMjTjDLIwYZpZFDLFs2JOsJuznrFbsAKsb+yf2ILaffWFHH3t8Ry/nxY4e9o87u9hTuzrYaFQ752PQWN95aMIc+P75Hqhqsds77XLXf+xZ7foiZb37Y22Y97g6xv+KnLxmNIkdPCJICh/mKyNP8lJ3DXCzok7wTFH9vOKo47zK6F5eXXQP72B0N789upPfH93BPxtzlH89po3/bPfhxNexLfx3uEN8FHfwd0Dj5sANeHmicl83VLvAZTJtMfg2fSl4qg8A9/TbPK+lRvmNaomrzyiZmJOyxPATYtmuXpFmd7dQj+sUZuM7hHn4o0Irvk1Yg28V2eNaRK1xzaJjcQdFpwhO0WVCk+gxwS56Fd8g/JlYL0SJdb8DSvLyQQWeMIM5rlOpc8EPhrngRYYveJS5EtzMCnYfy9w5f0RPWHFyD31jfzIvrBsR72yXKXFtUh2hRbKXeEiSS3KKC0kOcTnZLq4jN4oPkeslnZQ68QClVjxKtYnvU6vF31GrxP+mVoo/QNCPQGnusAcPd1Tr5fKj3hP8LdMdPDF6gbv7l4GrOUFuF/bv8B3Kwi87YaAF9qRyth3VCiNb1HKcE9EQ7Yp0Sr3cSKuTmem1MgujRlbNqJY1MSplRxIqZP0JZbJzzFLZONMi+wYyySyRTUPQhOJZoAmuXqjc3XVK5w4mMlzAX/e5ggc5HuDmZ/7gUt4m17OmCJ/B3Nglvfsoazr2soJb0hOxjj2S2HqNkmRT7aFXKTOYFch+VhlSwC5FyjkWpJ5TgrRwi5Bj3ALkNC8fucHLQ77mmZGfuGbkPdeEoJzZoGzgiSKurpNp0Dmhdz7KdQF3zG7gav4icKFwg8tQYbh3f97uRV2fkf7Qlp2AcWbxw+sNSTE1qXJiRUoy3Zqcxi5WZ/EK1abEfJVFYFbbBCb1QWGuuku4X31KmK26IjKqnomM6h+ERvVUolGN8meD8oAHqgYu3+sBeAq9874Z+k6BCxgrmg/OWgLBoCXMq7coemF7PnFls4nxqT2HG1ZrFEZVZEgJJelKeoEuhWNKMQhytPuTsjWFYqOmUpKptUv2atslBu2ANF1zSZqmeSJN074Wp2nfJaVrp0XpmmnhTFABcP+gBeAFdL7HuQCMQ+e5WgLABetcMFS2BvSXhXh0le6a31pC+MRRSF9fl8feVpUriLTuE+MLMhW0XEMy15iWKspIzZLqdWZ5qq5UodPVKVJ0rQqNrl+RrLuoUOkeKdS6V3K17mdpsu69BCKeCSoGbr/oYA9GAB7+mkEx9A3ofmfLvcBg1WrQW7XFvb0y0re5LG5po5W6tqaYFVyWz8cWmZJiTTkyinGfiqPPTBHtyTDIk/U5SpW+WIXobSq5vlkl0/eqpIZzSonhnlKi/7tCon8rl+qnZLL0KelMUBlw/SfcwlPonXcLYQbw/sVK+N+vdgN9thWgq3azW6sN6+OoxvkfqCQHVJYxMSUWXnhekTAmO19KMpgQVkqORqjMTpPLjEaV2JivFhmr1EKjUyUw9igFxrNI4r47Cr7xW8i/5ImZ/5EJZoEqgctEBuzBBMBtC8wA3h+xATAA/aunfik40rjJ5VDDdu+Gut1+1bWkVaU1jI0FlZzQ3HLBrkyrmKArljNUBWq+NE8nEZoyEb7JrOSZKhCe2aHgmrtlHPNpKds8LmGbX0pYpkkJK/f9R3zQAPA17OEB3MH1cpgBvD9UD50HOuhRhx9odq4HdmeYp80RvaDcHr+8qIEWaKpjbTHa+Nj0alFscqWUIitTsoXWFCHPslfMsZgkbEu5mGVpSmJZu4RM62lBgvU2n2GZ4NNLJgW04mkBreiDcCaTqQA8g1u8AzO4XA0zaABg0AGdAzpgc4sPsLcGgNrWre4VhyN9S5rxS8yHKAHZzgSMvon7R22jIEpRLyGIDiB0nk3LZtVk8BJqTLwEWxmXYbNzGLZOFt02zKTbbjFoNRMMSvUbJrlqmkWuRNkzeQl7+DIfgBsVAIzC9w87Aeg7DEBbGwD2djdg6/wEVHRiXEs6t8/J64jxyz4av9JwhLYhpZW1FWnhY5Oak3bzDsqJLKeGynAY6HSHiUZzllGpTjuF6uwkUZzDRIrzFoHs+IZAbHpDjG/8Lzm+8cP/8fzXLcIMvqgF4Bx8/2Ar3AF00OZuAGqOAVB63A8U9Qe6mPtCPLP7ds4zHMctTTlGWoP00DFJ3exQXldiJLNDEkPrUOMoHel4ckcujtRh/R/XdR7V1JUHcPyKQLaX5OXlvSQkJCGEECABAgTCkmAgQEADVQarbfW0MuN46qjT2o5T67FaO6ODY9WO1latC1K1ohIF5Igs7gurtS4HARGsCwoisgkI/ub2P/CPz1/vj++7v3vfO+fanQXbpqUVHLClFpRYUwuuJaQWtMc78nutyfvGEpP2vZnkzh8z+C+ewfd4Brh/7Gd8Do7gGeB76H/cCK0u9kZflCjQ56UhU5eVmjmLSqyiBcXJ8vdPOv1zTrhCstzZERnuudFpRR9ZUosWx6YUrbA43Otikt1bzcnu/VFJ7pMRdvcVk93dFj7t+IsI27HXUbaj45M04m/xAj4D5T/hGeD+oUI8A9zeXIzQujKEPsd3waVVJFpcrZnyl+pQrw+ro4m5VVY6uzJZ4ap0+jsrMvUpFTkhSRXzjfaKRcZplcsNiZVrQmyV3wbZqvborVVFuoSqiwEJla3a+IrnAbHlo/rY8rFJruI9qNyNUAnuFx7F5+AEQttOIbThNEKrKhFahu+iudc80PxaMXqvzt9jdp2R9U5dFH96bbw4pdbuY691Km2176gTauf6xdflquPqlqpi679UWurzfC0NPypiGgrl0Q1nZebGJpm5vlsWWftKHlkzopjoLD6DZXj/i3C/AK/9B7z2jXjtX1UjtPwiQn+9htC8xiko+5Y3ct2lUEaz2iOlOYhlbzbxEpotwtiWaVR0i5M2t86ko1rfpyPvLRRHti2nItrWikz3t5Lh7fnCsPZSQWhHncDY8YAf0tYnCGkbEE5UfgChk7h/GPd347Vvxmv/+hzeg8sIfVyL0PzrCP3pNkLTWzxQaicxxd4pnZrwVMWKearjRj4z8sOfRQmNXQlkSJeDDO52kfrnc4SBPbkCXc8n/IAXawht7xaef28+V/OyhOP38ipH3dfOVvc9mqQE738h7u/F/e+qEPrmAkIrriC0uA6hD28glHMH91sRSupAyNrvNcUyxPeMesV4hw8rOIZhDVc/rCcCRsIIzUg0Xz1qI3xfpxHy1zN50rF5XGZ8MYce/5IjfrORTb3ZxRLBEW8SzmBVkxzH/Xzc345nvx7P/gs8+yUNuP8b7jfh/j3cf4BQ7BOEooaQRzhM9QwBjncgkCx/YNhqkHN8wY8rg0AuA6FcCqK5AkjkcCGd7Q057KmQy0LwqTeCtV4IvsV2eSLYM8nPuP8D7ufh/qoafAYbEVpwC6HZzbh/HyH77whZOhEK70FTQkaRhw6QpwaQlxKmesuBxZIAwRYDxSZByuaBks0CLe4a2AjMuJ2ITcf9d3H7z9jfcXMVtnoSEASJgcZ3TAYTBdEgNNFAWrEMMQjfFYEglwT+MgEQK/kg+JoAYR4PyK1cEO3AfuICdQA7zAXxcS7QpRygKzlvmCucceYmZ1TSwR5muthDzCC7nxlj9dHAeUkD921ABYpBqhWDzF8MEh0NkjAsngGJkwYmB7/bRyKgl5AgXiEAZg0fmA0ESDYTIN1OvJHu4o3L9mMHeWM+R3mvfYp5o/Iz3BH5Ze6w4gZ3UHGf0694xulVDHB65GPc53LgdcuBwPgTgQT3FWox+KowfxrURgZUFgaUKQz4zqTBdz5+/rEIFJ+R44rVwjHffwtGlZv4I8r/8YdVP/Jfqfbyh9QFxJD6CDHod4IY8DtN9Gsu8Pr8r/NeaFp53f5Puc80/dxOzRjxRAOCxxoQPtIAORHI/cSgVlCg8aFAh98lKJgGvVkCOrsEAjIloH2Pea1dKB7RfkINaVeSgwHryP6APGGfbovwpe57YW/gbsGLwHxBj/6w4Lm+SNAdVMbvCjrPfxZcT3QGtxAPgzuJB8H9gvagMbItCKh7QSBufQuocD9AIgI9I4IwXxFE4L0xRTAQZpWOG9Olw4bZ0n7DAqbXsITuMayguo1fUV3G9aKnoZtEnaHbRE9Cd5KPw/aRj8IOkg/DjwkfmE4JO0xnhe2mOkFbRLOgJaJT2GQaoG6bxumbJpDcCAcpJpsItFIKQmgSImghxCoEEK8lIc4oHrPESgbNDtmLyJmyrsh5sieRiySPopYzv0etojvM6+j75jxxW/RW8b3oHVRLzB6qOaaAuhtzlGqKKaHuWKqoW5Za6qblrvh6bCddbxmQ1ljGfa5ZQHE1BnyvxIByIgj+oy8UQAJFQLIPD1L8iHFHsHDAHiXutiZKH8dN9+mInSNvi8v1aYlfKmtK+Kf0TsIa6a2E9dLfrJukN6zbpL9ad8oarftkDbbDsjqbW1ZrOy27ZrvkczXxps+lxIfy84l9yrO2MXWVDfwqbaCpsIH/RBAuEoKFS4CD5MB0CRsylZxXLh2vOyNM+DAljr6XlCprsmcrbtrnK3+1L1I2JH2qqktaqapJWqu6mrxBdSV5s+pS8nbVxeTdqvOOA6pzjkJ1taNEXeU4q65wNPqVp7T7laX0aEsdo7piBwSedID+xFvATPDxrwT3+SzIpr3GZ8u9enM03o9mBXNas8yCWzOSmMZ0l7LGOcf/ctoC7YW0vwWcc34WUO1cpat0rtNVOPN05c4tutPpO3Rl6Xt0p9IP6UrS3YHF6WcCT2TUBLozWvTHMrqCCzOGDb+kg/EwdigDQieCOA4PUr1ZMIvnCXNJj1cfMB5PP/D1aJur9bw9J4JTn5MovjwrXXkuKzugwjUv6LRrYUjZjGWGUtc/DMWu1YaTrn8Z3K6NhiLXd8ZjmTuNRzPzjUcyC42/ZJ4KPZR5KfRg5u2wA1md4fuzBk17syBibyZE7nkL2Ly4MMPLC+aw/092mUY1daZx/AmbuLQiLsW1ihsDKhCWQCCQQICEhJCb5GaDmEAghIQlIBB2EnaQPSCyBUFEQVAUAaljLVvrjB1H5YynddrTzrE9M52xne6jtnrn9VtsP/w+P+f5P//7nvuze6FYT/pOtREeq7bAR8o9cFd5zGlFEeLyrixq53Wcd2BaIPG6jCm9J/lan3G+wXeMb/Q9z68gn8NqySNYM3kY6yQPYQPkQWzUzyq44tcvuOXfJ7jn3yP4IqAb+yHwFPaC0oURv4Ng2DsTmL0DkeBI+j7JCR6rneCR2hnup+6A2xovh1spQW9cT4p0u5LI2T8hE3pdkCT4juDqgGFcH3gGP0Gx4sWUftwc1IfXB/XgbUGn8Z6gbnw4uAufDO7Eb1A78A+p7fjnIa34dyEtol9DmkXE7yCiwInASXbPlHbwOAX5ltYOVrWOcEe3DRYzPOzf0Qeuv5pG3zqhZu8dVWGeQwopeSBBSemVaainpVmhp6T5oZ3SUppFWk1rlzbR2qRdYS3SwbBm6Xj4SelceKPkdni95BN6neQbeq3kOYKg10iIcFsIFjgSUiB9m4ScU4v+8zNIcDfTHt7P3gw3cw6RZgx+zpcyw1zPp8fsHtLwPPrVuG+3MjHIokgObU9MD29JMDCa5YWMk3JTRIO8PqJe3h5ZK++LrJGPMqvk08xK+XKUSf5xVIX8CeIZs1xOvCLSFoIL6A4AX6IMPkLeeQ/5xp9ySbBwwgXm8/eTruT7rhnPDXU5mx21YyCDe7BbK/TuSJFRWpKVtEZlKqPueAazRnEiukpRElOpqI4xKZpZFYpuVpniLLtUMcUuVrwXW6T4W2yh4iu2UfE/BMFCxNhC8MH+l+MAn6Uh58wG+BB530oBcr6CDXCtaB9MFnk7jhpD3hzMi3TryeG4WzKxIy3pkoAGTSKtWp0cYU7SRperstmlKiOnWGXiFqkauEZVZ1y+ajAuTzXBy1X9kWdQ3o83qP7JM6h+4hpUBOe3EEKw+/HVHZDz3c9FGSDnWUDuN1+8FqZK98BY2VGH4ZLgDf1FEVu78tl7W3PjPRuzcb9qvTykQquMKNGksowpem6e+kR8rrqUb1DXYNnqNkGmul+gV48J0tXzAm3yX4Rp6i8EWvWPfK36ZbxWTfBsIcRA+o8adTEL+VY+yqAYZVCGvLfMCSZMO2HU7GU/WEFZd7qMvrmjmLW7ycg7XJsn9DXlSKklmQpGvj6ZlaPV8jLTsgU6TaFIqzHjGk2TOEXTI1ZrRsVJmlmxSvNnsVLzD1yl+V6o0rwQJGkIzBZCBqTHGoCHOQB30P6LyLvmTch3zHZwocoNhqs97PqqA5y7zGGbWiqid9SXcg9UFmHHygrElIITCXSDQcnSZaXGp2boRcn6PIlSVy47rmuQJepPSRP0I1K5floq038gkeo+E8t03+Iy3S8imY4Q2vJSAfC5DuAB6sHtUuR8ZuQbyD8nagBG6raAteEgqbue7NReG/rmyWqmW7WZ415RwfcqLMUDcotlNL1REZ2alxynzNWKEgwGqdRQLJMYamVig0WKG4YkIsMVsdCwIhYYPsUFhv+KBNnPRcJsQmjLzyrUBXSHvxYCLKP9b6DZVxuQbyAGT7pAT7M7WJp9HJpPUjfUNkRsNdWx9xTX8DzyqoS+mSYJVVOeGKkqUXHkRRoML8zChcZCicBYLcYKO3B+4RlRfOGUIL5wGeMVfsKPM36DxRU8w+Lyidf46tU3ibp4B2WwgPafa0TO1Qww3ALQ27YOOjv2QEvHEfv6dsrayla6a2lLzM6CJu6B7EbsmLZeTEmukYcnVCmjcXMqFzNl8uNNRoxnquLHmdrj40yDcVzzZS7XvMThmP4eG1vxNYdd/ozLKiNe43E6wCr6Fj5AN7iJdr+G/HO8A6DfgpyjywGau92g/rQHqarbf03ZKdpGYyfTzWCJ3adrj/dUt4rIic1SqrhJwcAaU6J5DRlsboORzWmoYnEa22JiGwej2I2XmezGxUhW46OImPqvI6PrnkZF1RKv8Sl6E+6iDBbrUBfR7lOdAKPIQU/3ADT3Ie8ZcIVK634os/o4GAeo63P6GVt0vaxdKT1xBxXdgqOSU+IAQVdiSFynOjzWomewLQUMlqWSzrK0hcV0WmnRnZdCoi2L1CjLo2BmxxNqRNvT0IjWlzRbHqL36HYl6iLKfwbNn+hF3mVFGQyi+chFK0bWQvG5XZA/6mlnOBfgrBuhbVSfjXxLMcx+WzLEO4ydER7jDsr82NakwGirjhJlzacwreZAprUlINI64BdpnSRHWN/zYVg/9mb0P/EJ731KDut96W/LPfQWLKEbzKPsp9De58+gO4wAtI4CVI4h95wAMExuhoxL+yHtkrdj8iRlfeJEmKt4grmdfzF2L2c8/lDMmNiTOaY4GjGWdpQxlnuEPl7uFT7e5Bk+3usRNn7xMG383UOhYw8PhF7490Hq6M+Hg0df/MGW2+g7uNmOeoD2n0B7D59H7jcO0DgJUDYFkD0NoJldA0lz20Exd9hONuezRjgX9AZvNmwze5a5nTkTu5s+g+0Nm5G7h86o3UNmsvZRZ0v2Umfr3w6e7d4dNHthV9DsjZ2U2dUdgdf+tSNg+qdd/ld/3W3LAurAdXT7KTT//AWAPjS7Fc2uQrMLZgF07wAobiH/XFwP2NJO4C0dsmMvea+JWgrcQF+iuYQuMbcEL3G3UZZE2wKXj28LWE7f5r9csNVvpWqz34rFlbwyssl3Zc7FZ+XuRu/lLzceW/xh09GF56623ED9mx4CuIhyP3MZ9QDNrkOzi+cBsm4CJC8AiN8H4N4hQeS9tUB/8BbQHrjbBT/wcgxY9XMmr1LX+az+n+v6Dmoyz+M4/uNp6ckTUyghQAiQEDpIETDeQcSwGiUQEPvaVs9b1/P0XO/cPV0bKhbEBoIoqKjYsLNW1op1bSA2xANFQaUJGJT93m/m5maQP15/5I/Mez7P85tn5hcvCHo4TBjwME0YUDlR4F85k+9X9RPP8CiT61u9jauvLuX4PL7GeFfXMl5VHzjayg5ubydw/xDu78TbtxzH76AMv4OzCM3G26dcRmhUBUIjbiM0+D5CMdUECqvlopD/yB0C69SkX503ra8PYHzqwzler4xc7WszR/M6mePeMJ5xa/ieUb9ZQLu+XU2p3hZQzo1HSKemCtKx6TmpbGokeivF/T24n4e3r8XPfdF5hOZcxGcAbx9zE6GkuwglPEQo9jFCYTUIBbwlkKGV76Brk5HadhfKo11Dqz/qGJePQYxTRxSj6PgzI+scRks60ylB13cU/9M8kmfPILn2XIJjLyGY7jMOTPf1r+zD/QLcX38GnwG8/R94+3S8fSzebsXbEx7h/jOEQmsRMtQj5N2MkGc3cnADhlSBiHQCGaUAZ1oKHrQIdDQPgmgGoigCTBSCJBLBeALBLGyRA4J1WD5W/JVC3N+I+8vLEZp/BZ/BG/gM4u3WStx/ip//C9yvQ8i3ASFNI0Lqj8jBuQcRCkCEDBApAZoSAJ/iAEuRoMRdNeaNBeF+NJaA+zZsCu7NwRZiGV8BrrcUBFop8D2lQHmzQAaxQMVIgDCLwCFVCGgiH9D3PEA/cgEt5IBDBgPEGhqIDTSQuRRQBdguEugS8g+6lOyhTxFf6HLiM3OLsDNPiC7mNfGRaSXamG6HVvzPFgbI5v+h/g+EuM96SEHsLgWeJwuCAGwAC/zBYuAmi4AzXgCcGXzgzOUC92cOcJcxwMtkevjr6S/8LfRnQT7VLSii7MK95CfhIbJLdILsFF0gO0Q3yHZRNdkqqic+iFuIdyI72SQGqlEMdF8gxX25qxRkKhbkHiwoDPh3BAuyOAn0GyEG6RghsNMEPZLZvM/Sf3Ht0sWcT/1Wcrpk65hO2Sa6Q76VbpfvoNsVxVSr4gDVojhGNSvPUR+UFdR7ZSXZqKwjG5TN5CtHO13vCEydI3BeOgG3N1DgvpMjC85KCajVLLjrWHALlYKrkQWXoZIvziNFdufJwk7nH/jtzj/y2lwWcltUy7nNqtWc967ZzDvXHKZJXcA0qncxb91K6DduR+kGtzP0K/erdL37Q+qlex1V497MPPOwc594AK/aA/hVHiDoDVxw300uAQ+ZGHQqMfhqJaDHZ8I7WtqtHcJ+9EyRtHhOEL33nCFs9JzDf6P9idfgtYT3ymslt947i1vnvYnz0iePU+tTxHmh28up0ZUyz3Snmaf6K8wT/UOmSl/HeaBv4d317Rbc8QXRbT2Ib+pB0hu4476XWAQGVgghTkII04ggxCD5FBjOtvrHSZsMw9kGw2hJnd9UUa3/LGGN/3zBs4BF/KeBGfzHgWt41YEbeFWBubzKoO28B0HF/PvBB/l3g0/xfw++yL8dfJd/M6RWcC3kg/hKiJ29FAzSi8EgK+8DvCRi8OMJIFzMgxgFF2LVPHuMj6A5Mlj8pn8s+zLULH0emso+DvtWXNn/r+IH4XPF98IXiH+PWCy+HbFCfCtireRG5EbJ9cg8ybXIIsnVyH2Sy1FHJZeizrG/Rd1kL0Q9Y89GNclOR3UpyqJAeTISnE70AQY+3o4/LUYBA6Z+9B8JznSbScNp+JOBXxMTLqqOjmfvxyT1uxMzRnYjdqq8IvYH+ZXYefJLA3+WXxy4RF4+cJXigjFLcc64WXHWuE1x2rhb8avxkOKUsUx50nhVeXxQlfLooAanw8YOl4NGcD1gBPX+PiCY4UMMyYEEHgXDxESXRU40DlWRL4Z4UVUJIbw7JiNbEfeN8lJcqnN53ASXc3HTXc7E/U31a/x81an4f6tOxi9THY/PVB2Lz1YdMeWqSk07VIdM+1wPmo677jf9pi4x3VPvHVzvttvU5rHT1KMpMoFnoQm0vUE4wYU4AvcZotvKQy3JIlSXJEPVI9zQnaRA5urwaMmFoYMdTyeOcD1pHuV+zDzJ44h5huaw+e+ag+Z/ag6YF2lKzMs1+8xrNHsSN3oWJ+Z77krc7bkz8bC2MPGsdkfiLa+Cb1545Sc2+2xN/KzLTQRdjhn0vUE04oAZkT1WAr1LJdDzVBI9tnHR3ZEu6Fq6gTqfFiksS4lTHk0aqj443KYtsYzz3muZ6lNsmanbZZmrK7Is0BVaftFtt6zQF1iy9PmWHH2epdA317LfN8dS5rvZUmHYZHnqt8Hy3j/bYvdfb4GArGFfAyOiYRhyaEtFqGYUQo/GOqB7Y2l0fZwSlU/QEWXj+vOPjB4k2z/S7FpsS/IqSk7Xb0/+1m+bdbp/nnVWwFbrvIAc688BW6xLAzdZMwM3WjcGZlu3Ba237g1aZz0evNZ6OXh1UnVIZlJjyMqkT6ErkyB0RR8QjyiwIvQqHaEnE/C9dxK+a0wi0KXJ/dCZqV4Ox6aEcg9MHCgtHj/YZcdoizY/PdWQkzY2cHPq5OANthmh2bbZoVm2+WFrbYvC1tgywjJtWf1X2XL7r7DtCs+wlYYvTymPWJryIGJJSkPk4pTOyF9SIKIvGIJIuw3f98YiVInvO7enIXQVOz9NjE7O0KBDfwli9kyLFhdOiXfKmzhUs3lcsm/2mPSgdaMmhK1O/y5i1ciZkSvS5kZlpC2IWpa2ZMDStNUDFv+X6jINa/LMwvD5EgVBREEQLYtYQARBBFkDJJCQfUFAIoFAJCwBE9awCIRNCIigASxCVKRqFFyowdGxaqBTO0xdUKzOeLUdl6qj09bRQi/bmSqaOf0zE3/cv+/rfc55v+99xHujmsWHKI3iUUqD2BStEU/H1ImfxtSKX0XXit8hZoolZh6QZjZj38vGDAoAriqxb6nwna2yhbFiDzhRHDjviCrSbrAw3rk/n+vRK0/03SVLDerIzAhty5BHtqQXUJolJTFNkurYBkljrEayg1on6aXWSAZp2yQnaFWSC3EVkqk4teQx8jNNLXlLLZeY38MsAuIZ7sE3mMFN9E9i5xkvxa5Rag2j5a5wrHwt+eOycFt9MW3pHiXbbXeB0KcjNyWwNTsttEmWFVWfmRtbK1XStknV8VXSOnqltJWhluoYZdJ9CSXS4YRi6bkElfQKU5nxkKmUzjCU0jd0pdQcb8nvu/AkE+AuZnAd/ZfVmEEFwJh6HhyvXA5HqtaQDlSGLtirpi7pLmWu2FnE99IWJq1tyhdvqMvNiKqWZ1PVWxT0UlkJs1hWzVLJmtlKWSenUNbPUcgMnDzZGU6ubJKbk3WPkyP7iZ0je83MlZkTLJn7fRe2YOfEDK6UA3yGveuP2D9HkaM1zjBUu5oYqAmx6q2Ose+qYLi0lfM8m0sS/TSqTcFVhZKoMkUWTZWXm1CYo+Tk56h5ufJ6vlzeLsiW7xHI5IcEWfLTAqn8siBD/g1fKn/Bk8p/42TKzWxLXokB7uMcpotxDpUAl2rwrV8HcLwWO5/GEfY3eEFf/fr5ujqKXUcN3amlmuNeXyFcva08Oai8ZHOESiWl5m/NZsoLCnhZilKhVFEjSle0iiSKblGa4qBos2JUmKr4TLgp/64gNf85PzX/PzxxvplryY+4C9/iHKYwg8vo/xS73+lGzKABYLDJHvq3e0LP9kByZ1OkrbYhzrFRw3KtqRV4qbclBRRVpoYq1Okx2aUyhrQ4j5tWVCRMVVUlblJtT0xR7RYlqw4Ik4pOCjYWTfATi/7KS1T9yEtU/pubqDS/x9MsvJN4D67iDCbQf64ZO18r9p0WgAGtDfS2uUFXmz+pTRu2oLmVurhuO3N5ZRPPs6Qh0a9QsylYXpsWJa3OjNtcmcNOqVDyNqorBInqJr6oYhdPWLGfK6w4wRFUmNj8ijssvvoHFq/8VxavzMy25FEO3km8B5OY/SX0n2kDGNmBfQPZ0zEPujpdoL1rNbG9M8RKszParmoH3am0neO+VSv0yW1JXpfVLA5La8yISa7PpidqCpkCjZrF1zQy+ZquBJ5mH4OrORHP1ZjiOJrbNHbd93Gs2l/imTVmuiX3CvG7hHvwOeZ/Hv2fdGLn2gXQh+zS4Zu/2xGaez4ETU8Qubo70rZMF+eg3M1akdfFXyXr3Ogn6UgNTmlPjxC1bYnhawuoXK2axtE2UDnazlh2mz6a1Xacwmq7FMXU3o5IaP0+ktHyC4XebI625C7exyuYwTjmfxb9J3sAhpDePejvA2jst4XaATeoGvAnlfWHWSv3xi7K62M4yz7iukn2iLw39aSsFXWnBfN0sjC2riCcpSsPZ+rqwxJ0O0MTdPoNDN1IMEN3cT1d91VQ/O5/BtG6XgVTO99tsOQWZvAFzuDCTgAjuo/tBdjXj71vAP0HsPcMkqB8yBmKh7yhcGj9vNyhSNusg7QlaYNMl5QDfA/R/o3e3H1iP5Y+KyBBrwik68sC4/X1AfH6Dv84/YAfTT/sS9NfWE3V3/KJ7X/mE7P3lS+l752fJdc0uIs4+3PoP4Xew/txDoMAHUMAmsMAJUex+w0vhNwRN9gy4kfKGAmxEg9T7JKOxTkKjrGWs48K3BmGFM84Q7oX1ZDjFWso9oox1K6KMbR7Rh/tW0kxHHWnGM67RRluuEYe+YdrxKGf3cOH3q605AstZoBzN6J/BL2D6O02ALQewwyOY/c7BZB1GiDN6AipY56QPLaWLBzbYM0do9glGOMd4oxs5xijyIViFK+INMpWRBi3Lo8wVrmEG1uWhRl7nUONh5duMJ51DDFecwg5/dgheHRmadCpN06WjOPuncXsT32Mu4hn7kdv50mcwycA5WMAeX9A/3kA4UUycExOwDKtAobJn0wzhVhFmyg2EaZ4u1ATxz7ElLQ4eDx98frxPPug8bJFQRMNdusmdi0MnBi0DZgw2vhPTNr4jT9YsObSSxvfi78t9L34+n+cR/9p9A8PAxzAM3fjmVvOAFSdxQzQnXkRIHkCgHUZIPpLMoRds4fQ664QfN2HCLoeSA6YCp/vP0Wd7zfFtvK9kWS1+kbGfJ+bBfO9b1bO85puJX843Uf2nB4heUxPkNxvfU1yu/mc5Dr1K9mSM+g/OYLfpFGAj/Dc7eiu/RSgCN3Z6E5FN+8vALRrAGE3AQLukMD7a2tYdW8JrLznCh73vAm3++sI1/uRxAcP6MSKh0LC5aGEWPadgnB6VAVLH7WDw2M92D8eBbsnk2D75D7YPJoFm+/+zyj6DZj7AGa+E89dj+7ScYCczwE2TwIIrgLE3wAIvw0QeBfA5+8AHg8BPnhuBctfLIZlL1yIpS9WEg4vfAn7l+uJhS+jCZufWITVTAqQZ+VAzOKPeBYv/ixeuBkc9Mwl5M57DGP2+/Hsu/HsTSYA9Z9wB/4MIEG3EN30rwAi/gaw7lv0P0D/YwCXpwBOswAOr0mwaM6GsJ1zIKznXAjy3EoC3q5BQhAqwFsBkoEUAczhD+gNLv8bvHSvT73HwXMAPRdwB/DslZi74kuA9CkAEbrp6I5AdyC6vdHt9gzA+QcA+38BLPwVYME7wAcxECQziQCzNbIIWYZ4IH5IGAA+WMGcgvyX7XoPizlt4wB+/+b0m3PNVJpqdD5MpcNUqpFmqInmNZkahtGoSXQglJxXESXpREpFQlQS67R6N7H01iLLYrOOax2yLyJkkbR49tn3ulzbXtf7x2d+/833fu7fM/M8Nz6cEb6YIPxnhEr/AVEc+Yhqz0fwF0ceAi8uAhkbwQQmgikkAiOOmUdDsISKIJuCIA8rJBBsIj7DVuITbCf+gF0wBA0wCAfgPRyFd9AGb+Es/A7d8BoeQj+8wAbhFSB4+X8ghr0JIkfyEU38Vx24Bk9cQxAHgZKFIAbXMJOBIBXXkYnrWEX9DOsoH6GAMgQlxAcoJwahmngPtcQ72Itz9+PcIzi3Fed14u+/itPvQx/+fIar68V5T7EnBCKGQxyxCeKI+IhpyUNsW0zCRawADiLHsRE9ioloM8jP1Dn0PyjptA/UFdT3tDXUd4z1lDdkEeV3sox4TVYS/WQN8YpRR7xk7IMXjEPQx/gWnjH+A72My/CEvAe/kX3Qw3oPD9iIuM9BlF95iHJ3GGRqyUcCcx7im/GQhQ0XjXDhInNfLhKGcj6bqlgf+NPIAd4sxhteGr2ft4T2kp9F7TPNpTwXbKT0CkopTwUVxBPBNuKxYBfxX0ED8Uj4NdEjbIGHwnZ4IPwR7pn9CnfMnxO3LAYo1y0R9ZoI0botEe0nS0T/AlmY85GlCRdZm3KQnRUH2Tvi5yjOR3EwZ8A6gt1vFcPsE8UxekUp9CdWi2i/Wa2k9ljnUB/a5FPu2xRT7tlsodwVV1F+EdcSd8T1xG3xAeLmyOPE9ZFniJ9tLxHdtneJK3bPqBcdBugXHBCjywGR5+0R89wwyJrPQ2ImBzlzWcjdgoU8bFmfJBL2Gxd/Tp+Tgv3YUc3scdST9x1n0+86LaDddl5Ku+mcTb3ukkv92WUjtdu1lPqTawXtitt22mW3OtolSRPtouQI7YLkJK3L/TztnPtNeqfHE0a7x1vmaY/P7FPuiHMSa3NH3C+QHQvnU5nIh00ifwEDBVgx3kodyWfeXqweTxnrrscE5i3PKeQ1r3jyqncq+aN3BnnRZwV5wWc12eWbxzznW8g867uZ2SmtZHZIa5nt0nrmGelB5nd+/2ae8utktfl1s1r9HrFb/F5zv/H7yD8qRSZHpMh0OORCYyEfCgMFkzQ0lkf9MNac0jdGTH042pV+29+f7A4Yz7o0OorTFajnng1M5HYEpXHbgzK5p4NX8k4F5/BOBq/nnQgu4rUGb+F9K6vmtch2847LmvjHZMf4R2Wn+Ydll/lfyx6YHJC9EuyXDZntkyHzBhmyGA55AomC8NyroFGGwkl4HcaFRwpzuB1qR1yRezO6QsdyOkIjTU6HagVtoTOFrfIkYYt8gfC4fInwmPwr4RH5WuFh+QbhIUWJ2UFFhdkBRY3ZfkW9WZPikHmjos28QXHBfO+4XyzqxvVZ7lQMimoVyGqHAlkPh3yBgeRAGYoAeDYRzxoTqHA7nAlXJ1jD+UgP2pmJQZwTEWGC48ooi6Ph0ywPhRtFB8NTRM3KdFGTcqlonzJL1KBcJ6pXFoj2KDdZ1SmrrHZF7LbaGdFsvSOixbom4nubbRE3bKqUveJK5YBthRLZliuRXXn43/7Xg3AgXqhw/mQ880Xje3YUDbomj4AzMW6UVk0A62iUXHBwUqRlkyrGpkEVK96rShxZp5pru0uVYVurWm67Q5Vtu12VZ7tNVWRXrSq3q1TtsNuqarQvVx2136Jqd9is6nYoVT12LIl861Qc+dmpKBI5D4fG4h7g9ffg/Fs6PG9Nx7OGjoAOnQBO6J2IY9N9yQNTQ0waY5SWdZooce1knX1NVJxjddQcpyp1mtNWdaZzhXql8xb1Gucy9QbnTepNLqXqapdi9R7XIvUh143qU24F6stu+epHkvXqN5I89SdJrhpJcif9DY0Don8S7gGeO6/hI+4HPPN0zgQ4ZeDB8Th7OBjnTW80yHi79WEWNTqVuGpKjGN5jN6lLMbotik6WVISvcC9WLPEvVCzymOjJtdjg6bIIz+6wjMvepdnrqZ51FpNq1eO5gev1ZoH3tma19hHrywN+gekBOIx7sEdPPNdTgA4h2ee04l47k1gweFEMTQlelLrZgWya+IVZpWGiTZl+smOJdOmuhVONXgUTEkclT9lrleeNsM7V7vcZ612jU+OdoPvam2Zb7a2RrpKu0+6Utvit0J73m+Z9q7/Mu0rv6XaIQxJh0P4PTzCR+sNvP6L+HjtSAFow44l0aE52QrqUySU2uQAZtXsUNOyhAir4rhJ9gWxWrc8vX7UuunxPmumzZFm69L8V+kW+3+lWxWwQpc7ermuZPRSXXXgYl194CLdsaAMXWfQQt3t4IW6F/j5IXCBDo0ebvBfAA/wHujGa+9KxT1Iwz3ADs2lQOO8EbA7zZXYNs+PLE8N4ZcmhY8oSFTZ5hk1rmvidKOyDLHSlTMSApbpUwKX6NODM/XLZRn6HFm6vnDMAv3WMWn6upC5+sMhqfr2scn6G9jzkGT94JhkPZJhwV/0R+G9gPfBlSSA73H2STx3fYM146vPnoVmsCPdCSrTfeibF8i4hfPGm69PmSjOmRPlvCpR67nMOF2aGRc3On3mbNl8Q1rIPMPi0FRDljzZkC9PMpQpZht2KmYZDioSDN+Ni4+9Ns5oeCo3GgZCjbFoLBbyRS/+Ld4xAlzCPejA2a2Z+J6NNWYA7Mw0herF9rBlsReteFEQOz9dIVw7P8I6a94kh+Up0e6LknS+8xNjA1NnJYQkGVPkicb08QnGFWHxxtywOGNpmMFYExZrbA6bEd8WNj3+KvZkvD7+T67LOyqqM43Dv5mhDG3ooCiCClKkiBSRDjMIUqSJ9QAKqKDSVAQkVMHCWEBBQY0gGsMBTIwF9MTV3VhYa1wV1mgIi4jGrKtiSSzRu7/9A45n/3jOzL3n3O953/f77ne/943/vMRPfvMThREe8X3o4TxcXgmco7tjLXsN0sxj1561WqjNM8e2vMniTbnu0vWrfXWLchSm+VkzLVZlRNlkLI9zWpY2zz15aaJ3YmpqwMKUlfL5KbmKuSmlwXNStihmpzQo4lJaFLEpp+QxKTfkMcmDQTHJrwNjkz8GxCYL/sMM8H24vZTvA2twhu7jBey3yJf5wK51UmwvNENVoa2oYp2rWkmBt05BXpDRmtzQsZmrI63ScmIdUjLnuCasXOg1b/li//j0dHls2ipFTFpRcHTaZkVU+m75rPTDQZHpnYER6dcCItIGAiKWvSIf/SOWCiP0JXAtLOeewCP4abqPFvGsTxrYh9YUS1BVYoLKUiuUlkxRKSyerplbFGCQVThj9PKC8PGpedF2ibmzp8xfPX/a7Jwk3+jsZQGR2TlBEVlfBIZnbwoIy97lH5b9ld/M7A7f0OyrPqFZAz4hmS99QjL+9A3JEEa4z/3gKmtwLo/zwON3O4+9TeXsd/irXA9UVuijtNIShZWOkrUVHtLs9X66K8oUJktKw8yTimdZzy+Kc5hdOM81qiDRMyJ/qXdYfpZPaH4h2egVkl83fUbBIc8Z+Sc9gvOvuCvyHrjL176cFpT7wTNojTBCD9diF+f+DPM+RmfLBvZ8ZBup3MS+s0oT65RjkKu0E2UrXdVWVHlrL9kcZLBoY4jZgg0R4+MrYmyi189xCi9PmBpatsRtRlmme3DZOjdF2QZXRVmti7zs4BR52QnnoLIrToGl/Y4BJUPO/kUfXPyKhBFuZvJ94BycYu7f0nmwin2vkj3XFvp5/M+vlmBVjTEyd1hh+Q5nyZIaT2lStb/ugu3BxvHbwsZGbY2aEL4l3iZEuXCyQpnqIFdmOgQpCxwClZX2AcqddgHKgzb+Vccn+VVdtvar6rfy2TRk473xva3Xhk92w1xhDc6WACfob6NzP1uhndXsO2uAgjr2fbuB9HodLGkYh+Q99qKEBlfVefXeWnH1gXqzdoeYhO2KHDOjLs4yqG7BhIDa5Il+tStJ/gTfuorxPnU7LL1rD4zzrj1m7lXbNdZrZ98Yzx0vzKdVv7fwqP5kOcwFzsFp1v0o3Yd38n2s5TzQXV4PrN1L/35gUZMKFjYbY17zRMQ3O4qjm93VIw74aIUckOvJm2Ya+zdGjfJpnGvm1ZhkNr1xuZlnY+5oz8byUdMaq008GhuN3RuPGrk1XjR0299r4LrvudHUve+MXfZ8NBnmLNvRk8y/nS3pAXrr9gCb9wHFTcCqZvaeh9l7tgDRrRqIbBuNsHZrhLQ7SeRtHmr+bb6a3m0KHc/WcF2P1jh9t9aF+q5tS/WmtuXourQVy6a0bdFxbtun7dx2RMux9W+aDq33NCe3PNWy//oPbfvDH3SGOb2VNaC/ha3ovkag+gBQcYjzQG9GK2twBIg7CoQeB/xPasGnYzS8OqwwrcNR7NbhpuLS4aPm3KGQOnZESB0646WTOxdJ7TtXqNt15qvZdm5Um9S5S9W6s0VlYudfVCZ0dkvGn3yiYnnijarl8Xdqwxynv531PkTvbuaspLeE3tX0Lj3GGpwAIjuBwO8Bj7OA4w9qsD9vCNsL4zDpgg2sLkwRTbzoKR5/MVBseTFcPO7SHJH5pcWisZeyRGZdxRjdtQ2mXU0w7joBw67rMLw4CMMLr2Bw/q1omG/pb6H7yzbuSd+wBt9xHdCb3gEknAZizgDB5wCvHwDnS4DNVWDcj2KY3lKH4R096N8ZA707VpB1O0G7ezq0uoOh2RMDjZ4kqPdkQrWnBCo9NRD3MMmeU8A/f+TvA/LbCK30N7VzHTDvjXSvY84r6U6iO+6vnIPzgE8X4EK3LR+3vA2M6gH07wEavSKoDkgheWAAUf8YoN+auPBA4gs8jAAG+UEe5IfoETfeR1z0jzjRj1ncxxz08fURDrHu9bytPAkU0Z1FdzLd8ReAmX8HfK8BU2/ST7flXfp/pr8P0OwHJA8B/Ie8EAPPNYFnhsSc2BJ33udh/eUc4BUPRa+5Cb3m5vOmgTDxN+0j7OVa28bcyzjfq1jzVIY4l3mH0+1Ht2s3YPcTYNELmNKrR6/0MSB+QjdLiVfkA3lP3omIBjEiFrznAPzJmnziYVFYTPhhFkoJN0ChZgQBFtoCzMlYLf7XFDBZKsBTTUCwioBYiYAEsYBlIgE5pAAfUUrdBrzFFvyOGrzBLoaxFy/RhCEcxgu0k+N4jjN4hsss013ymAzhKZ98SuO/yW+fQTf9o/8HYxjHGGwZg7u6gCBVAVGMYQFjWCL6iEzRe+TRXUxvBb1VHHU7XbUcv4Fj7yeHOH4rx/0OT/A9fkUX7d14hIfkBQbxjgi8EvDgMwSVUdqCxIgxGDGGsYzBmjFMZQz+jCGctZgrfo/Foj+wQvQaa5hvIb3l9G6kbytdO+jZTcc+jt/M8VswgKMc+zT+hYvkNvp49Quf6mUM9+i8+38IGvRL9bQENX1NQctMQ9CeIBWkTuqCqrfaB0mIyu+iOPGQJFH0TJImeirJwRNJPn6VlGBQUokBSRX6xdvRJ67DL+I96BU34Wfx17gv+QY/SU7hruQ8elRuoVv1AW6rD+Gm5p+4wUyvawuia58hyGRago6GpmCgrSGYmkgFUwupYGyn/lbfQ21IJld5qhMleSxbIHooSxX1yzLQJ8tFr+wL3JeV455sE+7qbEWPbAe6ZfW4o7sft/W+wj/0juCmfiduGJzHdYNbuGI0gEv/pbpMo5o60zj+JhcSkKBEMCxhlyWLYUkwIUFJkCCBwIXIDYEECEsiAcISCLsJ+6KiCCgqUkS0uKCiKFKUuuByxLFa6xzntFZbz9ROO3OsY3vsuI133n7AOh9+5/n4v8/7f977Pn/XF4Rrbu8IV91w4jzkshuOLIK7QH0Xoh3ubU/G/agk3M+D9MonkPScHmb7D7e1Nk/cEomP3JSEr921hAfuReC+hwnco9eBu55WcMezHdz22gL+4tULFrx3gZve+8AN7zFw3ecY4arPGcK87yXCZd87hIt+3xEu+P+CzPq/sZnxx23PQab9cNIiuDvRHvcBJJxha4OzKchblgvyPNgbebqSafPIl4888JMS761MJd4J1BBvBemIN4ONyPVgM3KN0YDMM5qRy8xO5BJzK3KR2YfMMXcjF1gjyCxrHPmMdQo5x7pgM81esDnDfmhziv0v0kn2f8jH2bjdBBu3P/YRUJ+MM4ENHkYkvuWRCL+GU8BTDo3wkOlH+IodhtzmRNveCEkkzYcpSZfCtKS58ELS+fAy0mx4NWmG20ie5raQz3K7yGe428inuQPkU7wh8kneGPkE7zh5gjdjd4x33e4o74HdOO+nJYd4LyljPNzxAGSUhy9dBA8Etng4IL4RwF9OJACPVxPBw1B7cC+CDhb4bGReICTPCeLsPxOkLJmOzHSYisxzOCUscjgprHA4IaxxmBBucjgmbHU4IuymHBb2UsZFg5RDohHKQdERygHRGcdR0RXHEdFXS4dFT5cNiX5z2iN6T90jxJfv/gh8FUDwP/TXwLwlgU9IDAD31tiChWgauBwTRJyVRNidEYspk9GJSyei05yOirOcDot1Tp+KS5wOik3UMXEtdVRspe4Xt1M/EW+lDkv6qUOSoeV7JYeW75FMLh+UfO68S3LHeUD8xKVP/IK2Q/yO1ivGXbdH/wnOBcSXUP9JLNRPAOAOzJ8L8QRwZf1yMJvgT5hKCCMdj4+iHI6Lox6Uoi6j0vQVI9KcFcNSPW1IaqTtlVbRdkvraYPSJtpOaafrgHS7a7900HWHdNStVzrhtk06694jveW+RfrYo1v6nN4V+5beGYv/H/AMCD/D/r+Vw/4VMPemAXAF5r/zKAVMpfqAidRVtp+iAofRpBjqcGICbU/CBvdBWabHTlkuvV9WSN8hK6P3ysye22SNnj2yVs+tsi2em2UDXt2yYa9O2RHvDtm0d5vshk+r7Buf5vhnvk3xryG4r/Uj3sMz+CEePutQ/7YKZh2Yu+ZgPYvZgRPpdDCezkRGlRH2QxuinQZT19P60WR6b7LSqydJ47NFnu+7WV7k2yWv8OuU1/q1y61+bfJO/xZ5r3+zfO9Kq/zQSot8KqBRPh/QIP9bYL38n4F18leBtYn4HwQs8rsYgO/hU38f6t6EmeuSFoAZWCfVNuCIxhUcyAoi7tNwyYMZUUt3KGNX9KQl0rsVCp/OVJV/W0pOQAuqC2xGSwKtaGWQBW0IakRbgxvQrcF16CCjBj3ArEYnmVXoJVYlep9lQn9iVaC/MytQnFmRjDMWebYOziI8g7tw3bgGn9cLMHdNwXosB2YNrQv4JC+AsFsbatuXLaT0aCTOXRnxHm3pqG8zhgVYNqiDGzfkMuoVhaxaRRm7WlHDrlI0rapUdHMqFAOcMsVISKnieEiJYi60WPFlaJHix1CD4mWIQfGeY1Dgqxb5GfrwDVwzbsP+r+hh1oHrxiSs4/kA7C+ggr16PzCg49hsyxcs6c6NprZlx7lZ1XKfhgxFQG16OsOszGKbsAJOOVYcWopVhhmxxvBirCPcgPVyC7F9XD12lFeAzfLysS8i8rAfeHnYb9w87L9heWn4B36Es/gAzsAC7P8izH3TJTDrFAEwthGAfYWOYJfBG/QaWMjmjRF27bo1y5ryY2kN2gSvmmx0pUmDMUszMznFGdowQ0Yhb6OqPEKnqludr2rh56p6+FrVXkG2alyQpTonUKtuQZ7w1apfV6tV7yI06Thvkb+nwFmA/t+AmnNw9ZuC2e8IrCPFcM8usQd9Rg+w1cggdJZwSc1FIsfGwhiXGl083ZSf5G/MVTAMOaoQXXYWNy+rgJ+jKYnM0piFao1VmKnZLFJpBkXpmkMipfqsCFPfFKapvxNi6hcCTP2Wj6nx1Yt8jwHwJfT/KtScLYc+mOCeXwHzVikA/eW2oKfCFXRVBBJay8NsLWWRDrVGMbWyOM6t1CD3NWxMDSrQKTk5+WqeOi9XoNIaREqtKSpN27hmg7YrSqHdGZWqHYtK0U6JUO0NUbL2sTA559+RaM4bAZqN8xd5lAHAF9D/y1Bzpgr6APPnKKyD8Fu2VxJAt9kZtFX7A6uZg9RX8e2qTGuXlVVIaUVlCV4FRjQgpziNnWnICFduzOEr9HpRir48KllXH5Wk74iS6/tFcv0BYaL+dGSC/rpApv9WINM9F8gKXvNl+fgHvoY+LED/P4eaZ2uhD5BhSF81zHywttUtBdZ6b1BfzyKa6yJI5bVrKMU165x15ngPbWWSn9qkYCjL00NSS7N4yUadINFYGplgrIuUGdsF8cY+frxxdPV64ylenPEaV2p8yJUW/8KLLXoNwT/wVzj/1+EZnIeapxuhD5A9DQD0QNo3wX3fYg/qrB7A3BRMKLeG2xRbhUv0myRO2sY4V3VDopeyLiUgtRZjJVVrQhOq88PXm43cOHMNV2puC5ead4TGmveHrDNPctaZr66KMT9kSyqfccSmVyHiCvwDd+FdvAJX7hmoedwK7yNkZxPMOxBrCwC1bQgwtbuA0g5/UNQRgug6+GRt+1pHdWuss7JF5p7anOyT1JQWILNmMuIseexYSwl7naWGFWNpZUosvQyJZSRIbPkf2WUeF2Wdx/HP8zwzz8AMoNz3OSrKDYMIA6KmqW2m5pomtmpulpXustl6FXmPqCiggHKIqMwoosAoHsjlfQHlhatmYlqxppZ3lsHTZ1+vxfX12j8+f808v/fn8/2d34qeyWlHeiR/flWf9Nm9nonznvVKnKsEd+kMa1DPmu8hc9ti7sclQCa1ZBn5y4HUFcBHq+zxfoYvpmb0ESZlxKgnrDLajl05sNvoFUNdX09/3WvY8jf9Bi9/O3CQaYp+gOlDfbLp06D+pkWBSaY1AUmmjX6Jpl2+RtNhH+OyK97xS+/69lv8i1+/RZ3+XTrGNVjD7FUmnglk5lGr0oGFbIlmrWHfmcW+a62Mv6xzQ0qOHuNyIsQx6+Lkkev6615bO7jbq9mvuQzKHuWenDXOKylrkrcxa7pXQtYsaoFHfFaGe7+sQre4rJ2ufTMbXfpmXnaOXX3HxZDx1C1mVYd7lxo5/3uZuXwV+15qLVug5WR/zhYoNYd913pgQgF7zyJ7jC7ywRtFwfhTUZQ0tChefqUwWZtc+KpDYuGI7vEFf3aKK3jHqW/BNKfYglRHQ0Fa95iCld2iC/Idogt22Efl19tF5LfqItb/aBee98Q+LLfDoUsHWfcqcs3Mu4FavRZYnMt52AB8XAhM3gSM3cLes1TEELMjBln8MMDSG0mWaCneEq/uaxmgMZiH2kaZR2ojzeO1EeZ3teGWGbZhlnk2oRaTJsSSq+lttsjB5hp1r9Jz6p5b29U9Nj+S9SXPNV2qZvadzFtCbk4ekM6WNG0je88S4P1SIGUbMHIHMJjtaXylhJgqR0RV+SDS2gvh1kghxBon9rYmS72sw6Se1tFSD2uKFGSdJgVaPxEDrAtFf2um4GvdLHhbqwWvqiZ4Vt6CZ8UDwWPXr2KXqsjfzryFRVyLxVyLzDzXAswk991dwFuVrMFuIKkaiN4P9D4IBNRp4VfvBp/6AHjX94FnfQw8GhLh3jAErg2j4NKQAqfGD9C9cTbsG03QNWyAbcMOaOobIdf9i7oNufbRC5Uz81Zy85h5JTMvYN5ZVawBuRPIfWMfMKgG6FsHhDQCgUcAzxOA4ykRNk22kJtcoG72g6q5N8RmA4TmZF7CfBC28EHSwkuoZTbFRd7CRdVcQXGApkvU9y+03cy1yMzZzLyU7Dl7uBfIfecAMLoWGNLAOTgMhB8D9KcAr2bA6StAew6QLgJoVfHitedDzB24HMiHQCjwNR/J14bwkc6H4XVeyG08ANu44W7QRxtDtnHgtqYX2lwO5LLe6WTPJ3sGM09m5jHMPPQokMDMEafJbwG8zwPOreRfAVRXyf+GaqO+pW7Syy16+d4DaNcDtyOBO6zJvZHAz3yc3OdBeH8p8ICT/4CFf7DzhTYw+yrW/AvmTiV7KtljyR7OzIm0GcnMPS4w/2XmvwbYkineJPMWxVKinbpN/UjdpX4SybIDHnoCT4KBZ6zJ8+HA7ylABx8FnbwAFB58yroXUuCjVeBhq8DdRoGvrKCPWkGcpGCwqGCUoCCF/5mG5/gbfsFsPEUanmAJHiMdj7AaD5GNB8jDfRTiZ5TgJ1hwD7uovbR0iNa+xL9ZrB/4yw/4lVL+T+TTgys9ONODt0ZBL3ow0MNAehghdGI8v5xK7sfkzSJrPlkLyVhGxkrcQSY5OSxFPlnFLEspxy1nifbgO9TjJppxA9fo4g6uc5Tr6KAUTuP/pMCFHhzpwZEePOhBTw+R9NBf7MRw4RnGkj2ZKaZzlFSy5pCTRs4SctLJyeC0ZHNJ5JFVRNYWMspIteJr1OIKTuMSrqKVX7WychdZ0QukvixF7E4PWvLtNYrkLitCAD2ESp2IF59iiHAfo5lzInnvkTWTrE/JmU//C8lZRs5KcjJxmbW4xFq0cj4uYhvOoxJnUcOZOIkW/tJM12c4a6fp4RS5J1+SItvYKpKoUbS2smLvpFbsfVUdNsHSY5VBuCcORLswgvnG4ZowBVeFD3FZTEWrOAcXpDSclxbjrLQcX0kZ+FLKRrNqPZpUxTitMuOUqgIn1AdwXD6Bo5pLOGLbjkbdE9TbKaizV1D7khQ70UZxgKy4qVWKh52kuLtLj5wDxdsO4cJNXQKuaYfiku5NnLebiLMO76Gl2ww0dZ+F047zcNJpAU44LcVx5xU46pyJI865OORShEaXrah33Yk61/046HYMNW6t2OfRjmrPx8Juz07B6qkIVZ6K2CXFiXwvqBR/QewI1AhP/LoLt728hDbXnrjkEoOzHgPR5D0CJ33G45jvFBz2m45G/7+jwf+fqAv4DLUBi1ATYMKBgAzsD1yLvYH5qA4swe6gMlQFVQuVQYeFCv05oVx/SyzTP5S26X+XzD0U1X9U+l8p7uQHQfyNW/ku9Z1ejTZfB1z080VzULhwvGeicCh4mFjXe4xY02eiuL/PX8W9IR+Je0L+IVpD5ohVoZ+LlaGLxV2h6dLO0DVSeViuVBa2UdoeZpEsYVWSOaxe2hrWotocfkO1Kfy+vDH8uaYoTNEUhik2XVL8ISohPGbCeaxG88iNAs6HyDgT4o4jEcFCbVRfaV/0K+o90SPUlTFvybtiJsnlhmlymWGGvN3wiWwxzJXNhi/krYYl8hbDSnlzbLa8KTZfUxy7RVMUu1NTGFtjkx972mZD7Dc2ubH3tDmxv+nWGRTdWoNi1yUlGMJDcr+N57GfxL6TOhUv4nCcEw4m6IU9CVGqioQkzY6EYbaWhNHa0oS3tVsSpmhLEj7QFifM1G40ztIWGudpC4wLdBuMJt1642pdnjFXl2MstltnLLPLNu61yzIe/4PqMg1q67zC8GHfEYtYBAgQOwIhBAbMYl9AIMEFIYGQBEIgZIERCLDYEZhNbAaxBgsZ4xpRT/Aimjhu3fF4i52mcZu2aWPXnTrTdtLxNLXTpFti12lsq8fMuNP+eEaa++f97jnvd895vZZyHngt5PyFYsx5RpnPtvnM/Q82fP9HmThm8jHr8ADuILcKcc8mPOFSYTjsFiY77hRkuW7nF3ieJsq8Ngmx9wYhp5gJFcVEaCjHiU7KG0QvZZUYpqwQEz5LxJzPIrHqYyQ2feeJN32PEZf8ZonbftPEff8p4jHVQDylThy0/R/PsP4PcbTcx0/6hzhebmP2u4qj9/t8V9gtDYE3SxMcLCXprid5B7zMxTyftaIKv1WuxH+Zq6AuctXUBW4rdZ6ro85x+6mz3JGAGe50wBR3MWCSaw6c4H43cJz7VtAY92bwCPdu8FHuZ7Qh7hPaUOFLmr7QFvyaLzPQB8UAH6P2B5j7bkgw61QCfE/gADvCQLCIYu1OClOdTYJszxWy0HexlKTOl1QGzfJrgmf4DcFT/GaagaelTfC6aeM8fcgofyJkhD8fOsw/HjrE3wob5FvD+nnX6H28j+i9vIfhPbyv6N28F4jtv3yO/f+kDFcM1H+vFuAKjre3pbhb4ejfrvaDTQnDzlTNclqpynI3igif2QpewGS5gDZRJg4dI+VhI2QjfZhsCdeTneGDZF9EPzkS0UfORPaQK5Hd5CmGjjzP6CSvRHWQP4vSlv4xWlv6j6i20ueMtlLbKyJf8VkBelGEeQ/1bzZgDZALdbhb4Rp0qsYb1mvDYbU2ycEo2+c2I8mjGMRc6mglSRsWiuiDFdKIfoGC0StQR3UL2qJ1gq7oI4KhmA7BZIxWsBjbJtiI0wh24g4LLsc3C34S31T+h3h1+d/j1OXfxqrLbTGveYgevIc1+ABz53XMfRdVADu4cmzhOU4o3OGN+lBYqE+wn1WkuRjkOV4jNQX+egmf1icW0LurqhhHKmui20XK2DbR4XiNqDOhRdSf2CwaT2wSzTMPidaZjaIzSUrRpaR60Y+TFMLfIX9lKoT/TlQIbQlI/Cs+xT78qgbgR42YdZrRB01YAzzLJp5jrdEFFlXBcEwVazfZyHYaVe730CsI3z55cZCuhgxrlwoZGokktrm6LkEtPsRUiduSleIeVoN4JEUhnk2Ri9dSasXbbJn4Ilsqfo8tqXqAfMmSVn2TLK2yJSHMV/wevfgLBd4H1P6hBuA85s8tXEXNeI7lJgeYa6bCVHMUjDWzHIfUmW59qgMUnZIboK0vCW2pEzDUcnGcsqaGqahRsuSyFnaNTMeRyoY4Etk0Ryxb5VTJtjiVsrc4IuktjlD6W+QLtlD6LEUksbFe8wl670OswU3UvqTFPrShD1oxb+E5jPhsWuML420RMNzKtO/XpLt0Hc71bG8u8G9R82iHVOURDcrKWHmDlClVKFLEiiZOZV1HuqhuIL2izpAuqFtOK6/7TlpZ3S6HrHuXU1p3P7VU/jnyLzZZa0t5zW+wD3dw9b2G+m93YOZETuDat4RnmcFn4x2eMNwZCgOd8XbdHRynjvZsd42W8FG3Fgc1tJD02sPCaElTdWLlITmrQnWIU6bSppGqvrRS1XhaiWqRw1dtpvJUVnax6kZKserXrKLGx6wi5VNWUcNLxLbHXezD+9iDK0cwc+qwD8hxZK4TMx/+Dne5Qn93MHT3xEBHT4qDpjvLtanrgLfyCJcq7ywJkbQLIkXaqrjy1lpmaWsji69pZRdrelKKNGPIQjJXczKpUHOBWaC5kViguZeQ3/I4kTj8hEk0v2QSTbY9PsJ7cAvf+3IPwNle9CKygv+nkKMYC/r7HUA36A/t+kjQ6JPs1YP7nJUDuR7y/gJfSR8vSNRTFlbeXcko6ZLFFeuUCVydJrFA142MxufrjHGEbiOW0J2POai7Hn1Ady8qr/NRdG7Hk5jc9hexOe22PX6KPb/eBfDOAN4HxIwsIOODqD8EcARX8dZRL2geCwPVWIJd/RjHsXY021UyQniJjhb5lw+TwfwhYViRXhpZoK+PIvQtUQf1XYwD+pHIPP18RK5+IzxXf46eM3gtLHvwbmj2wKPQrL6v6Vm9L8Ize1/u8T72/wrGsV3UOz2MXkSOoe7RUYCucQDNJGaOKReonwkE+Uw0yGZZ9uKZDKeK6Tx3cqrQmzfF9y+cFAQShmpankERkmtoDskx6EKyDUdp+w1zQVkGc2DmxNmAzImr1IyJj/33jf2Zmj76dWD6yPOgtJGXe7yLNf8Bap4dA9hAllB3agJAj9rtGM/UGEfkC5h7Fr2hcikMhMvxULaU6sBf2u/MXTzonr9Y5JW3UOaTvVDll7Ug9880qv0zjJ1++4xDvunGWZ804zqFY9zx5hiveKXO/9KTPfcnz5TZr7xZM88prJkXe1zF97+IetuICaPY/DTm3hmAPtRuXQRoWEF9jENl687ANwdAkZkBhWamHWFOc8hdz3bav57vmrHOd09fF3pw1mUeqSaVB9uk9UgxDbizTNNuyaY11yTTGRem6bJzwvGfOyesPXSOX/2nS9zKt65xK8/dXnHZgPPhGH4TkBXUnZ7Hu4DaOtRuwmhYYwao2AQoOo3Zz+IGWZYgyNhmQPo2EzjbafZsS45DsqXAkWkhnRItVU7xFoVTnKXFMdbS4xhjGXeItizbMyxb9pFb79iFb92xo5/+1I5+6m/2YZvfOISd/HaPi6h5BjXNyMIywMQqetEEoD0BoDyFNbAAlJ4BOLgDkH4OgHnBDeKtARBrjYBoawJEWVMh0rofwq0FdnQraRe2Ww0hu0qg7WohaFcPAdZj4G/dAF+rFSgXboPX+Qfgfe4L8D77FHm2xy7W+TSyhsyuoxdPohf/Q3X5x9V873H8dX52zun375/6nRs6151z3DmNg9NOzrGjpov8GmH5HZEQaZISpYSitKQpSXSTym9RDFtjbG0WG2bX5MfMdv0Y7ncvrrm7jx6v+qPH9/N8vd6fz/fzfn+ZOb6C56ASiN7JGtQC/eoA9T+BoAbAq1EClyZbODV7wKE5AHbNPWHTrIF18wAom4dA0RwDefNESJsTIG5exiaQRzFMIx/ed4a6zCGpi7r7UlXFQAm1lvVesRVYtJ1nkXnjyB1JpnkvMGAf8EYT0P0A0O0Q4HIEsD4GSI4rOHQ4Ud5seiHUXykd9TYvPg4EbRwE2nj5tfGgt62nGKp1P/UJn6GPE1dfqoL2CrfxXuS/02qAJOadSu4Yci3NwEByNYeB0KOA73HAtQ2w+RiQMg64FNrFwGcqDsMubMDdOJDxA+FCHw4ELwZEC4cTXsQd9NHBg9fBTe7YQXHhjlPU2Zf6kJkLmDmTmRexVDOYdzytRjOvgdy+5PYk149cNzJtzgGyC2RfpL6kvqYuUZ0i4Aq9fEcv1/w4pPYCfuCw/uMQoItNqYuXcRdf+i4e9C4esC4CuxpeqnAPa8DcSxuBBLInMvPwFp6BVuBNcnvRqn87839Ofgfzf0PelVf6jrpGfU/9QN2kblF3lMBPbsCDIOBX1uQRB/XfOCg9ZTN+mkLxBXzKw/e0+KUEuCkEOFtRMgHeUgF/EQvQiAQM4v+G4RlG4wkm4xFm4SHm41ek4Bek4QEy8DOycR+5+AkFuIci3MUW3EY5beygnT34Fw7Q2incQAdt/kg9pARcf6Vrr0Q2PdjRgy09eNBDMD38jR4G4CnMfGokmRPJm07WXHIW4g5SyUpHF7LIW8PV88jcQN5mMsq4biVLVItv0YTLOIFOblwnHX3DlS7hObdP+D8JcKAH61ce3OnBnx7CRM+gY+ZIcoeTOY6s98mZTU4Sc6UwRxpZGbiKVWTlcmsKyCkio5SpK3hUavAFGnABx/A5zvPnOs6xap/hMdpJ/fRPEqCkB6lcgIoeXCQCfOkhlPy+zDmY7ocxWyxZcWRNZ665zJNM/0vJWk7WSqZcTU4eGRvIKOa65XxlqnEG9TiNI9yNdpzk021M08rKnmAtjpP8hwSIWQPIBIlcKkjtyfcUPUYQa92bzvszn4nMf5A3nqz3yZpF1nyuuoicVHLSyckiJ4ecAjI2kVGGFlSxAnV0cAiHcZa/O3k6urCfHppE/0ETSY2vJEjIt4JEsBWJBVul6InSGXclPtzPUNb17+QacE4chU8ksTgtjcMp6TS0yebghHwBWuQpOGaVhqNWGThstRqHFHk4oCjEfkUpmpSVaFTWoUF1CHtVZ1FvfRl77O6h1v437HIQUOMoYOcrCQpIBSeIn794lVxFuOOgxPcKZ3wl98d5ZW+cte2Pk44mHHeKwVGXcTjkMgUHXGdiv2simtwWotFtKRrclmOvexbq3XNR574eezxKUOtRgV2etdjpeQDVnqdR5dWJ7d53UOHzWLTNRxCVe/9PgiPEAq/a27zirvnyu89bhC+dFWh38cRJzx441u1NHPSLQJN/FBoCYlEfMAF1gfHYHTgbtYHzURO0CDuDlqE6KAM7glajMigf24M3oSK4HNuCa0RbQ5pEZSEnRaUhX4lKQm6JN4c8lGwKESRFf5LgBdH9QPJ78MpT87rl9XY2RILWABcc7h6MxtA+ovoeevHuniZxTa8YcXWvMeKqsEni7WHTxBVhCeJtYUnirWEp4jJ1mvhDdaZ4izpHUqLeINmsLpVsUldJCtV7JRvVx6Ub1BelBeqbsnz1v+V5akG+lspVC1Yv9DyA1xu5nX3JZ7v5mNdri4azvtoWDW/4YXefMHF1n37S7ZoI2TaNRVamGSEr1YyXbdFMlhVrpss3a+bIizQL5IXaJfKN2nT5em22vEC7Tp6vLbbK035klauts8rRHlGs1p5XrNLeUGZpf1Flap+rVmoF1UrNf/Vzd+A6+V+wxZzhlXpsMOfLAWyp/RSoDfdC1Vuh4vJwjaw0XG9VHD5EUaSLVm7UxSrX695TrtNNUebrZqrW6hJVubqFqhzdMtVq3UpVti5XlRVeaJ0ZXm6dEb7LZkX4QZv08E9tPwi/ZrtM98Bume6ZXapOeK3bbLdXyDwXydY6lN+cJs7YbL27BklQOdgVWyOCRSWG3rLCQTpFwUCDdd7AoTa5+hjbNfrRdtn6iXar9PF2mfpZdiv18+1W6BfbpeuX2y/XZ9un6dc7LNOXOizVVzsu0Tc7LtafcVqk/9YpWX/fKXnAU6cFA4TXuskafE3mWbbZY2z5DVGcsemlkp62DnFEsdkfG029pPmRfRU5Rr3NqohI+8yIYQ4ZhhGO6YaxTh8Y4pzSDNOcUg0JzksNC5xTDKnOiw2ZLgsNeS7JhmLXJEOV6zzDPrdEwyn3OYZO94TB96gnbrMHC691oz/3wQycigEOjuT3Hr8/d0QD5fRUYrHBxigf5EeFitdY+lhlDn3LZoXZ4JA2xOycGhntsiRylNti43i3hcbJ7snGGe5Jxnke84wpHonGdM85xhzPBGOR1yzjR14zjPXe042t3lONl3zijXe8442PveLfFl7rKvf/PLO3juK4xTa/K5bfnGyzW1iTwuEK5Md4Yk1MiChzeG9Z+rv9VKlRA+1TLEbn5KEWtyRzjEeiebTXXNME7wRTvPcsU4LPTFNyt+nmtG5Tzdm+8eYNvlPM5X6TzHv84kwt/hNMHVSX3wTTI98JJqHbH7rCmrezBi1juQ/jWAP+LaOXTfSxbqQMOaNckRUbKEofpZamjuirXBzT3y7p3QjnxGiz++xhUV4zLCN8plnG+cZbJvlNsczwn2yZHxBnWRo40ZIZ+J6lIGi8pSxorKU2eMw7R4Jj37lI3fqd6jINi/K8wvAzrIKArAqIbDIMgwiCBBBEQXZHGGCAYRvWEZBVNgVkVxYVkdG44GiiCBhto2i0GgPa1CaulUabtDWpGtdmq1uMjRonD/RP+uO+hmv45rvPe877fe85s+WSn5zlkjdOqRKN4wQ3WPtLXPsYW78jZFDBGjCWrYyjJ02AznRztGU4oCndXbsubb5+tTzQqCI5xKxYFjm9IFFimx+fYJ8TL3fKkmbNzpQWuKRLy4Vp0jpXubTdNUXaK0qSqkUy6SFRovQjUULcZ6L4uIeuCXHPXRLifpmdEKeZ5AvW/jzX/lEu9yLZm8McZAObGUc342nPMkFTth3qs920arK8dSsyAwyL0xeZFqSGW+XKY2yzkuPs05OSnOWyDGGyLE8kk5W4JcpqxfGyVrFU1iOOk/WLY2XviSWyD8VLE8fJAzdJ4o+ukoTXQkmCZpLrsv+1vyeVwEGyJ585yAM2Mo61jKkpzxD1+TaoyRcKVuZ56pTk+k0pyFlokpe1xEKRGWWTlhFrn5yW6JyYmuoqTc0Rx8qL3CXyqjlL5c3uMfIN7tGpO8RRqQfEkfJTbhHyq+SeKCLlGXntGpGsEU4wzjp8TOdxtnpDZBfpWw50MpYWftYX6KG60AoVRc4oKfTQKiz01c9bHjRVoQwxS8uPnJGcK7GLz453is1KES7NynKLUhSIIxWV4ghFozhc0e0WptguWqIYdg1VnBSGKq4IQzLvCkMynpFXwpB0jcsEl9l6n6FrZAWfB7Kd9JD2QqCBnzUlWigvNUNxmT0KysSCvFJvXUVpgEFa8WKT5BXhlvFFMTbLCqT20cuTnSOUmcIw5XLXUGWFMES5hnS5LFZum71IOeQUrPwDueK4MP+uY1DeU6eg3FdOQTmaSc4z36eLuRfYer9TBmzhZzdpJLXlQPlKoKjSCPlVtsipFiKz2lM7tcpPP6lyoVH8yiVmyyqirKLKY23Dy2SzQkszHBaXKh2DS8tJg8PC0k77oNK3ZwWWDs4MLD0xc0HpZduAkju2/iuezPQremnnV6iZ5Bxzf5IjyAG6dpFeso7UVdJfAxSuAnJX6yGz3gpp9U5IqZ8jSKyfrxtXF2ggqQsxjlwdYRa2SmK1uDbRemFtmk1QbZ7tgtoymwW1ddYBtR0z/Gu2Tver2W/lV3Pc8q2aSxa+1V9bzK98YuWz8uV0n4o3k5wtAY5Vsw5kG50bSGstc7AaKOYokNvIubMZSGqdhoRWO0jbRFjW5qUV3eqvF94abBDaEmYc3BxjGtgcbx7QnGrh15Rr8VZTiblv02qz+U3rTH2atkzzadpn4t34gfG8xgvG89bcNvJqeGziWf/ztLl1b0wnOF3FOtC3h6jquBdJYwPnXrqXt3Dm4ogm6+Dc16WP6G4rRK53Qth6d0HIeh/t4O4FuoHdIVP8uyMNfbvijHy6Uoy8u7KN5nWtmOrVVTvVs6vdcG5Xn4FH57tT5nQe1Xfv+FRf3HFLz23toylu7T8biNp+MZzgBJ3Da4CddPaQ9ibWge4yunM7gVSORHE9nLs2A4tURghS2WDBFhf4bfEQ+Kp8tbxVQTpeqiW6c1VL9eaoEvXcVRl6YlWBrkhVpeuqatER9m3Sdunbre3cd1jLafM5LcfeL7UcNv2g7dDzQsdh4+tJRlr5XiJbSTfHwea1nHvpXkG3YhOQ2AfEbKWfo5lvvzY81dPgobaFu9oFbmoPiNS+AqF6oWC2OlzgpI4VOKpTBA7qXMEsdZnATt0AW3U3rHftxIz+Q7DqPwOLnV/Acse3sNz+HJbbXgomOMg87yK99K7r4vtgA/ci3fkqII3jaexOIGw3EPAu4LkPcBkUYNaQEWYOz4DNsCOsh8WYPuwNq+FAWAyHwXw4FqbDchgPKzF1uBIGQ63QH+qD7uAAtPefgNbAJWgP3IL2vu+hs+/pJAN0btvIvch8t/TyfbCFOeCas3ZxH7wDRA8AwUOAz3uA2yHA4ffA9MOA0Yg+9EbMoTsyE9pHXaB1lM3oUX/Cg3hEQnjgjEy8eLjBR7jIIzuAwwfJGeD969yEd8k3k+xmrlVccwfz3cDLKtSAci9zMMh9QG8Ynf5HAI+jgPMHgPUJwPQkoHcKfLHoERMeNtbEERhlYzzKZnSUjeEYm5IxvoTP8OE/w003xuKOMaGjI7z2HPkbf3tzkp309vQDbXuAVVxz8QEg+3d8FumNPgYE0elFp8uHgO0o/VzGlD/S/zHhrfBnAfCJAQ8+c+ACh4SLQh7EXsDlQDYFbAyusjEZ50t3nA/bOIs8zqKOM47xs/zfxUne5lfd+3k2cc1VzHEBvanHAQm9i04D3mOAKy+3/RNg9gn9F+i9RK6Qq+Sv5DPC9OJzfTaGjOUGh5Wv3ICbbBRvh7FpZjNyj/m4zwfwPgt+n0W+z8LePzZJH//s4JrrmOdirjmTOY7jekPpnU+viF47es3o1J/wMYUcPoG/k3+SL8m/yC1yh9wjD1mj7xjLfxyAx2yan7I2z9mYPefB/BPr8oJ1ebGN7J5EA3M9DUx0NTDW1sCaE6gLv/Mmi/ALluIVkvFfZHFSLcSPKMcz1OIJGvAYLXiEtfgB3fgOPfiG8+6/sR0PsRsPMMBQDuEujjGss/iaybrFv27iKcN9QzT/B92MwZAxGDEGK4EGjvxuLl4iiN4oehPpzKBPSV8JfVX0raavka42ujp49w24jV56ttLTz/vuZXoO4AZG8A+MMm2Xmb6bLNcjXOOqrtHwWzQwYAy6OoyDMVgyhlm8SsyI/fmLMHyPODpT6cuhr4i+Crpq6Kmnp5nlWEtPFz09+Jy5uM5cXMMernyQ2+V9/AWnGMF5XGREF3i388zqp7Se/w0aaDEGMAZ91sGMMdjQL8S3rMcD1uMOYuhMwlfIpE9JTwk9ldyGqzCONfS0cHuuo2c9t2ovPb/yXO5RSadpHH/4IQoi3kBBBEFNp9nUWQcqUFFQBAQFFFTAS6CkkJdUTDMtNc1LlqVpqZU22nWcysYup8vUtF330u5Mu6dzZue2zbZ79szZbWpnz26XmWWfrJ0/Pvx4D5zf97m87/M87xhqTMEtzMcNmMfjcw6zcQOuopUfYfSuYGQvo5eXUfn/oD7mATAGZNQPgOfAxJxGYQ4TUFeKPmajpgH9sqCWHXWqUacOdTxwEzbi2ztQpxs+hj7UGkKdEXzvBFyCGYzAcTgPi2jFdfy8j7vjz3AGd9ICqizgvjiN6qdf24D6QPKSAX+h4D/o6DcbtePQVxHqZqCmFvVM+KYS1KlEHTfqrEedZtRpgwuYk/OYk7O4PxcxFmdgHN99EE7hnvgAV/Oka3CC+ASOk7+BYz5P4IjvCziM0Z/ze42XBIQXS8xTfzyqeLy/IhEYtSCMcxTcJa2AX/hI4aqvEi756eECtRjO0cph0X8tnPGvgQV6A5yit8BJejt8ENAF8wF9cIKxA44zxuBo4AE4EngU5oLOwGzwNTgU/ClMhz6CA8zvYT/zR5hien/CSwfSUzzKj7Dc/pELcD8cyw+DArf9w+FacBxcZIngbFgGLLBz4CS7AOY5VjjBscOxiCo4GlELRyKaYI7bCrPczfAetwdmIgdhOnIEDkROwn7eHEzyTsEE7wrs5f0WxvkPYQ//KYzyfyCN8L0/8ZKFJSUKS008ljss93fw+TGWlisRQXCOL4DTwkSYj0mBYzFKOBybB7OxhXBoWSlML6uAg8tcsH9ZPUzFeWAyrg32xXXC3rg+GI8bhj1xe2E0/hBpd/w8aTj+Imln/K9IO+K/JrbHPyEG4l+SB+K95P43fIcl/iFq/+FdLPdYWq/i8wK2wMU4GpxczoVjK5bD7AoxaSYhgziQoCEmE4zEvoRiYjyhnBhLdBKjiW5iJHE9sTtxAzGc2E7sTNxKDCVuJ29P2kMeSDpI7k86Tu5LOu/Tm3THpyfpC5/upMeUrqQXvp1JXt/OxNd8iy3mc2x191LRfxnee7HVnMYW/H4yGY4kh8GMOJa0X/wOsU+U4jMmyqKMiHSUXaICyk6RlTIkWkPZLlpLGRDVUPpFjZQ+Uatvr7jTt0fc79st3uXbJZ7y2yI+4rdZvOjXIb5J3ST+jNom/jutVfyM1iry0lre8Bcs5w9Q/y62lkvIQibet7C8z6Et09JgmEwVwFjqCmJ3ykrKDmm636BURe2X6KnbJGZaj8RG2yqx07okVbROSR1ti8RD65C0+7dLe/zbpDv8N0r30Vukc/QN0oUAj/R6QJP0AaNB+i1jveQ/iJdR/4aHGP9PUfeGFuActvz31aivxBkXR5GJDDrsUUTCsOItYlCeTNmWkULdmp7p3yXLoW+RGQM6ZEUBm9JKGW1pFYzWNDejRdbAaJa1BnpkXYGNssGg9bKxoHrZoeBa2cngGtnVELfs9yEu2d9CqtP+jfw3uDrNu8SXGIN7GoBreoxBHs63ueg/2jKBrX802w92qtgwoI4l9aoSfbqUq6gdWen0tsxsRqtCF7RBURDskVuCG+XlIevla0Pq5bWhtfLm0BpFR6hb0cesVoywqhQHWU7FfFil4nKYQ/5JuF3+1zC7/F/Ij6w1ci/zFZ/JcexA7cv5OFYhs9hip3A9hnHZqSXDgI4JvblC6NT9jNyuFfm1alLoHpUisCFbE1Kn1IfWKM0st9LGcikdYVVKV7hT2RBeqWxjO5Q9bLtymFOunOKUKY9HlCgvRtiU97jWrEcR1qzvOdasH9jWLO8SD7IBbqP2BRwzTiDTJrxz4noXxmUQ6TUEQaeRD+3G5USL/ue+TXkS/3pdeuA6rTKkOkfLcmqM4RXqIo5dXRZRrnZyy9R13BJ1S6RN3cWzaIZ4xZoJXqH6KN+svsA3qX/NL1B/wy9Q/TOyQPWSa1J5l7iP/t4oBDiLox+Ow7AfR69RtGUI7dhWgHOuiQ6bzFxoMceRmkxJPnUFK6luYxrDqVeEOPLUrLLcPHaJzsS16my8Yp2DX6RzR5l1HoFJt1mQrxsUGHV7hXrdYWGe7pwwV/tLoU77J0Gu9mlUbs5Lfm6Ol/eK36Gv11+NwDbci8iEFWOA6360owvtaS+mQoslHJosMVBnWUF2F4n8nIUpdLspI7i0IJtlyddyCo1GnslQHGU0lAsNhqroPENDTK6hPUZn6I/JMYzFaAyz0WrDYrRKfyc6W/+1UKV/IlDlvYhS5XmX+A36erUUx+0ygBlkHL8PlQD0oB0daFNLiQ80ljKhrkwA7tK3CWdpMsVuk9BKremBFksW01ykYRsL9bw8s1mgNZdEa0zOGLWpPlZlaovNNm+LUZpHY7LM70Vnmj8UKky3hXLTVwJ5wXfI8yh5vneJuxj/S2vwTCIHkBFkoBxzgLZsxGcjrmsdQVDt4IGzIp5kd7zjU2pfRS1ekxZgKleEGErV4bkluVyNzcTPttqEWdaK6ExrbbTC2hott/YKM2wjgnTboSiZ7Qw/zXqLn2r9kpdqecxPLX7OTy3yLnELfT5fgXsBmUSGkV5kkx3n7ErUxzG0qsofKqo4UF4dCyXVCURxlcjXtDbF3+CUB+oqs5nqCh1b6cjnKhwWfobdwZfZa/hp9hZ+qmMrL9WxOzLFMcOV2hciJPabHIn9C87q8scRq8qeRawq9XJfcR21PsTr0CwyjmxHunEMb8ZnrQv11wHYa3yhpJYFljoBFNa9TcqvS/bR10r8tDXpdNW6rKBMdw4zw20IT3MVc1Jcdo7UtY4jcW1gr3Z1h6927Qpb5ZpmrXSdZoqrb4SKqz8PFa39B/Nd5zNWcqU37BUfodZJ1Droxjwgfchm1G2oAaiuw/tOA965GvHO4wmEfA8X9M1xoGtOJDSelRSlJ5WqaFIEyBr/R3W5R0VdpnH8O7+5cBPkIrIqiKJcRGYAJ8zUcu2ia5mlmW5mrqWrljdEvAwIAoMoMCgiDKIIo4UCmrWGomVWrK7atrudsnum7mm3zGx3y7JtTfbj5Omc/vhyzszwez/v93me3/O+z/ieI5dNihix7OHI4dmzIrOyF0Tekp0b4cwuCh+WvbFnZvaOsMzs/aEZS7tC05d+2MOx+HKYY9HVnvaF18Nv6Ai81kXkAVWhEriuJcQA9pzl0qOMiw8xEtzvCtSEvGiNyx+gu/OHaGx+pnFH3gjryLw7Am/Nuyc4K29iD6drao9M18weGa75PdJdOSEO19pgu8sTlLa6MXDo6n2BqatfC0hd9UHAkBVfBqbkXg1KWX495IY6lpIHeLVoAyrE8wrYT8H+nUuaxmg0qVC6p9ikMSVhGu3uq5HuwRrhTjNluW8xnO5Rlkz3nVaHe4LN7p4cMLRkRkBqyVzbkJJsW0rJGmtSSYUlsbjBMri43Tyo6Jg5oehdI6HwknlgwXeWgWt+tN7Qs/Aac+kJqBRu/kreBXzPgz1jrTS5hLlznTRmg5RVaVNmZaTSPbGyexKV5rEr1ZNlSvHcbiR57jYGe+43BnmmGQM9s40BnkWmeM9qU1xlmalfpVd9K/boVxUvKab8LcVs+FwxZVdMMeuu+bUbXj2qwHMRY+kq2Ivw/TjsaWXSRMayuzzSbZuk9Bpmz9oAJdRFaUBdrPp7ExXntSvWm6W+3tvVxztOMd4HFO2doV7e3yvSm6PwumKF1lUrpHangrZ0KKDmdQVuPqfA6ssKqr7qV3MBtYjK4BbgOwf2fNgzK6QpjKfj4Y5mNHTWS0O2SfGMiL2bLQr39VSYr49CfQkK8aUq2OdUoG+0AnzjZPVNltk3UyYfBd6MwWaC2NRA4e/lMHiVQ5GBdRuD6bav/NrqljzIXUpPWi8thv0E7OmwJ3qlsXCHN0lpO6WEp6U+LVLEHimgzUJjC0UxaIC0NwVlIi4D7RyEezlw9tLk2inydky2s2gbi7R20Ixel1rOoi/82sIWy4l3IfFeTrzn1xKDrdQBfsfxyKhnpIxWctAuxe6Top6Tgp9nIDkgLp0MJR0hiIvxwVg0mIbHxezQCMSlrJOLQCeNtpNi7yTAnSx+CAMHX+SZN9DHflXDLd3M+0i8l+D5CTxPx+9EuGNhZsFMhRfP9qMPwT/MUHQE/kvoKDqGXrFyGQ3j8CMmXcTkOJfkE7dwKeBycuoBLig0wtM5iCSfIienMHSSRU6e9quSPBdt5330SU8S51n8/BDc8S9QhzDtMAey7d4vSyGk0uiC+Ud0Av0JnUKEloFT+itD0t/CGVIYVM4Qk/cyGFq4KJ/lcD7HPs7z8p0n4efZx/ndfPeCX+uJ9xrCs+xZ8oDfRw5K98G9HZ/peBz0mhRzXOpxEv4N1l9usNCb6C10BlFi+gB9hM6hCzaGpigGFwaVi2nSZS7I/+aS+DV5+YZmcIWX/QoFd2WHX8y5lm4FMXMGMfP24vNAlM5EOkrXNF4/aIquMmd+y5z5tRYyjy7TZa3UJeXrCxXpokr1OXPmZ6rSP1WjT1XPZLtDf1eLzjNxfqIjbO2UPtRZtvkvdA11/0Kw2YONPQSzhyg+x+l/Ggp3hK7oLriTePK3+lKz4S2AswROLgyXLqgA28VwyiBU6GNtglXLutv1nnYRor2E6iAhO878+j7hu0QY/4u69Qb68011y8IemHsVyB566kf11TdKguvkiTFw74U7FeZjsObiaSGMbFZcQQry4BTqbblhrYflgVUDYysl0oz7VkrmAKXzKiX0lrpYqUvf6RWox9DLNwX/5h6s7CEYfjTsBP7bgc9R+BsH80G9o0dYZTaM+TAW4yMHziqdJicntRZWKW7LYWzSa6qD0cj6Lbw+z5GNozrMU4dw0qH/sKtrqPtnwScPgi9+seI7jP+Mxe8QuMPxNhbefbCmwpkJZw6cJ3G2BM5yOKsgrNGL5OQwOekkFgeJxQtqYP1del77qIrD/D2tdhy1UU1tZLqVimuF3vrTHvz879GX6LwCyGU07EE8lUEcR+NrHLwH8DSd1WbhZy6cp+AshZMLx4XbQlhuWOVUwSY49dojn3ZDfoYnduFgJxH14bKZSmui6pqgN/20B77hNTKkT9A7/tcvFHY/vKbAzcLbr+Hdqz/wjuwnJ/tMs7XXNE9tpoVqNbK1x1ihFiNPz5iL9LS5TDstVWq21KnJ2qRGW5u22w6qwXZCWwPeV33gRdUFfafaoOuqDe726wfa7UXa/tloXnd0ihbTFWjWMVOUOq0DdSAoXftDRnI03K3W0PvVEvawnu75qHaFPy5f+Hw1hy/SjogcNUas0vaIAjVElmprZKW8kVtUF7VDW6L2qCaqQ9W9TmhTrw9UFX1Jnt7fq7J3t18V6Cv4F2j1ZwbR9mhtL9NqO/vQxiOCtb9XP7XFDFFLnyzt7DtGTf1+o8Z+D2pbv+naGvuY6mPnqC52gWpjl2hLbK5qYvNUHVekTXEbVBVXLU/cNlX0b1F5/wNa379LZfHvqjT+otzxV00l8d0/6yJt9aNkWm06rZ/jpmOotD/5xlFo0e74aPkSBqlxcIYaBo+UN/Eu1Sbep5rEKapOfEQbE2epKnGuKhOfUkVitsqTVmp9UoHKktapNKnK5E6uNxUn7zIVJT9nWpv8iqkg+W3TmuTPjPzkb815ydfNruRuvz7F+xmO3OO34n8491uOmt183kWLbUoJV8PQ/qpNSzVtTssybbSPMTz28Ua5fZKxwT7VKLPPMNbZZxtu+zyjxL7IKLLnGGvtLqPAXmxe46gw5ztqzS5Hs3m1Y59lpeOoZYXjTctyxz+sOY4rtmX2H1G3X+fstP/biAFHy/NoD8e/j6N3O3upzwxWzbC+qnImmSqcGUaZc6Sl1HmnpcQ5wVrkfNBaOGyatWDYTGv+sMetecMWWFc7l1hXOVfaVjgLbbnO9bYc52bbsv+TXO5RTZ93GP+GALkQIIEk8CNSLSiKAgKBJJCQBAJJSAiEQCKEcDVcw0WECIikiJSooKZlasHaWpG2Wq3K1na1a516unm6dWenW3c/nu2s2+lla9eetmvrJXtm//gcyO8k7/P9vu/7e9/nKTjNGSq4wBmUX+P2y9/l+uR/5/XJv+D1yu/xevPDD/kTtN7BFft6GSwHOFsKfS2yBmp5QhVFC0USChan0YGiLPZ0UWHUlKokelJVwRlXWrljylquX7mDO6Js5u5Wenm7lD7ekHI3b0A1yetXzfL7VEf5ParlmG7VCzGdqtcEXtU7gg7V3wQdys8F7cq7IPyQ93GlvW3EPgAvgNOwQCdQSwh1zWtZNKcV0YzuEQrotkTs1eZF7Skp4oxq9LxhjYk/pLbFDKjrYnzqRkGfuk3Qo+4WdKuHYjs1Y7Fezf64Ds18XLvmZHyrZjW+WfOK0KO5LWxS3xG61f8B38W71eF4d3E4/j1o3ajEOliIVsAS/n8StSyUw2PCCu03CGiqXEYT5ZtYo4acyOEyBWegtITfpzcIenSVsV26mjivzhnfofMI23U7ha06n6hFNyry6AIJTfpDCY3644k79CuJLt2a2Kn7mbhe9xdxnfazxDrtt4n12nDC//kV+n4LV/slG/YBOAGOopaDZuQdE3yumUfjlUk0WpnG2mXexvaZ5NHdxmK+t1wf215ujG8xVIk8ZY6EprKGxMayNnGDoUfiMgxLnIZJaZ1hTuowLErthueSagxXkqoNt5JsZX8G/5baSr+V2ErDD/kF+r4Gu3UB1u80WATzsD2zVnhMMF4VRSM2MQ3Z1pPPlhnRXZUb1WFR8lorSwRNZkN8g8mc4DJWi+uNTqnD6EmqNXYm1xgHmWrjOFNlmmWsphBjMT3LmE0vMybjDcZo/CNjqvhXsqnimyRTRfght9H3aw68j3Ww2SAEgrDE06hjArWN2CNosFZIfY511OXIYHXU5kS22As57mp1jMumj6+rMibYrVWSaqsjucriZiyWjhSzxSczWffIjNYZWYX1mMxgPS0rs15KKbX+NEVv+T34hCmt/C94kFxqDie/Db0fOrEXwEmwAGbr4e/w3I96BvG51ymgThdD7a50anZlsd1OebSrvojvqNPGVTvKE6y1FonZbk821uxIKa9plZXV9MpK7aMyvX1aprMfSdHan04psV9kNPbrjLrmd8nq6o/B18lq2wMQTr4JjcsN2AtgERwC02DMRbQLf3sbibxuLrU2ScnTtIEamzJZzqa8yFq3kmtrLBFYGsqExh1mscFVnVTqcjJaZ0tKibMnReMaYdSux5hi10JyketUUpHrJanK9ZZU6Xxfoqj/WKqo+1qqcNxPUjjCSdehcdGNzNmEdQBzYArsxrM+D/QRU1paI8ndlkCu9lSqa89g2dtz2FVthdGVrWp+RUtpbFmLUaRrtok1zfWSYk+zVOXpkiqbhyXK5oBY0TyfWNi8nFjguZBQ4HlTJPf8VpTv/ighr/GrxLyG++K8hrD4WjPOBbAErQUwA+s7AfqBtwP6XqKGTvj9LgHZuxmydaeRpXsby9SdH2noKuLoO3X8ks6K2GKvVaj01okU3iZRgbdTJPfuEuZ7p+LzvYfj8rxLcbne87G5O38i2L7zN4Kc9g9js9u+istqvRef1RoWvgLbv9JO9ANwEJoB4N9J1APdtm54fURGh4/INsAh84CYjIOPkGFwM+kHt0eUDCoiiwc0HOWAgVfYXxkj768V5PW7Bbn9XsH2/qGYnP5Jfnb/IV5W/0nuNt+L3K2+NziZfe9xMns/5G7p/pK3uetezOauBzGX0ecz0AuBWTDZhawBbW8fMl8/kXMQ+sNEFSMs0vvjqMTPkNqfTkX+baTw50fI/UWReX591Ha/KTrbX8PJ8jdwtvo7OJn+gegt/omozaPBqIzRE5GbRp5nbxx5nZ2++9fstOF/stN2fRn16NDd6EcHH0Sf78E6gHn0Ow3GoD0A7Y4hrAHimR3RyDxGpNtLpNzHIflUIuVNpdL2qQzKDmTTtkAhKzOgidgcKGdnBKrYGwNOdnqgNSJtqi9iw9QYa/3ULCt13yJr3b5zJJt8lZi97xIz8QGljH/BYsa+i2DG7kechd7iAM4EsA89j0C7F323QLt+HJlrksgQQO7bT5R7gGjL43zaNCeh9LlHKC2YQRuCObQ+qKDUoJbWBU2UErQTE3RTUrCTJMHdJJ6bpoS5YyR8/AzFzq6R4MBtipm5Q4L9n1Hs9DfgLp2C3hEwAybQ9xC0vejbDe2ax4iMM0QaRDP5QaKt88ieR4iYY3yShiQkDqVSYmgTiULZJAwpKC6kJUHITPyQg7ihFooO+SgyNEERx/Djo09BCGF24TomHQHx8D/Ap+BzOr4HexEEgB9990G7FdpO9GxFPNUfJlIcJcoOIXsuEqUcJxKdJOIu8Yi9nEisJRjB5U0ARmQZJmhZB3DhLOOAWcbmXkZzS9NET2GAk2dxIb0KY/BLvAR/BZ9gET6lY9CcBZP7cCZBuxPabmjbF7AP8bNi6OaeIMpYIkp9mijxGSL+GYSiszDhK3yAbLsiIzoHQ3oORnAVhmQVdayijtUdAJt8FQ2ew6ArGOTsRaLnbuBQhIM/8wHRsx/RYZS4H2u9Z5bIhylrg7bzCSIL+tUuExWcJsqE5voVIsnzRDEvIpidRwB4CWA4usQBMOMvJ+PAhSG+sgXkE12FKbuKOtZwCK5hs69hU1/F4Fcw2OUf4fu38bs/gDsURHn7DuF9xDp3PYk5wDzXnCIqx1dVq0Q50EyHHnOJKO4KUdQadDEEQg4huuDCAz9mwYhhTq4lEL2BOXlz4/cG+Xrx9+bkJg7dW9j8tzDRNyFy8xyeY5AbN8HP6cD/mC7zuKbPO45/EkIOQjiSoHWVw1mDlcAglHAEAgmSAOEUIiiHIAiiyCGXIAoIgideDK8KWq9qvTa7DdF1c9Za3bSHrSs6t1Vnq2s7aTd7Wc0+Kt1rf3z8Pfx85Xl/r9/zfb4b2J8Z70qWTDF9nsmU2Q7yW6SPoWROPckckOU5BIiHyfvtmFhaHIK4H3WOOk9d4LByUc5LOgeVK77Au9OAq7wsX+NlZIR2jPDDG2GRX+/jk4EdOUadRBtTVM8cV9C0QpZt1nHAShMj6V8AmT5nACV5kj+Mcd4e00XqjxTLC1eo96ir1J+p6yIObe7ALQ4Odzgo3A3jIMkL0X3aMUo7Rpn8URbbKAM+OshZT8qZV8yZU8K1kvKltHiECHyP6ZxD0/AAufgSRfgX5nMmrcI/OevewxLc5az7CdpxB134B+fM2+jFLWzhzLodf+VkeYNT5wgT9xED9SGuUV/gA86Z75Jwhbo8JgdEwmdzr4hrN7Kfx3ecMx9wzvyKc+Z92PAZ7PgUBeSUkrGQjBr8DQ24yVn3L1hG1gqyuslaS9JGhqOfYRnAO5x4L+MEw/UGLvHNRe5yHt8wfY7/6dyzmXfMBnAtI3s8RjGZ/gbTz2j6ZiUzk6xZ5BSTUU5fKsmp5a6N9KmFPi0nq5OsVeSsxwXG4jx2cP+9OIujLJ1TLKE/YRgfY4ieDZH0/xqz4cmTfBHZSsbXl9wAXGc+riGevBT6ZOcu+fSnhOVQgbeYkzexmL40kbOU5dlOb1eStQanGYtT2MpPZjc/n0M4yQ/oBH9xnBE7xoweYz6OkvijfozBY4qnFmPtSvYEvA8NfdPRLyN/baVPGeTkklFIRikZC+hDFTl15Cxh1lvJ6sAv0EPeenL6eHzsogUHcBC/5L9nsZ8VsY+VtBdfU46neuWZDbTqGf9j6hrE9FdFrh9/paVvEYyhmSwbOVncbTYZRWTMow8LyKnGYdST1YxXmZMDrM99jMVebMIe5mOQfw0wAi/T+p3M3A5W1XZW+DZW/DbSn+gRuZ+P8Z98WpeefvJynGEshjCF3BAyo8lLICuVHDs5edy5mD6UkbOQEa8hq4GsFrLayeohZwP338rq3MOIHGWFnMZmRnYjSRtY6b2Cb6lHlIMWAbd5xH3I4/aCG483rk8JhWR70nofHsnTcFCoxz5RHPaIEjHonIFd4pnYKcnHDslcbJOUY6ukEv2SWvxc0oQtkmXYLO3CRuk6bJD1Y71sN9bJjmCNy2msdrmMHvktdLt+iZWKh+hSOJ7qngK4waPkog+PP28ew1wfU7MVyCU4KBuPVxQvYNAjGDs9o7BdGY9+lQ19qhnYosrFJlUBNqpK0Kuej/XqKqxT12ONugWrvVagx2sNur360DVuAJ3jXkPHuGG0j7+M5eNvYdlzX1GP0Pqc46luk3mVrfcsW83rPNJe43r/JLY3HvuD4zywY4IP+p+fhi0Tw7BxohG93has807FGu8srPKehR7vOej2LkWXzwJ0+tSgw6cJ7b5taPPtwTLfTWj1fRktfq+i2e83WOJ3CY1+f0fDpFFBvd9DyiGo83MIb7K9XGJ7GQ5mC6P2cT3AFrxDw3Y/yQWbfzoBvS9MwdopwVg1JRLdU8zo0iRhhSYd7Ro72jR5WK4pQqumDEs1i9CsqRcs8W8VNPp3CRr8ewV1/tsFi/0PCGqm/kpYPfVtYdXUm8LKqfedFvp/TzmeSPSRFniTLf91Xj8OUgM82rex9W75Ge+505yxdpoaPQGT0KkNELRrwwTLtTHCVu10YYvWJmzWZgqbtDnCRm2+sF5bIqzTVghrA2ucagKXOFUFdjhVBq51Whi0VVQRtE80P+ikqCzovPO8oBvOpYFfiEsCv6McT/V+KFtgJFu6gfGP5pWH7XZzBK9dtGV1CLAyxAMduolYpvMXtOiChU26CKcGXZyoTmcV1YakiqpDspyrQmY5V4bMcV6om+dcoVvkXK5rEJfp2sSloavFJaF9kuLQPZKi0BPSwtBz0gLdiDRf97ksX/etLE/nkOWFOGRXyBw2Aod59RmI4zWLz17asorvO9l228LlWBoxAU0RkwX1EVphTfhLoqrwaPFCvVlcoU+SlOvTJWV6u7RUnyct0c+VFusXyIr0i2WF4a2ygvBul7zwzS6zwwflueHH5Dnhv3e1669Rn1HfuNrDHsvtYQ75JTJ/bWYe4oGd1CZqDW3p4vs22tISLUFjjBcWx/ihKuZF4YLoEFG5IUJcaoiVzo1KkBVF2VwKozLlBVE58ryoQtfZUWWuuVHVihxDs8Ju6FJkGza6zTDscss0HHFPN7zhnhb1AXXPPS3ya7e0yMduaREOt7fIPJnAq56FNcgW38tn93TOGrRrKW1pMDmh1uSJRWZvVJg1gnmmIFFxXJi4MNYgyzOaXGYZra45xlSFPSbbLTsmz32GscQ901jpkWFs9Egzdnimxq73tMXu9Ew2HlYmGc8oE41XldaYu56JMQ88E6MfUQ6Pc2Qe5zVnN69cfdRaqpO2tNKuRqqGqrQoUG6ZgFLrZEGRJcApP0EnnjU9QmqPN8pnmOMVGeZk9zRTpmeqKVdpMxcpk80VqiRzncpqblNZzGvVCebt6njzIbXZPKw2md9Tm0yfqkymBypz3A9Kc5xD+Tsyj9iAXSnMA7WKauffzbRrMf+vktfS8mQZ5trGYY7ND3m2F4U5ycHO2Ul6aUaiQZ5qNSlsVqtHoiVNabHY1QmWAnW8pdzLbKn1MlmXecVZV3sZrVvVMdaD6mjrKbXB8g71idqQ8B+VYfoPqujpDtVpMg+l8jxIYx7SWQdUK9f1tGMR35dzXZwuRkGGCrMzvDEzQyPIygh0Sk9/SZySFuWSlBqrsKQkeMSnpChNtix1rC3PK8Y2zys6pdrLkLJUHZWySh2Z0q+KSDmgCk8ZUuptV6g7Sn3yv1X6pIeUQzVE5v4M1kIm8zCD93yqmetqvp/P59wsID9biFy7O7LtP0GmfTLS7AH/ZbrMw6K8rjD+DgMDzLCKLIqJu6CCiChKVOKSuAdllMgiOriOuDCuDKjACIqMKAZwaxRQ0ajoYxq1xhqbNLFtojWN2qbmqWmTah+tsWpSE6um0h8ubf945QG/7/7OOffc893XY2xaH6+Rkwb4vDIx2TLU+kpAsnVM8EBraquk1MyQAdYZIf2tC0MSrYWt+lnLg/tZNwf1te4NSrCeCOyTej4wfsK1wPjx/wyKT3kUHJ/SHHwU5i44NZPYhzT8FlqGcvl9OlZpSro0GYtgzbQoJStMY7M6aHRWtGFEVpxxWGai6eXMQb6DMoZZkjJGB/RPnxDYLz09qG/G9MCEjAWBfTIKAuIz1vr3zqj1653e6BeXfsLSK/28JXbyVUtM2nf+MZMeBsRMag48Am8nrE1YojJ4hWgRzJkoewp3/WwpdZo0zmbSqJxWejWnnYZN76ohObEeg3ISPJNyXjIl2ob49LWNNPexpVh62yZb4mw2Sy/bPHOszWmOsa3x7Wmr8ek5bY9Pj2nHvbtP/a13dPZV7+gp3/pGZT00R2U2Ww7C2s6VuxKVZEn5cBcgG9xMG3f96fiNWfi+2QYNsftrsD1CA+0dNcDeXYn23h4J9v7GeHuyV5z9VVOsfZx3T3uadw/7NO/u9lxTtH25V5S91KvbnGrPrnN2e3aZfczYefZZY6dZXxs7zfjWq+P0B6aOOY+9G+HVkmv5VHoR7mK4c3OoAXb1ddjj7fiNXDzPAql/nrf65oUo3tFOvR1d1MsRoxhHgqGH4yWPaMcwYzfHGGNXh9XY2THF2Mkxx6OjY6lHB4fL8GJeleGFvAZDu4XvKHLBx4qc/5Ui5901tM194NF27r+NdfCqUCn5OuEunInvhZ0J2zoP34klGebA8yyR4pdJPfItinKGqauzvbo4u6mTs5c6OhPV3pmsF50j1K5gvCIL0tWmYIYinA6FOYvU2lmpkPwdCl5+REHLzihg6RUFLbmt4MX3FbzoR22D50ZFszmPc/C9sHPIezLs1xaxB0ulQfn4vgJ810qpU7GnIkv81cYVrghXe4W5ohTqilOIq79auV5WkGu0AlwT5eeaKrMrVz4up0wl5fIq3ipj0X4ZVp2WYeVFeay4hm7LWPi9qufybYRZiBzkPYeaZ5P3RNijndKQFVJikRSLPetSJkWulUIqjLK4/eXjDpe3u7283FHydMfJwz1ABvdQkmK4uGl0N4V1k4i7hI8w3m4dZrYcI7kGg1jGDbb0JrqrSvItyWMuowU8Ph12OuwUch7Oq0mlUu9yKaoC71kphW6U/FjOWO3NgeYSWhOB8Lc1XMJquXTU8uGv5SNUy3CrpclrSbKWBWtYoPonDOPDHELMa9VlhuJ1dFtr2eeVcJew13YezYY9EfaoNdJgXkvYIHWH2aFaCt8s+W+VvLZzEcauaocPIo4dxLGTOHZy+aojjjouJPV8+OoZcvU0ej0J1rNo3Rs804je5f3z6Et0XavZ54JCehH2DOqdDvs1N31YxTmokWK20AMwI3ZIAXWSqQH2HrQX7WuRJx9+i7Sfi/B+LqEHOnMZ4XLWxOXjEPU4xBA8TMMfItEmCtpELQ5Si4Mf8Oxn6IqKi+nF1ZxH9nnqempAziPJdyDc+J1St130AKEHvwX/AMwmxBKYHGE8hLESxocLgIkLIebgeLh0gpq82x2TwGXsFJeA9xjEp2n80xT6NJBT9VycePEkcZw8pxWE5uDPM2FnkHMKNR5Gronk2RNmB3ihRyRzC+c4OoEoJWaPtdB76DR6H33QYpDokzMtZqXFMHBJP8fl9FPiuMDwv8ihu0TBL9FUlyjqpYPoqPLZonmwbdQ6jbYdQ77JcPsQZhTMtvD8YXmcfs54pjPoV+g36BN0DrHF2Lmnhu0yZulKqPQVRuEqPXKd8/J3Pgw3OYDfrMLc0Wi3KPatBtye8Ynn5ScKQpF6rGj9qH66r6G6p3F4sTTdVjaecKZu4jFv4O2u4zH/hse8plX6K173a63RX/CZX+Lk/oTD+wK/e/mJy32bkH6hi7pAiDfwko8Iufm/OvvU8z6LoUVmnGiEflAXuPH6hwbrG43izVR4GbBy4MyBMx/OIjjL9Tke8w943UtaDaecMlTqd7jL87jbczjST3SIUp2kdOfYrqvoB9RMVP/T/8fwL5n0nVrD7QAzltySYA7XFbzuZWrxe2pxQTP0qebCWMiqi8kjXx9rBZxitqaMLaqAV6VfUov3VU+7HKB9jutn/O9xVjqmu+ixjkJ8ruf8B+iOPKhxAHm2gxlNbn3JKxneKPJJ1a+Vro80jfVn0Rq55LCQdlwCJ18/10qyLaFl18KqZO0ajsybOsJ+HGY/mojoIBU7wG4eINv9UJ/reQy30bWWVmI/PlMY+XUm8l7wknh7OJxxcCbCyIRhgzELRi6r53FMl8BxwlkFZzWMdaxdxfjYpkbtYpwc4t9TaiCbevajji6roxZ1kOuexXAHXUV/fNLentQzmPxeIK/u1DAB3mB4I2ClwEmDkaW3iGMfcewljkbi2EOP7qJHG+iNevqzjlrsUC1dUaftvLGVlbawa5v1Z/56hyo9RM2qRvfgMrXpLfHE0+N3Ur5ww8ixExnEskJ/eEPhjIYzAcbrrDwFRg7Vng0nF04eWS+DswKOC04F67+hTTzRUpENrFhJduvp5Ar2Y52+Rz/Sxc30H8eYEXfWl1HDeDnm1TL+DOQbSK6RcLuRWzwnbSCs4bDGklMqnMnkMQVODqTZcOZrI2dlA71RSS3c9EUFfy3njTWGRpUZfqpSw4dyGT9XiecNFXvdQ49U5NWsq36MlTDyZ8Qe5WcTY38fI3ePyaQGQ4je9OygraaeqvXup2qfZG3yHaGNvuNUabZqvTldFeZsrTPPULnZrrWWhSqzLFOp30q5/MpU4rdBRf7btMq/USv831Gh/0cqCPhC+UG3tDzoPnqMmnWlDaOO8X6CcdaEdrd8/trhN4hnW4CZz3MbVbXqqsqQOLlbJ2ld6FCtDR2lstAUlYZOkissQyVh01QUNlOrwuZpZdgiFYYXqCDcpfzw9VoWsUVLI3ZrScTbWhTxoRxt/kNxmQe1dV5R/D7t65NtnGCjgCUwICMJJJCEhBZACLSAFrAEBgkMiF3swhgj4gVjG9sE7MRLYNxsdTKZ1m3cOp2MJ9NJ2qZtOp200+lkukzrdpJJO2nauG7axGlqq8d/nHkL7/G7371P373nNzS1+xOazLtPE3lZmtidpffR5t5G67+JFnMduobzK9jmLyKeDSWP1vJ20qpSRStPlNFyvomOFzjoaEEDLRUEKFMQoSMFMTpcEKf5gj46tGeY0nsmaXbPPE2rjtGUapUmVM/QuPoFGlN/m0bVb9Ow+n0aUn/MDKo/hx5yBlVZzntl+AbL0UqxpT9vAB/nG2i95xHPGcSyUsjS8SIlPbm3hBaLK2ih2ErzxbU0V9xE6eIWmiluo6niDpos6WbGSwaYVEmKGS1JMyOlS8xQ6WlmsPQik9Q8x+nX3OD0ar7POaj5NadH81dud+l/oAdQlvcu2K9XYRxAm92CLuL8HFrdKdw/gViOlolpsSyXDmsLKa3VMjPaKmZKa2cmtG5OSuvjjGpDnBFtlDOk7eIM6Ho5Sd0It083ze3VH+H26E9yu/UbvLj+Gq9L/w1ep/5Nfof+V/x2/V/47bp/C9p1D6Cs4Ecm1AHjxosYfa5AT2EUO23BfIf7S4hlwcCnOUMOTRsLaMJYyowZKzjDxmruoMHJTRo8vD5DgNdriPB6DO38bkM3P24c4HcZJwQHjPOCjsoTgljlmjBauSncX/mqsLXytihi/IUobPwI+kwUNvwPyoreAvNGDcYsB8Y9J0ZPHJdxvYR4DiO2tJmhKTNLKUseDVfvZQYsOk6fuYrXY67hJ8x1gi5zk+CAqUXYYWoTxsydoqi5T9RmHhO3mufEEctRcchyThK0XJU0W16RBCxvSP3m96Q+84dSn+kz6Cup35SVvGnHOOVCHWrxHdQhB9AxxLKAWNL42yTiGbVLaNCeS/12FfXYNZx4jYF3wGbhx2wO4X6bW9Rq9YnD1rAkZG2XBm090mbbsCxgm5H5a5Zk3ppVWVPNZbmn5rq8oeZ7crft59AHcrf1X9BXcnd1VvYG2C9jvLiKUWcN498ylMH1IdyfQmyjOA7UCqm3LocSdfnUWVfCtNfquW2uKn7YaRMGnbXiZmej1O9skXmd++VNzjjrcQ6wDa5J1u1aZOtcpxW1rksKl+vrrNP1Outw/oy1O//M2h33WIfjv6zDnmVvgf0SRuBLjahDE3IALeB6BvfHoAHEdNDDpbhnG3U05lG0sYhaPWWcoMfIDzRYhF63Q9zobpA2uP3yencrW+vuVLjc/QqHe3yb3b2gqGlYUdganlZYG15SVLtvsRb3u9CfWEv9PxWWui+hrOLmoxHci9+DD3WAnvRjxsVxAjENIp6DOO/CvZhfRm2BXAoHVNQS0DB+fzm3yW8SNPhqxHW+eqnT65XbvWHW5u1QWL29imrfmMLim1eYfSdZk+8iW+V7UV7p+67c6P2pzOi9IzM03ZUbGr9kDZ4sewP8a2CsB2B5YI+OtCAHOI7guhfHLlzHgkSRkIhawjvJH84nb6SY8YR1nPpwFd8VsgntoVqxNdgotQSDclMwJq8K9cgrQ6NyY+iQzBBallWELkgrQi9IykPfkeiDPxHrgnfEuua7Um3gvkzrz8pfBetZcM6DcxzWaD6MHEADUDxCFIU9CGM0D0R51BTbRg2xPKqPFZIrVsbYYwauNVbNN8ecwqqoR2yMNksM0aikPNot0cdGxLrYHHRCpI1tCMuizwv3RW8KNPt/DP1RUNr6qagkcl9cEn4ouf7IkoF3Brwl2KJZMEehg+C2YwyOdMB3HiDydBHVxqXkiD9OtsQeqk6UkjlRzlQmTFxD3M4rj7v5unhAoI23CfYlEgJNYkhQmpjllySO84vj67y98ee4RV2vcQu73uEWdv6Bqz7wD5664wuBqv2h8JEduwDeSYz/C2BOQoOwq3Fw94PbkiBq7MG830tk7ReQqX87GZNKqkgWUXmyjHRJI7MvaeVoknWckqSXuzcZ4RYlO7mFyQGOOjnNUSWPMgXJNSa//xrzRP+3GGXfD0nZ+3tS9vydUXZ/wcnrfsDdAvM8mMew3jlwxzqJ+sDu6EYNYBV9fUT1SSIbbJIRFkU7JiXN2GNUMlZAe1PFVJTSkzplIlXKQQUpD+WngqRMtVNeqo92pSYoN5Whx8fO0s6xTcoZ/SbtGHmLtg//lnYMfkI5g59TzsAD5jKYp8HMxOG3sOYhsHvAjoLdPIAaDBE5RolM4/Cek0RFMzzKn2VJmd5FeWkV7UqXUm66gh5LW2hnupZ2pH20Pd1GbDpB8vQISdPzJJ49RcLZSySYeYX407eJN/lL4k98SILxuyQcv08byPMJaB7cceQ7CXYX2JFh+E5YotoJ+L5povJZeM9DRPmwjDsXhcRmtpEss5skGTWJMxoSZQwkyFiJn3ETN9NCnAySm4HXzeDlDEzt4gZ+dDCRC7fQBGDM5u9gI/wbkn+PVvHYEnI9A+4I8n0Q7BjYLWC7Z1CDOSLDYSLNItEeWMVc/Dv5MkP8FXi5lRwo71GDh9DsTxlxxOa+gk1nBR/5KSR3BUlcOYIP7iw24S0sGEby+A9Q/N+hKX+MDekenQTzMOo8CQ2CHQe7FWwv1uzAq1XgloGrXibadYpo2xkiwTkMoWsYPNcwCK5h+HtKCSGOdcSxjjjW0WjWsfFs4GPfQHI3kIv1E9AzeO5lfIC3MSDAmJ79gGj1U3oSdZ4DN4Va94LdDnYz1lx/FDUAVwduEZaw+zz460SiC+A/DV2CLiOOy1I0feTjKvJxFcPXsxqiTcSxiaa3ic1vCx/7Fha6hSJuIfjNr+GZ1/DsO3gPbuLKR7SIOs9AQ2DHwY6A3XiSqGaVqGKNqBhM5f+ZLvewqMssjn/nxlxQV1wvSIqQAjkgM8iMMAgDMhCKgkIoBKEgC4goSKCgBl7wkpu2lquW4mqmkLcyH7WbT226LuZa2+6zbem23bd6nrbbtltuZeyH1J794wvz48eczznnPe/7ngNzyHbJuhMu6aSp57JHe/tllPbRlD8SwsVDY/woDekBGsKD+NHNBdzNAdhDsfcQZM9qnjHW3c37pxF1cYAel7VeBLuSfM9ZRw6IOZ14PaRtPMxwmENx3U45McLyHdSDHkOH0RF0tF8m6Ri+PDFEepKcnKBRPUljeIp8nOYQfoo1Od3MM4t5CqOn+OLJZ9EFNcOuhX0X7AJKN5sc+/iXeOK8FWYoLg84JBn6OY8j0sjQxSCATqLT6KkfByMxDEpn8OV56uRFGvNzEdL5CQxP+HGRA/kSG+DlZfwGdnG39BJBXDitBh6rYJfAzoOdQbweuLfh5mh4Q05Qg6ewTeoYGRmEbuiFG0MZJa5z6DzqRRfRy+hVauW1wdLl0QxRsdI7+PE+e+VDNt9H1MZHgD9mgT/e+9PMe10DUCiTYLS+0USmsTR9pRymwwLmsVJ9zEz1oWr1gRbrPd2td7VMb2sFE2SH/q5O/Y2p6gpT1hsU7V8pnL+weH9moV4hQS/xs5dv/15XUd9P6r0x897UD7LCHqYvmDM/VTxToY9ZNKD3lQdrjt5UOYwqGHUwGmA0w2jVn5gxX9VqKOt0iQnvIjNeLxPh7yjas0yrL+gUqevVGbx9jqieg/b/usn/Hv1HJrgh+odG6x2NJy4vvHS9pqmwCmCUwJgHo1oXmHPPM+eew48X1QbnHjhr4Gwg6s2UxzbKZDflcpCyOa4TLNyTWDpOdE/oGur7STd9+Ap9hN5SsF7XSP1R4+C5yWEKOQvAmgGnCEYp9iuwX4P9eiJshNFMibbBaYexFrv3Ur73swo72Tb7yMRRttKz6qZQDrIeB8j2Aag31c//9w3+5f5SYj16NZQcRuh5OfmmF54fTg5x5GN/NvbLsFqB/Wq250IYjWzVZjhtMNqx26lH9Us9Qi72cZj8hjddWNiN5V1E+bC+RNdQ34/6Gi6nNjlny6CzMrJGg4gxDGaUjskFywdnCpamwZiF/TlUWxmMCla8GsZC7cGPLrXAWY7dVXqINdlJXWzn0za+8SAZ2sqq/YpKup8K30JtboHfr8/gvon+cGO79W/14+TiCLno0RhiGg8rEVYqnCwYucRSgOU5MMpgVHBsV8NZCKcRzlI4K+F0UhX3kY3tVOk+dswxvDqj9VTwOtajk+x3UoVr8eGD/vwb2OocuSeN14+8nh+PxAFwQ4ltLHFN0A5NguWHkw1nBpxCYiiGcxekSjg1VEE9rCY4bXBWYf9eqvRBPu1h9x5mlZ6hcl/Gw/fI1hfoKrqmKxyv5wdx3HGcHO4/8vm8h2t5t9FMnCFwR8GMgeeG5YOVoY2GHG0w5mm9sVCdxhKtNZVrtWm+VpkWqMPUoHbzUq00t2uFeYPazFvVaunSUsshtVie0d2WS2qyvqsl1s+1xHZVjbZrenUYx95IjmGO+P1cwbv4vJ1j9gGO/a12mzYHDdMmW6Q22J3qdCRqTfBkrR6QqY4BU9U+MF8rBxZpxcA71TZwnloHVmvZoEVqGdSsu392j5oGr1fj4K1qGNylRSGHVR/yrOpCXtGCIR+odshX6DvUp5dGcX1wrPdwxXShbbQBW3jexN83cg2uHzJIa35+izqGRumeYfFaPnySWof7tWx4llpG5Kp5xCw1jZitJSPK1DCiUotDF6g+dIkWhi7XgpFrVTNyi6pH7lJV2GOaH/a0KsMuqSLsPc275V/oe80N69NZuMejuXppP3Zw9W9BG7l6146j1cGX9lE2rRg1XK2jItQy2qmm8IlqDPepITxDi8JvV334DNWNKVTtmBLVjJmrX4ypVlXEYlVGLFNFxGrNjbxP5ZEPqSyyW6WRp3Vn5EVDSeS7huLIL9F3xuLIPuMZmEfiyAHX7APoXq65tTy3O2n/8KV1rFnNY0O0ZOwoLR4XrYXj4rUgyquaqFRVRwVUFTVNlVH5hoqoIsPcqDJDefR8Q1n0QkNpdIuhJKbDUByzyTg7Zoex6LYDxjtiThoLYi4YZ8W8bZoV84VpVvS3ppnRfeanYXa7aW0mkgO0DnXw3Oaiv+JdE74sHj9Adc5Q1ThvVZXTqUpngmGeM9lQ7kw3ljmzjaXO6cYSZ4GxOLbEODt2nqkottZUGNdkKohbaZoZt9GcP+HX5rwJ+83TJ5yw5Mb1WqbFvWWZFvs5+jZomrMv6CTtzn4PdeilBibRcqIVPLckSo28q8eXWpdNVa6hqnCHq9wdbSh1xRtKXB7jHNdkU5FrirnQlWMucOWZZ7qKLPnuuywz3NWW6e6GoNyE5UFTE9YH5SQ8aL09YZ81K+FJayDhvDXT/Sb6zJrp+i/qsx6HtzeJFtHHnIHa0bJkZg18qcevGt7P91g01xOiUu8tKvaOVZHHaSz0JJhmJiaZ8xLTLNMTA0G5iblBUz0F1hzPndZsz3xblneRLeBttU3xdtozvFvt6d699jTvE/ZU7zn7ZM8Ve6rnU3tq4lX0g/0Y/K6U661wJ+3fCtRMu7GYv9XiSyUq9xlU4huo2b4RKkyJ0ExfjGGGL940Ldljvj0pJSg7OcMaSM6xTUnOt2ckz7H7ffMcab46R6pvqSMlZY3Dl3K/I9m3x5Hke9wxyXfW4fVddniT/+mYlPQN+sFxCNbDcDf7WYd0ahA1ojqe5+NXOe+K0R1+u2b6hyovfbRy/VGGHH+sMcufYJ6SlhSUnua3pqVl2yenzXD40oqCk/3lwUn+2mCvvznY41/lSPRvcUz0d6Fj9gT/i3Z32ht2d+onDnfqN8HuydeC+1vfHTA3TaEWM6kDtAhV8zw3gx6P34U85weClBsIUU5WmLKyblVm1nhDesBlSg14Lb5AqjUpkGnzBnLtnkChY2KgzJEQqHG4A00OV1aHPT5rM9ptmxA4aosL/NYaG3jdGpv5iT0242tHbMY1x34Y22CsZzRamc0+QHWoEv2P6XIBivK8wvC7CwsLCiKLqIACCojiDYnXaIw3ZNcIqwjLRRYQlsplReWmqIuiCOh0FKPW0MYLpmrU1uBMkjY2JhU0SZsxamvSJNNE22ljbBN7iY2JtvQBmabjvIrLv+f5zjnf/33nzULLk5kzsSspKUYttAZonnWo5toiNdsWZ5hpm2Ccbk3yfsI6yzTFOs93sjXFPMlqN0+w5pjHW4vNCba1vuNsW9Bun7G2dp946xnTGOsbpriU901xi+/6xCb/yxy76JH5MOw9sBrh1KXgt5ALa5KH0m3wl+C5GM0XMBY/leanWWkWzbBHaJo9Rkn2BEOiPdE4yT7Da4J9rinBnmwaZ08zxduzTGPsRaY4e6V3rH2zd4x9l/do+3Neo9NOe41Ku2iMTr1pjFr6uXfUM/dNUUse+bTD3g2vAV41vDIsSSHKhpuWJlkZhRcsl+askKZnmJSUOUiJmcM0KTNKExzxSnBMMox1TDOMccwxxjoWesU4lnqNcmQaox2FxiiH2xjpqDeMdLQYRmQeMkRkvmgIz3hdYSt+q/D0O4bw5feNYcseeR2E3QxzE8y15FoC1wk3Yxm+F7uYnIHnwa7NyJYSsbDj8/wVnxeiuLwIxThjNNqZoGjnFEU5Z2mkc75GOG0Kd65QmNOp4c4yDXXWKdS5U0PyDigk76QsK19TcO4NWbI/kyXrK4VkPTS0wd0Osw5mBfmugptDzsthW7Ok+TnSk1i1JCf8QimmyKRIV6BGuIYq3BWp4a44DXNNVKhrqoa45shSkqzgEruCSnIU6CrRQFeV/F2N8ituk7m4Q75FL8un8NfyLbgtc/49+eV/rd1wPTDXw1ydKeWTswN2KuxFefQAizYNezSxWIrDuo4sk0IrfBXsHqwg93AFuKM00B0vf/dk+blnyNc9Tz7uJfJ2Z8joZtFufGbFZoR5Lcc0lr/Epr8C7GMOIKbIkr+rCeZGmG5qXQx3JfVOh22DPa+IHpRIk0vxXeVSFOGGrZOCqozyrfGXsdbCocrQUcOFX8vFUstlU8uhUsMmr6GpNQSrWY0wtdU7EQa2Cn+3nqlx3Qc0/w6H0T1t5bFqal0Kt5B6Z8FOg50MezY5J7mlcWvxntjVMKxiMDbNvIlhb7OZg30QYuDx4Oc8XPYePF0DF00Dh47H+rjADdTCQwDPNp7dh15g82Ec698jeSbJjV+qHmYlj5VQ7zzY6bBtsJ8m52nrpQlwY+CGww32SP5bJcN21rADb9vE0LeTAXAnw04z62hhHS2so7X3AuSAa2Gjt1LcVgrZWs//6UfzYZ7v5LuY0x1M0zvuqAYLWg63iF5nwU6FvZCcZ1K+SXBjG6QIUrDskPya4e+CTygGZw4WhuA91GMvQ2gbQ2EbfdlHX/aPe3wRH+DwO8CGP0iBD1bycyO/w+c++yLP/YLnr/Hd21pHn0uRk0fSYVvJec4WaQrc+CZpRKsUAtMfpqEN7n50EB1Cz/Wr3cQQPIDLjyH0eQbSIwxgR1lHB5fvMQ7BDnpynGSPE7yDYB1H+Pw8z3Sh66qkVcWws/l1KuwFLHU6+SbwaPRe3gGYA9hKhl7WjxClxC70Dv/ERLQX48MghEE46Sudoian6c3ZSAZl1nGOi/kch28nPelkc3XSzE6CvnQCvYK6VAY7H/YK2NYW9iH5Jj5LD8gzDGYgS/bq6Of0Gg/K2GdCfoLO9RkiYTSF4cSgIMLqZ6zlAmbhdXrzBgPhJerRzTou05NuEu4myW4AXQTsOq8S2Lmw7bAXsrzp7dQAbhT5DTnFO9DL+ynq7Ge83G/G2NqYUWGdhDF9bNJ+iSiveP31DnvlKv25MUy6ydD8EfX4hMvgdr70B9Zxm3f1Fnvj06N9nvc7mXFfQ/SNRum+JuJMZ+GGFuivWoonzcCh5emPKtKnKsUfrtGH+NwP8FQ3cU+/wVHdwM1dwwm9pzZdZcO8S9N+hb96m0Vf0Tvqxl914XAvQepVV7/+fw3fyKR/KlhfaKTuaJz+pKkw5+qWUuAtg5NF/Hzcmgt/Wkb8SiJXw9igt3ByV1hHN26vC1d2CQf6Ju70ok5QqvO6wCc/10es5m+0q6dPr/brO75gG8g1QJ8onKdj9T7+7hq1eJdavI3HvKx04udQ8gJK7yJ+GfEriV9NWzbA2EKLGonbQsv20LofQD9KG8+ydS6wha7z0+c6o4eo53/q5T9Af0G30E35UcdQ8otm5QmwpsKaS4TFMFJZfwaxc9mCBcR3sSXLiF/JlqmCsQGGh7g72Lq7dAq/e5Ja/Ji/j/OtDjI5qtvovnp3wZF+fduXv/R7dB29RT/eVBD5RJBLHJzJcGbCmU98K921Ez+TqLlUuYD4Ll7PUhhrYFTpmDYSt4FXeKeepyc/pBbt/OYQEQ5SwQP6HUfMPTr1CPWwyh66w3ZFnN7k/Xirn9cAcgqFFQ0rAc4TMGYTfyHxbcS3c1RkEj+X+AUcU8UwSmFUwqiGUU/sbdqrVjqyj5Uc5mg9TWVe45Nr6DO69TXq6dOfYd7of61e6X8NT1KL4xoML5xcYmFNhDOdjJ6CsYj1LyHyMhiZMHI5tgtguHgjyuCshVHLztxCJZr4s0fbWWkjUbdB2MpObqAfHv0DPUI97HeOjn7+6f6j70jv8St/8hpCTpG8aWOJlAhnJpynYSSz/mdgLIORSfdz4RTAKYFTAWM9set5Yxu1iW9tZPUb6Fgdu6gWWg1vdrW+RA/o3r91laPkAsfaWa7ADtTux9XC8b9PXnADiTAc5ih442ElEfVJOPPgLIazlGyXw3JAXAlrFZzVcCrh1BF/q9b1VeYAn3TIzc6q4M0qJ/My3UVf0cFvdTmAY5ar5gWuvXa0L4Rrkf+38nmzyUdNhmCYEWowxGmzcaLqvaZpg/cc1XkvUK0pRdWmVFX5pGudT7bW+uSr0sclt2+FKnxrVObr0Wpzi75n3i+X+ZiKzZ0qMndpld+HKvS/qwL/++ihLjKCnAnjKorgSmUE2M2/TRzz27h2GhiTPAP8tMk/VHUDolQzcKyqAhK1LmCGKgPnak3gIlUMsqk8yK7SoEytDlqpksFFKh5cpqLBVSoM3qKC4GY5LfuVZzmmXEuncizdyrZ8rKyQL9AD9B+9CvMEV+0hrv3vj4aPGqIZc7j26nrHtKFeqgr5L9PlHhxXVcfx7727e9OGFukrr827m/d2d5vNJptHd9tkN69NmmRDNpsm6aZJ021oaNNCHylCn2Kp9IFOC5XaQgcQpJQBxkEE6eg/jiMMOCjiqP+oKKIyijwUEP0gdcY/vrO79949n3N+55x7vt8bNLfCqZuzXNqW5dZMVp3S2U2azl6nzdntmszp0aacuFI5SY3npjSWm9Zo7pxG8vYrmceKcX5VQ84HNOh8UnHnDzTg5K3r/LP6nf9A/zaehvdgGbaA4+1YpXQQ7ef7bq7tpF/b6cts/nWayc/WloJiTRVUalOBT6nCem0sXKOxwjaNFnZppKhPw0VDShSNa6h4WoOYz3jJPvWXHFEfJmB96QWjp/SKESv5vtFd8obRVfIn9KHZVfypeYUj7RtV2CEs2FE3NnEVfD7nuDZLX7bSl+mVGZpcuUyplfkaW+nSBpdbSZdfCVejhlxhDbqiRtwVM/rL4kZf2Qajt3zS6CnfZnSX7zG6Kg6ZnRUnzfaK82a04rIZqbhqtpW/bmstfxt9aGst+9T2GDbjHNy7vawBHxYT7USzHqw3fZnifqrK1Fjl9RqpylGiqkQ3VlVqoMpr9FUFjPVVzWZPVavZXdVpdlX3mZ3Vw7b26pQtWjNja6u5xdbqPmBf577bHnbfbw+5H7evcb9ob675Kfqjo6X6A/QvxyOwzsK8C1t+B5Z4N9qOtvJ7in5t5P4GlPBkatCzQv2eAvV6yhTz1BhdntVmuydoi3pCtjZP1N7q6bGv9d7oCHvHHSHfFkeLb6ej2Xe7o3H1cUfQd85q8D1m1ftesAK+16yA9y0r4HkffWJdWs1+gHknFvQ27M4utA1t5neKfmxAQ9wf8Geo179E3f48dfpLFfVXGq1+jxmurbOFapvtLf5WR7O/22ryx61g3QaroW6zFQjssOoCX7T8gbus2sB91urAo5av7nnLW/cTy+v/A3ovw1f7ScZF2j8N80hQ2teIz0dpNMHvUa4PoX4sUCxoU2dwsaLBbLUGixQOlhstQbfZFKy1BYNBe30w7AgEOyx/sC+jtjGZsbpxMsPXuD3D07TfWtV0DN1ruZu+adU0ftdR3fiqozr4e6u64b2M6vqPM87DOAHz4GfxqIV1gDajcZTgWj+K8b2d2NK6JlPh0HK1hPLVGFqphlC1EQj5zNpQvX11aI3DG4panlCv5Q4lrJrwJqs6PGtVhecdleEvOyrCZ+0V4Ufs5eHn7GWhV22uNW/aXS1/t1zNH1vn4B+HcTuMXSF8fpi8hUZQHHUTVaLryH1EhZY2S8HIDaqP5KouUqzaSIW8EY+xKlJn1kSabdWRNntlJGaviA7Zy6Mpe1l0m90V3WdbGf2SrTR6xiyJPmyWRL5jFkdeMYva3jSLWt+1F637yHEG/p2w9sPaAWsa1jhKtOH1UZTouLZdasYW13eZqu1aJG93llZ1F6omVqaqWI0qYrVGWazRdMXWmaWxbrMkNmgWx8bNotiMUdizxyiIHTXyY18znLGH5Ox+VnldLyuv83dGXse7Zl77R7Z7YB+GuYcosg3eJNoAM466O6g/sbEFO1xPbPOtl9z9C1Q5sFTlA3lyDZSodKBSxXGviuINKqBw+fEOOeMDyo2PKieeVnb8VmXFD2vFwD1aPnBJy/q/raV9L2np+t9oWe/ftLz3n8YJ2Afg7YKXZqwbYSZQX7fU0SOF4TYS12rj8IlLroRdRcOLVZDMkjNZoLykSzlJt7KTfq0YadbykYiWjvTqhpGkrh+Z0uLknK5L3qHM5EktHL6oBYmntGDoh1pw46+1cPAvyhz8QMfg7oe5nbFOoVG4g4y5B3YEdvOgFBiSPMNSxYhUNCZlpzK0bGKJlkzk6AsTxVo8UaFFE15lTjRo4URYGRNdckwMyj6RkpkiSKbIuylC40bC2jiBZQzHNPoGBX+LhfdXHYa5G+YMzFSfNAy3f0DqZNxrYTckmYNRsuc42W9Cyp2Slk6bWrj1OjnSy2VLO2WkOVjSvFDTvGzSTYjipmkwTb5Lb5G27EZHESFqmmy1+XkG/BoTj4vb9I5uhzkHbxqNMeYh6t0LOwK7mTHXEouqJ6XSzWS/tLTsJilzlvy3fQGLmDy3g8N/B4f+nAtx6MzVITbZHAWeo7E5Or5jBzpAsU9JNz+ICGuzL0s3/Ra9o73wtiXoDrUeQQPUuxN2GHaAMbsZhmtGyoe7nKYW7ZTst2L29mC29pDl9mJ49pLn9hVy2HDAzXP4zPPSmWeTzVPgeWoxv5X7BNt9x3mWELuXoLqbQLj7V9Ktb2snj2yh1htRAnYv7DbYjYzZy1SWwy3YRfaknIv2wmdqMW8cLgbCBB5YxAsOs3Molw3GQX+Yg/go/TjKi+cIm+wIxT26CdH5I0e4f5Znca6HCKkHf8b/39QszCk0SskGYHfQ5TWMuXaONcB4i+h+1m3w74B/EDbNYGQxeugY/bjLQvTjOPX4CvW4m3qcpB6nOPBO8fI5xQY7TXFP0/BpGjrFfJzEOZ94lmd/jH6pGeZ5E0rwSA/sdXS3fo9Uw3hLmMLsw/Bh2j5jUkqMPG3pM9PLYYdYZjpDX85Sk3sxofdhSL+OATvPOr3AgXuBtXGBhX+RRX2Rol5kEBfuw7SwP85Ti/tfVpq5HruZGsBuh91Enb2HWANwc9hOi0/AP32NRxkJM/wPMa1El8+DwAOIpaZLmPSHMOYPL5EepSbfoh+XMQaXeRE+wWa7wmCvzPOdgVzmD5efQlc1CXsYdg/stbDrGG8l3Px7pCUwHeeu8S5e4zyEHvlvEBJB7PNQ8jh64ppYbnqK9frM9dKzGOPnMKjPYwBeYG18jzl5cbt0FdBVCniVxl58UuNMUZxLHbCb6J6HW6Vwsxlj5iXaexg9eo31P8bT6BnEFhPTqueuhcQXEOUlsIoYIf2ItfIS6/UVTPNrvDt+Tj9+wcJ/4xbp9Tv5PIMeIGnp/2SROJbqfbLVu6omCQX0lsL/4bnMo6OszjD+fN83EkIgQBKyL8xkmUwmk8k2yWSdLJPJNlmHITgEB0kIBAmrRERUUNwoVNHqqVSty6mVVk+12GrlVGutda1oV1uP1bq0p8sp7keUU/oDbP94ki9fZp7fe+99773vq/fVQ3c2TF+6Qm/oAjqUSf2B7uR39Lm/oZP5NV3Ua3Q7r9IBvUKy/ooO8yUS5UU6xeeZsOcI+Fl+PqO36Ck/1VOQnvxKZ57/xz+FPpMJd5H+Tp/5jkroyKr0J/qq19Wp39LbvaYIjBj+cb1Af/kcndIvieMXxPEMcfycOJ5m4zxFZ/YkiftTkucY/dUTTODjvP2xfs/UnSCi00zlOR39Kob/oI8Qp7feps98XRk6Lrtepr97UXXwAoyjG8YgTlG8Y0z7arzXsgzTLMcm/Lfjv1OP0gEepSt8hM70YRL5B8zFQyzmg3zqezge0d+YmS/Q6f/rTAwfovfRH9Fx1uNZ1uNnyoPlZBxVcBpx6MC/l9iH8I7iHcM7jvckKTmN/yZI2/G8lJS9ktS9Vvexke+h372bubiLb93JbN3Bin5LH+sw5P/pE7ic2sy1WDtSl/V4TAtgZcJxwHHDqIXRAiOIfx/+w7hG8Y6xXeJ4T+I9jfcmPC/W7doFeS9b+Qa63ZuZjTv5+X1W55huhPR1/QudQqfPipuL3BJjP5faD5/dAnNhpTKOPMbhhOOFUY9/KyvchX8/3sNkXRT/GP4X6JAmYEzjuZmM3KED5MbXOFBv4M31RHUdjtewWvtY3X16j6z5DJ0+qzdgcnuQM+e23v1njxyTMS2AlwnLDqcMRjVjaMCxDf8Q/v0cm8MwovjHmPk4jEn8N+C7lR2yU3uYiyv51OW47GbmLmOEu1iPS/UmOoFOodPk+bltfYZ/71dH4G1nj+IEeCmwcuEUwfHAqYXRBKMd9xCMfhjDZGEUTgzGahhT+G4kgos1y9sdfGs7I9hGRmwle7awYzYz85v1T1buc3SafcWxduaItdHzcbwd4veBM1eRDL6dBG8JvAJYThy9cOrgNMPo0CXslVn27MUagbMczjicNfhP472VSHbpIqKeZgbXM7p17IopcmItu3wt+2OS3JzQSR3jKDtCGXAHR+shSpIb0D6unj2UKFeaNuYwGadMeHbG5IJVhXs942mB06kZzq+NGmAFIrBWwInDmcJ/E/6XENFVWm0cVNw4rFXGAxo3nkDHtdJ8VzHzhGLWZzq6kDXgqruVcmg/18xVaDfPl3LEzhLXjoQEbbdStMXK1YytSBedV67p82q0bk6DpuYEtDYhqImEPq2ZO6zVc5crnjiuVYmTGk/cqNi8WZ0/b6/Gkg5qedJhRZOOaFnSMY0mvYre0+j8DzUy/6QegndnNtd6LuPn6r8czVKabePdZq6cGcqCjfOTND0/XVMLCjSZ7NSa5AqtTvbpgoVNWrWoXeOLuhVbPKDzF0c0lhJTNOVCLaPoG01lldL2aCjtgAbTbtfAkiPqX3JMfWmvob+iT9CXeoCr/ptw93PN7uGK24m28ryRa2Y9sUwRy2T6eVqzZLHi6dkaTy9ULL1MKzIqNZZRr2hGi5Zldmo0s1cjmcMayhrTYFZc4ez16s/ept6cK9STs1/duezq3O8qmPsTdeYcV0fO++gTdWafMu6j/PoGzGspfXY7Ke/QDFrH3xO8p3TXqjxDsdz5WpGbrmhugSJ5JRrJ82gor0aD+Q0K5wfUnx9Sb/6AegqWKUQD0LV0SkH7FnXYd6vdfr0CjtuMVsf9Rov9caPZ/orRZH/PaFr6MTpl3s24b6IEvLqUHCg7VxpPowkXNSaxrCSWMWJZ5pirEUeqhhw5Cjsc6it0qaewUt2FdeoqbFZnYafRUdRntBeNGIHimNFaPGE0l2wymkp2mQ3O60y/81az3vkds67kMdNX8rJZW/wu+sjyFX1p3QH/ILw9cGcpRWcov9aiOM8x3i0ntlFiGSy1qd+ZrF5nhkKlBQqWlqi9tFyB0mqjpdRvNJcGzCZXt9noGjL9ZWNmfdmFls+90ap177Rq3NdY1e5brCr3fZbX/SOrwv2SVVH2jlXh+tDmdX1hux3+/nJyEe52yq4NlBpr0Eqel1OWjvK/AdTrMdTlmacOT5raPLlq8TjU6HEZ/nKvUefxmT5Ps1lbEbRqKsJWtTdqVXrjNm/lBltF5azNU7nPKq+82XJX3muVVT5qubwvWqXev1iuig9sLs8Xttvwvw7WZXC31JAHKE6bQvuoUUqwAWLp4X9BntuqE9RcvVgN1Vmqr14qX3WJqqvLjaqaGtNb02hV1HRYnto+m7s2YiurXWVz+dZbpb4dltN3lVXiO2QV++6xinxHzcLaF9DbZmHNB7bC6pO2W+Dvw38n3Bkfe4D2ZBxF0SDq4V0nv1vrqfXqLdX5F6jGn64qf568/iJ5/GWGu6HKcDX4zdKGNsvZ0GOVNIxYRY0rrcLGdaajcbtpb9pr2htvMpc23m0UNP7QyG94Hr1l5NWfMPPqT1o3wt8LZweMDX72Aa3JCjSC+lGQ9rGlSfLTKtRSple2JMrTmip3a7ZcrXY5A6UqDniNokCd4Qi0GvZAyFjaNmQUtMWM/La1Rl7bNiO3bY+R03ajstu+razAI8psfQ79WZktJ4ys5s/NA4zxCthbYU3BWgUrigZRN8y2VnouSvNaWreKDnrPzjlyBheqqCtDjq582buKVdBVrvxQjXJDTcoJBZUVGlBmaEwZoQmlh7ZoSegKpYUOKrXrLqV0PazFwWe1uPNNpXT8W6ntnxvXM9Zd8DbBm4AXC5AHqB9uEDV30vMEGT8lsbubvqPX1NK+JOX1pyknnKOssEMZYZfSw5VaEvYrNdyulHCfFoWjSg6v1oLwjJLCl2leeL8S+w9rbt+DSuh7WnN7X1dizz80r/tTXQ17FuYGxhlnnMvRINwe1A67AW51r+ShZSuhXSoYkrJGEpQ2ulApkQwtiuQrOVKs+RGPkiK1Soy0KCES0pzIf3kuF6Aq6zSMPx+goAJ54ajAQTggnDQIBUFBQFEQ5X45BzgH5SKCiBdQsMUrinhJHXPUXGQ2zdKUtLw1lmHrtqmt1aZuO+5umrM1286upc1s0+ReHPZ34NQwzzB8fN/7vNf//32K5FUyX54lDTKKETDF7PJFbAVFCIVCtoWCzyD6Wkbed2qHeyV8dfBVECufKxdkwp0Gd2IOuisf3VOI9iuWgmzSqDIPDXMOlbdzlAY5g+TptMjDyZA7GSIniXUSiBOHHWUAbeVYBRAx5QincrRmGaKk9CZFZ4u0PdQaeJfBVzOXf8NZCOYR8yy4k+GOQ6JNhDeiVApGJpkq0J+VhgZVc7nXcOnWcOkt5GJZOB5wqNUw1DUkt8ZltARUAcRkNUKuGgFXhWCrRCQtuMEA/hU8VCt8i+FbgNs2kJeH7oQ7Fe4EuKPLpUinFIJkNVWjP2ulwXUsPotZPBp8AZf8kkCKycXTyKHbyGHXOHWguI0Ya8TxxsW88wve3QG6+ZatrR4hVs8mWfdAK6jvQvLsAMUgG+50O7MIdyyyLIowxi2URsPr3wB/I/yEpSaWryZy0cySsTJg4LJv4YJrcV181KSVQWulqC3koqUGIGxXdfAu+q6ZnmimJ5rZ5pv+rgZeqSTeUlAA9xy4U+COI+YJlDIU3jFLiR+pOhgzLFI0MSAstXly0eHHWvxYhx/r8WMDfmzkktnE4dpOTdpJcju5aF/Cc8TtBkTtejbXdRfBJ+C+auGs4BUbyIZ7Ji4nEHM08VqIdyy8/qulQW1wrgUbQDugxVjTuHDJR6e3tJW6bGPh2UFdnsePXeRjN72xi/7cRXJ3YXg3AexkPnayOe84A9hmt99RNXV2VJIDXsmAOwnu2CbOgVZmEF5/WmlQu5uvE2yXa+HFJtgNaDNWVhYA10I8lIWchfQAC9hB+qOLfByiN7po+EME200uDhFE135APQ72gk9VRa1t9cwC3GnN1ICYrcRrhnfEFvhdnDvdfC4uPkcuCKGDPdDtFgQvgcMuccJifhRfjtGrJ6hND/no4SDuoflPkejTkJzaipDiw5OnwWU5qXUBcWfAPY1yRZPjMNIVQJw+e9ycB918v3LzHAWMOaJvQBSdAD1unHKLlbPU5wI5uciieonl6BK90UvTXybZlwmyl4DefRm8ITs5z+ZRGtxxxBxJbgPh9e1yx3fELX6Og5P9QpBYwJvgjEucgAvgLUCbIVbhcwun3zC/10ZIN1hYP2Zmf89BeJNBv03QtynuH/aBI6gc/Ywn8kT5DEeFBaGCovRAk/QPJetrdMSXaKr7aIi7cugvaIg7KIg/oig+Q0fcRt3cZFA+pWE/QRV9RMPcQFt9SPKuk6yraLzf8vO+7ukKOvPXsL0HLoNe8BP/f8G/wD/RVl+iab5A09xVNHyJ+pNmwJUFTz4cNjic+h1+XMePq/jxAQfG+/hxBfV1GeX3Ls17iQZ6WwdQuYdJ0es6z9NzuoU3j0BfP8644eJ/DB6Cv4E76MxbGgXXOGKxEstkuJLhmQXHPPwu0Dvoy4v48RZ+nMePcyi5s/jxJofHG6jN0wzv6wxQD018kly8RiGPU7BjWHuVrL6i/9BSfT/j3/B+A+4DbhFdox5X0He9CiSWCLii+ToBjlTsZ9By2dguxLadVnRiuxLbtdhuwPZybLbQQmuJfjOjspM2PsDoHMGT0+qiCr8kuwfRmS/C/RNc/JzaxC3eGGirsxrCFwFwjYPDCkcsHNOwPwNrmdjOwXYhtm3YdmC7Etu12GuAcQWj1Eo3rNdeavKC9vDTTWVOcKS8jVe3wDd0zBPQ1w9X/B+DXneL9/SPnRdxPMVYBMIRjv1n8D0OjmTsz8T+HGznYLuQI8qGfQf2K7FXqx30x3Y1aRs92klNOnnawZebydImGNqpx0Z9BX4Aff1w5f8995gdd49/V/+xMJQ4AuAIwX4kvsdgbQoc07Gfrq34sQU/OvBjM35swo92/NhIf6zXUq2jR9dQkzW82Yal58jearLbSqVb9GfwCDwBffT1QPzH3EfePvfx+zy52EZfdDIjHQqD42k4YuFIhCMFjnQY5mA/h4gL4bDD4cRmNez1aqYmTTxdgYfLydQyMtpIFy2hy5YQeQMT2KAfQV//cXLSfRzt9Ri4CjrdV9JG+cA1kliC4ImAYyJxTIZnqlbiB2oSniw4cuAoIvpS7M/Hbi1eNKqONxdhpRarNVSzmkir+qfpIzL2Ffge/E9nDY54jrP9Q7jGhsHNUb+O67jNy3VFe2LFFz4TXCFwRcITjfU4eKZpMbNShx+L8KNWefAUw+OAo0oL+O98vqwgCgcdUk51y+iJUqbZzrTb6UQ79bBxZvXA3e3HNci128E1sxa0crw282w5/1vmORhOfzjHwBcKlxWuGLjiiSEJrjS4MuQ05slhFKjco1SlHgtk96xTiWeTir3WqMhrqwq89inf66jyvM4p1+uacj0/V47XA/C9XnVdtawf27hu13P1t4LlY1m9WBPr8WsR60mtj49qBo1U5eAgzfcOl9N7gsq9Y1XmnSC7T7JsPjNVMmSOiobkqnBoifKHVihv2CLlDFuhbN81muu3VVl++5Xp94oy/C5otu91cE+zfL/l9w86bJL2wNvB9dbGatrE9dLA71r+ruL5AnypGOkhp/8wlfmZZPcPUclT41U0/BkVDp+s/OFTlTciVTkjZit7ZLbmjixS1iiHMkctVEbAMs0ytSnd1KkZpn1KMx1Vium8pps+VHLAF5oe8B14rG5i3gnvRlafVou0NJzYQSV/O3leFswKji8loweryDRc+aMDlTs6TNmjrZo7JkZzxsQrc0ySZo+dqVljs5QemK8ZgaVKDapWSlCjkoOfU1LwFk0z71Wi+WUlBJ/TlOBrig+6pylBj8BjHSTe7XCvi6AHIll5QTVwsqrb8aUYXwrIS67ZQ9lmX2WZTco0mzXbHKF080TNME9SakiiUkJSNX1chpJCczUt1KbE0EolhDVoiqVVcZbNmmx5QZMsR4xYy1kjJuwquGvEhD40ng19bOxn5eqEv421fDmr1yIwH5SCIp7l4Us2vmTh52yLj9ItI5RmCVSKJUxJlihNDY9WYni8poQnKz4i3YgbP8+YPL7YmBRZYTwbWW/ERK0yoqPajYlRe4wJUS8ZT0eeMayRHxhRkZ8b1vHfGtaIHz32Yn8zXKuRSY0uiQIcoATksf7Mw5dM/p/OSpZq9VKy1U9TrSYlWM2Kt0ZoknWC/s91uQBFfV5R/Pw1IvhEIiKIvAUWWMCFFVlAFpFFHisIKwqLCrLUIgJag1EYldEgRk1SW4mNmmgeasXo2E5M0NZGTU2TURObJpPEpI9MzThRO23TNmamD/tbWJ1OhznAPv733Nd3v3vSEtKVmphlmBPnGCmmYiPJVGmYkuqMxCSPkZC81piRvNmIS95txCYfNGKSThnRSZeMaNOn4I4RnXhvxG7yvhn+78G50kwfsO7UgEpQyuuiFHZtPsvhb1aKocyUAM1MCVJaSqjM5iglmxNkMpuVaM404lNzjRmpRUZc2gIjNm2JEZPWZESndxhR6ZuMyPRdRkT6AWN62kmFp13UtNRPFG6+Y4SbvxnxJPzd2O+A04M0cSMLqkE5KOZ1AcgBs3htAakWPyVbJspkCVFCRoRmZMQpNiNZMZkWRWXajMjMuUZEZrkx3VpjhFsbNc3arjBrt0KtOzXVul8hma9qSuYFBWd8rCmW2wqxfGNsh39DGrMI+40WNCeSoBKUgEKQlwm/VUqfxb7Lmm7KGqkZs8cqZvZkRWVPU2R2jKZnmxRuS1eYLUuhNrum2koVYnMp2LZck3NW69GcLgXl7NAk23OaaBvQhOw3NX72RwrM+kqTsv6hrfB3wt0C1zK4FsHlBA5ghxOzsmRLZqRbYo4Uy3ocOcdf4fmTFJY/VVPzIzXFHq9gu1mP2q0Ksudpkr1YE+wLNd5er3H2Fo0peFwB9l752/s1Ov+Y/Oack1/edY3Ou6mA3L9qC7GuhbsZLjcyYCF8paAQ5MGbBW8avElz2Lnt8CObQueN0uSicQpyBCvQEa7xjliNcyRpjGOmAhw2jXYUys/h1CMIx5GOZo1woK8c7NEObuUiRME8NqXCa9LcP4A/qRvuNvga4VsM34Jc+gAQjmwgM58aFEjxheiOImlaMdqjxNC48gD5O4Pk5wzVI84ojXDGy3CmDifRyUPOEoCAdSLgnOzyzs00GYKlDE1RihgoeVeajw/z72g9vN+FaylxVvNoGZhHvHNAFtzpSAKTQ4pBroUjX6c40X8V0ugqfxnVXCYuhr2LQediyLg4zC4K68KoC4dd6MxqxGQ1Iq4aEVONYKtCKC1kY6q8zPD7LUHf1Ro4PXDVkuMKMJ9454IcuDOIOYVw4sql6fBOwWRgNfqrRjJqufBr0bl1XGxuBr6bwV7PQa/nQNeTi3qCcOO0G53pRky6EXJuBFwdW1otYmzJBRL/KYPgtlrhW47Li0A58TpAPtxZyMM0Yk5AnkXCGwJvIOb83fAvY8FpYMFo4HJvJBcryEUT2tITPTxovYfcQ3E9GPPwsKcBoDOb2IxWIOIaEYcNCLGG30B+S83kuI5YF4JSUAi3DW4LMZtcUjS8U+ENhDeA0hpN8BMWCwWHaRTDlaWnlQVgNX60ccG1M3g7GDodNHsHSe4gie3ou/YWPkfQrmZTbEWwrqIvV9GXLV9oOXw1oALMX0AfwG2llVJq6QFKGQpvoIf4V8JPWVnasAsIi8VRWocfj+FH50QWL/zYgB8b6Y0uhmsXDd9FUbvIxcYVAHH7OKJ2PZtjJz3RSU889pncVbQOcIJCuLNxOY2Y43gkDN5JrZJfO1xrASZYLLEFCInlVkhMaQuLaM9oLh76YxuLWC916SMfT+LHDg5dHwnuI6g+jG3fwufU4wm22G3UY+uvtYQ6Vy0mB3DnwW0h5gTSFt4mBRGn33ofp5dvi2/Z9S69vYCQWPZZQMAu70JOjzxNTr7PMvgDlo5++mMf5/VZDl0/jdVPYP305l4e+OEhvvOatOdtLabWzuWcBbhnwZ1MniOJdzK8/pv+h7PPx7UbPAP2+ITAXtAP9vmEyX6W5IPk5BC1eZHzcoR8HOW8vkJ/HqG5jpKLoz28fhYxNQDOqwruYrhz4U7HxThyHMJXxvZqeNF/wEn6WM+HRchBnxhi3LAqe4XZsEA66hMKmNZJfDlNTs5Qm0H8GOQyGOQAnKtH1FHYc5zTsxgbHJCTWhcQt5URYiLm6cQbCO/IPb74ngPP+/he/j+eV71cPpHmFUqMP+TDsGg96xNwb5GTd1hKr7KEXGF2vUfTX+dgvU9xrzE3rz2PytFD/At8jZ74M3v8HUXrNlriK3TVLbTuF2iIz9AQH6laH6AYrqMh3mPTv8ohvYLyeJdD8itU19toml9SvEsk8AKJ+wWJOo+TP9NFndPnGkRnvgHb6+AM+Al4wH8P3AY30Va/R2d+rgjdQEt8iK56H617BS3zjkp0WRV6C3VyEV33JgrjPH78HD/O4cdZ/HgDP16neV+jgX6KzjyNgjut4zrFpyfx/gS65gSMAz4c8/nwNx//DfABOvOqJhJXGDyx8KQQixWePGKYh/0y7FcOqaXT+HEKP07ixwn8GMCPH6PMjqFEj9DMr9DEL1HQl/g5TMSHyNQL+pLS/lPeCjyAl/9LwNQkTpE/WkZjKG0wHJFwJMKRTulnE00+7eDAdhmtUakX8eMwdTmEHy/gx0H8OIDK3c8g+RGHeR816dfTHJ0DYIBjdJ7jdAP8nQzdf4ibPv5LYBCcHmq5UfAE4n0Y9mOxn4y/GViy0aIF2HdQ6TLsV3JcXNiuxe4y7DXB2KKnGKS7UKs7qckODlcfHvRhcTsd0EsXPaG74P5DfOiL3dvSxwGTHC6DGMbyZDD2I7Adz/FMBVbs52C/APsO7JdhuxLbLmzXYm+ZtslDFVaph97YTE028U43T3YTSRdZ7aJjN+qPdM234P4QLvuO0zHfEez3jYNd8oMjEPuh2I/Gvglr6drKOelRLhEWwOGAowz7Fdh2YbsWm8vJQLM66Y11/F7LN9fg8Rqy10GG2+msNn0M/sLV8x9wf+gYH/eNnT2+Udg7NB5HwDGWqk6GIxz7sdhP4rqYCccsKp4LRwHROrBfhv1K7C/CtlutaqQiLXTHWq7YbjzaTnb2UqmXwRmt0DW+cQvcA/eHxsthH7939Pf4rgbvFdFJLtZpApZC4IiAYwYcKXDMJNtZsORqJX58Bz+a8cODHytUg92lZKOZyrSpHq/dZLCOinq7dwmMi6nHYv0OfA3+PVSDfYzVnVw3PaxGG7iK140cvp7b6ItVCiCeIHhCsRpFHPHwpMBjgScLnlwYC+Aphqccnirs1g554uLpajJWRWQL6aRKOq2CU7yA075AnzDx7vL3Wx2G7xnWoW1cuxvHc0WDVv5fyXse/GliXjRSE5QCXNPgioEhkXhS4ckg+7PhyoOrEK4SeCr4qcH+MjxaqVKqVUJV59NhxZwqB5UvoieKmERF1KOI6bAfrp2sY5tZC9dNhh80c8008Hop77u5dupG/ZfpMo9t+j7D+JP7DiGHk9g5nMSOEyfO6VyOkziXTQ6cAxIyrlCaBVIoN6zlKldZ23Utg1HGtIGgtOXappar5djadUfRxtVWE1KrabQrA7SpbEyaJk3LPl68qX88Suyff+/zvu/3/X6/zxOpkZAEIhvgy4arAK5i9YWUyx/iVG+oSz2hLeoO69SMsF75wmerM3y+OiLG1RaxWq2RW+SJfEHNkQfVFHlC7oiLcofflDvsczWGfan9XLG74d2YTv+5ase59kf5O5fPwwHJTC6D5DIQG6W+qCTNjMpQT3SuuqKtmhFdIm9MpTpjatUe41ZbbLs8cd1qiRtUU/w8uePH5UpYrYaErapL/JZqE78vZ+IpOROuqDr+Q1XFfwEeag/8O+DcgPRZhkRfnE3t/B1Ckg3wnZ9nveTSnRyqrqRY+RJT1JFoVNu0PLUm2dSS5FBTUrXc011yJbeqIXmG6lL6VZM6V87UMVWlrVJl2mZVpL2gMsNBOdJOqjT1ikpSPwb3VJLySC/CsRW+NUjzJbn4PTOSGwzw/0y+6yIfL7l00Jc2Q4Q8aYlqSjOo0ZCtBoNFdQa7agwVcqbXqjq9WZUZXlVk+lWeOSKHkek1rpDdtEnFpudlM31PhaYTshovy2L8SJbMP8ma+Xc9D/8muFYGZDlSY17BlF3x838X33WQTyvPm8mlMStE9aZY1ZpS5DQZVWUyq8JUqLIshxxZTpVmN8qe067inF4V5Q6rMHeRrOblspifVr75OeWZD8hsPq7c3EvKyf1QOTl3lZvzSLvp/dNwLYf3MSzKCFKjH3TzfyfwWNBYPGvgNzWgKi9K5XmJcuQZVJKXraK8Atny7CrMr5Q1v0GWglYVWLqVZ5kts2VUudZlyrE+pSzrbpmsr8hofUOZlovKKLilzIK7MuY/0k7q3ADHBLwLsSdDwA98oA24bVI9qOZ5BSgtDFNxYZwKC1NksRmVbzMrz2aTuahMOUW1yi5uUVbxDJmKB2W0L1CmfULp9m/IYH9Wafb9SrW/rpTid5RcdFMpRV8o1fZI2+n5WmKPwzcPuziIHO8BHaAZNPCdE5QDO58LQUFptMylScpxpCvLkSOTw6rMslJllDmVXuaWodyrtPJ+pZTPU3L5Ek1HqE6r2KXE8n2KLz+muLILinNcU7zjMyWUPtQW+r0KW/Q4sUewin1gBnK8FTSCWj5XAHu5ZK3Ad1WiOSsjZKxKUEZ1mgzVWUp15ivFWaxkZ6WSnC4lOtuV4JypuJoRxdaMKaZmjaJrtinSuUcRziMKrz6j8Kqriqj6vSIr/6yN1L+8lDMJviF4euHpBM2gHlQDB7w2rFs+0ji7Bu9XF6rU+lhNb0hWoitT8S6zYl02xbjKFO2qVZSrRRGuboW7hhTqekwhLoSzC6Pgwuc1IMjrUSn1v8LUfkqRD7QB/gm458MziA3ogqsNNIIaUAHs8Fqwbbn1eC+sbKo7RAnNUYrxTFOkx6BwT7ZCGd4QD8308ILHDfATHjS0B8PowVN4EO4ebuUWfF4zYrzpffAJA/dAa6hzDO4RavTD5a3lZ6ABVAMH3DbsmhlZbmqS0rCxSW34n45IhXZyuXg52H0cID6G28fw+ijIR7I+fuTDxHrxeF5MoxfD5sVTeDFCHacwliinttvggZ6EexFcs3mtB7TD5wZ1oJKa7ZRUgFXLasX7tOM/O6VYrEpYNxdaTxyLh6+byQHmZ5P3sZH76IU/UBAv+fGZfsyk/3F+g3GcuROgknoxKN2Yj67fMXz3tRSueXD1U6fPPdVGF3BSs4OarZSTA2+6D//ZDX+vFO7nYh/gsh/kwpvFZTKbA3+IXgwHDll6MYdeDBN4uAOwHsOYySFmYgjDOoRSGcKUzbpEDJRs/z0thmuYlHvh6wDNoN7DHFBzEUtqppQMeJPhjSVc+Cz4KY2LVPoagmMuvZhPLxbgpRZymI6y2RexkUfpxSjBRnvAXJ5hKBcyEwuYywWo1vkXePcmMe5qPnUOwNcF2oEbVMNdQs0FLKcR3uTZ+E94w1lahBExwSKwOJRNTR5j5PF18lhCHkvJY4I1eYINPcHiTtDECRJfynosxVQuwUyOM5fj7I2xq7x/R3PosR/4QCuog7uMmq2DzAC8KfDGMNphAU7CIKaIBZ4AjLuWk8cK8lhJHquSuPyYjbVcMOs5+Naz2dbT6HU0ch3Jr3uSZ6jF1czEKgzrSuZyxW3NolW9wAsa4a4i5aI5zACvpMIbMyaFLAlysqQIWOIASkLcCrk4JT43Isg2R3MJMx/buOx3MKO7yGMXe3Unzd5JUTsItv0pnrMeW49KW1iPzdc00Md4Aw/cHGsqoWbzYvYgvDHLvsK5IcgVELxbg+J3B9gVFOK0GDuDKWBWv01PXmbP7mVd9pPHd9l4+2jyXuZiL4V8hxdfZo++dJrfvqt+1roTbhfc5XAX0Od0fha3NlhjgPOZIN+zQfEdMAAvgpfAnqAo3xc0JwfAQdbnB+yZw4iwVxEHr3EZHGOzHe0HLOhRenGEXhymF4fOqhvuFrir4S6C27ReSmR8Q7cFa3zuv4Zniu9/XK8AysBYThmTQ0GDQEgshDClU6bldBTmkRk5y7qcY7+eYT7PMGDnmIvzFHWGhN9C49LzBr5ysL55m5iB7VLkN4O8e4KcB4J8h4I8x77CcyrABX4M3gRvgXOaMq+XwXv05AOE+nXyuMZsXGOz36DwW5xZNzg3rx/A5ej/+Af4m6L1JTr+Pp7mj7LpM/zMHTzmp2j32yj1j1HUN1H013ETv2GTXmWz/JqN8kvcyPsMzs8ZmncZlp/SwMs07iIO8m0SPc835/UH0vsn3nISfztJ2pM6CQLc/wYPwX3wOX7iE3zmRzLqliy6IYd+i7f7QM24o069h2v4GY7lCgfVJdzGO+TxNnmcJ4+zbJwzbJg38Xc/YYB+RDNPsXAnadxxnp4g6nGqfAPW18Gr4DD4F7x/BXcApzf1iXriqMVAHWbqKIajUhfUQJRW4vuI30v8AZZgmPhziT1K3DHiTsC2kuVaryPaQvzddGEPI/NDlvI0+AW4ByZxO5OM1CRjPKm/wMkNigsNcAuuwLJGwjGd+CbiW8i9FA6nXsPXHf0Pz+UW0+Z9hvEHG3M0p4AN2AZjbDAG29jYnAwBTDgZCMckDhACIYmbE0lYmizNkaTdUuXQ5dBJrXbsqkm96EW1dhebpkmTtiltL6ZN2iZNa7tdNNHWKb3pzdSL7GewJvTw2Z+/733e9/++//f/Phqk/MawvxvLs9jfh4JbxOYKNo9QOiewe5YyuqiH5OQ+m+g11uIub98lmntk9S767i7cadwGn8D5GHCCEJ+29OdbMmC/ENtWbDux7cV2K+jQ6/jxCD8esB73WY/vUB/3qI+7KMA76Lvb+PEqDfQWGu9b5ORl/t/kyU0K+joMm6z0pp7x+fn/8WGmhN/NbK83M1vhvnKxXYZdG3brgY8WFMJ+Jyvcy7YdxP4o9id0Az82UYHX8eMq63FFKdjXqc4LtJhNMnOHan0Dr97ZqtpzVN05fc3351v4VWZ7/QC8nmk9t7ZagxHbZuxW0BYd2PaAFuyHdQk/XsKPixqAYxiOcSpxGrt7sLlIJlapimN4scGKXKZKvs23R3qBKnyBiFNUXgqtm4I/jffg+xF4mGm16XZ4NdOWv8lavMgeOadKbDux2ID9FuyHsd+hU+zZE+qHYwiOcexPc6TtJRtL7JTDOsQTK6zFQaI5QFUcIB9LVNuSPgL/wtuvwfOtVvPdDH+6NV7MHA/pY2KdtTihAjjKsV+Nz3VwNMLh1xp+HMKPVfxYwY+DrMcyfiyRl0UltZ+7Sd7ai/d7iGqObM6xI2ZZ9Vl2+Iw+BV+B51s5oHPjKfxZ29zpIzIFOOXgycFaEfYtxGGHwwWHl8z74WljV3TA0wPPgOY1gv1J7M6zIkvsnCN8O41nl5Qgwwn2xxhVP8oOGKXbjeg/4L9ba3CLo+4yI8AGR+8xsEabP8i4uESbXVAW8eTBVQqPFes18LjhaYInoCn8mKQ+JqiPceo0wd8ov47g4RAR7CIfcbIaZ38MUBP91EQf3XInna9Pn4OvdB+uGxxx52npJzn610oYlbgm+b6ngBkLf2aMRvgKiGsHXFVw1RKPBy4fXEG4InB140EfPCPw7IZj71aWYmSym5roYhd1sqM72PntHCrtdIR2fQa+1B34r8K5wTGb4shfZjzdB2b5vJvxbILfEvgylmvSiNGsYUO5dmXZFM+qU7+hQX2GFvUaQuoxdihm7FVX9i51mibUnjOvSM6y2nKPK5x7XqHcm2rNfaBA7o8VyPmZAtm/V8D4dwUMX+gWEuEl+NYZfdYYwxbAXOX2uD7GeDiMP4P4Eue5gYJc9eUVqzfPqlieQ115LnXke9WeH1AkP6K2gpjChXG1mhMKmuflL1pWS9Fx+YovyFvyihpLHslT/LY8RR/IXfRY9eZPwBd6hfgvwHW8ihqwbY/oU4wdCa5D1fByv5ffY/jSXWZQZ2m+2ovLFCmuVLikVq2lHgVLm+UvC6ulrEu+HQNqKh9TY/mcGioOyF1xTPWW86qzvCyn5aFqLW+rpuLnspd/BP4hR/kz3SD+c3Cl4F3iiJ8DE2AYIOHUwzjWiT9RnongS8iaraDFLL+lXM0Wm5qsdWq0NspTGZC7sl31VTvlqhqRs3pGtdWLqrGlZLedk81+Q9W2B6q0/UTW6g9kqf5QlqrPZK36UteI8yz8hxmF9zuRSXXkAAyCXtDJvQi/hfAnwHPN9ix57Xny2EtVb7eqzu6Q0+FWraNFNTVtstf0yFY7pOraKVU5F2R1HpXF+Q1V1G1qh/O+ypxvqbT2fZXUPlZxzacqdTzTZWJch2MVvr3Ik91u1gD0gW6+R0HIJfn5vQl4gKvOpNo6sxyuCtlcNlW5XKqsb5K1PiSLu0sV7kGVuydV5kmq1HNYxZ6zMjdcU6Hnngo8P1S++z3l1f8W/E35rn/rIvGdwO4ynHNIk/EG1gD0MA53cA1zzw+agBs4uedoMKi6MV9Wb5kqvFXa4XWqrKlRJU0BFfk6ZPb1q9CXUIFvj/J8K8ptPiVT82VlN99Wtu97Mja9K4P3NzI0/lXGxqc6D38K/kVsTyMVR5uYcUEXiPA9CHygAdRxz86IXImUK/fnqiRQLHPAqoKAQ/lBt3KDzcoJtsnU2qPs4LCMwRllBREqrei8Vk6BVgbkIMNwAH3j/zVC4s/giTbgP0zMSexPYn8I+70trAHXEGgBXu7Xc63xoz2RcBWMyMXhHOVFzDJFKmSM2JQVJZgojkb5MYrGi6JroojFKHN0lM4fZWCPIg4iDOVt77DAnNhhNG/oqdZ5bQWOeXgTcMTh6AYREATN3PNwdQbRniG0T5tUipzN7zApu6swvWEBzSRGUcVIVowXenigp4/PzNAxBGMMTRFjjo5xKseYELqYlDp/SaB/Qlg90XHiW4JjGo4RQtgJTwcI89kPvHx2IRvtjOXWdqmsU6IVydRLk99JA+1HP/SzwQfYNHGKN05AcV4Y5KH4CEDjDayCMwCxNIBIGfgpRf8LFvyP+PpUR+BOwjNBfIPwxEAUtPK9maubkGrgreyGvwf9RXimAQ66QQ66IQ64YRroCI1ujE2eYC0SFFaCoMbRd4k4QMSOURNjCMdRRNsoYmkUkTLM9DaED4NPtALXHDxjxNjPa10gwucA10bS6iQc2o5ofyokxSakEocVtjlUJzhsJ1mLKQ666fQhw0afoy7mKK65tGH03Sz5mEkCxNQ0dTmNUJxmappCCE3+ARtPtUCMu+EaIs5e0MnnMFcfMbuIuZpQyofgh9c0DvckmAazYM7I4crBuo+6SFIXCzTSJRrrAeriAGuxhPHFXYB8LCAoF5iO9qOtkoi2JBNc8mPe/1zzuJoAcWLt4doO/P3UITE7SGc5vGZ4TWleTHEk867SgwUcYBk/DuLHKn6s4ccR6vMoOUlR7Cnq4iiGj0wA8nEYQbvGtHaIqeUQU+zq78A/NcUaj4B+0A1CuO0l5lpes8BbOA//vgwnZhja0sMV9sDRzMB1jLwcJy8n8eM0fpyhNjbIyQYFv0FSz7KQZ/dwn4dPM6muUxOnEK0nURQn/6IJ8jvEI30gOkY/IGbXDDVIvGZ4jchThsZtzjQf7YbRCFuAUmfQ3R5AXwQXqNOLDCSX8OMKflyn0V8nJ9dI7DWCukoAV3jhMvm49H2efZ/B+WMlKJldcHfDHSTHHmKuZo2L4DWk4zyW4TyT4bqQGXwvAcqcwX97GL65JQjEGC+9yprcYb+8Rl4e/I/t8g9q+j7j+BtCgJAQQ0ggBPIDAkmAEAiQAAIFJCpQYdaCrXQW/DFrdXZbp3e0nOvZq1Nrd3Vrq221nb9m27WrHfPHuWnb67pOndtu637cdtdrp1vdrXfr/thm/9iZvRLi7Z8d9ybfb775Pu/n83ye5/k8b/zYR5HvI8hPspnfIDef4MW9TPJ76BO7zmuIVtYLdxvcYWJdRZwX8LPcNO+DWc6HsgP/La6dWRHyeFaQpIfiJ7MCIS1SaIV6jjx5gYHwMHl6HD+OUehH2eTDkHybyflFnH3hoPT86xqEu4N1R0hbH2suJcbGrdl10lIYA//H93+5AKYyA3paqBwBbHVGNL7KoH6S2j1FDzvLgXCaPZljwXNs6twswNjJo+pl3THWXQe3i5Zums2udVd2jfs0L/5u8bGNSJV5rmPgO1k+jqGMYHwdUHY6pXkReQG8S478jCHoMg3xp8TiIou+TCyusMBL+1EY0k3wH/AZ+FR5+itz/MdoiT+hqz5kbv6QifiPTMu/pTn9mpn5lxTpFWb3yxTKRYrkPZL1XVTdO6iTt9m8N9m482zYObTVGXTNKXTmHJriDf0BF29wnULppHA/paMgzX0jwy24BZdQH2b9Ai1xBV11WQ26xOz+HpP6O0zvb6EfLqAqfoTSOIcfZ/HjNH6cwo85/HiDQjlJ0n6Pjfwu6u1lNu0EQTvO06NYPKK/E76UDoOD4FnwTzj/Bj4AV8BPMuHL1w/REmfRumeIxWlicQpl8H1UAxlEyIexP6ZXiMdLNKwTNKvjFPAxGsYRiugwyfwiCXWIZHqeWByAbT9vPE2UntJVPlNoqxTbnOJpCqUj/Q5cBOeyW/mqcvHfQqzKse3Hdhi0YL8D273YHsTqEOkxyjpWwLESm/dgexqODSiZLaTuVux/jZTaTTo/w//jlO1Zyvc37NK/SbcUnym8TLG/QoGKNQpeSieb5gdUwJsl2HVjN0ApNIAYvndgu5cSWaS9aKrHUV570Ha7aeK7UKI70VaP4cejNLEdaLxH+L+dN2YpnIeJ4gyrndEnlHsqgxlwi/9oNu2/lS3BPTLgtwWbTmx6QC1oxHaMNtHBCnuw3U+bWoz9YeyPYW8c1kmycpoobKSlfYW/WdrbLiKzn106QcZcAB9xfROkMvhBtsyeyZbizmwr2p5pEQXYtWHXpW3ygSCIYDvGjiew300l9MGRhGMIe6PYH9cm9mUjzX0Dd+vxaB2xWEMEp4nyFJk1RYVN6V8gxXcpPJsv/XQL2pFtTduyx8ADxGIzNbJJpRwTbuAHQd2HHxvwYz1+rMOPtfixBj+miccU8VhNfnyew22SX67C0l1Ea4KdGydD76Rixqm2cfZjHP40DmVjvyN7DNA54BRvzx9Ta6iRaRVj0YntSlCN/RArjcARgyNBhS6Epw/mJDZH4FlOpk7yfy0ebSE6M2TN13myHy9f4vNt8BH4DKQyLXdn9kj4UpY7fTSnj8tJcDc1slIm1mHDfhn2q0ANHCHGmAg8MUaaBDzdjDf9cC3B7jJ2ZoKOdi/Zcj9VtFUDZFI/FTNAfQxQgQPsR7/+AW5mciB99H2V1r6RY2aK43cVnxO58yPLcjAmIxxmLNvhcMHhZT0BeMIwNsHTSgQ64OrB9iLsDhOVO6iee/DsC+piPzqpkAT10UlOdJKFHXSjDl0HNzLHwkPwfpFRaC1tfRW4E4wxro5wBA8Z0uNjDjwF8BTD4ICnAh4vPAF4wjBH4WqDqwv7fdhdojjRaSeKrexojAi3kOUtrLiZ3W+mRqP6MfgAfKpH4d8K50ZGoNUc+RNW+MEQ10mO3gGe9eHfbXkGuExwLYDJCZebdfngqoWrAa5muOLwpD0aJDrL2KmVPFmjenIiTI2GqPgQHSBIz6zjVAnq9+ATPcJ6vwzXehsxYPxZXsp8CZKM633cdzMyd+JPgiM4XmBUu7FIrQabYoYyNedWKWqoVsQQVKMhovq8VoXzuhQyDqgu/3bVFkwoUDCtmoIt8hc+LF/hHnkLn5On4BV5jOflMbwvT851zcK/Bf5peFcyno8yciwBfWAhx36C79rwp4XfRK05ajIbFTGZ1VBoV9jkUtDkUZ0poEBRvWqKWlRt7pTfPCCvZUSe4glVFq9RhfUBuazbVWZ9Qk7rITmLX5PD8qYc5vflKPqzZrB9Pzyr4VvB6DXCGLiIo74HJLhu5bso/jTyvB4/Q/Zc1dnyFbBZVL3AId8Ct7w2v6psIVWWNMtt71AFYqScgbzMMS6HY1p2xxaVOGdlc+6V1XFQFsdrMpe+pSI7J3TJdW3D7gY4JuFbjkRZimTrQyJ08tkGonzXgD8hntfiTzW/9TkNqnIWyu20yeUsU3mZR86yWjnKIyotj8vuuk0lriFZK1bIUnGvzO5NMrlnVOjepYKKA8qveFlG13nllf9KxrJrepD1rYPjLrhG4U56iAHyIA5auG7kuxAI4I+f33hABSh3G+WotMhe6ZCtqlLWqhpZqupl9sRU5FkokzepQu+Y8r2TyvPdJ4Nvm3J8jynHy6ngoTtXcUpXobMqr2akwDT2x+Eb8VEHfmZs0AaauA+DWvzx89wD3MDJfYk/T1Z/kYqq7TJVu1RQ7VN+TVB5NVEZAgnlBvqVE2CeDyCIAusBQ3ktQ2KAwbCGgbP6LEZ/TlCvaTNrWo3NO+BcWk0NMgInQAto5D4IanjmBZWgnHs7z4pr82QKmmQM2mQIsUEhnAsFcLoRMEPXo6/CiIYw2ibMwBzmFAhzGtZ/k98xiNadwSd8qL2qjfBPYnsMu0lkYncdMQBNXIdBLWb9PPMAF9cOnlmRcUXhPBkbaR4RmkkTSd3EYppwMIrejbZIzQtBcl60NE3xydDcREeOMktHmRQi+NCA3qy/pvW8thLbI9jux3YniIFGRvEgqOF7L3Bz7cS8DflWFGH+j9LcWmguMct88bazqe3pROLHcbRVHI0XHwBjfI+maNsMGNrbOCHbmJRip3mfOESvaYpXVsC5tB6tg/04iHJdD+rg9INKrssIcQmmzSwxv1XKaaeJJ2igHTTYLtt8M+kmsXoIWA9GetiPHvajFyHXfTfPES8LOZm79gLEQRfDfwc+xP+iSTjGsD/I2rrgaAVNkfltDQAP9y6kmj0Gfzv8LC+nk0Omm0Otx0gCsR/9NNIBYjFILJIkcZKgJXkpyX4kEbSD5MQi8rKfyaR/N2Bi6J+jCeBD73VNwDGM9OhjfQnQwqsR7oPAx30FyymNSxZ485FJHFK8DxaBJLFYzMG2lEY+TFO/nViMEotRYjHKAkZ5cZT9WPY5NpucGGYyGkaUDj0LEENDl3j3Yy1nfYuJbTdc7aCZ+/+yXe6xTZ5XGD+289lJHDtx7PgS24ntXBwnIRfSBEhKICspt7SQNpAAobBcyWCEhgwIEFoIhdIFtaTbWKG0hW1spS0FmhV2adm0MVJ2qdZOlbYJkGi3P9Zt1aZNSKu0b7/X/ir1jwk9Iv7s7zznnPec854nwecYMefPoQYJJQte62e8hMWljU3Qpi52/FjBmbRzJg9zwaymR7rokS5y0UUQXTjeyQur1vA9IvYhBORDbC3tCLN2lMTKD2UZuV0I5oE63J4FSog5xKueBfQgvFbFu/QzTkCps8hgF9D+yYVjHX6sx48N+NHDmfTSbL3URQ+Ge+5jCPHCBnTmeuqym97oRiSue5umvCn3E+d8MGcetQAS93IGxOylrRy4z/VHnJJaaFYlF6vUgqUWrQ3G0qWWvn7qY5BzGcKPLdTGVnp1mIYb5nC3YnQLAWx+hEWRWTVETWyiLgfpz4H35QvNqfJtALPgLiLmADE7iVdTvKs/x7kR9Cg+Y+kbArQc60FqER0Bo/ixEz92cxHtZcjvpen2kNzdBDWGsV28sJNZtYNNevRVFrhr0kKum0At3HHOOETMLspY4/hYB1Nx9ht8W4ylM8kFdhiLsFrG9xpLoRIGB8nJIfrlCPmYpDYmOZOvkuynyMURAjnMi4fYIp9gVk2wW95PDuCuYHGMkGvPOhGbinfAiFFxbjf4FNe4wXPAWIbVMngE0Pasi4KMEIRZSjCcICenqI8z+HGahn+RAnuBAJ9ncz+BkW9yfx0/J03EXQN3Cdx+Ys5klCAsUnGOGZz7Db4n/w+XEkfHFR9QQuFFSYk2Sk5eBueZIW/gxxVm6GUabnqxyCUSfIHAXsfg+ZNSz1kn4A7B7dxqxLvXiPOwwfn052KjtZOClJJKCjSun6RQUmL1FcUJLgDGICu8yFVwjbn+G/z4LRfQr2m4GXpkBsIZApx5Wj7lJ3fBv8E/wV/Bn9jj74gPFRKT22jM22ytf2BX/YBd9T0Gw7s0yq9okhsU63WK5hqN8TPU3U9J4FUS+Bb76w9Rp1dI2Jsk6A0ScoEd9jW5hZv/YaPVcV8nDJ1vdfkXnJ+Aj8Ft8DvwLnv8L9F376B1Z9h8r7MzX2Nj/4k0Y3+R/Ag/foAfl1E930dpTdM0l2iYC/jxOn68hlp8hUN8mUR+V6Y4ltMczzTH9J6cgvEkvN8Az4JnwMfJuEXeB78AbydTaMZ/B2/5sB2Vi2znF9ncz7PRv4of5/DjewzLsyif7zCwvk0Dn0HPvEQTvUDTPo8fJznU59A1xznMr3OAX+OtKSJ5Rv5CdnT0rY760ykznXxzVOAtcMk40rPJsrLhfS52g/hfBCqwPRu7c7HbjN37sLsYu8tRcCuw3UHZrMH+RpTMJjiGaZcxMjEBzzFO5jQl9ibl/Ufa6lOgU3Y6p6aTc8oVnDNK7IRR6lNiwW6WHEXPTKKpJlElk6iWp/DjSfw4zOX1BIrrIJpqgrM5wBDfzwB/HD8ew49xBsoeBslu/tqFNyoro2RxO5U0Iv9A/emMNR1PdepGOLNUqU8ZbXAITIDHyMU+tO44GnMcTTVObexBQY3hxy7qYyd1uoNL9CtcZNu5UEbw41HysY1aHeZcvsxQ28yvhrA2iPUBmqif0+7j9Hvh7gPqf9VSz4GjxgjYZ4yF0eQ4tGDPjj03J5wPoiCO7Upsz5YvofaGUH+b0JiD1MgAfvRzLr30TI9040U/V8oIFbuPapkkQ6e44qbBB+AuV4/OM52nqZEzYXCPGONRjSo1onvFij0HyANBEMN2nGzPwv5sOrMBjiY4FhB9KzaXYbsdji482UhWNnPdjclKTu9BKqmN81hOxy2Xv/NZT+JZI/4xYyyrEa2uCHVFqatqDT3ShdbtFBfwgTCIYT+O/Urs18LYAEcjGViIzVZ42uB4GG+66Z4BKneUpweo4ikq6Cy/ugo+4vN/yZ6ePH81jh81+NU1pVYCtR6oNUFd2ygVutAOcrHuA2E4YnDE4aiAo4bKrMdeE3Zb+LcEjhVkpovK7aFqtuHhPir5KFV0GlyRefRHI+fRiA8HjfHMLZJcB9RVvVJS64paW5juxGDGvg37DlYpN/DDE4YnRpfG4amAvQZ7DfDMh2MRf7UxXVdJHVHNpoJq6ZAauqqaDq9i2tQwEWrlb3ynJ2twG+jjul3DWG/nilkGWvm7hWesF8kVsknS4MjAfyc8bnj8RB6GI4adOPYqsVsLx1wqZSGfVIbapZzzSFC5ZfRHnJqI0wFxaqJMfg4+BHeT1/EW+DZwzXYgF9q49lvBAtDE5zk8r+f7OrMJLg2eTHiyicUDVwCuAniK4CnjXxX276GD5zNNWnm6Ag/X0k2DEqGDI1ReIdOnkGlQKD8GvwefyA5WwUFWwXWsxiuRK0scqVW9EdTzuZaVqErJKfwpt1okYbFKmdkucVMOXHlSTM8WYSkGa4TII3haSMYKOLkwFRSkJvJN/Xi7ncwdAFNU1LfAZfFyM3nlzzJCnH3wd8L5QA7rOlfsvaAB1PJ5Fit7AjlXij/FdpPEMtIkarNJRLNLgeaSsOaVkBaSoBaTfK1MAlq1+LW54tNaxGttE4+tU9y2PnGlj0hO+n7Jth0Tp/WMOLVpcVpuSLbpjmyFfyP2O+BbxgrYgnScB+qUhORzApSwkkXxqRB/Qk6zBLM0CdjTxZ/pEG+GW/Iy/OLJLBR3ZqnkZlaJyz5HcrJaxOFoE7uTzs7uk/TsEbFl7xer85hYHWdEy5qWNPs7omXclM3Evx7+drgWI1HmIw8aQDUoByU8i+JPAd8H8cWfaxavK008OVZxZWeI0+kUR45XsnLCYncVS2ZupWTk1ku6u1ls7qWieTrE4vmimPOGxZRHB3hYiNwvIdy4IV3XEbA3ZRP8a7H9IFyLfNQB0qAuQA74Pw5iPCvAlyDf+0GexyxujyY5bqtkedIlIy9L0vPcYvXmi+aNSpqvTCy+WjH7m8TkZ1H2M2UCTJ0Ay3eASRTgVvCz8HkvYgwfPDeln/g6sb0cvhYkwVykWg0o5+9iEMGfEN8F8MXrM4nbaxGXN02yfJqk+22i5dvFEnSJKciPguyMIfRVGKEYRiiF0TYFiIRwN+AGCKNvwuzTYRbBID4E2Fj8t6QH/g5eXwJfM3KgnhW4CsT5OwYK8Cef73z4kuc3iytgFke+RTKCaaKFbWIqoKAiJDNKsqK8EEXXxNCaMTRF0ULAtIsx9WOIgxg3QpTJHOWWiuJD4Qz+3JJH4G+HpxXexkK0FqgAJYQU4VkIswG+94Jc4ORZZoFJtIhFTDGaqpjGLaWo4hRNHGfLoiAB2KHLmG4Jpm2C6RtHFJUiRkoRAqX4UIoPxTfw646sxe4D8LVEmEe8Xh1NmSnicyG+hPjODzwgm2eZfGclVHMJQzTOQC1ncFTSWFUUVRUBVfFSNedRjcarRtdUI2BquH2q+vgdt0Ily3ol20oFy3cFPpR9JKt5ZSl2m7F7D6t3JSj9H/tVHtX0lUZ/oBIddUoXBUWtuxaXAkJYDAYEBEFqES2VKpvUioKMFcEFi7iB4Lh0XEcdRW071RAWBQQNYcnGGgREBGURCLsyQgCt2t6X/LCKnpnOAf6YM+Gce8jyy/vuvd/33vs+Yudk5AGfj0XcUfivic+GT0N8jG5qkEnNVsO6OED1cMAZIB+GyIcR2VQwjolFmJhpjI0BDHHGuPmYHngGnYEBbmkDdCz6MQA46MsoJ6xtg7XNsLY+oAsJ0/B+EpYZj++08PoDfD4CcTWQZjWUGw5sbB7ACF4YwwszeMGCFwvgBRtesEGcPRPAQ2zcOGwHADXBwgBjhk7FFIOKaTQ2QBZQTy3B+hZYn4mRcC5JI346FZ99DIzB6w/x+Yg5mP8QV43EZQImiktMeZmxwcMSPKxQF4twoNqhyO3ghR1E2IGwHfJhh9vXDsOcDerSCmfEQnQtluhgLbA3LWSULbSxEGMeMBv2zUTMyYAOXo9CSkeitBgocbWeuOQitQSsFJc61gbsceksQX1+hsvFCQeqMzayM7xwhihn/NgZ+ViGjmApasIRdemAc8oe3bt9OgqhhloIfSb6sBf/Z4P2dGAC3msZogaRTsbrca3phsKebjCW0o0OaXhWgIcLasMVOVmNQ8cdxe4OL9whxI0FIB+rcE6sRE24YM78AufUCgyDy8soc8QyAvSgVxeYBNrapqhB/IxhQcclWh0UDRX0AMvpZos0e6vo5suDNJ+o07XIiw/88AWPjcjJRiTVD4v6wrj1+OE36Ja+DsWzqEsv7E9PKWUGjw2h91PkeRpi60CzJh4fakvH/bxXzNV0PC+66cW2R4uCGMBGuikMQF62wo8d2CfByMkOJHo7RG2FeYHoVgOQj2+PonnCVOGfTpnCa0PgE8SegNi4ZijGUtpfF1qnu6LBVjacPfH86Xib6WYQy2L4UDankEnthR/hOLsisU8OIicRKOhwmLp/Jb5D57Yb+QjFWRVynTJlYz8g9hTE1kbs4ShfNOpKrSghRZPvSzd8ZOgIArbTsUJ64lHKwQjLKppkMiyQgekE9sxp+HEOB/05bLIzMPq0I0WdhKATIHzsCJ77kZqH2DOR53HwWxOx1b3ouLjmFMNGEK2PxNtDx8Jxi5GFwoBJYZTEWiQepRyWzgIXgMsAGaBwDFDxqI8knOMJ2ITXUGSxOLu5CHAVC145Sc1B7EmIPQpp0lhHexxI69wNhPXSRobRU5RyOMT1pxhSLwHYatTPAAeIBa4DKHsqDcDVRBWCxz3slTvYdAUo8hwYLdlCUSJi3pt/aoMGD9EYOuxPw0f++b33P/jwo9Fa2mN1xo3/eOKkyVOnTZ/5ie6sOXM/1TOYZ8g0NjGdzzJfYGG50Npmke1iewfHz5Z+vsx5+QqXL1d+tWq1m4en15qv137js36D70b/v2zaHLAlaOu27cE7v9sVunvPvv1h4RGRBw8dPnL0b8eOnzh1+u9nz/3jfNTFS5d//OmfV65yomNi465dT0i8kZxyk5fKT8/IFIjEkqyc3Dxpwe3C4jsld++VlT+oqKx6WFMrq29obG5pfdT2rycd8s6up89+ef7y1z/6p9L/f65fTZ0oZhDJI6BZk4geBdVjiOwJRPcUCJ9BlM8m0vWh3YiINyPq2ZBvRfTbwYAlxAEnYsEX8MCVmOBOXPCGDeuID37EiG/hRCCxYge8CCFm7CVuHIAdfyV+fE8MOQlHzhBLLhBPfoApPxNXuLAlnviSRIy5BWfSiDVC4k02zMkn7hQRe0rhz31iUDUcqiMWNRGPHsOkduJSN7Hpxctf/dYG6JO8DxqMhkytdzG84z3x65Vhrxx7zbI3PHvbtIF17d2mvcOztyzr7Vgvw3r8otTU1NUHKSzQYDCGDh0GG4gPMOI9Tc334YXCjNFasGPMWBiidASWwBOYQlxRlJLSll7FpHAFpixxJFsJO8l1lZuHl/fadev9/DcFBG4L/i50z/4DkYeOfH/85Okz585HXfoB24XslvhrEKjQ16sklAIVRUGqAiKhEjKhE0KhtE6G6mhohNzmFgh+9PhxGzQ/aW/vgOzOrq7u7qfQ/svz5y9evFTpb0tnMloF88e3iNnmzWKbNS0C+0gZ3zFBGre+TsLd0yHm7peLueGdYm5El0iByG4CYXTkUxrP+goVBxUHFQcVBxUHFQcVBxWH/5pDhhGjVWg2vlnBwXpNs3BxpCxtCeEgk3B3v8bhwIBxeNzDQbKA1SSx9moWgUO6Q0J+Lw6iAeVgyGgRmY5rUnCw8moS2UXIMuzBwaf+3RwilBy4/cghk+aQZc5qzLLybBTbRsgy7RLy4tY3SLihf4RDn/Eocx6jWWwyrjHLfH5D9kKPBsmiA3WCReCwoUnBIWafXBwDDjEDykEDHHQasllm9TmW7vXZNuG1Quuk3LgNzZKYHg5hb3AQ9nDoJx6tAgONJomxTn3OfDNZroWbLMcq4qHYMjknzrdVErMLHPbKRa9xEA4AhxahvkZjFnOsLNfMtDafvbo21yKyUmKekh3n+0gSEyIXx/7OQfguDv2AFqHekIZsozF1+abGNVKW28N81qEHOSa3suP82sSxOxF/b6cQHIRvcOhfHk3iuUNkOfO0awqMmVWFJp6VhUZH7uXr87MTPJtFsSFyYcw+xA8fUA6NklmDa/P0RlcVGhg/uKPvXV4y61hxnlGGhOdaIYjdJReAgwAcBOAgAAegW4nIfoMse8ag6oLZH90v0Z1fWjbDp+T+1FP5hcbJQoHL7Yyb/tUZCd+1ZMbte5IZGy7PiAnvSuOGd/G5Yd2pAA+4hfd9RU3+RPUHxZO17pZPYRdXzPST1ugeF90z4ablLc/gCdcV8NK2lPJ4wRXXU7bVRCcH1f10I6j+UlJQ44XErY3nE7c3nU8MbuwrKopGq5eWj9EpqppqLa3V3SRqMTyYWsm+mFziFJ8k9eYnZvlLOKKN0suZfkVn0n3vHk/zvXeU71d2mO9ffih1c/lhfmCfUVo2bHBRlc5Eae10e3Grvg+/nRV6o972eHzFssvcUrfYS4UeyafyPdKO5HiKDmR5Ze0Te+fsEa/NDRX75IWK/YBNfUZx5UiGtG7CdEmLrm1aB9P9xtOFAfGPHcOuyJxPnK1yuni0zPlqWMmKayFFLje233a9GVSwmrdF6skLkHqnBkjXAX68vqI7WW+I/JaFtpxnw+zkOazsSl6+s+36qqjqWG9+MSewXMIJaxdzcEZGR9DA3f07nvagL+ekioOKg4qDioOKw/8Qh1TCwR4cnHe2JSg4pBVxAu+DQwc4dA4khy7CgWeh3UFz6EwhHL6Kqo5bQzg8EHMw7/4bDn2J/YpDCuHABgdrpjx18ZedKct2tiUSDl7phZzACjEnrFPBI/pVPgaCw+AOHlurg29tRDjIbxIOrlFVcZ6EQ6WCQ7SCw1te9Ef81zm0Ew58wsEJHFZGVcV7pt/mBFaBg/w/cHjWVw6dhEMq4WBl1MG3IxyC25IIB4+M29GB1WLOfnCgveD2zJyRv7Ffp0FN33kcx0H3wc7udm21x+zM7trudOq4ard41CoiraggCijKVVSUS+QIyqFyCcgNAtWxXXUXK4ucue/7/if/hCRAuETCISQgICQh5CDA1v0lqOh2dmYJ9pkP3jM84vua33/y4LO4e9+UgWkz7P1ohmc3BBlZR4EhGBjCgCEFGApsBhOMsRvML3av+MXGeQPfwmaYAQYDz2O7kee5aKABA/G0UIlJGoLR+cAA3gJjc/wyBhPT5Vcz3L0fGnj7ts/YDGw/YAiqHiSeEiqxiUMSdJ5Rgsk3wthCMwz2lhhr/x5LW+/F/1rB1jOxbAa3Dw38fdsM/IOBMxzfTD09sHqQdBJS4uIGJehccD/PBIPNJwY7S7y4O9/o3rQZDMAwbTMIDgYauL4ZekZA9WNKiKCDGNEvwVw1wmB3isE7iIBB9NLw5hxGtstqA2/PB3rBN1unBQcCDDyfDD3zePUw4wS3kx74SIK9YhTjrplEv6BhhuOyeprv+oFO+LWLHtp/Qs8/nK5n+98f4R+hdfIP9YgJqQYRLs8EYYvMEDBA4PcJgftLla04A9dltV6w+30t5P6FVuRxXCv0TtMKfP45IHejyoVHOyAa4okQn2tYNJT8TwMf/O1o07ytq7TCXesmxW5/m4T3HZsUe13WKL75vr1zB1kEB8j53DgVj3FFzaNmj3EouU9p5OxJIilrCkvK0qKImbomYpaugXgVlONwOr7LqknRl+9NSFw3jzW7+47KPJI6Bzb/AD90xXPlQUKW+HwLS5DSxeCm9RLYlwaQrNTHtYyU4Wp6sqaKnjLyD3rq6F3aldG79IwRR5uCtjiPS7atGZXv3KhpdfXu7t+ULBnbcYvTt6+R1hFEpSqi+RRpohQtRrTWChM67vETum/z4ntuceN7b3ARqkrOBVCyqpJ7yeEmxBucRuRb3hlSunzWo9rgJ53YmsyZdC+nDnvfI6oCkbjOcHJdWzi7Sh4h/L45QlIpiZCViiMVReLo1gJRTFu+KA6EACU53IjsT06Dyr/89tGjT7bIxjf7c427EVTDgWuEcb+byKGAH+/3BTb+8DAIX9ERQi1s+5aV2xLKzVKc5mcozgjSgStNHg2KBSEcbrD9Xaee3nVrFE8+deGZtvnS5twjCVbvS016v4J7Y743bwz7VBUN+NVm9x5FXunxx6V0BxAudgWTEjtDyYjOMFA4KBoU53Dd3b92Uqo/el9g3PQFfX7nAeIzj+CmZ16xVRbPtO/0noUF45430jVed5KGDv8YP+hbEzNwrDa6P6A+qj+4PrLvJCisPrI/AhTjcM+wH69aILuum6d6fb5A8fVZIIQgrNjw8ilUXJ2mMYnR15gu62rMfahsKhxS1BeOyx4UaaU1JQZJTakRfnDdBNeWm+C6CrMYBNVXmBzpreGt4a3hreH/NhCDXxrUjUnMvsY0YMjpaWsqGFY0FE001xXrJLUlM3BtKbhdZobrr1vEDeUWEQiyByzL7BnOZtizdp7mtWWB4rNowJ0Fhth6ddMFpqrpsryzKbu3talgRIYs1kqaSoxiJNgXqLLF7Lvv+oqyGeYpe9bO0Ty3zFOBgRS0aECfr1cjEUwVMlXRgbzap0Dmj0lRxQYxCmyc1+6/bhA50DP864Z5u+FM+ST6fIMaFc9SoZKBIbNfjsyfgFElpucGy9L9shXdf2mguq2dowMD7ciReVIgwoq3GWIa1Og4Zi/qYks7MmNAhsybBAaz3YAufdVgBffB1rLnsGEOGKx0z812A9lmCCufxJxrUGPOM3vRiS3tqLQBGSpPC6PA7kWX/MywuPccd/y0aHjPSj+4ee5VAza6QY09x+zFJLS0oy8PNqPydM8N5lcNop8blt1PhFcM9MNH5sgBCCshrGIKF1WvwUUzVNhYRTs6FRiu6WF0kQlG2xxL3wPcn1upw2aw0vYuGSg2w+mKKXxEvQYfyVDhzynaMckDUlTuNIwuBIYiM4wBb4EBBsyr77Bywyzj4CZgODxHObFoIITXaQjhdBUhUt6OSxyQorOnJeh8I4wBDmyx3SB6Q4Z/E5cMVoa3zZBgJZ6q0BLP1I6QzlD7yGHNHYTYvmZMuk6CyTXC2HyTGBhELwyv7dfrDgUMzrN093dnGQfsBiv1uN2gI52uGaWeIvfTQ+Eu2tkeGf7iFIzLBPcLzCJssWXRUPpfBsccC88NFiYwMJ8bSCcr9NTQ6ieMEMJjboCwmxvQ3UyJmRDhckwibKEZAgawdy2vbt6VtED62NnCsBv+Oss85D1L80+YpYSUTTOCqiZ4J9CDEh9umyCwC6bHj0LELD1kN5S8NAhBXEzJLBtTYmFiS800bNmymyevd7Yw3deYWfs3WljAQD8Wb6IHFOl4/n8flfrUdbXs50mFoR1CFuKxgJo+JiDnTvKI+ToG4do0CZ9jwOFzZ7D4PAOWUGDAEIqnMcRS/XKbo6x3NjP3rjGxPTaa2V6HLMyj8QauX86Y1Oe6querBnmrN0coDmvh8RIfcVlpg1xGtoZKy3yCoaSPN5DTnj4gp0/+i5wJynlaQ8mfqKEULTsrdb2zieX2eyNn3wYj19PLxPaJnZB4p6p6dlW09n3VACn9mBxpuIQFJSpZ/CsPyZzLKiQ7dbCGmTxUxUhW32WkaG7TL2tuMzJA2eo7jLzh5WahrXea4bi+Y+B9/ZmBf+CgVuQZ1t+1+0KrZmcl1O9ex+r0J9NbIng0aaIEL77Q0iBMbL8vSOi+w0voucVN6P2Oi1BVci6qKripoPTeSm7WsjMx/uxk4O36nV6w91Od0GP/ULurX5tmezL01K2c+djzPvlRAJrYEUFFtkZzquVR0B1plOQmHCUvF0e1lIjOtRVBMcpCKE5ZAN6pAEpWFogutS03A/uPTjrBl7+ZErl+MqLYvUOp/vwEpNuVxNTuLyaN+N7GDgQ/eNAbgr7b9S3xZnsovawtlF3YcpKXqzglyJaHQVmys1CGLFKULjsHigMlLjsd7w9OT//DLp0GNZ2fARxnZ9px67Hd7k6nnd3ZabftbjuzHbuu1c6Oo6KoSxEPVBBQCAjIIZcgInLLKUfuQEBIwh1yH4RcEMOZwxhI/hEIJByBaAKRcCmgwL8/j92ZviPvffF9+3s+83ue/n0f29QHv4Imvz3Q59zvK107Gs9f9sphzF1Akq3nqwiT5+rLTD6tBcYLrOyhS7y7Bj9BKuQvTNEHipL1QeIkfYjkpi4cFCW5qY8Vu9ps3+/drI/+8esh0xd/VMx/9x/p+o8+/K2T1+nrp1PIi155+Dkv5P2nXpU5Fi9S2sSZxmTTOWrCmA8tdvQSI8Z4mRltDGRGGYNYUcZQUAQomulqM5o9buPQH36lcnz9Zcf6vgN8+KgXHT5xhQx7xODWPFKLl07cy3KcLEuxncLFWT2JUdOnayIsZ0lhUz7ka1OXKKGT/nUhk1dACFAY6DrF1Yb1O9w09s93yNb+/kUbfHAvHT50lAwfOo+DDyGKtw7HZq4dSU1eds+JcR4vCgOW4FlP1FW7NybQfh4bYL+IDbD5gQKw/rYgUCjW3x7ucnDz5x/B9L2fwCz3b2G293GYGRACt15LX22MwTrrExpslGTuNCmtY7w6s3+UkKsdwRRAT8qKhw0lZaPQffQYVEIwQaVVJqis1gSVU0xadN2YGls3qnKhD4YPhg+G7RrC0lebgKERGOqTuRZyWud4TaZitDJXO4zLNzxBFo8YSkvBfDSYjzdDZUQzVF5r1qEoZg2GYlLiXOutgbF3D8x2/wbmnDkOswJDYHpY+suWGJyTmthga7nFtTSlycz1mUojKXdwqCp/GMIVjelRJRO6ctSUDomf0qGIUzp0zZQGVzulJNRO9rgY3PLZRzATGDjHvoG5wMAGBkZ4+irtBtZJA//QmsS1UFNlZmqWaqQxV/+EnG/UVxWOD+LuWwYw5TMDGJx1AEe0agjVVkVltbWHWD3zsPKBS70z/OudgXcWGMAuGGEZq/RorJMe12CjJXItrSkyU2uGeqQ1FzI05o/qSAWTA8RiqxZfZnuMx9ofV1TaFVWVtt4HRJu8mmjrqCI+cyWY+pkbzAIG7vG/AcMxmAMMTGBgRGGcjBv1Nno810JLkploacCQbYBa802DjQUWbW3RMw2xdFZDxDhU1QRHXw1hrquWMNdZUzEneVAxK3ah/zPwfzZcy1hjRqKdzOg6GzOWY2Ekykz02+phWqYBot0zDbYWTj+uL7I/qil5rn6AdvaTcM5uCm5eRsbNS0n456IagkPoQu8Nu2Hezwb/dwZWBGqBFVVnZ8VwLMy4ThPjlnqYcdcA0XPMA7SCGQ21aFZdd9+pIqMWe+sxi3JQRx12QUzGOdtr8c9dCW4FBvYbgwcwnDkGc/1Dtt4awlEL7OsUOzuaPc2+0WFmJapGmKkGiJFlHqDnWTX0Ioeq+f6ish650t2EWpE1opel9eglIQW70EbCzbvSLwa+x1/htvcGVmj6OjsMuciJIM9yI1nT3GipmROnHGHfgiDWXdMAM2dGwyhwKBn3l/pbyla7qOUvO5uRL8QN6GVBHWaRB3bjSnDr74Dh+91bwLAFDFvcyyFb7JD0dU5o+SIvjDTLi2DM8CMl4/yofiM/QWfg3h4d5GRYNOzcWRWrcKmfWbouay1fkzQjX7Y3olZ4dZglNhm7wCZhndsNpgED543hBDB4u78xbHKC777ihZQu8UNr5gRhNGt7uHBCFNEzJop+PCROHILEt81a0d2n/fx7C1J24aqQUb7Kb0G+5AADCxjowEAHb2+3Xwxt7w08P8QmNyjtFT+4ZFmAqHYIQ6jPJKFtls5rD8d7whQjfdGDWlmSuV+U/qy7LX+ez8lb4XFLl5kM9DKtGb1MBbfZDO7Sld4auN/v2nxjELwzbPCupK4LrhaviIIq56VBTXZ5MHtGgRAaHyH6tD0xekXnLXO3ONMqE+Q5GLzsRQa/eIHKRy00MbALDc1YZ10dbt6VYPp7g+DkXzYFp903+b6I1/yAlDVhQMGKNBDvlAeSbcqrLSadr3BAjVAoemKhbtlt00NJ1rRAmGlvbst43iTIf94sKHVQBDgHiUlw1DSDmrYfTP/UDebt27XRDgztp4++Mbxqv5z8QuKXuyD3Q9qVlysm9D4tev1FsVJ9TdHdG69/+PDOaEdH1iRDnGalCO/YScIcO0VYZCOJkM+IwgpbJYtoq2RuP5jxqdsWf9+u18JTX28Aw0bbJcSa+GLCkvxC+qzyYv4kdIZgGDtFU+n8JF3q8P7OvsRBadedYZ7sjqlRemuqWpwyQxRnzFRJ8qarJSWWSgnGgpFUT2MkD7YdzPyt2yb/h52vgOG10OvI63afqy86z0U7FGeTJiGvbMPEMaJq9L/0Ln2AuEMT2StW3NQIem5DVHnSSI0s0YTvSJrAdqROYDuzxvGdBWaCrNyEluHNaBlh28GsT9w2BD/sXBed/PMrkdeRNYm3n7P3NMKi84w0TB7OU894VMvHvGkS6Gq7UBsl56sSlNT+eC2pJw7Cd8UOI+XxxjJ5MijNWC7PHkF2FQ2julFPUN3obQez97i9bt//mzXxiT+tSzwPL8k9va3ak+eeTPwYq7YfLZDP/FQlMp2ntg0F8zi6KGnT48juGtV1JU5xXVPWFzlY1BujKwQ3UtCbrC/sTdMV9uUMFvUVD7jSBne327ro3x+vSo9/tdrx0yG76tjhofH9PurZQ/HyBY8C0VPvCu7EpQaGMYhZbwhuI+oQUrQWIS/WhPTmgRvNVoWrslRRqkxVHCgJlKbMUucoXGmVv9PtpfTgjpVO9y/ne93/aRz97sAj+wFf+fKRBNGS5z2u3QfTOu1bWzvu24wf9WOWDl3mFfyP/TqJagI/4DiemWnHcZxjL3VqfR3n9b1pa187raJOZ2oZHXQU2UQBg8gqmwICskPCFkIIENYkkH1fIIuRzQaEBIhhCQkQQsgGJIiWRVlcAP33r/X55hhuPczhe/+83+03HtReoA/pyh5DKjN0Yd23dRE96boYWEJ3ui6lO30sU7mbVtv2INa7PX759P63v7aN/2n/yOKfT/RuHA9s3/o+Qbrpnctb8cWSFy/UVc97N2PsF1goiw8/y+wnTjMFSFKmAmU3jUHyG0akPNEYdifBGAmLlScYk3bVXNdHiCe9f/uFa/jwvlHXoYO9G3/9pn3nO38pOBPN3jqbSlz3KsCveGGLH3kRchbONKbNn21Omj1HS3B4M2PtvqwYmz872hbIibIFcyKtSG6kNZwbabvO2U3T3R8gHg/88UP93K/2qta/+l3HztFjEuB5jglOIuvBP+NwWyfT0Bv/yst64lmSsnSqIv7RaUL0oldd+MKPDWEub+JVly8p1HWRhHReJiOdV2BhsGjSbjKqPkRMGPcg1E8P7OvcOXywFXh8TQdHPeuBh185OH4VDb6Jz9j6R+rNZ9/lxKyfRF2DFuTq6bKQlbPYoOXzuMtLPrhLSwEVl5YuwYIrApdCYZG7Sq/5CDGw+hmic/vQPhH4/X46+MNX9eDwsXLwlx9Q4OuA2+BIWCLwiI3cOZEU+vLbtKDnJzMDn53KDtg8k+u/eS7Pb9Mnz3fDHxaY57MRlO+zgcy7sBGxq0DTZx8A+hefAubfDwKG53FAvRAASMGJoO5awYu665VrhMTm5YpbvEVMptSFzu+Yyy1SOrKwvfaMKpU9o15tzyT327No/fZsjtqeI1TbcyVqc4FMNVEoV40Xyvvc6WfDz4b/O0PzOwMLGpjQQIMGMjQQw/NfkqChARoIKbzFigyZE5PbOYsu7LHnYtS2bPygNbtOY80ma6y5dI01j6Ox5os0ZlTr4ESRZHC0RDIw4maAAg2MN4YjvwVsaGD4BIBmaKBAA/U6fq05sWm5MZm3WHNb5sTndDlKUb02dOmAJa9CO5NbOzyTRxqeKaAPz6B4w+ZC0dB4iXhotKxFqykTawfdDFD2IQDzi72ADQ0cz2OACQ0UaKCH571kQgMDGijQQEqXOWuzuxwVBX3W0mLNDLp8xFxQozOjSDozmqEzF/F146XC0VGscFRTLhxV4YSjvW4GqNDAggYONHC/PwZY0EAPTgDs8NwtbmzFOucGeZmVwl2kpsmcJGioyVdZcEVacwlWN11IMJgKSQZTMdMwieEZRnF8/QM8X6+CdcOUbvbewD36PwMbGpghCYAXkbMliMOtC26SlnnQwEqTOmlZXQ4iNBAKtdPYsjFTSdWEsZg0OYVhTepw3AltFXdCDeuGdVVyJzrdDNA+RQD2oTeGA4AHDRzfAMAJiQeCiOxtUSx2Q5hIXBEkcx7x0yROdmang5rXZ2lEa6erSvVGTKVxspRkGseyprRV7Cl1NXuqG9YFa6tmG+9Wudd7Aw8a+O8MvJA4II7M2hbHlG2I4xtXRTdYj4QprS5+eoeDk9troaK00/Ul+snyCtNEGck8gmea+2uY090EprkTdpfAnJZXs0wyN3tr4PzEwIUGwZVY0BKesdMahdlsja1fbUlgPhYniV2i1LZZQdZ9KxelmaYU6yercNPjWLJ1kEC3dNfSLR0wRQ3dIqthzLRCS4ubAfpbwyeA73EACE55AB40iK7EgNZrt19JIkueSWNqn0jjaP+RJAofSpIVcy3pSpsod8DMK9JNEstNBlyzvaeOam+HyWGSWppNXEuzCmvoMwJocSdA34sA3HcG4RuDXwBoQUa/llxN35GFFz2XRxGeyq9Tlu/E8xbv3JA5FSmdDnlmn0WC0hrZGGNPde2cor55rhUmqmueFdRRHLxaqo1TQ7fCLO703iDw+M1bAx8aWq9EvZKFpm7Lw9AvFOGV621R5JX26+zHXQnih8qkO05Veqe1J2vwgRQ92dpUPs9uJC2wGsguVn3TPBNaGNDBgHvQ4R7uBBg/MYigQQAN0pDIHfmVlC1FaMHz9jDcZldEw1NlNHVFFc95NJwisI+ltOuHUgf+rcyZoAsK56pZxMUGMmmB2Eh2kRua5pvqKbNNdVRbUx3NrQDjEwTgQYPwGDSc9gAiP//XsqDwbUVw0ov2kJzNe6GYtZ5r1csDUQ0PxxJJdnMi1zCR3NY/lN5/R5U1Xtue7SjrbJiv5sP/SmuaryE3zdc2Umbr66l2mM2d3htE0CA+fRS0+Pu+ll8K22q7nPjsXlDG2v0Q9NJgGGZBH4O1WaKJ49Y4nmYiWaEcvq1qUWfqK5Xptgolzoa7R7NViKl2PIviwFOojkoS1VZFpLkVYEID/8s90PA5aIEGif+FHUUA8kXnxdi1nku3lgaCM136sGyLJQRvmEVSNeYocbchsePuUFo/W52qx/ekmvE9Jeaq+w0mjJJhxkrpFiyPbimnw2juBVh7EEAADeLjn4PWH44Cud+5rXa/oA2lf8Ry/8U451hQgtnqW6B3XqwZdAQxlaYISZs+oUs8lNxP7r+pK+9NNmJ78424PvxkeR9xsqiXbSxRsKZKhSxTKd+9Xr0xCKGh5fh+IPE68krh4/X8no//qson2DXqh5y2nk0ac3kXDyz4NyhtQey7pgipFBoYw/HqmsG4EYz6hqFEnWkoVRfrMf3VYyX95DGUmmtAd/DG0Xe5brXN/hgBRF9+DCQn9gPZmSNb7d6eaz3nf3w4dO78tMUTOebyShtYPl+mdPkTFfDPSUyRUrYhurNxJLq3/EH0g0LoQA3cGkEN5g2jNZihQg1Bi9I0a3MG+cP/Zb9Og5rAzziOB6t2bWfbGWfsrju7ndGObqu7o1u1FTxWPBJUlCAuBsQAyhUhhABJCPcRzgBCAiRBCDeBXIQkJFxBECTKJSiUEbYIQWKIAsIql+DT/9JO+9K83Zm++L5+PjO/Vw9TL7GolcotGJDu2QqKYztBdeHwYvOFY2Y97sTos5PY/ilbz85ZHEM3cylVPeXEl41dLy97RpTzB901Gf0euoQez/aoLm99eBdZH9FF74zojnkQ2Z3SEdXDaY/sEbaH9xRb1DvRZgzI92wB5fHPV7V238zdP3vg+eDxAwMvbC52ztp6697ZMdWzDqlyozOvdNy5hDdKEGf8w6WW9dRVG9l/o5nx2PMerc+3NbSPco/2mIGKaaH3p+gYAzlNjIE8i3pTvQkDij2b1+pOfvZWd2bXi17rr54Y/npEP2fjoFs846Neuhgmn3NKLjVd4eYZHAvTx65UJIw4SSKGf1DQhghq6qCbhvL0pjbwqR+KogkcpGsog9F1lKEUNWWIrbIkkwSDWVft3bxSb7vDrD+6ffD53q/0s4etdUsnHNXrWG/ZigOtZOFSfO4r+wy20T4vzmBfyHx+uSzkn3gRedRJfHvkmtTvmZvM95mnzGfEV+Y7Qpb6jtAkvqNRqBixJf1Yg8Gsar/e9Kb16Lbh0R3bHr7et0u3/Dcb9QdbBynYeRatYSncRWxE6htsYuxrXAbDhONSpuz4pMmLBT6Gy8JbE1eKPdFGHuPXUe4l7uNeJe4T/sUeE8Go0CJLGlFiMO+avrYae/p7zCPzHz9tWTrwJzXYWIvh+wuFcNI1G076Jr//nhq1eCo8dME2jjx3Otln5iz75itsJtF8Pstt+hLH1YTnuJiucl1MBC7B5Iby5BKm/TiEaZJFDWswmGePtmC6Tb+1alnc8zs1HNolgsOH8uHImUw4gmfB393C4agPdd0m8Pbq8dBbSyfCiO9ORbq+PR1DWDgX57xwPv7qvH2C07wDy2neiXVl3hl1neU474m6aVGDjRjMo75fYVqWtlspYfenFbDnSx78eX867LOOh2/PhcFBRwoccvWFIzc94CjJ9cMxsvPaSarTqm2I48rZUPyKHc1h5SL98rID/dLyFYb9sjPKlXFx2QPlaVGPOjZhmocxGPnqFqtS2L4tF/6wgw1f7o6D3QcYsPcYGfZhveBbBzf47pozHL7hCEc9L8NxL3s45XMBzvieB5yfHVzww8FlEg4cSVj4gXQOXFBE0lnwsCjI/s0myN75CXD/8gVkW38H6djzkOjoDokugZDgHvk+xid1MTwwZ55GF85Sospf+7OqX5HYUjOJKzOT8mXm20Vys3+lzBwgRSllZnKDzBjULJ0IbpGO0tokI/SP93/DL8CQRAgEFjLEIkPEzwaacDYoquJng3nDwEEGgXwaGab9K+XIIDeTkSFwwyAbD0EGC+5vGDjIwEGGnH07gYsMmVg7SHMkAptAhjT3iPdJ3imLcQE58xEhwhlaROUrSrx0OiC1xuSfXWvy5ytNAUVKE7lSaQqU1Zoo6topamPteGizYoTRohhk3lM8sSBksALuzl9DLjLkIEMWzg4y8W6QRQiALGL4WoZXymLy7Zz5OKpwJpwpMofGykyUZKWRfEdtJPPqjIFFdcYgUZ2RWlNnDNaqx2kN6pGwZtVghE7VG9ms7rEg4CJDDjLkIUOu9UHIRgYO/jrkEPwhh8hc43glL2bc5s4nUYQzsQzRNDNa/jIkUT0VlKmdovDqXwQVNUwFV9VPhSjqJ+ha7QizQTsY2aTpi2rUPoxu1HZaEORss4JcZOAhQ57NQeAgQy7eFfgEEgiIYes8r8QlLokznx5YOJNIE01HR9YYGQl1L4LTGyapeU2TwUVNkyHVTZM0VdMoU9s4GFXf0BdT3/gwtr7xPqrNgjYMecjA3/858JCBiwx8vAsUEPygkEhfL/BiLQlI2QtccsEMO6RymhUuN0bGayZpaU2GkNwWQ0hRi4EmaRkLU+uGojS6vliNTh+n0d2Pr2vRoZrjNR8NcjcMW0GADHxkyEGGu/hrUETwgRIi7UOJV/yykHTnJwE5f5ZDrTCnMeXG+FiNgZmimwjlto3TitsmGPK24Uh1a1+8+p4+Qd3alqBqa2ap2rQoDUvV+rE2DDxkyEcGATLwcDgQ4p2hjOANFcQQqPCKXSknZbwtJvPn8qll5myG1JgSXWeITtKN0zntz+klHT+GKzoexynbO1nK9nuJtR2NKE1SbYcyqba9Nkn50SAPGfj/MeTbHAABDgsl+KtQSbgF1e5UEHtHr1aT0t5VkvPelAQVvxKEil9mRaoMiSzdc2bWg7GwMv3TGEWnPlHR2ZJUo69PrtGrUQqULFnRKbWg/xru7v8M7iJDAe4clDs4QTXBE6TugSC9FbEm9U1elARwFqqCCmfKQkUmQbjCkJnQNByb8aA/Utj1MF7WpUuWdWlSZV21KDlKkip7VJUqfyiyIOAhgwAZCr75t0GIOwOVeEeQuriDnBjwocYzbL3Gm7VcQ8pckJEFryXBpS8qmJKR/Lj6bnbKg9b4vN7mRHGfKk3cK2eLe8VsSa+ILempSJN2l6XJuiwJeJ/8z1CADMXY01CNd4AalxsfFG6kNaU7bVV1K+YnlW/qjDqA+1IdfHdMTq/qL4vStOWxOpRpmY+laeUDVelVA+XpVf2l6dX9xenix0Xp4l4hW9pTyJZ2fyzgo583/4utUIgMhchQirUFCf4SKAiua8rrPitqInVRezNirsEnYbo5gG3QBfKGNFSRXsqs0xbHtldyU/oL7uQP5d+pGBJkVg4KMkVPBBlVA/x/sV+nT00feBzHf2Bd2e2M2xnRart2aqfW0XoVrQeCcsh9hHCEKyfBBAiQgOG+AkRA5BAlHCEQAuE2cghyiKwcSjnDjYgLsYKCMIRAQEHku7/p7Ozso41/QB+8Hn/eD7/f5DJpVlJF3+f4oyHnm52QhzbkoQ1FxldAgrX4VOPotFnnQl1vIHivNFPYC620sNlnXrGTnR4ZfS0+xS217Nr75WFtOXkx0kRe6vObvMLxpDTxWOrt4pHbqSVDaSmlA3eSy/s/x/807AOh9kkoMdaFKjuzj7U4+/cNTsTVZlfaUhvZe66HzpweosYMD1DTOzq9xHWPWTXiB4FP0srC+6NECeMRYvEYV1A0GpdRPBJ/t3j4Zlrp4K3UMunngOxdCAjQBiHakH/pJJSbXvpUY2e88dDeRvkI57TU5kJ820OmyMYojPFpV073BPnuo4FrhRWdjGp+C6slrjagN7j6xlBgXeFgZEXZAEdUOhidUzoYk1k6yL1bJv0cwEcbcg/shPwT+0CENkjMLn6sxRqsN9may1vtbea6nexk40T78Vd4z743hMjWV8S06kmKSDR0rfJ2t2dzeBuzy78tps+vU9QT/FjSHVZV0RteUtEXkV/eF8VHZVeoBPy/IJCHNohO7IVCneNQZfHrh3qMrqLFxnD+N6yRbNTBePSVvWvfnLNv+yIhqmGenFr2iiLMnqBKEgbdmwJ7vJ5e7454xu5J7wjoLW9nt1Y9DXxY2Rl87/5vIUWSrtBC1SAHbRAe+AIK0YYS3aNbtVan1x5Znlt8anlRNmx9blRmYdk7j6W0Lztcb1A4cSXoH5UvI4jSJkiSmGFKQ0A//cn1/qAnbGliS8CA4LG/tKKF1VX7xL/5QRu7uqadXVmtEgh2IpCPNohPakLF5cMb9ebH5K2mx19LjY+OThtc6p03s21XWNMa39sGV8px8eK3zjyezEmU8MKlInwEX+c/SG1iDrIesQajmvyGUhv8h3PrWcPl9YyBhiaftvpm33+qBnlfIFBwYAcUn9KEKr3vlM3G37/t1vtu7F/nj/bO6eu3rZg4Nm5YelWtY0OLlxxuZr215yW9ssvnvMSVBTx3qvIZJdUyRjzrGKOBtd6jsQ+8x27X+IwLqn2el1fRxx7V0EYeP1Dlo3AHAmK0ofT0no16w32LHbqaz18c3dc3d+FU+4qeceOmiWvVtpV3ybpNGF+OSUiZw9yNeY0RBE9jxcxJh3LPCRcJbYJ6nzbhK6G9CJHQX8Teo0+mVHhM5pR5vCwr9XgpUWldpIZA8QF1uP/L7pUW3S+nho7s6n9z4tt2xcUzjZv6ZtVgii/ZtvDmvzcPSV0253IXzFNC3lhksH63yvWUYQvcp3BityliEWWKhmKigsVu09GFbrKkAjdZtshNJlBJLkYQKN+vvlF/auds92E16czBv7UrTn/fuHnpXDUYmBWDkUs2XPVM2bgawFUaRYXKjeP9FkxSPObM0t1mLbNIM7Z8wmunHPxrYo7rDA3ly3edCeS7zkZl42cTs/CzSSrNlqINkv1qi23fIoOTGkjH8uHdTZtnf6gG3XNi0DHJBB1cMuhSYz5d9g35oBfIUupHeigMuZQlowT8otkt5wWrZKcF2xTcO6dU3AIh1WHBPcVhwQvln+ywGJ7ksBip0ssKBHnRgCDSvp3o/l71ps2f/14JZw4VgJYWD87oJ8KvGA6cdwmCC+6+29retI86/qQPl4Nc1vVDcWtGEfZK0yjbVSsOdhXLsVnFoVw5mFUyih5lrWSi/FSaqEKQvlY1pG1YHan/pKl+D37YLYSfDt6FI8cT4Jh2JJwwYsMpDAO00MPqLAkP590dQdvDDnQYNtt6PtafDJlWWyYsyy0LlsUWhmW+ZedntuXIMt3Co6gsky13laSNCNLeo4bUTSJICWioC0Dzy9uw/+sb8I8fQ+HQaRb8qE2HIwYkOGbuDCdt7OAXBwycdbaEC3hz0CGawhWSCRiSjcGEchUsKIZg7WYAdihHN30goEgqdXSoIfUjCFL6O4JkbyPqSbBjVzRofBUEX33jC18fvgYHT+HhhwsO8NMVDBwzsoCT5iagZXUVzmEMQBurD5dt9cDA7jIY2emCmb0OWNlfAqy9NuDsLwIeRVAJuBo7IEbzrxB9aB9Eav0MQfp6wLbAQoAdCfxcfMCHGrLt4R27SQ249Z4UmbaOj09fc03NULpmZirxQlRRppJwL1NJrM1cIzVnKEkdGXJqZ8Y7Whdv1qMnXcboT59W4c+G/zTcQBtiNTX+2xCMNgSiDYG2JLju4g1MavC2F9rgzk56T464s0aI4ynxqeh2ZhbakKUkFGUpiRJUXZaS1Jy5Su7IXHJ/ljFP68qY8ezhTXn3o6T/F8ShDdw9GhCLNnC0jkGonh6EmWMgHEuEEGcGsMnB20zP2A1P/6R197B0JZmbtUpM5q8QeTkrxDzBCqlIsEKWCFYoD3NWKC05cvcO/jz9GX/Gqyt7yqc3+7mvVCWIRxtuoA3cQ3shGm0IQxs4ZtYQjcVDlJMXhJKCtgPoMRtMVvKaRwhvlRrNV5ATcxXkdOEyOVe4TCkSKtzuCxXUeqHCvTXvnUdH3gzjWe6Ub5dggtmbO+TXmzuowh8NcXt2wQ20IRZtiNS7AlxTK4izcYUbjp7AIQZuh16L2WD7Jq35BPJW6FGCZWpCvpxyp0DuJkAVFciplQXya42iRXqraJbRkT/N7Myf8OsWDvl35/de7xapAgm7dkA82hCPNnDRhpgrupBgagGJGGdIxNEhjsAGDpWzGeKdtObP5ikYEblyWlzBEjVNvPRvwus0qMk7AcB4RNHtrNtR7OxRd9wuard1tlWQsWsVUDxAQQhHwhGBAHLfIBggHEIICZCEEO5wBHIQEkIO8uYiJCEEiFjrgtajooig5TKggtKi/Pcdp7MfyYfn++/rE9XMtVzhci3RUq4lRsv5JXGAM5lqYj/MMHeMZ5rZP2SNcIazrQfIO2wACTaQYEOp49eA6HoSVLpfADSfQEBDRYPKyxmgLLLgt0L4e3EZta/Sclss8QTOy2ha5+IVJn8xmsdfjJXx5+N1nVOpxs6HmUO8saxh3s3soc7ha0N8A856oPx3A/mfnwEibCC7fA+q3N1BjTcK1KCiQDUmDVAj8OtlsaS3hamM19m4FkvKde5iXGXXQkyTcCG2U7gQBwlnknWCnzMHu8ayTV2juEGBKWdQqM8xCjW51vtoIO/ZDsrtPwMk2EBxPg5qzp8DDd7+oBGFBQ2YZFCLzf1Aiyl9R0yiv87PYloyCzkLieXCudjGnrk4fs9cglo0ka4XjeOM3TdyBkTGXENPf55BrMIbxHK8ocdaoAI2lMOGCthAhg1Vzt+BhvNnQLM3ErSiwkArJgEwsdnr9dHFb2mJ1OXSjMYFPJ79PJ3Y/TSpRvIkmSOdSFNIxrP0EnOeXmLA66SafJ0MKtDJZHA9hTqptUAlbKiADZX2e0C541eAcfIYYMLfy/LxBmw0BrAvx77viMh82xpTsNyYSJ6vSq+dLstlPcKXCO5kUntvZ7RCt66KoRGcVq7L18qVhVpIVtgH9RT1QcIiLcQv0sqt9dFQCRsosKECNtQ5O4FWd1fA8fEEnYGBG/zQqDV+ZOorXmzOQkciYYaZTnvMyGWOE4u6zHlkuRFXr9Ln8NVavFolL1KrxNfVamGxWsWH4xZrlOziPoW1AGX7Fthg+9FQCRsanB1Bu4cz6ER6AGFQwLooPHxFFJXwsjv26gtBUsEkN638p6ZrTaNV+XxdKUEOFVT1SQva+8VFkFZQotDyCEotG66doOxrI6g0LQS1ylofDRQ7W0CFDVSHfwGmiwPgeJwAAt/zH3pCkO8kYZglaeSVOVlM8jNZQvZDYRLpx46rDcbGPB5Evd4rKCX3c0oaB9oJIkMrUW5ohmsiQvpGoqK/gajU1peqNNYC1N8NNNhQ5XAQtLgcBp0XjgORv9u6NNjrjfwyalGBDX2ujo5+rLqSNS6NJ450pdf3tV/j9tQXyFgUgq6ujG5ikHkmOllqopNkg3RS7wC9TG6gl0E6eplSSydu3kcDFTZU2dsBhsMBwHL5BgguHvsgDXBdkwe6L6lCfGa14agpQ2T4fX1Y5k1lTKlBklzby7/K5rFyJfV1Rf0kCnmEQGkxl1DFI6UVkuGycqmJVC4zkslyQwUJ0lkL0GADDTbQYUOtgz1gux4C3Z5Hf+sNOLGiRLkt9ge5PzeFXZwYDQ4dG7qcbtJFlaiUCYxuSVpHKz9bTG3L0+bXlYxcq6u/kd0gHsljiIfzaZKhIop0sLiyd6CkXK4nWAlUwYYqu22ger8daHD8AnBdv9qQeB1eU/gde6X1PzFrQjtP3Qo+e++uL2b0VnBq/xD2ulQfQ+eokli10nRRaVe2JqujwJTGrhlK5YkGs1gy47VG2SCuRmbMpfcO4Klyg7X+b2DABqbjPtB16sB6r/ehFY3P4UUj0mHmVsCRnye8Tt9+hAwy3kUnQz9eLuSbI2nMgdjWSk2iEC9PU6ZI8vSJ0mp9gry7P7VHqU3nKXSZbZDuahOkz66FdNYCdNstoBo21OzfDdoc94Lu01+8U3odWNZ7fvli1Ovgo0eXvhybRrqOPPNDax4HJIjuB+HbxkIp1T9EMIuHo7syDAnyWD1OHWOsUkWbBIp4gxZKkmuUKd1qVSpXpU5vVWmsBaptEYBhtxXUwQb20b9sSN0+f9Pn8fe54XN7Jx64/W1s+sI35nnkKf0cyr/3eVAsdyoop+5xMJn0ANOAuxPKjftvlDhyLEuKvUuRhN/niyN+GhBFDxvEcX06aYKsvzdJoJVbC9RsQ4Ca3VtB/YFdgH/Ubk1xZs9L4ym7J3e+/9PYM+d/mBfcnfTLl9whi1+IYBGV2DwXkEv5xZ+cP+Nfl/IU3RE1Ed6FfZQmiJgo5Uc+buJFPenhYidMvIjbpq6owUFhjHpAFKPaPFC7FQHqdtuAlv07Qc/Rna+1rn+cvuWwY3zq8G7zgvNB/cr549Cqp1f3CjKs7Y1PCv31JXyJxZuUPetTE//MryViEsMOm4zjhE3msMOelreHTzFZ4VOitrBn+tbQBzfaw2+a2eGjZs5mgXobBGjcZQM49jt+hY7Yzg1/a3N3cq+tecHxz/oVl0OK9XMuoveeSNb6BSxj3SOV+NYjL2/5AjFl3pMW9cKnPnQazcRMRzSHTKc0h8zgmZiZiibM86YGzAt+PeaFpi5karQh5OnNTdto3IIAzF1bgHCfzZLOHnHv3h8QN+b3f6Jfdfpc8d71WxE4d5oFzvgygBuWtOGWnL92Fpfx+tz1WIs7OXzeixYy61cdOIupQc9GM9Cz6Qz0XH41eo5MR8/X0dALHCp6QUFBLyo3ba0ZgQCsnYiX0CeIu6PbEaNznyL0K1/vVLz/bl83cD7SBk6eZoATyDJwMjQfuMRlrrtmxL87nYt9c7YoZNmDgF7yLvO3oMh+llCyryWG5LuUBpdXhlwuJSKX6aXIV+0E5KuOTVtiIRBPhQjEWL8NYuT2NoRu9a820Ma/PxUAx30twOlwNXByIQInTzw4FpgB/hMRB07EY987pwX/eioL9e4szvftxTyfVSTeexWNv7Qa+j/m6zSo6TuP4/h/pFbXOl3FTttVtl1dtXjiAYqiBAHLIeEIECJHMECMhBCOEAi5Q8IdkABiIIocEVBAEcHqehZRUKhRBNRBtnZYB6/aaqsIknz2vzs7fRif7oP348/ryW/m+5P6vWFLd73lS3a9zRD7TqjEPhPFmR/qJyNBDHQSRM/1GcT54RlEGz6zacSSTw34xm4/VqzSYKWzGGs8k7HOn4MNYUw4MRlwjg3GNk4A3LhUy07eLrNvoo85gO9tDuV7mSP435pj+Dst8YmelpRED4uU52GRWW3wBLl/mSAu3CaIE6MEUYc5M/T4fG4R7L7MwtdLM7B4XSKWbY3FCo9IrPYNhUNgIDaE+mETwwdbw71AidwJjygPeDPd4cd0QxCTgjCmKyKZ2xHL3AZe1Ie6cY4gLt4giLZ7BFE7ThDlmGGTh1mz5fjUVgBbu3h8sXwP7BwYWLwpCMu2+cF+hzdWe+7EOi93OPq4YbOvK1x2bQfFzwUe1C3wpjrDj7oZQdRNoFOdEPXBLl8liPYBgqh/SO4/I4gcM2EjBjErCcTcONgsiMCcRSGYv4SKL1Z4468Onliy0Q3fbN6GVVu2wsHFGRvJA3Tzdie4uG4EhbIBnpT18KY4gEpZCxplDXaThVsN6bM/hmDBXPDsPgNn7XJEu25BLHnbxwTQsIcRjYgYLkJ5qaAJMxGglMI/Xw5qmQLUQwr4GxUIaCY7rUDgRbJehYV2W/6OPiB/vXtI9jLyvuxp9Ij0MWtUYq3/C0PGrP8YPvnDsGe7M+JIQ5w/DSzSEMXiIixBgGDSEKiQISCf3C5Vwt9AZlSSBiUCT5NdUiKoV2kONinehg0oXoUPyV9E3Zc/iR6RjbFGrQbRrJlIs/0EfLsFiF+7DOxtm8H19ASXGgQO+ceJieYiMl4AukCCYKnSEpSTZQksUZsDqzTmwHqNOaiZrENjoV1RW4L71O/oJvXr8IGsF8wh1fie+6qx2BHlaOyoylrIJA1C0pBEGhLWLAPXZROSPNyRtCsAvOAocCLjwdorQESy1EIXZ5mDNdnTtP2507RKsvrc6eBmss7c6ZDvc9+H9uf8Hm7K+Zk5kP2ENaQZi7uvGWWPaO7tHc22FsQfz0S67RwkL1oAHmngb3FEmvsOCH39kUqLQGL4PnDiBIjmSy27Rerp0Ky89yFFBVPB+oKpkLrCqZDmgqnQ7wre068WvN3dl/9L1K38p6yBvDH2UO7o3ge5w5yR/Dv7rAcJaciYPwepi2zBJw0C543I3EGB2McPosDdEDD2gsdKBTtBamYKNVMMZcEkvbBoMrSieDK0rniS3lI8GXauaJJxveh1VJ/2GcukHWPfLRzdN1w4HP9Ae5t7v6gvwXqQzvwIItKQRhqS1yyFaPN6yCnbofTygSIgDGJ6HATMZPD2ScxxqZqpKJn2HSOvZCKsXDcRVls6Edaqm2Cc172J6Cl5weor+RfbtP9h/GDxUMJwiYk3pLuROKS7xh8stRZkpEE8708QLrRFyuqlkDk5QO26FTleXsj2D0FWKAuSyEQI2JmWhCT1ZEymdiIyu/QNo/TAG0bNgd/CWw68jvxH+S/RveWP2f1lD7l3Sgd5d8t+4A+U9yQNHOhKHqi4lHLHapCTBglpSF84H8JVf4fKcQ3yKM7QenlC6x+EAvJtaCK409KY9HcCnup3brr21xhV2c/MIv1zpqHy6Z4m/ZOYM/rxuJ6Do9xbFYP8OxV9Sbf13SmmysuppqrzAlPVdx/ovwYpaRCRhsyVi5HtuBJFFCfovHegNIAKXWj4tDaC8zaHJXgljZe/SBPkjyfIysbYeVWP4ioO/ZNtPDTKaTeMxHcb7ibeMtxMuWXoEvxw+EJa/+Gzwv7qjvT+6lPp/YetBcVMG8jmzUYmaZCt+Br5jvbQUTaiwtsV+gBf80E6faI8IubVfhb/eQ5H/FiekvOjUKx7kKgxDMaXHLnDra4xJbTW3Eq8VNOb3FdzJa2v5lz6zdqOjBu1baIbta2im7XHM60HJWmQkwYxaVDaf4Uip+U44LYOVT4uOBz47eRhetBrQ2TUi4Os+Mc6jvDHgmTlPaWo2JSuNPQmF9R1Jx00diU3GK+knjFeTOsxnhH1GE9l9hxtEfccPUbWKOkxGiW99daC6iMbKEiDZOE8qO3tUOK0FJVua1Ht42yuC3R/U0+nvqyLZIzXsGJ/MnD4D0qTZKZ8ofa6Qlp1KSPbeDZN19QprDnWkX7yWLuou6lFcq2pSdrddFR6ralOdq2pRnatsVp2vcFa/zPMgpQ05NgvQpnTEhxyW4U6H8fJhiDXV01hXs+aooLGGlkRI3Vs7kAlT9KrExReyhNXdiqUxlZxQfPxzMrWRsmx1gbphZY6eVfLEbLDiq5mg+Jqc5Wi+5he0d1kLWSRBiVpkJGGfPu/oMLpbzjiZo8G3/Vvj9O2vGxluI+fZPo+OsEKGW6M2ddfw83s0qfkny3JONiaJzPWK7Nbq+WlbQZF/alKZWfbQdXltgOqyyfLVVdOlCm/by1TdrWUKq8etxbUpEFFGuSkodD+S+idvkKd27LpY75rfjtBc3zeznAZ64h0Hzm9m3a7dc/e6w2cjAtH+Lmn9MKKhhJxnSFP2VqqLuzYrz7UqdWc7CjUXOgoVF88Xai+dKow63KbNuvKCW1WV4u1SMMMZJEGxcI/o9j+cxicFuHojiWTLbvsf20Pdhg/Q3d8dJ6xdehcaGBfe1TclRa28MxRXnbzkdTyGr2o9t9813k81Psex/EvytWme0t1tDndnCJJKluWZsbMYIxhGGOaGYUYM2NkiTiHNjuVpRVF5SJLCxNiWhTqtO+5Sp0WKZH2uuE+et/fufef+0/zx/PP7+Pz+ufzeHw/O/M3HM3MSm9KydzdvCmrqnljlubk5oxTTSkZpxtS08+q09Ja69LTzh3TBml/NkzUx+YZE1FgZoRSG2NU0Wd/rfOc+6aJb/bitJ9Fd5u3/a2zfrwLzZIQjTpk3fEjitSKyqgdRQfjDmwt/LV2Q/6mpvjcXM26vDJNbH5Lc/x2zcnEnFONv2WdbkjOPKvemNFapw3SqYZUqiGFathlNgmHbKZ+P0Kf/rGBO7vvlNfPTzt8TDqvuNle6fDxbD0rCmpoXh1TfSJsS8mxiPyCquiS1EPx1XHFyQ2qwpzmiOKDJ5X7mxvX7j3dEL3jdENs3pkTcdvOqtfntNZrgwyqIY1qSJ8xAXvNJqLCZtJwHX3K2xaPqS/a3Kd232TMvHWLtbTjKs+j+YIw8Og5adQhTcjGPY3h27PrIvYl1UQfjqxMrAuvyFLLDpfWh1U1HVeUnzseUdJapypsrVu7s7UuKl87ZOrpIsNQH9kzxmHf/PGoXmb4pYE28XUrw/DJdZdx97rtpl/uYiw+c9eTXX/dV1xxSaQqbg9Mym0NydmikRXGNirLZeq42hB1xpHghv01QU0N1WvUFw7Lajqqw8vbaxWlbUeURdohS08HmYajkTvdAAfnjcGxJWPea5wNei7ZjO58ZKl/7ZnztPNPWJaN3R6M6k6esOSOQF5wQ5SYflmakXBh9S5FW9iBoPMx5YFtaeXSjuIy6UX1ocCOqweCWi6XhdRfKg+t+b0irOJipTbIphqyqYadP41GhenooYZFo163L9btemikc63Xemz7K5qx5hXHou6Ft0vZM2/f3Y99QrMe+sUldfqnRN4V5QXdXl0ovr12n+huSrHofmFRQFf93oCu23vEV28VSs/f2Leq+XpJkPpaqTbYqquDrYajUDRFF7WzdN6dMiFddwzI9d6Zuu2Dyww1gzST+kF368oBT9ei11zBtlfc0E293NjoHt6mNc/5OSufi/P9exQ7BL3JBYKXBXmCvsPb/frbtgmf3dkuvN+ZL7pyb4e47e4ubZCrQ5A7QQ8HDckb9Vhy/4I+uf5PA9L+1nS05pPd5PrPdNPKzyzb4o8sdu4HljDlAzs0/j07Ovyde5LkHTdV8FaQzR8MzvEZjMnxfpuS5f1uTybvfU0678P5NP7A3VS/p13pgvuPsrRBPiHYM1anp1qX3GnRI1eujCJtg4ZE8y8Lg/oR+2mVI05mxSMu9nkjK9xSR1b4JwzTQiKG6arVQ4z4gC/uyfxP3pt5H8VbvD7KtnA/xW32/Jy2ifN590bOl8PJnK8tSR5f7/zmPfjgV22wk5B3Bwm5V0/IlfO65NztUaRpxEjnGMzHlcPauAg25rmws0+FPTsR9r4qOEiD4Shb+X1FpO8IM5Y35Bnv+c1vvce3wAT3Ifl6t6H4ePZwahxzuGAdc+RQLHOkPob574vR2gztJaSzhpqvIeTcZR3S2KVLajBZtwx/H78X5sbbYGmWAiubBCymR8DaMxhLBSthJ/WFY4gXaDIO2HI3eClZ8FcyEahkIFxJR6xiBTbKXZAT7owiSpVMm4f/IORaAyHn2wlpvE1I1WNCSjBBbxeMx+XAZNommM6NxzwrJcwcVmMBIwCWHD6sfTxhI3CHo4gFmpgBtoQGrtQFflInSKSOCJU4IFJijwSxLVLFNshdqc2NY4S0nSHk5DVCqrsI2d9HSD709dIxfkwyjCbFwnhWOGbOD4TJYn/MteNhvrMHLBhMLGbRsYz68DlwnODiuRxMrj08uLbw4S6DkLsUq7hLIPNcTB1sVkjkaNPRTEjL74TU3qXmPyIkt5+QlO9ELwG6BpHQn7AG46asxF9n8mFkyoHxAhZMrGgwXeoEM1sHLLS3g7WDDWyWL8VyR2uscLIC02kROE4L4eNkAaGTOQIdzRCq1ak2Qo7eJKT0ASF5TwnZMkB04qkGJchfgkDGC0H+5gW9qWwYTKfBcLYjJs+xw09zl2HWL9aYM98Kv5hZwtx8IRYtWIAlFmaws5gHZ+pQYSycC/eFc8Bb+DMEWkE+dgxCpkyEyGQavKgnXg5W4Ls6gu/FBi+AD49gMViqYDASw0BPDQctV44VhZQyBWi1lBMK0M/IQb9M6ZKD+Ycc7k/DR7g94V98Xso++PaFvfHvD+sXvgn9ESj+r4H3ZzbV4MtwhC+XDW8hH5wgCdhUg2sC1ZAiB227gmqgZh/6XwP9vw2UywowuhRgPZbD46l82Ksn/DP/Zfh7vz7ZgLA/rC9g4IegHGuANVSDmGrwphr87BZBSFsOIYcFgYAP71UScBRrwI6Tw3WzEoytKtD3UA5GglFDUUfC9YwKrldVYD5Uwf1RxIjXk4iv/OfK94Je5UBAn+KlqF/Rs3JA+SOIGGOAMCNDSGZPBd9iDgJsLSGlbj2JOxMiXx9q3STgyULhEasEe0MkmNlRcN1FORAN1+poMNVRYJ2lXI+C24Oo79xHa7/5PFn7QfA88k1Ar+qluE/1VPI68rGkf+2PQEU1yKgGKdXgRzVIl1kg2NkOwWxXBPp4QySWwDc0DNyoCLgnRYOdGQvWDkrpOrCq14GtprTGwu1mLDhdMcPe3TGfBH9ED4qeR7+S9EY9k76K7g58HdP1H77rLKoJAwvjeBABAbEo4G7FqY5H3FqXimOrRauIioCy7wlLCARCIPseAgkJSwIEQiAJkBAIEUFFAUWhIoYdZG1ZFAUVxnbo1KqtW29z5sxrfPg93//L93DDTYNEaytAO9pB+CYnCHBxBtQ+F0AfOQjo790g2tMTwgOCIQAZDT7YRDhHToHT6URwl5DglIIE7jqjayTw+IEEZwaIH8//SHx9cYqwGPiIMB8ym/o4/FnqZMQ8YSRygTiEXCCZAknLrADjYAeRxoZQ468X9+V2SDq8H3AnjgH27FmI9Q2EiPAoCMAkgjeBAOc4FDiTTYUzctpfZytpH8/V0z6cb6G+9+qm/nlhnPJrwBR5PnSGPBMxR/4J+YwyjHpO7Yt6TuuOfmYS4IwN8cYG5EZHQP1zIyTt2QaEw18C6fg3QDhzGnAX/CAuBAmRMdi/ApOJ7y8waG+9M5l/eElZb3zKWa8u6Jm/+zYxX/p1MH4LGGcshE7TZ5BPaOOoOcZg9ByzJ2aOdT92lt2ONg2SrSwhYdVyiDI2oLeuB8KeL4DuuhtYxw8D07gNio8P4APD38Wj4t8gEwm/B5MZ//XncRb9xNxf/Eu5PwdWc18EXeMshNzlzIeNsh8jH7HGop+w+2OfcDvRj3ntmBnenfiZ9JZPALyxAWtsiNngANh/rAXqbmfgurpAuttBSPdwA66351t6QPCr1IjYXxMwKS9QBPp8GDvtaYgoYzZUlvE4TJMxE1Gf/hDZyptGDvHGYmZ4fXGPMjowDwVtCdOZt7DTmY2J05nXPwFSLC0haaUtxK53APyW1cDavQn4rttB5PYVZHl8+07offpVeoDfIjMMtUBEJ81i8dSHMXTeBJKfOY7MF46iyoTDUZeEQ9E3hYOxfcKeuClhe8KkqCVxIrsxaSL7Gm4ipz55IvvyJ0CqsQFnbIgzNhC3OELa7g2Q5foFiN12f8jzcH0t8T6xmOPvtSAIDZ3lxMZNUXDEURw5bSCOK+pBZ+d2oYvFhjituANzTdwe3yFuw46Lm3Hj4obkMUkdfizvUspYni51TFKdOm4SECwsINneFjDrVwHV2QH4u9aB+JAzSN12vJV5HPhN5n30RaG/x5wk1G86KxY1yk1M6aMQOPfxjOy2RH7+bWy+9FZimbQ5qVbaiLsjvZ48Iq1PGZHqCcOFVUaVxGFpBXFEWk4cKTDlfw14exvArlsJTOeVINq1GgoObfqr2G3ba4XH3v8ovV2fK/yPz8hDPcfzoyL6hQnJ97l41m0qJetGKld6FZ9dXIeXy2tTquSXUhvlNYReuZY0KK8gD8rLyA+KlZQHxaWUIVkJZajIFCD+vwG31h44zp9Bzk5HKDq0/r3CbcvLitM7/q3x2jer8TsyWRbsMVSMCuvMwyS2CnGMG1yS6DKdWVhN5pdWkgqUanKFqpx8RamidChLqX1KOa1fKaP1K4poA6VS2mCJlDooNwVISy0g5TMbSFmzAnibV4Bk5yooObTmz/LvNi1qT299rvPaOaP33T9WGeDeq4oMbpehE5olibR6YWpmVRq1UMXkGu/lVMhopepCul5dwGhV5zG6KySMnnIxo7csl9GnyqX3K3LpA6WmGBuWQuoKayCusQP+5uVQ4GIPyq8dX1ceW/dzjfvnc3Xnt07WeX71oMbvpEETHnhHGYNpkGEpegmeXy4iFxTxmCoxm1+ZxSqsErK1VQJ2UxWf3anls7sq+axutYDVUy5g9pYJmH0qU4BsbCAYGyirl0PmZhsocrH7WH5w5UvdUaeFulNrZxrObRhr8NjbW3fxxF1diH+TJgpdp8SQKmW49JI8Qr5YRFVlpHOr2Gm5Ncw0lZ7Ou1pD43XUMNIM1Sxup5bN6dJwOD0VHHZPuSlAMV8KRGMDfbUNZH1uDfIdtu8qD9gt1n5r/7Th+1VTN0+sGWp232Vo8HG7XRfke60mMkanQRNUqsQ0qTxFkplPUjCyGNWETEEtPrO4FiesvZQkuqfHCzp0hAxDNSm9U0vhdWmoad1qU4BqbCDZWQPbyRpyN1mBcvuyP3T7bF5c/Zft45vHbMZ/OOzUd+eky91mr6ONDQE+tfXhKLU+OqVYi+HklCflcEtSSwhSqjY+j6ePyyvUowtqamKl7dUYiaE6IdtQlSTs1CYLuirx/C6NKUAzNpDtlkGakxXkb7CA8m0WL2v3WD5vPGAx3b5v6ZDhawfDvRPbW9rOHblyy/d81Y2QSMVVJC6vNpbJ18WLaBqcDKsiVkQr0qqilFItqkxXiSy/q44u7VbHFnWr0fldGkxutzo+2zSgLzEHyvJlIHC0gKJ15h+0W5b8cnX7kpnWbWZjvZuX9PTtt2/r+W7rdYOHq/6uz9myOwGhhTfDsKLrSBrrSqwAXxtfEFOTooio4ZSF6/NV4ZeqFWG1baURuoFSZEW/AqXoU0bL+lTRhaYBw8wcaMutINvBHEpXm73Rr0XMNzshxruXIfqH15vdG9lj1zz8jfPlgVMH1D2e7sWGi4E57YFxaa2hJFJLJA/TFJMbcSOpKKSRKQtukhQFNWulQTdb84OaRvND60akYbqhogj1A1lk2YNiU4BlbGDZWkKevdm7ihWIySsWiNFWS0T/gAWiY9IJ0TK9x+bK1OGN2p+O7y0Z9TguGTp/MaP/YhS1xx+P7QxmRd6PyAzqSMjxv0/P8TfkZvl1aUS+3bczfbseCvxbJ0WBjRPZQfU/5gbXjotNAQ5iCWRYm0OxDWJKZ4YYvmGO6L1njrg3bIloebLZrOHpQVv902PrymZP/k13nX41feVhAL+opwOKG4IiyhIQBUGIgoEsLAECSUgg+54QEsK+DAFFrEqVjrWMttPj6GiPM9qpteP0OFqPraKOVUdsqVqlqKUoRQEFJIiEVSo88/sDzIvP2/s8537v98Vdu78zg7OnQyje1i42VvwiKbU8kNdo7uvqFA8Kdske1u6Utu19T/rrZzskjxq3Zz/ueFfa0r1D9v3TnYorne8rL/72J1dQT3XY947bs6OEtFJ/z1uXZpHrzbNJY9sfyNn+VXNODsQuPDbACTjwIjm6oT8lcUdvmrjyebo+7xm/QNsjqpT1KDdnPbNsEffaa8R9728W9R+qFg2cqsp0NFeK+roqxY+fV2f93FuTfad3iyvYTdxGDxLy8EtCbn9DyPXrbqTx3hxyenA++Zcz9J2jI/QlB0YZwQ0jrPV1I5ykameiqMCZrDYMp+TKnRlFYmd2uWBEV5E+VlDBG6spTx1vKEud+EdJyuS5Yu5USxFvrKtQ8KK3UNDTX+wK9hLSTt3BndOE/O8yIY0/upH/PJxNvpj0cjvyJthj/5sInw+n6SF10zH06mlGQtF0HN80zZQqpjla8UxKDh8CaypktmQYbYkozuNgq5WJvZZ4HMuNx3lzHFpyWOgxJb7pNbry5G+E3DtJSNN5Qi41EXK6hZDPHxFyGItm/QUrPD5AiPd2hNGqELmuEFFxJtC5SsTwxYjLzgBHnoIUVSKEGjbkGiaMGgaKNLHYot6APSo6PlXS8ZUiGjfl0bjvUuvnhNw8S8jlq4ScuU3lPyTkYBche+Exexe83Gvh5/VHBK7MR8hqA1ZHyxEeJ0JkAg/0lGRs5HHA5jORImBAIIyBVLgBemE08gXrUCWIwHv8cHyUsQZHKSfTXWmm3uGVS4ScbSbk+M9UPnUHH/YSUjcza/YmuLuXYMECC7x9tPANkGJlqAC0iFSE0hMQHhuPdXEbEUN9RpgsOpLYUUhnRyCLHQ4VOwxmdiiKWSHYxKJhFzMIDS59d4GQc9QMTtwl5FAbld9JyLYXxM0+Q+YUgribMHu+Eu5eYnguS8filUnwCWTCLzgWgaF0hKyJQlh4JKLWhiMmYg2YkauQFBmMjMggZEUGQBXhD1PEChRG+KHcpW+vEXKSmsHhB4Q0dFD53YRUDBI3G8gcPdVBBuIpAFmUAuLNxhzfjZjrtx4L/aPgHRCB5YFh8A9ajWDaKqym0RBBCwSdthKMoOXgBC1DSuBSCAK9IQlYAqVL0C7whMR3CXghfmDRaUhghIKbTAdXyEKiMhVsswDxZWIwtkoQu1uKDZ/IsOEI5QTltAwxjZQblFZKtwyxL6VgvpIiwSkBd0wylTaRPZ4xmTUsmHIJuvmekC7zQnqwHxKiaODGhIKXQAePzwJXlopEUyZYxdmIr5GBUa9A7MdKxH5K+YJymtKoxMYmJRitlC4F4h0KcIYU4A7Lf+eNysb54zKncFLqEL2WDbgA/fx5kFMdMqgOXGqMvPWrwOdEg5/OAk+aBq5ehIRCGVjVSsTvVIOxT4ONhzVgHNcg7hTlvAbx1zVg3lOD1akGe0CN5Jeq6bRXqgn+iNKZOaYYFE8oerMmVc9dgIHqoKA6CGjLwVsbCAE9BGJmFMRpTAiz05CmFSPZJgfHTmXU6cD8sx7Mg3qwPqN8pQf7nB6c7/RIuKND4iMdkvq1SBvUTvJfaZwip2Ywe0zdKxnXPJWO657I3g5Gz3lQLlsMIdVBEBaA7HXBkMetg5wbD4koFUK1GGkWJbjl1PnvGpHwgQkJ+01I/HsOkr40IfmMCdzLJqQ0m5D6ixFpvcYpvsMwIhrSOyRO/TPZqOGJfNTYrhwz/eoCcjznQr10MURBvsgKXQllRBD0jLXQJzOgEXIhV4ggylEho4Q6v8aM1HoLUj62IPWwFWnHLeCdssykX7BMZ9zIfcNvzX0t6DGPiB1mh3Qop0cxnNOhcua2qUcsLdoRa4t2NO9tYJ43F5qli5AV6AsFtRuGtQGwxoYhLykGufwk6GWZUBqUyCowQVhlnebX5f+e0ZD/mn+gYFJwLH9CeDJ/LPNc/pj4qm0k665tOPtpnkPmsHarhqyPNK9s93XDBT/phwubjc6iH1xA7lwP6HwWQUJ10FErnRe2AiUxq1BG7UZxOhu27IwZk1Y+pbaaJqTlttGsrUVO8e7iV+JPSoayjxQPSk4UO6RfFw3ILxe9UNwu7FN2FnZrBgvadS+LWgxDJbdMQ6VNOUNl18wvy6/mvh2sVAeDz0Io/JfCHOCDkjW+sG+gYRMnEtW8uJkKcepkoUoykms2DGmLbQOKzSX98p3lz+X7Kp4pDpV3q/5Z3qU+VfZUe7G0U9dc2qHvKG0zOMru5gxWfG92VF6zDNj/ax2wX8gbqHIFeR4eMHovhGaFN/L9l6BytQ9q1/tjG3sNtqXFTNaKEp12Raaj2KjutRRYuwz20t+02ysfa/fY23V/tbfpj9of6v9tv2/41t5qbLK3mNqr7pgHqm5Y+zddyevbfMHWV/NNfl/N1wV9NWdcgM3DHSbvBTAu90Kp/2JsDl2COrof6lkhU/WpUSM7M5mObTLe8016WWe5Lac9v7z4vnlL1T1Tfc1Ppo+23Mo5XPuj+XjtD7lnam9artQ2WVtqr+f11l78P911/g/1vgdw/GMwQxLRqdOium3n1BW3IiSVJbJvNZbJbiyDMcwYZpgZZsFgFsyCGZM4IpElROghdThZspUspbh1ipZbPU66Lfd87vcP4Ifnz+/X4/35/PD5RL2kt8a8TG+KfZHRQHiRUUd4mXF1DTBKSwuGGm6A4Vv0IWmHHkzfpw+5ppthrtXOlTy7X9/zXY69yvY+9Twz0HWGFhEwToqLGYqlUPrxjPS+iFxmb2Qx8zZexerG17FuRXWwOqMHWTdjFljNhMXM+riFzNr4hczqhIXMqoTFzMqERdZqYDTSEIY0RG3Wgyk7dGHmPl2Ya2L4XWi57ZPYdu+S2Nl4UehlMZcX6DDBDsMO0mOj7iaTyN3xaYyOWDa7LVbAvRFbwm0mVHMb41q41+Pvcuvj57g1xHleVeI8r4I0z1ORnnGVpGectcAYpCHcUBcSNunCtO06kLNXBwoO638pstj8XnbG6KX83IF5mafpI7Gf7TA/xPceOzqim05MaqWkMBoTGbxrxJzcWmIx/wrxEr86sZ5fRerhXyY95KuS5/gKRGnyk1w5Qpb8NFu6BhiDwcAIA12YsGk9zNiuDXP2aEOxse5f8uMGy4rTPy+WO+6aVbr/c0yGPT0gCva6zceHtbPjE69nJGfUUGnZlWR2gSpZIFSSy4QKco2wlHJTKKeMCKUp08LilGlBYcpMgThlNl9EmctD8FcDY5GGSKSBZKgDWdu0YN5uzA/JoXUfFWYbXlWcNJivst/yqMLl4JDi/Mk+aZBHpygypIlPSKjlkOgVDGp2KY0hlFJzioqokmIxtbJYmNpSXJA6UJyf+rAoL/VRYV7qlIifOi3kU2cK1gIJSAN+43pINtSG7K0YKNil+U1+EPPu0pF1/6620p2ttdk0Vn3ul4EK3xM9CpxbqzT8Yr04Jq4qj5hWxiXzipg0UX46W5pLE8qz6Uo5l14vZ6ffkWfRx2VZ9Akpm/6wmE17VMihTYnWAuPQGBiFNFANtCDvZ00o3qmxojiguVxlgn5eZ6Y1VW9lMHzVaV9ftbdlZ0WAc6MiNLBGFh2rKoynSvKTOPk8qpCTyZAzmLkKOlOuTGPWKFJZXQoq80FZGmOshJYxIaNnTEoy0h8WZaQ/KlwNjEejYbS+DqRtxMDcLRpQsgP1SbUH9WfNr+pzjcbq400W+gPXz+7pqfM0b632c6q7HOxXqcRHlcgJFFERMYtXQBbQs2nyZA67PJFTqErgVqriuO3lcbwRJZE9WkbKHCtJZo3LKMxJyVpggiYaxm1YBxkbNWHBT6i/5VvV3lduV1uo3wmm2v6hNtxmvqGvxW5XR6Pb0cZrFxyqay5eUFaFRxaropP4pfFMloSURxamyGLzmeX4fIEqsuCSMkJwQxEhHC3F80dLo7PHSgjccXk8e0K6FkhEGog6WjBLTwOKDNW+KwzBco0+mG3RBmOdRqD/1lGd7o4zRjfaXEyvNvvYXmoI8JZdDQkTVEcSOZdj09OUCTnxJeSiCCmjJFRaUBoiU8lD5C2y4JIHktDiCUmYaEIakT8hxedOStYCEzU0IVkbA3m6KCjZAJYr1oHH9Wgw3o4Gg7e3gt5eU+322zZbG7qcjKs6PG1KW7Ee4iZcUHZDaFzGVXwqqTqWg68kCYIvpxddvJxfiKssF+OqmoWBvw0X4C5NC4JKH4uCpVOikMIpcYh4dZCENKRhNGHeOrUPJRgwXa0Oxpo0wGCXOui7ZwA6Bw6hG/utNl+5a/+LstfVqqjbx5nf6efPasNFUVpCyTGNkczghvjsgAYa37+Bn+t3XZGDbWzkYZuGONj6ea7/lafZARVPcnGKOT6ubHUwWV0DMtGob2JNMKsCYLwOBQbbUKAP+ft1DmmD5tF9GrUPzAxUw6f3SgedzPL73R2y7vr4UnuxYXE9gcTQrpA0/84Y5oVbVNb5rhymb3cZw6f7erp3zyDNu+tPuu+NF4zzDYssbM1CJvbKQtZqIAWlAXkotUUZAJO/ATDUCEDfLWR+Pwo0TaBB7bQRqmLGRFf2+ISR4KGdCWfi3Km0UTf3hBEvXPjg+Wj/+4Ekn/t4itd9CsVzkEf2HC5J8hipT3R/8AfRbeQN0f3e2yTP7mWKV+sS1bv19apgKlD/SwDAdDkAI3UA3GsHoAv5ezUPq4Mr0xhQsbgbVbJoul60aLmN9/zUwfRn9paJTx0dI+dcfANmPYJ9ZrF4j9nwaPe5pGi3J2y827wk0vVZbbjL8zthzgsvQ51mPkY6j32Mdun/SHD9fXWQDcBTKQCjyA5+bwaguxuAlj8AqJlQB+Wv1wPZ292awrfGery3x3akv7E8RFq2tohcOmUfsGTr4b3khHVd8sQ5LQcGOb6JCTr7NvWiwzs+zuG9MsD+P83+dh9GsHYf31+we/XZz+HpCs7hyepeIzuYRO7BQD0AtzsAaL0HQO0DAMofo4Dkk55a/mcjNGflwEb6ymEj0sqRg/gVczPcZ8tTPivWjq4rtu5nvzh72/3Xx/f01yBfm68EH+tvdO8T3wu8rH5UeFr+aPOw/N+km8Xf71ytv3x1ObnybVUzcgAGawHobQOgHbmHdUPI/EkACucAyP22HsWCWzCpcJc+Ee7fFgkP7cPBwyY+8MhxF2hu4wCtbc9Au7PW0NnREvo4HYdBTmbIQ/gopJ/9F8x3MIUqexN4w+4wHLQ9DN8hPpxZzUgVAHeQM7jZA8A15AxUY8j8aQB4zwDI+I5WJ0M9LQLcvCEMbv/JH+7e6QX373eGB43tockRG3jM3AqesDCHZ6yOwnNWptD7/3TXd1jT1xoH8J9Xi8oUka1slL3DCCGDEBJISIAQVsJI2DsgUIbKI0vKFa57oNc66mzFurVYrUprVXof8WrVakWxgCiKVCiCyPeep3/n/vH597zf55z3nOe8dHfIg1yQE+SEykBHNAfYYxtx2N8OP9DscF2j7k6K+o7cg+M/UtRecgab7lNU4xOKqhqgKPUMNTcbWgtSoKMng6FRFEzMwmGxjAVrWzocHGhwXuENT2cP0FxcwXB1AtfVESJX+78HpXRXKxS5WKLGxRwtzibYSezSqOs8RX17jaL291DUZnIGTeQMqp5TVOErak7GJ2peMqgFMZijG4HPDEOhbRwMAzMallh6w2yZO6ysnWFnsxxONvZwt7WBr+1S0G0sEEoGFaG1MWRWRkgjH+V88kmsIqo1OkV64OAtitraS1HNj0j9ZxRVMERRaaPUnHhQ86JAzeeB0mGCMvAHtdgb/zB2g5bpCmib2WORuS2MLaxgYbkU1pbmcLA0gYvlYnhZ6CPAQhcs84Xgm82HhHwKkkw/Q7JGiFhsALaFMWjLLeHjaQ0/Pzv4hDjCR+AOL6kf3NMD4VocDJfaEDivY8JpMwvOu1lwOcSCaydxngW3qyy4/0I8ZsJjiAnPP5nwmgmBDxjwB+NTEIKnghE8wQBDE0SSDBySwZ9koLlbIYDMWP7BjqDxPOAbQ4N3Kh2eBSFwrya1mthw28CBWwcH7gc48PiGA8+zxGUOvG5x4P2QDZ8BNnzfER9ZpD5rNgjMaQZCJphgjrHA0gQiQ5LB3BgBjpYIJPMu3dMWdNLSdHKtAiX+oMkZ8M1lw7syFF71XHi2ceG1Iwze+8Lgc4w4FQbfLi78bnBBu8+Ff38o/EdDETDFQRA40yFgT7DAHuUgdCQUXE0QZagPrvkSBJIMDKdlYLnZgEVzAJvjAaYoAPREJgKzyLplPNDqwuHXygdtC7GHD//DfASc4CPwAh9B3eEIuhMOeh8PwW94s4wPYR+ZCJsgNd5ywRvmIXyAD74mEC/SRxjJEOxA2pnk4Dlbge9rDwHTA+GRAeDIWGAqybrFAtBrIxHULAR9oxDBHcQBIRjfRCLkbCSYP0SC1RPxif0kYprzWvAhdFIwzgX/TTgEgwJEPo+E8IkQIk0QbaAHntkSsG3Nwbczh2jFUki8bRHNcEMUefoiYtngpfDByReBXSkGq14yy2qTzLC3ST5y9kqmQ4+Ip7gnxR/CLokneT9HTYQ/inrPfyl6J5gQvhbMil4IZ8W/i2ejf5XMxtyNRqwmiNHXI9fHCDwrU0RZm0K23ByJnlZIojsjPswPsRLSM8mCGUGWeDq8NHaSt1o6wWuRjodvkv7J3y0dExyUvovojB2NvBD7VvhjzBvR/ejhqKHowaiJ6Ofij9KHMR9lvdKZ+J64mYSfZZ80glRfFxGmRoi0NEbcUmMoHEyg9LBEBunL9FCvWbmIMSVLCB+XKCVjoiLZW2F1woiwMfGVqD1xOGpHwpB4f8Kg5Ov4gehz8X/EXJf1x96L65MOxj2JHU+4FzeV1BM/Lf8pcVpxLWk65UqyZojT04XQdDGiyV7IyfOSaW+EPDdTFPrbzOazXSezIgLG0qTckcQU8UtpbvxATLm8P7pO8SymVfE0dqv8SdyX8sdxR+WPZKflD2VX5b/G35X/N2FAfidhPOVm0of0a/JJ5SXFpOpCyl+qc6l/ZWgCGckQRTLITA2hsjBAgd0iqF2MUE6znFrJXD6m5vu8zotmDmTII/sUWbLHieqUB/G16ffim5R3Ezao7iR2qP6T+JXql6RO1e3kLtWt5NuqG4q+jG7FWOb3qePZ59Pe55xOf5/zrfJ97nGVZkjQ1YHExBDJxgbItdBDqa0ePncy+FTrazq+KsRmpJrnOlAuDnhanBT2IEcV06ssSOlJqci8qajL+UnRmtut2JJ3PWVP3tXUI3lXUs/kXU7rzruU/ijvovJN/mnVu8LOjNHCY5mjhUeyRgsP/R9IJBmiSYY0MvcWmeug0kYHq1fofljrvXi0IdhiqD7MoW9NlNfD6oSQO6Xp4pv5uYrrmeqcy8qawi5lY/FFZXvJedWOkrOqAyVnMk6UnMr4Xn0ys1fdmfVSfSx7pPRgzkjp/tyR0r3EnrwRtSZI0tFB3JJFyDDUQanZQtRaLUC948LxdZ76r74INO7/grPst3Uip961MvrNmlThtZVZyV2FRTlncytKTmavWXkiu6XiePbmiq9z9lQczTlWcST3QsWh3FsVX+W9qNibP1z574Lhyl0FwxU7iR0Fr8o1QbKONhKM9MnMqY0K0/moW6b1qdlh/rv1btqD//I3eLqBZXK/LdKxpyUu8PpahaCrNiPxTHl+VmdJqfpoYXXlwfyG6gP5bTX7CnbWfFlwsHZP4ana3YXdtR1Fv9duLxqo2Vo0WLO5aLB6U9FQ1caioc81gVxbG8mGeigwWIBqEy00WM6barWd92aDs1b/Vh/t37YxDO9sEtjfaIulXW5JDj9Xr5R1rsrNOFxZXLKvrKJqt3rN6o6SlrrtxVvqtpXsrdtScrxuU8mVug3qB3Xt6v66NvWLNevVf6z+p3pgVWvJQK0mUJAMKeSNKNafj1VL5qHZfO5f7dZzh7c4zu3rcNe63xFkcHs73+ba5hif79qTuCdb0qVHG7KV+1cXFu+qKqvaWl5dt7GsoaG9rL1xfdmuxtayo40tZRcbm1f2Njat7GtoKntW3/Q/tus0HOq9jQP4PUOMrZMsiezbGDO2MhJZyk6RnTBE1hRqMGjGPiZriiYpSrZWRZ32zVE9Jy1SLiVF6ul66hxO63nKyf38zunF82ZefP4v/tf1v+77+v2+L/7frMnC0qyXgtLMKb4kGE12iFWUx0wlGRSoSKFoEfVDvRbltViPMtZiQn3QYqd0q9ld54o4wOrMrnDX4zUxAe2ijZz9pambGgRbcqrzuIUV2fzyUq5IVMxtFBVyD4v42X2i7dl3RAXZz4Tbuc/LtnNflPC3TRTzt00WSoIxcnIYryCHXMV5WKxMnatWhZkGdZjcrwEjbQaUwTZbxRutq5dc2L+WdUoc6tS1O3pta218lHhHckptWTpXWJhVWJjPq8jnlVTl8uqqs3kt1dvyeqqz8m5WZeU9rdzGGxNxc8fLs3Oel+VkvyiR5J8dEuVomKsghWXzKV/rfoK34vnw7KA8DHXowq3OpfJX2l0XnznkZ37sQLDD4b1Rvvsa4iJ27UxM2lGVtrWoPIOfW8ytyBTwa9P5lXVp/Ka6FMHR2qTC6zVJgtHq1O1PKzcVjIk2540Lt/Cel0mCsTQ5TJWRxXx56pxIAd7tosGT5nnwqF0GBo9owY2j1rTzR5wX9XT60LvaAu1bWiO8GvdxQmv2bEwoq0/JyK9JL8gUZQmTy/Nq4suEdRvK99TGCbtrYoVXqjjCJ5UbSp/uSCgaEyUKnlUk8ceFkmAcjYabpeehgEb5WCUDT/dQYbhVGu52ScPACXW43GMh03fSUfXoMU/jQ90Btns7wtx2HooOqjiwIVbQlJTObUzjpdZnlMTV5u6IqS2riq5rrIyq6xSt33lZGLnzWXlU1bgwWjQu5JSPl8eWSoYbZGmYJSWFpdIwUQfweB8F7h2mwq3jVLjSqww/n2FIn+izV24/7abf3LPGevfxINfK7gj/4o6YaN6h+JTNLcnchH3p/KimnNLIprLSiKaGkvB9nUXhzZcEYc1j/LA9k4Xh9ZNFkTUTxZFVkmGCrCzmUKjvKwCeNAA8aAW43U2639/d65wc9FwypnZdtFVqueCq3fizN6u6L8Cx9FSIT/6JyPDMo5yExK74LdEdqbnh7dyC0PaS/JCO3XnBnR25wZ0Xc4K6xrhBbW9ygvf/mxcqfp0f2iAZplDnIR/geQ3AcBPpnu2k+5Hudf4swMmrVOjq16G0/mIlL77hqFF7zZ1eftnXbvuFAPet50ICU85ExHB6Y1LCTidmBJ3Kygo8XZS57nR9RkDv4c0BfRfS/fuepq05NZPuf+T3jHXtv2UFHny3VRLMAKkPZQCjuwDukjP45SjAxT6AU5cAOgeo0DKoCuK7ZjJ1g2wV4a/O+oLbHtbcm75Oqf3+vrHXg8PCrkXGrrsav9H/akbimmuCjWuu1yX43Wjb4Nt/Ls63/wnH6/qnOO/znxN8ez8m+Z38kCwJ8sgZVAEMkTO42QlwmdxBH+mf3aT/tdyRgt2PaVAzqislHLVQEows18p+7GyWNuxmFzfkvTr8wdq1AfdDQvzucyJ8HqRHeA8VhHs/rA71Gm4N8Xx0Nsjj8Wig+/D7oNX3ZsPcB2YjPK7NrpdkpgRgZDfAvw6RDJA7OEv65zHS/w7eBmgckoLKZzQon9KR4r9iKHKnbDTSXtoZxU06WodNuDoGTHi6+Uz4+3hORvq5v0zydX+Z7eM2Ve7t9mqv5+rXxz1Wvbnl7vrmrdvKqe+eK8fRx2kE/SQZryZ3sB/gxhGSgTMAJ64AtN0C2HMPoHKEAsW/KUDBtNa8rTNGSmkz5ovipq0Mwqdtmf7TK2y9pl0cVs94ubj8sc7V6X30Ksf3qa4OH3guKz7ucLb/dMBp+edex+Vf7jnYffl9BfsTrmBPo6MkD8UAA+QOLp7+kYH2AQDxIEDVMEDhGEDuJzlKxlc1meRv2kqcb4aqYd/o2v6zLGPPWRum66y99cq/XJbZf/dis78HspfNRbNtMJVthTxbS6xcZoEHllpgnw0LB62Z+NaKiV8lut1GMtAD0Esy0NkP0HSHzB8i80cBuC8ANv0pTU1AJdkoVFUMRs2Fa1BXwx2NtEnpNbBHS2NbZJva4EozS/RgsNCfwcBIMzommpkgl26I5aYGKCa6TfTxqrEePpLo6nGSgXM/Mtj8K0D1AzJ/BGDbc4DkVwCxX0EqHKVl16G8ojcuWLAK1dQcUVODjbpa1mQXC2ToMtBazxTt9IzQWU8fvXR1MUhHGznampi+RAMLtNSxkhSHJk1V7JDo3NkfGTxAMlh7H6Do7/njAElTAFFvgRL8F0j5Ici6Iyg4ofR8O6QttEYlVRaqqNNRQ8MYtRcboKGmDtI1NdFScxGySXF0XqyM3hpKGLxIATnqNNykJoO55OekREWSkySDB0kG60kGSx7/f/76/wAE/AEUrzmQdiE7LEeQt0FQYiH8ZIqgbIjSKroop6qF81U1UFVNHRerLUQdNUU0UqMhQ00abVQBHVUA3RcC+hMRyoCxCyRBB/KpFel5JuaaaMZagmZLddDEQQ8NPAzQINgIDeJM0WALA/XzzVFPyET9nUw0aCLamGh4hIlGvcRFJhoPMNHkIfHCHE3fmSP9izmaIYP48WQg/bs5Mv6SAB3VlNGa7EA300Sm+RJkWukgw14fTd0M0TTQBE05ZmiyiczgsdCozAKNawmxJZoctETTbkuk9xDnLdCsn7hP4jFugeZvWcj8zELWHBNZaI7kzRx5818rZP0pAa4kO9joqKO5qSZa0bXQiqWDlmx9ZK0yQqY/HZlRzP+xXe/xTO9/HMC/JJVcQpFTTpef0++EX8zcN2xm7nMbMzNjho3ZtK9mtrlsSC65UwgllW666qLT0Sn9TqnO0f1Xne4hJYlKB+n9+/7+/bU/nn9+3p/34/N4f96PxwtsUu3AOsse1hfgYP1WHFg34MCmDQe2+zBHcPCv0zjY8BvmBg7sHtqD/Wt7wH20A9yc3ZwDbJjF/O0A9pNOgJvQADyXGgPe0gzsrSzA8acfwNnaEpzxq8HJywrwwdbgwMRqJWMVUDzY5TmCXakT2NdidmCnO5zA4ZAj4E9ifnUEx6uO4HQf/815CD/rPOEw7TLr8MUVcJ+dAf/BFZxGCeD8VgMgmRqD00ozcFq9HNzXWABx3QrwtF8FHkQrIPjbgFskDly42BoQu4CTAqu02RWcq9zApdHtm8su1znX/a5f3Y5helxn3S+7zBBuu3whvnT+5DHuPOEx4zROBJcxIri99gL3F2QgPNcAyKZLwAX7wu6W5kDGULH38NtgCVS3f4AP1QZIYXjwZLsCMZUwR8gizhLUHtPEco8vHvUeU54txM+ee4ifvLqIH0mnCZPki4QJ7wH3ce9n7qOU924jlBn3YW/weEkBr8dUIN3zA/JdDcAb68EVWyEki2Xgi62MkLVmEGb7A4Q6rwYaeT0EBONnqUz3L5Qkr0/eEtKkdw75g/cW8ntKNXnMp4n0jtpOeut7kPTG96TXiF+v12v/G55DAU89XwSMeT71nyY/9gfKvQCgDgSB7zUa+PVrAD4mRkD43/3mJhBqYQKMNabAsjaDGPxKYHiu+zsiAPeRFun+PiCePOqf7jPiJ6MO+xdQBwO2Ul8FNlBfBLX5PA/u9HlGO0Z5EnKe8jjkOuVRyBPK/dAx6p2Qaf+bNAjsD4XgvnAI7o0AmiZANTYCkrkpBC9bAtHLjSB+tREk/mwCPJz5NJewZoJNtR1lhLkOh8eSX4Tw/Z6GZAb8FZIX+DC0JOBBaG3gvbDmwLthHYG3w7uCboWfDRqI+D3oj4gHQdciR4Ov0KdD++gQ/msURJxlAL07GugnNQA/rAeqmTFEmBgCx1wfUn7Uh7R1hl+FdqYfhW4rRvmUdYPcEIcnbKbng2ie351IEe0mPTvsj8iC8OuR5RH9UQ0RV6PaIn5ndEZcZpyg90VfoF+MvkW/wBym/8KcYpxhfos+wfrGPBI7xzzEnmMe1AD8lxhCIDYT0VjmTDLTg3TLRSCx0pvKtDUcy3ReNiQhrXoiCra5z2e4DSTE+/XHCsL/HYMyLsXkMH+LKY7pjalinWc1ss6xdrN6YrtYZ2J7WKfZ11gn457HHoubZHfFzcTt58xw9sbPcDoSZuJ2awABWA8hxobANtCD1KULAF2h+022dsGkYr3eiBJv9Ezhsfw/skCrAUmk05U0ts/FpOTw8wmimLMcGecUR5VwklOacJxTxz0W38o9Er+fezihm3so4TL3APcRdx93PLEjcYq3izfFa+VNJe7gfdEIgowMIMJAH7j6WNYxnQ9ZFjozOat03qvW6b4qsNN7VEhccivPf02/PMLhIsryPpeeGNrNT2UdTUK5h3nK5AO8opROXiV/H6+Rvyepg7876Si/PamXvzP5Dr81+a2gOWVSsD3lI78BU5/yKaVOAwg2NICoxYsheTH2BsY6oDDTnlKv1H6zee28ZyXW8++VuBne2Oz7Y58qzO4XBdOre1M8rSsjJWa/UMzrEGQJdvHzhW380vQWfl16s6BN1CQ4KNou6BE1CP4U1QmGRTWp46Kq1A/plakfhBWCiTRNgIb1EIPl3lS9+SA10oY8U63JzeZaQ2WWWo8qftK+WeGif6XMZ8WF4hDbM+po4lElJ3B/VhKzHRXyWsRoWmO6IqNBWCSpE1aiNcImtEq4D60UdqNbhVfRMuFLtFT4TlIiHNu4Rfg+o1g4LtIEQgwMgI3lvfRFOpBtoPW1wAgZKzFGnlcsRe7VrNW6Xuukd6mKYnGunLb+xJYot4MFbP+O3MSolmwBt2FThrB6YxZaIc6XlolLs0rEDbJicbusSHxMVijuk6nFT2Qq8RupSvw2UyUeRVWidxtVorHvQCg2C/HzF0DGwnmQo4dMFukhg+WLkIc1C5GbDauQK9vwC3vryeanq4P/eWRrpMu+klhqWyGXvj0vJb5anp5WKkUzi1BFtlpSpMyXVClzJa1KpeSQUi7pVcokDzDD8mzJiEy+8Y1UnvE2U54x+h0I09eHxHm6gOpqz+QvQAa36CAPKnWQu/W6yI2mlcilZtyCc42kpScaAq0O1tAdd1fEUJpL48Nqi5LiylWpqYXKDDRXJlVkS/PzpNIyVaa0USWRduZnSHvyRdI7+WLpYE7GpmGFJPN1NoqOZKHom+8AXQ+bRy3sP+hojRdoI4/KEORu7TxkoFEHudJqgfS22c0/1epp0tUcsGbvtnBcax2TtK2KQ6ss57GKi/kpeep0iTQXVYgVClWafHOhQFFXmKLoKEhWnFLzlH+qkhSv8lKyB3MEsiFFmvR1tibAWIjNIzIP5FrICyx33q9EkIEGbaS/RRu52L4U6emw1TneTlhyYKfvqvaW0A1NTQyPmgZ2YGkNN1pdkczLLk0Ti4sy5CnqLBVXpS6MV1UXcNS71HEFJ1Tsgut5bPWrXE7eYE5CzpAyUTGsSJQPy/8fsHQXggjR/pyLIH+VIMjtWgS51oQgfbuw3LPXCOnu/Fn7cKerwZ69PitadtNs6ndGum3dwfIraoyn59TzEtBqgVBQkS5NKNuUE1uan88qq8yLKduZE1N+XMksvyZnlA3/l+0yDYrqzMLwAXdRQZZe6H2hG+imF+huoIFma3bZEVCRDCqK+x5FTdQxKho1GkVRUBiNSgAhuARQk+hEBbep0bIMokbLhTWIC4KIcuYQ/9nz46n+quvWfc79zvlu3Tc3fVNz7uQNzblT1rWszFhrCX5hTbMAVs/X0x4M5r69lLsOUe45CnC6bBScqJBaHavQjz5UHszaWxot33EsUb/pcFrI18UZ8cuLsqbM2z9z1rS9cxdN2bP0y7Tda1em7tmxIjW/ePnE/OqlKfnXliTvaV2SsrN96cRt7ctS84jNluAMGDqwAuDhJoBbuwAaCgEuUPaq+RHgRJU1HD/Jh5KTmhEF1QGOO6vCxXknYjXrypJNK0vToxccnZqafXhaVkZJzpzU4sULUoq/XphcvH1BUsmheUklP81J/NfV2fHFrbMTCl/OTdzbNT/p+xcLknZZgnPAupP60PgtwI19n3pwtpSyZxXAsTOUfWoZsP+sYuiuOh/bLTXBvPVnohS5p+J8FlUnm2dWpidMrZg6ObV8xrTEsoXZCeVrsuPLv50eV1E0La6i6h+xFQ2ZEypa6KXWmzXhSM/02INvs+OKui2gPsCjDZ/24MpB6sExgDOVAOWnAYopg+ZfsIGdv0ust/xba/PPi/7MVb+FShf/EuU561ycKfNsUmRqbXpiQk1WWmzNvEkxNavSY2q3pEXXHZgYXXciJepsfVJkXUti2M/9E8OrB9Iiyj9Mjiyz5NWqT3twvYB68ANAbQVAJfmPkL/gIsC2hiGw8SYT1t10G557Uzd+8XV/Xs61EPfMhgh9an1sYPyV5IjoK1OjI6/MjomoXxEd3rApKryhIDLsanm4+drlMPPVltDg+vcRpssYHXQeY4POWfKY9uC/uwEuDZ6DMurBKYDj5C+kDPodZcBv/jMEchtHwvImvvXCJsXoWU06p8x7RuHExiBF3B/husi7ccawxnT/0MZs/5B7S/1CmjYYg+/v8Q1+UOod9PCCIfDBU71/U6+PbyP6+dxBk89tDPycwbPQUEQ9oBk4XQ1QVkczQP5dVwA23gBYfccKFj8ZCfOa2UNntEhGZ7QoHFJatNwJLd7SsBaTIqglXB3QmqD1a5viaWzL0RrbV2h8O/LUPn8dUHl3Vim9X1xTGF50uOs6UKFtQxWh/pwbgz2gc1jzE0AF+UvIv5v8mwf9twEWNQHkdI6wynrjOGxyN9cmqVs8PqbblWV+q+IFvNWLfd8GuBh6wmVevQlyz3dT5Jq+HJm6b4WL6n2e1KO/UKLsrxYrPtwQKT62itz7B4Tu79GC3+kc1tEMVtXSDPxGM0j+vOvkv0X+RoDsRwBTX1tZpaLNsHh0GB2JbNtgFDj6oQtLjwqOJ3ryVOjLV2AI3w0n8OWYxnPBGRwJLnMW4Ua2EPexBFjO4uNFJg8fEc8tOEczePJngKPkL7gMsIX8a8i/kPwz/gSY9AwgqQesY9B6uBlHjgrAcWO90XG8FtkOHihguKGMKUMlS4xe5PJjcdHMZGM8g4kZTo44l4LkGgdb3E4fzEX0wVhlNxZPWXCa3gGlvwIcIP828n91+9PzT6fnTyd/XDtARB8MCUQY7oMwyhOtx3jgiHGuOMZOivbjhciy5yHfgY1SByd0p+CodRiDfvajKDQMw0Q7a8y0BZw/DnDVWMCtxHYLys8DHLwEsIP8awf998j/GCCtGWBCB0BIF1gZP8IQL4RhHggjXRFGixHG8BHGOuOQcQwcaeuAY+3s0NHOBtl2w1FAXhl5VeT1JczkiR8DOMkGcCaRYwG6sxxQJGUg352JQiULeVpnZBs5yAjnoFOyMzplsdFpIbGa1pvo/+84yNxHFHOQdZyo5CD7DAedfyWucpBzl4PcZ87Ie+mM/H428nEQ1t9waU1XWaCkjCWWMFDkykSJGwtFamfkenORYyYSuej8BV01j1hJ6w085GznITefOMhD3lGiglpxioeC80Q9D4V3eCh6wkVxFxclfRyUIGdAgs4fRMgheP1CS9CDapBQDVIXJsplLJQpnFGio3sE073i+CjKoN/ZfBQuF6BwvRBFW4ndQhQXClFymPhRiNJqIbrUEZcEKLslQPkjAbp28j+69vL73ZDX54q8XjkKCFGPDMWfg2qqQSpmoJuIiUoxExVyNio9uehuEqBbjBBd04lsMcqXSFD+FbFZgq47pehWIEH3YuK4BBWVElTWEBfFAx43xR9UD8R96nZRr/qtqFszIHytQvErFUpfeqCs6/+AGoY9yoUMVPEY6MlnoE7CQr2KgzqjALURYtSkSFCd5YLq+XJU5xIb5B812+QftHvk/doi+XvPH+R9XuXyd16nZL26X2Q9+muybsM9l1eGVpcX3t3SDsOArF2Prm16dG/VoeKZAZWfg55Ug5LrhHq2I/oSJhEDAxVsDDDw0RgiRp942YB3hlu/IUfxzrBM2WNYq+z2zlO+8dmlfO27X/HKWKLoMpYqXvhVu3f6n3X/y7/erSPgrlurqdn1manb7UnAgMdjf1T/6Y/a+/7oeddkCeqc7NGT5Yh+VEswczxGCBwwypWBEV4cNJtE/UHR8h5TmsfrgOnqroBFmk7Tak2H6RtNW+B2TWtQvqY5+KD6echR9bOQStXT0FrVE/Nlj8dhdzwehjV7NJnfaO+GDujuhKDhdgh63wxFn6th6Ps5aKAafMgf4mCH0YxxmMi3xSSZPSZqmO/jjPw3UeGyzvAkVZs50+u5eY7+qflL/eOwdfpH4Vt1DyO+192PLPRqijzidS+yQvfH/9gu06gmzzQMv+xgwbqgHZfa0XFspzrWuhSRRYQACVlISEjIQhb4kpDdJCQiJIKQAEGWsMi+CIZdFBAZQFkdpC5VtOpxObXTmdqemaqo1G2qvvN6+i/Oj+v3/Z3nub/nvBd+cPsNwtT264RrO67G3N/xTcz8zgsEGPQ1HgZPE2DoRAwMHSW+DwxYthiGonw8cj66/weQs9oX8tYvfM3965L5hIAVv9D3rLsfS970PYm9/W6MeOctojbwBjFj17dEa9BVUlHQFVJl0DfkxuBL5PbgC5Te4POUM8EzlIsh07Hfh0zGPt49Rnm75wwFRgzFQtwAFeL6ae8DA9FJD1+0EFKQ93KW+kDRSm+IrVvwHPvc70HStqU/8kNXf8chfnqTydw2GycMukRVhJ2nGsJnqJkR07S8iLM0e8RkXA1uIq4ZN0bvxo3SB3Gn6dORw4zbkYOMB1EnGb/h++iQ0MOAMV3xMKaD+T5wF/qGaORajAU+ULjYE6Z85PFGscbziWqD90+KLX73ZMHLbojxay8L6V/OcHghUywxbpypwZ9h7o8ZYWYTh5gFxEFWOXGAVU88yWoj9SX0kXoTxknHE66Rutk/kzsTXlLaE2DsUQ6MPYJo4r4PDFmyCJJ80Ax8vKBkoTtU+bu91K5y+0W/zv0H/UavW/rADy+ro9bMyKibJ5LZQSMCUdQpnpzUz9VTT3BNtB6uNe4Ytziui1dF7+A109t5x+itvBG6I/ESvSXxX4ymxGfxDYkwvpYP46v5kFH1f4BhaA9ULx8o8PKAcl9XqF3s8tS43OWntNUud9M3uF1ND/D92ohbNamlfD6sZAaelPIje5IllE6hmtEm3MdyCLISWoQ29hFhObtJ2MBuEHWw60SnOLWic5xq0T1Opegpp0L0mlMmesO2I0pEbxOcgRF+qIvuXjDZ0w2qfVxeGXzBw/SF4B9mf3Ajc53LpcwdC86aw/9wOo306YCe8VWPmhfRLk+mtEjlzEaxnluHZfBrMIugCisWVGLVggrMISjD+oSl2KSwBLstLMLmhIXYK0EB9opvw/6bmI/9xnMGRn/gC1nItaTurm+0nuBhmie4Z/YEt7O8wazlEzBj3eo9lh22bPAAcf2JdPq2DgNnT7NWRK5TSVlVcjW/PMWYVCrNxEqkNqxIWiE+JG0S26THxPnSUXGu9LrYKn0gtkifJ+dIXyRlS16IsiUvhc7AmHddAGgPri7PUl3BdxnorX/QDXxr8QQX81eDKdsWz5G83Uv7LYS13Vm0LQ5TQmh9moBYqRczSzUKfqFSJ7bJM1Jy5RaZRV4iz5HXyQ/KO+SZ8iG5WX5FbpL/W2aSz0szZL9KMmTPsAzZ82RnINlrAeQD1EUA/oOc704mQPmu4HK+OzhXuAKMFW/2GCwMWXzchv+k3Urd3JTNCqo2J+JL9ycxDqWm8K1ateSg2qg4oMpUm1QFmnRVpSZN5dAYVQMaveqCRqe6r9KrHitSlU9kqcr5FIPiV4kzkOrhDUXA7fVe5FvId25mA3Al3wWcL3QFk/blYLhsk3u/PWhhV3HU6qOHYjfW5TEDK3K4kUWZIlpuuoSXZVRI0vU6lUGbrtXtter3asv0au0RvULbq5drp3Uy7Q9aufaRRqGZUyrVTxQq9ROZM5Du5gXFwHVeD8Bd5J3XrMi5CpHz2JFzlC8Bpyr/4tpzONC3rRy3stFO/qyqiPGV3cYJt1kFlOyDGCfdLMN0+9UqpdGoTzFkGcWGIiNmqDcmGY8ZhMbJVIHxnl5keKBN1j/SYLo5lVj7WOkMZAJ0l4DLz8Z3PQDgsg2AmRIAxiuQc1T5gd7aDS6dtQELWqojPqo9TPxzeVnctsKShN2WQ4lEc14SK9UiSVJmKZSYWacXmMzGRFOBkWeqMXDNXakc85iObb6rZWc83Mvd/1CTuO+Rmm+cUzmD+ugOlb/v4TqawQXkXVMof6QGvfnrvUF30zrgaNru3dAQ5l9ZR1hbXE37Iu8wMzirjBu9r0RI1xzC+JJ8GSrGXg3bkqFjWfJ1LGu1lmnt1MTnjqoYuXeUdMucMj5rTsk0zylZpsfvAQXA7ZkW7eEA6gGawbkyAMaQe51qAKC72RW0Oj4GjY4tHlVHQxbZm6M+tjVRNmbXMwLSa9gRuko+RVaexBaWSpPZJRpZfHG6glGcr6CXVMnoJR3SOPuohGa/g8UWz0uotnkpLXdeGmeZT3EGYsDlRwPqYg7qQTEAk1XIu1B+L/IvRxt693cuB9VdG91Ku3b6FXSEr8hpi9lgclC36pvjQxVNHEJSvYDBqZXwGDVqUVxNejKtJj+JWlMlpNZ28GNrR3mU2jtcUvV8IqnilYBsfykkF70QOQPlaA/oJsy+mwHawWg9AAMov6sDgEbkYIdP+AF733qXgr5tPjm9of6m45F/TD1G2qTsou1M7mBGcNu4JEZrEoPqULIojrQEcmsui9RaGU9qbacT287ExbTdpuKPPo2Laobx+HrIJNS8TXBmDu3hFvofL6IeTtQCMNSC3LMTuR9y0Jp+5F6DriBveBXIHt7kYRre+WHq38JWKgejNmADxC+5J6lBjD4mjtLLJxB7U0iEXgOJ0JcTg+8rJ0T3t0ZH949ERfXfwuF6n0aFH4eEPd2QGN4Oyc78E3XxagEA05UAnG4G4CTK7zyBZjAAQNkQANZR5J9TC0Ha3//kqju7xUdxNnBp8lTYGu5E5Gf0ceJW8hgtED/GCYkaE++OHNeF4sazQiImSoMiJo7uCp8cCtwzeTMgbPxpYMgZGLzrNAzdNQTDnLmNenAB9XC8EYBBNP8elN+CHLRyGAAb8tADyAN1F92AYtYfSGfXu4tmv/DlXAn4H9t1GtXklcdx/IJAAsmT5Ume7AlJIECAQABDQCDsuyzDUqAWq7ZW68LRGTvW6dgZHevU2mV0tFp1XFpXxrUudasKU3EHseoUF0BR6gYoohYBf3Nt30yhLz7vnnO+99z7v885lytqcPnm1qcFZtSPtKXUl9qTGsbaExuqwl3nZ4e5Gj+xJTSuCYm/sDc47vuL1hHnu4Kd9S9sjrOwDz+DyMEaXt7FlXQO6fztpPu/gfa/OETP4Cghf6X9d04TMqnRjbzexCOjmlXupS1+vPyWEHFWy3BFSkucLqElzTiiNd8c21phjrnxljnm5gyTs22eMfrW576OW9V6x+3vdMNvt2sjbj43hLfCaGuBebA6eg8Or6dnQPtbaH8V7X92jJC5xwn5I+1PPk/ImB8IKbvpQYo62GEjO7T89A4/JrHTysZ2RigcXbHqyK4Ujf3hSG3Yo3KNrXu8OvTxDFXI4w+UwT3LFdYn27igJ6flQU/vyQJ6+mSWbgxxhM7g3m30X0D7aw4TsqiGkHl1hMw8Q/uNv/RLmwnJv0/csp57e6T0sbz4PrUgut9XHNEfwNoGbDLrgEMe8MLF+SFTbkKxzBdjWD2mSXWYK9FiqViDapEatYwaN4QqdA+x/9+EbKfz9yXtL6klZP4JQt49R/sXCN3/X/q5bYSkPiRuCQPEwwkeLxKMjw1yYRA0In8YxSYESvQIk6gRLVEgScwiVyxGuUiAiQwffxLw8bEPD6t9vLDT2ws1Q+zaTWeA7v8y2v/wJCGz6gmZcpH2rxBS0kpI9m1Cku4SEvOEuEeCeISCeAXBje8HLx9fCAVasEIlVIwMBkYEC+ODUMYL0UI3JAsI8n0IKr0JpvIJZlMLeQTLhthM+ytofyHt/5n2p16i/WuEFN8kJOtHQlz3CRneRdxsz4l7IF2Dia5BD8JTg/A5EG8p3H2E4Am8wQg8IaddDe2aqGDadlDJtJ1PW6OoCV4E04eAXi+DLEgOBcUFc5CGK+DtVICfzoFXLAdvDAuvKik8Z4nh9TcReB8z4C8RwXuVCD5fUVtEEOwUQbifAVPLQFTPQHyNgeQeA+kTIST9FAQvvWAgHKBfDAYDXYMiUA6NhYMmkAMXqoDEoYA4RQFRIQdmtAzMZBbCmVII54gh+kgMyWIJJCskkK6TgN0kBrtdDNk+MeRHxeDOiKG4IobyjgjKx6IXij6mXwnmOQdRLwcxJaGk/w++Ohk0/nLozRwMfhy0VgVUkUooE5VQ5FGj6Lom0j2awYL7CwvFhyyU/2ChWkatZqHewEKzldojhfZbKXQnpdBflg4Y2iV9hoeSnwzPxU/1kPTowfboIOvRQv54EJi0dJyMcpgNcvj5cjD5K2C2q2CMV8M3WwVDmRKGNxUwTKNrfI+D7wccjJ9QS+i3K7kXpi+5AfMWeb/fLuqgvM//uLzXclH2LKBN1hPQxT4K6GU7LZB3+ENBqR74Q/3A79dg1shg1skRpJbBSoWYOISGKhEco0ZQugaBRdTragROUQ0EzlT1Bc1R9QYtUP1kXaR6Frxc9TR4jepJyCZVT+h25ePQb5Tdtlrlo7BGRWdYi+J+eAd3J6xX2W6D5pYNujYb9DdsMAwGf9oNUrII56SIpJwGFs4gDo7hakQm6WDP0z8PH6V7Fj5B12P/g67bPlv3MGK+rjPyU11H1FLdg6h/ae8PX6+959iqvevYq/kx+pim3XlOc8vZrG51dmiuR/carkbD2BQN838d8LvsgP+lQWBRyRBG29GsGPFyEZL1YqRYWCTaFQPx8dpnMVmGR85SY4dznPFeTJXpTuwsU3vsXOOtER8Zb8YtNt6IX+HbGr/Otzlhi+G6a7fhmuuI4YrrrOGHxGbDxcQOU6Or11KfgMCzCbCeiUfwqXiEDIYgBQuHVIwEIYN0mQC5WiFG+okGckLZJ+lOVWdyquFOYqG5zVXp35r4tuV60gzL1eT3/ZtS/u5/OeUzy6WUzy3fp662XEjdGHA+bUdAQ9rBgHNpJwLPpjcFnky/Zz2e3htam4awY6mwH0lFxOGX0n7t5z2Io2/OVG8f5Ev4KFHxUWr0flZiZToKI2W3c12a5qxcc1NGWeDFjDeCGzOrQhsy37WdzZpjO521IOxU9qKwE9lfhNVlrwv/Lqc6vDZnT3hNTo39aM4F++Hc9ogDOU+j9uXAsScH0buz4dyZA+eOQRBFzyCJvvdyeXy8wnjiNc6zf7TO82Glhd/+ahhz/ZU4+aXiLENDQbH1dF6lvS5vYtR/8n7vqMl7z3E0f170t/kLow/lL3EeLFjl3F+wwflNwQ7n3oJDMbsLz8bsKrwRs72we8TWAsRXFyBhM7X+d0MhRiRCmpc3ijxpXzAM46TuT99Uut8d7zus5Q2r16WxMaJzlenauooC67HSiqjDxeNiDxRNidtX9E7CnuL3E74unu/aWfypa0fJMte2krWJW0uqE6tL9iVuLqlL3FR6NWl9aVfyutKBlLWlSFlNrfwNiBcIke3OQ5mHB8by3fomCEjX21LSNklFmib7uzdMcgjq3kpRHR2XF3CgsjRq96uj43aUT0jaWjYttbpsVtrm8jnpG8sXpG8oX5z+VfnKjHUVGzPWVuzKWF1Rk7Gq4lLmior7mcsr+rKWlSNraQUy//kbfj6HPPrWes3dvX+8B+mc7EnapvLItSoBuTDd5HZqehT/WFUSd2BSjt/X44sj/sd1eYY1fa5h/Al7qSCIVsSiIA6KSHGADJEgYYSVMAIkZJGEsAkjcFhhQ2QYpshqxIGgqKCCeKrHqqB19Vi1WmyPp7aK47S9zmkRBPueh2/Kh9/n+7rv+3n/1/8+zo9xPcoVUg9xEn3V7Ez/bnZ+QCe7nN7OrqUf4LTS93PU9FbOicBm9t8DG9nfBKrYk4H17JnAOjYJrGUT+l42CVgIoeoYkFDcWjyg/FcK8GMK/mfLNOF+hg7cyraEK/ItOheyPJYOpftanUgO3XxEytqpFvG8O4QS/zZ+alALTx7azFMwGnnVDBWvgVHP62TW8Y4xa3gjTCX3JrOa+zOzkvuWWcEljHIuCS3jkuCFEB8tfAegSYQAz3HzfS8D+DabAndytGA8byVczN+sfS7PzfiknGbZmxlsp06LcG5P4lBb4uMCGkSJofVxGeE1wrxIpbCMVS2sY1UK21jlwsOsMuGZqBLBeJRC8DSqSPBnZKGARCDhCLNgAcSPokuiQGNajBmkAjzIxt2L//s38jXgctFyGC3+THNQsXNxf8Eei0O5QRs6s8O3tcpidqtS+AE1CRJmVXwKq1ycHVMiVnCKxUpOkbg5tkCsjs0Tn4rNFX0VKxc9Qf7HlovmouWi91HyuL8i5XHkIwh9/haA8hv2MJEBcA/1v8bteVWBm6vUDM6Wb9QYKHM2OlriveKLIvq6tnymU2NOlEdNBtevMi2OUZyUGF2QIOP+TZrHz5GWC7Kl+4SZ0k6hTHpcmCa9KEyJfyRMkf7OS5HOxKbGz7LTJHPRCyHBoI27l/IMe3g0n0EBbj7cXf8ox81VaQynq9dT+qq3G/RUepl3lAVYNxczttQXRLpV5XJoJVmC0HyZJDo7NYUvS84WpSQrJElJNZKE5DZJfHKvRJw8Ko5L+lYsSv41Tpz0li9JnOHGJ7zjLIQw8R7xFp5iD/dzcfMVA1ypwM2F+3NoryEcr7OBI7Vb9bprPE33V/tZqSpC7PeWRriUFcV4F+TzgrJzRKzUrES+VCaTiNLzEwTpVQn89OYEbvphKUc2HM+W3ZWwZa9FnLQpITf1rYCXMs3jJ09zP4REgOYU3sIP2MM/MYNx9H8Jt98wbp+Bel3obbACdYOjTrvKw7ipjraqtiZoY0V12DZFRZRnTklsQHqRMEKaH8/l56aKOfKchGh5WUJUTqOUlXMwPjLnjCQi97YoPOdVXET2lDAy860gSjbNR3gfMn+PrxIAHssBbs9ngP4v1AEM4v471kSBgy0W0NG6WaulxXVRfdOeT6oa6OtK6hmOeTWR7hnVbFpiBY8hLBXHxBQnCSMV2eJwRak4TKESMYvVQmbxEJ9RfIsXonjJCymc5oXmTfOYOTPchZBYgGfzPeTjW8AOLqH/4UbMAPdXTxvurnZzaO3cpKHqcDZQHvBaVrrff01BS4h9VmO4c7Iqmiqqiw3k1MRFRCoT2czqLG5odQk3VKnihCjVMcHKoehg5S1WYPUkK6ByNppeNhcdWDwXE6j4mDm8hR8zAe5iBlf3YgaoP7QfM+hA/W6AZvVi2NdjQ1EedNItU3uYFHb7rJJ3BW5IbWc4SdpY7txWNo3VLAhmNCWEBTdmRQQ1loQHNe0LC2xSM+hNQyH0pltB/o2Twb6q2VBaHWH4KUnYQl7jm3w0/x4r8S2oMAPUH+jC3YMbcP9hgNqj2lB1zBJK++y1Co65LJL3ei1PPeK7Nv5QkD2vh7mDpY7yZHRzaUFd8QEBXZkB/l3F/v7d9X5+3V/Q/LoHfXy7b3rTuia993TM0qgHiB+1hfgjAR/yLB2/CZjBNezgAuY/iPp9h3B79gI04g4sOwlQeNoU8k7bUrJOO+mlnHIzkZykWvAG/NaxTgQ5MPrDdtD72e5+faJdtL70XT59hbt8+mvd9/R3uXn3n9pJ7b/hTO2bdPbsfefqcYR4uPcQz4VMYAY3q/AOmgDOof4Aej/UhxkMANScBig6C5B5XhtSRy0g8cImLdGFbYaxo25mkeepliEjfrb+w8H2PsORjtRhvpPXcPLnu0fyHD1HlFs8R9oddo0M2HucH//MY+SFnevZd5tdhojjjkGydfsC7pXiHWAHo9j/IOr3ovfOUwCqM5jBMEAObsGkywCCMQOIHbekRI9v0g4bdzIKGnM18x3zsqBe81uza4xh4z7GsXEbk9q4jsutd16vWOtyvdXK5Xr/p843rq52vv6L5bZrM1ZOV4i142Viu5Ab2MHFAwBnMf/jxwHU6L35HEDVeYC8LwFScYvGjQOw7mhA8H0DoD9YSfF9aKtNfehg6PHQ2djl4W6z7d8FmG97FGG+9bEASVvm9L3C7PMJlanjxOGljk++NHF48i9j+8d/mNp9R5ZtfECWIys+5DLewEgPwCnUPzyIHaD3vei98BJA+lUA0Q2A6DsAIfcBfCY0wesXY4r7cwst5+fWek4v7IwcXmxdbD/pscTupa/xxpdhSza84i9Z/zptse2b4kXr3jQZ2fznmKH1r9cM1v72XH/Nm3f6n74kBqtfEsMPGVVjB5h/7xBA+whAHXpXYPYZYwCSmwAx36D+AwDaBID7vwGc/9DV2PqniZbD1Apduykr/fVT6w2t324xspp2MVo9QzWymAky/OQd28B8Nkl/2Wyhntlcg67pXK/u0vdf6Zj89ZO28ftZ5P1HnMH760f9Lsx+30WAkit4g9dR/zbq30P9R+j/BwC3nwCcJgEcpkFjE9HWsiVGOmuJqe5qslJvJVmjb0426JsSR/3FxBV/0Gl6OiRMV4PE6QCRI0ptIN1aQAaRO5pA7n3EAOavRv1GzL4cs8/+GiD+Luqj9xD0vucpwM6fARxRf9PvQFk3CxpWBLRWEdBeQbR0zIiBrglZqmv4f7brM6rJs40D+E0giwwyGIEgG5ENguwVgTASCCBhmAiGIQScKAIi4gaxiKKiiAPcA6UoLVJXXZRXT6VasVbrbN2rLtRKuXrR9/2AnPfD7zwn5zkn/+u+nyc59x9EdDpYYq4DnYAnCsbsWMxOR4WYXYF5tWgbhUDLF3ZifgPmV5/H3wDufcFlQtS49oTbhERgtv/Q2p8TMvoVIZb9RMcMCMUIiC4f5+DgHEwgNBqiAA0z2cgQmSN7zPZEIZgvx+yJKB8zS1HZF4BvwwfWaD6wsd8xHQSg64JfPw5FGABJ5ALJYAMp1AdSgnGLGEBq6EDqMbYRbaMC2Y1a9YAcQcdRN7qKftcF8gp9RKA7iAYI6P0PdTgQ4Aw8OwEIbAXAxSvdEefw4gNFwgOiwDnUuFwtC0gxzlGJc1TjHHV00GmgA2ULDSg7qKC7nwp67VSgdlGBdg5dRnepg/QXegO0fr2/aKD3Ee9+oAHtAx3oI4HQWgCGyNgSr1YC4OB+sD0FwArhg76cB4x0LtBzOUCbxQL6fH1gLGMCs5YB+usYwNpEB3YLHTh76MBtQ5104J2mD/Iu0T7zb9E+8p7Q+vnvaW95g7Q3fKC/5gMT6b/mfQmMMFc0SgBiMz6YiflgaoOfXYVgHCAEo2gBCJU8EGi4wJ/OAUEpG4SLWYOGNfp/G61hDhhvZH422cr8S7SL+UnUyvxo2sH8YHaS2W92kfFWfIPxp/gx44X4Hf2ZeJD5VAysJ2LgPBYD99EIYGIhgFEiPlgZ8f5la8kHOychWPsIwTJcCKMS8f4k/oC51uDTqGLuB4sFnPeWy9nvrFax31qvZ7+xbmL/abOd/cp2H+ulbTvrhd0x1nP7HtZT+2v6j+wf6v9h/5Z9z36Qe9ceeLfsQfCbHQhu2oFwODDH9dsa8sCBbwBOQi64mRuAG76jLmOF4Bhi+NlBbtjvkC5845AreOUwk//CcR7vmdMSg6dONQaPnesNHrk0Gjx0aTZ44LqH+7tbG/e+exf3nns35457H+emx0Pudfd3/D43MLziDsaX3cDkJzcQ9bqC6XBgbcwHRx4X3LF3+vBZEGDKBn8bLvi68j96+Ru+8ZAaP/dINn7sMdnogedUw/tec4V3vSqFt72rBLfG1Qlu+jQIbvhsEfzqs0vwi+8hQZ9vp/Cq3znhFb+fhb3+Dwwv+r0T9fiBWbcvmJ/zBYuzPmBxxgcsh4PRQgPwwHxf7HxhXAZEGCNL/U+SMZxXwd6Cx/5hxvf94kW3/FWiGwF5JtcCi0yuBpWLrgQtEf0UXGPaG1xv+mNIo9nFkGazC6H7zHpCD5v9EHpSfD70kvhs2F3zU2GvLY+HDlp/Fwq2R0PArjME7DuDvwQuXC74DOXr0SGGRYU4IXUgXkx7LbNjPJK6cW6HBwqvS2JEVyRK80vjNRYXxxda9oQXW3WHV1ifi1hmfSbiK+vTketsTkU22ZyM3GlzPPKg7TFpl22XtMe2U3rTrkP6YnS79POYtkhwOohaI8H5wAjgiXsQRGFAlC4VEhm6oORS3qcYUZ4kW+jeSRhD71P4ci7JI0Q9MQlWZ2NU9t/H5DqciJkx5lhMqWNX7ELHztgqp29i65w6ZA3Oh2XbnNtle53bZB3Oh+RnXFrlfS775E9c98g+ue+Ugcd2GXi2/B/gg3/1Eux78dh7U/R0+icyyEsVh9xLNyK/pNtRfkz31j+fIjE+lSS3/i4hxfFbRabrEYXW42tFkechxTzPg4rFYw8k1Izdl1A/dm/CJq/dCTu9diW2ee1IPOHdktjrvS3xwbjNif0+TQng2/hfPhtHgAA9JkRi15pAdN6rCPkDz/o3M3XJr5OYpFdjRbqzPBknM0OEnaoYy8NpSU4HlSrP/ck54/YkT/XdlVzstyO5wr8leZl/s7I2YKuyIWCzsjmgSXkgoFF5NHCj8kJgg/Je4Nrkd0H1yRC0Bq1OhsC6ESBEhwEy3INUQh4N5ecQ0jdFh1zOpZL/5JuT77VutKN5Qbz27KhRBzIVjrvVqWO3T5zsvzU9P2hz+syQTWmloRvTFoZtSKsOW5+2JmxtWpOkPm2PZHVah2RV2nlJbdpv41emvR6/Ig0kK1JBUp0KYVWpEDrcv89BQSj9uAd3sGtcw7N+byGecwsp5Ow0ETk2w0XvyLQAbmtBhNnuvLjRzdlKzyaNOmBDRnboukmF4fXq2ZGr1eXSVeql0lp1rXSlekPUCvWOqGrV11HLVaejlqquRy9RvYxarBqULlJB5MKJEDESPgfq0HN4NrQHeXjOn4b5M/Gsj04UGZFv5zhS2mb7sfbOCjdpmSazayqY4N4wJd1/TfZkSa0mT1ozeUZMdWaJbHlmpXxZ5gr5ksy18kWZ2+IqM1rjFmQcj5uf8XNcecZz+byMv2VlGRBbNgmiUdRwEI3vQgr2vSzsOrj+S9g3uoux76CuuXzSXuags7/Uh7lzrsRoy+xY6w0zE13XTE31+0o7SVI1JSd6aU6BfFFWkaIyqzyxImtpUnlWXVJZVlNSiWZvUrHmaNJsTW9SkeZJYpHms2KWBuKKJoMcyYYbehcG0gm5m4udE3vnBcw+U4Z9B3WUc8jBCjud3RXejObyUEFjabTF2mKFU22RclzVdFXo4kJNdEV+XnzZlOkT5uaWKOfkLkwtyl2ZOjN3Q+r03F2pU3O+SS3IuZiqzXmYos35NEGbA4kF2aBA8cNBHKG8VRNyC9+Dy0WE/IDZp+Zj51tASFulPtm3yJpsX+xJ27wwmLe+QiquK493WFGS7LVkTnpwxawMacm0nPiiwgLldG1ReqF2vkqbX6XO065V5ea3qLLz21Waf+gu06AorywMn2/pBnpF9gZUVkUCotIKKjuC7CDQSAOCOyjBBVAHQXEERFBoVFAblRAFFXAjaAwuQBxNJhpxSYZKzBAX1OgkKsqiweXkWPMHpmp+PNUN1dXPue937u170r5NmJ/Wo16Q9mbugjSMXbQUo4k5w6F+ZJ6mANyhPri+luYd8p/fRHPvZrrrFgigbstoqNniwu8tmindWRBgtm1TmF3RhuhJ+evnzshZlzQrM3tBePrqVNXSFSsSF2asS07JKEhJztAkJ2XUJCdknJinzricFJ9xLyE+YzBe/SnGJS5HVdJyjB0O9SM8ov3YRX1wlea+DvJ/VUQZFAMc3srAZ6UKqN7mxFWWTheXbfUzLt4SYv33giin3E0qt+wNCb6frk8JWbJucUzKmvSEhKzs5Pis/JS4rLJkVfb+pNjsY4kx2ZfU0dm/xkdnDcRHr8a42JWoUq3A2OFgPMD9NNoP1AffUP4XyX+6hDLYTvdtolpjBFUVDoxGM023pNzHoGB70Oi8kgiHtcUxrisL4z1TN88LTMlfGKnesCxOlZuZEJ27MWFO7jb1nLzquVF5TXGReV/HRuR1x4Sv748Jy8GYiLXEmpH0f+wFeg6d1AeXaPZsLQVoLgc4QjNoNbGrUgaaKlsoqZoiLKz0lG/cGaBYVxFmt6p8zsRl2+PcF5Qm+iYUzw+JLUqNiipcHRNZuCEmoqg0OryoOiq8qCkirKgjLLSoOzS4oD88aDNGBOVjRPCGkTz9uCezAL7Lp7lzK8CXGoDjlQCHdgNU0hxYptWBrftGQ8G+idzG6univ2n9jFbvCR67fHfkhEWVsa5JO9Ueqopk/yjN0qDw8lUhoeV5IaGa0qAQTXVgsKYpIFjT4R+k6fYNLOufNWsbBvqX4OxZxSPp+bgfKIPL9AzO0fq/qAJoqKa5ax/AjgM099QC5B80hrxD45m1B5U6qz731F9eG6BYVBNqm3Qgykm1L04ZVT1vZqh2iXewdpVPkDbPe7a21Gu2VusRqG2cEaDtmB6g7Xbz29M3w6cKPbwq0ctrF3oP59/Ui9eoD9u3UQa0/hPkrifvXppDt9cB5B2h2atBBJmNY2FFozOf1ugmWtjgbZh4NNBSdSTMLvJwtFNIvXpyYP1C5ay6DKV/fY6rf33xFL/6PZN864+6+NS3OfvU/+LkdahvokctTp7xGbpOr0HlcH6kDK7QHji/kzIgf+NBgNrD1AdHAbY0Aaw/AZDeDLC0xRAWtdgyyS0uAnWLuyT6C2+j8OZAi9nN4db+p2LtfU4lj/dqXkasHefZXGjv0Vxp59F82GZm8wXrGc0/W7mffGUz7TjaK4/heNcmdBjO93QOtFdQBpT/CfLXkVt7jDI4CbCJ3Fmnyf8VgPoCB6o2E4hut2Mi2l2EwW1uEv82bwPvtkCTmW2RiultanP3tsXmbu2Zimntm8ymtleYTu04ZKzsaDVy7egynHyx19jlPJpNPIfmzq1oMZzLtP9a99JeIH9DA8ABWvcOcheSe91Zmj/PASTTPBp9GWD2VQ78vjcAn+tWjMd1R969U6mr7PQUT+4MlE66MUfqcmOedOLN5RLnmzkSp1ul4k9u7Rc53m7Rm3D7lq7DzWd64zrfSeyuocz2KsqHc5F6/zQ9+2ONdB7Q2qtaAIrJvZ7cGRcBFlwCUH0DEHINwOcmwNQuDly6xeD8q4JxvGvLjb/rLLC/5y60u+8vtLkfKbR+kCS06kkXjH2YKxjzsJwf/egQZ/G4jTN/fI8z63nDmT5A3uQ+CoZzlvwnyV9/ivrwDEBpK/UhuVd2ACy8AjD3O4CwTgDfHwDcfgJw7gZweMqB/QspY9Nryo7pteIteifwZi+nCExeefKGfcG8fl8cL+lfykkGcljxQBkrGqhjdQfbGJ3XDxjB4GuGH8ARNFP+Ryn7fV/SWXCe9iHlvvofAIv/Sf7r5L9N/i6Aab+Q/x6A/UMAqxcAlm8ZRoF6rAkacAao4KRoTZdCR7oYT+UY9OUAI1nA+UQ2A0iHPtYQ9IDxBtEzgiby11D2FRcANn9NPUi5L6Hc4yn3MHL7kHvaXQAn+rjtbwAWvwOYDgAYfgBGhsCKkaVLuR7HoT55TQkrwpHcbkQgeeOJdIIOQaSDF6nx8PgIPif/Lsq+iJ77Glp7KuWu/pH8d8hP61bSuh2fAFiT2+w5wKiXAJIhoEsoMDzVwBDwX8jNE2J6b0yMJZzI7UGEEXRRQ7qgIP0oYfEIkB0nR95WjpyNHMGOluYoRVBKEPxECFGkmqeDsEyAsIaU+RxCMaFhESqJaiqhljhCHCfOUCltxFXiZ/gAT+A99BEf4B395+3/AXl7OepaE1ZyZOkVxlEdU6gObzFCuB5CAtWRKkTIpDryqI4iqmE7sYtq2EvUkLuOaCJaiAvk/JacXfT9j2EIXsGf9Ndrcg0SA4DM/4J6NvooHS1HiQXVQa+srQwZF6rBg7IIpizmUg2LKIuVVEcO1bGZ6iihGiqI3VTDfvYDHGTfQwPzDk4xQ9DK/AlXmDfwAzMIDyiFXnhJ1bxgkHnOIvucQ+4PfiQoG6OPBmZyNDSRo8xUhnIrGUo/kaHIXYo6AWIUxoiQT9FFLl0H+TXC94KNgrfCLfyQThn/RreSe61XzQ2Katl+0RG2T3SCfSU+y74UX2J7JTeZZ5J7zH+kL5gnsiH2sQz5R/ooeDAKBfcNUDgcNFToo5mRHBUGMjQ1lKK5pQzNHei9UoZGvhI0iBC/G5Wo92ZUqu7AqEydPsNc4UujAkGvcanguckO/pnJHv4P0xrud7N67qnZMe6J4gz3m6KDe6zo5HrM77J3zZ/z3RZDwjuWqPOTJep2WaLevyxRNBw0M5bjGH0pjhVL0FZf/BfXZRrV9JnF4RcwQCARxIXFsikQAYFEgQRIIIEk/5A9IUAISWQJIGtYDci+QwTZQZaCWhDXDlYUN5SpWqxaxTrauh1bHad2dDxO67HjjPrO67fYD8/Jx3vu7977z/tAH2cC9F5PhOuClr93pxPfuMYSfnNNsH3pmoZ/7pZv/czdYPUPj1qrp56tlk/W7bR8vL4f99P6Udwjr724h14HcQ+8Z3H3vc/j7vpcx93xeYS7RXppfYP0X5trJEi4SoLEb33g8sve0M4U6Ib698ITIAmHh0EEa0hZjYdkd5t3AX6E3/2oxBckNvEXkozwZIPW9pFvts1D/xL8vY1V+LsBTdZ3AnZY3w7sxd8K3IX/Pmg3filoGn+DPGPzHfmMzTXKtzZXKPdtvtn0nHiB8tZ+gQwdzpHhynkyXHU26FPgegIR+qP6m8ytYLgNDtIdcB8iXCx/p3pZ/7qZbPuYHEl8QBYSf9iURLgVrCMuhRQsvx5qWH6NWmt3hdpid5nWabdI67e/FDZqfyHsC/uvww6vWAg/seJ8+MUV8+G3HU6HP1s5F/bHmtkw6PRVGHQ+SoMuM38C+lrbQgqwghHIt2IsLSCHYP6Gvdr8n0y3ZT/Rfa1+jKDZ3ozg2l+lx61cZGhXXYzcuvrryKI1C1EVa85F1TueZbY5nmF2OZ5iDjqdZI47nWBNO82yjjofY51zPsq64fwX1hOXw6zXrgeY0G2aCd2nmNDjz8BA9JmnIueMBuYfYs3MXgsswUs+AfyMrQY/cL3Mr3ODbb7hsBz+yhY5zbOVa0+x0z6b4+S6HueUuh3jVrod5Ta6z3CN7l9iPe5HsGGPQ9hejwPYEY/92CnPfdgVz0neI8892L+9JjDo/TkXeo9xoc8o51PgZmANGcACeafZKzFyPikA9yUW4EcBHlyXuptdkpGtzkkYK04KeS7HBHEeMwL1+iOCTO9DggLvA4JtPtOCGtI+YTNpUthJ2isc2LBHNL5hQrR/w7ho1ndMdMl3RHTPd5fwpf+g8L1/vwBu7BNA/z7+p0AasPyYwX9EADxGvnMP+cYt5J9L8TiwqFwLzqkCcHPKcLuZeI7zIblk3bRMSZqUpvjvkWZvnJAWBYzLKgLHZHWBI7K2oGFZd9CQbCRoUDZJ7pfNkPukC+Qe6W1Kl/Q5pVP6P0qHBFJ2IIwSSDYF0tEcMGD2QoY8Q4W8F3nfdykAXNaYgYUtjuBkqp/F0RQa4aAmxnFKJfTcrVT4jiWog4bjdZuG4vM2DyhKg/sVVSG9isaQbkVHaJdiMLRTsTu0Q3GYalScpbYplqgtcc+ozXFvqU1xMLTxI3IYYgqMQrsoAODvCQDcRfVvIO9bzES+g35PZ6wEx7JI5oczQ2ymdMxVE6mx7iName9gchKlV5US2q3MonUq9eEdSkOEUVkb0ZbYRm9V9tCbE8fojYkHGA2JJxl1idcYNQlPGdUJf9CrEmAEIrwyAYaZAlnA/K0E+V4yygDVvYp840IuAGdzADieYwe+zPMym87bbL0nJ9JhNAtzHdBJSN2pCZQOrZrarkmntyTnRjYlFzMbkitZ9aomVq2qM7paNRxdqZqKrlDNRhtUl2O2Jf0cXZb0hlWaBKMQkQiGKTAGmL+SozmgDG4i71xE3ne+EHkv+quf0duCA0We4IsiiuXnhXS7oXyOS0+OyLsjKy6oVaeiNqamRNZuyYqu1hawt2u3ccu1tZhB246VaQewEs1erEgzw9NrLvLy1Q+xPM1rTp4GxuSpYXS+GjJNgVxg9ms82sV0tAd5KAPkPGdK0TsX+d/hEiswVeYGJrYFLhsuCyf2FbOdOvWCdW15soDG7MTQmkxNZIUunV2WlsMrTi3mF6ZWCgtSm4V5qT3CnNRx4daUI8LMlAWhLuUe4rdYXQrEMlIgJ2MLZJsC+QA8Rbt4JwuAK6j3hTKUQTnKADFtWAb2bF8LRis3WgxU0Gy7DNGr28tiPZqKpX41+vjgijwVoyQ7hV2QlcnPySgQZ2UYpBm6emm6rlOaqhuVbtEdlGp085Jk3R2JWvdKqNZBviYd8rRpEDMFfrxJ9My6hXZgEfU+j2ofr0QZVCHvRYzVOIKhWl/znppQ/I4qpkPzdp5rnUFM2l4WRyktVobn6zUxWfnp/LScHMmW7BK5OrsmTpVtjEvK3iVPzJ6WJ2Sflimy/yZVbH0pjt/6QZiQBfmJmTDWlDfoJh+loXsoQN5rQLeA6n6F/HM/Yhwx1LAS9Db5mHU2Blu1NkTa19dxnauqhV5llbJAfXkCdeu2ZGZqSQpPXZQlTtQXyuP1lXFx+la5XD8okxXuk0oLT4olhd+LxPp/CcUFHwTifMiX5sJYU16gm7yP5nANZbCA+p+rR87XjJwPsQvR20oEne2eoK2djGtojSBWt8SsMTTxPQobJH45tYrN6dVJdHWllp1QniGQGwrEUkOFRGJoEYsN/UJR+RRfWD4XKyi/ifG3vcBiy97zYkshj18MMVN+UaNdQLt4GWUwj/qebQHgkBGACUQvYkeHFWjd+Rlo2LnRorqThjd0sByKjNja3HaRt65VHqhpTqQmNqqj5PXpHHFdPiasK+cJ6pq5/Pp+Dr9+Mia2fo7Fq19iYrXPmZzqd9HsKhjN3g5jTHmM5nCzGN0DmsEp1PfMDgD27QRgpAt5bzd68/ci7+lfA6oGSGaG/mDLoj7G8txetmNGN99D2yX1VXbGU+QdyTSRMY3BN+ZF8YwGRBMDM/bRucbJcK7xBI1jXKLGtD+nsVrfhTObYURUE6Sb8gB9i66iPTzfiHYR1T+CNGRvHwCD/QC0DwJQPQyAYYQISkY9gH400CJnlGajG2Gu0A5jLsoh0Tr5oNxPOJBE5vWnBnP7c0M4/+e6PICiuvM4/n37trKFvgvCUpS2igqsjSLCcsJ6Jka96J1nisloLnqJZ3Q8o0lOo7GeJZyoDIqrCLYVUQks9haQaIxlLCC2WAFLPKOIsfzvayaZQ4f5zM7O8N7n+/u93773fnmTuv0h7yt7Vt7ixKy8NQmOvMoumXnHO2csvtW5d+7ThLRFIillobC35TTvB9VcO3bM5SzSvyEfKCS5dM9cAfxzFfBxkQKj11gwqjhGeq84SfXWmlTD0CKH/8DVzpD+qwZEZruGxmS53rFlukbbMlwTbX1c02PTXbkx6a7VUb1d33RIc/0QmVrY3D55+dPongUitke+sLXl6GTOImegkn3fTHdJIWdxJeeA7mlruPut5e7HnfRttw7DNoViaKlNMbjUrn59U6rB6Xb4Zbn7BfVxDwpJ2/hXa6p7lDXF/UlosntqSC/3wnY93a7gnu5tlh7u783dNzSZ7et+CU5cK0ISioW1LTXT2QNe+230b6R3VTFnsQSYtR6Y4gbGbgZGbAH+xHW1f6UB/TxWZHtsCocnSZ3uSfFK9mSZenj6+3TzDPG1e0b4Jnk+8kmsmuKdWDXXlFC13Ni1qszQuapW39lzQ9/pm8cmW7nwidsq/Nqydz7nYBl7QH8Jay6gdwFX0Wn0TtgGfED3MO6kr+8EMvcCPQ/q0P3bINiro6SE6i5yl+peqk41meqONa9p4g79WR17aKQ6tna8KqZ2uiqqNk/ZoXa9sv13B+SI2qtyePUjlfWg0ITuF9q2bOfcbaV/A+teSXcu3TPKOQcVwOgq4C26B9Ld9wCQfAjo+j0Qc0KJ8NMGWM8EI/RMNELOJqBdXRqC65wIqh8Cy7mRCDw3EQENs+F3fgV8zlfAeKEOxnP3YawTkvGMULSlnP5N9Bex50tY9+xKYPJ24O+7gHfoHnwQyKE79QiQeAyIOwWE1wOWC4D/TR18GwNgagyDvskGXVN3aJodUN0aCPn2CL4Y8cZ3azbQzCFrZkG3zvPzZyJeYjP9JWWcQ/Z8Hv/tc9Y9lu4RdL9Jt5N1px2nn+5YusPptvwIeF8D9PcAbasKqlYTpMcW4HEk0BpPUkg/wpeSVj4EHn0FtBTwcythMa1NL7Ge/uXs+wLWPnUPMI49f5/uIXQ7T9B/mv5z9F8ErFcA8w3AyEPVtwG5BcBzIl6gIkbCLKI9SSAZhC+pgi8m4gvCH7/gj01UvMRKfuTuAKaz9vHVwMjDwFDW3Y/utAYg4RIQfRUIvQn4NbP2u4CS9eM+efq7vy0KoidBJJr0IOyJ4MNZ8GYkvvwty/8RiDIKRLzAIBCpF4jxEkjSCmSoBQYoBYbLAn9TCHwiCXxGZvCYeeRrspSsIEVsxwY8wxbGqsITHCDHyGX8grvkxZ94icdtoNcoJCszhDJDGDO0Z4auzNBbI9BfJfAXZhjJDP+g/1MyjcfMJgtJHr0FdK3iudaiFaV4hAq0YC8e4ii5gAe4TR4R8Ss//8b9NghlmEmog41CDmKGYBLBDPE6gRRmcDLDEPbiPeb4iDkmMsMX0jPMpPff9Oby7MvoKuR5i3k+N+6hHD9hN6s/TM7hDhrJQyYRuEWaSSO52Qaha2cSXgFGofU3CIW/npn0QrIxQw/2IovXYxAzvC0/x4eKJxgvtWKK1ILprGkOnYvoXELXcnpW07EeTbwejdjJcx/CDZzFdX67xgxX6LrEKi4ohfQqwhRoFL4+BmEy6IXJx0v4hngJn2id0CdqhaaP5qnqNVWrPEx+II9U3FOPVdzVTJJua6ZKzdpZaNLOx03tf3BDm4/rWheuadfiirYMl3XbcUlXg4tedWgwNKLO1CKd8hPSST+hOOEn5OPkmJ9Q/o4I8DUKi04vzCqdCDFohdWsFaGRWhEUr20NSNH81y9Hdcf3TWWT37vy9YAxiquBE6TL5s+ki+YZ0gXzXKnB8rV0zrIU9UGFOBtUgtPBpTjVzoOT7b7FiZDT0lHrDcV3YQ/lQ+FCVR0m1AfDhOYA2d8GEaw3CKusExHQiFitWtj8VCImRN3SIVZzJ9yuuWHNVP9ofUN5IWy4XB/xgeJM5DjFqQ6fKk5GTVUcj5ol/xA9Xz4as1g+ElsgH45dLdfGbZBr4sqV1bZ9yoO248p9Ha+odne8r9lhE7oqm/Dy2IS+Mk4YKtogwtVeIor+eO58SUpZ2PWK1oRA+XZ8hPJqXLyqISZVddrWT3Wi01DV0c4j1Ie7jNEc6jpBU50wRXMw8UvtgcQ52n1Ji7R7k5Zod9sLdbvsJbod9jJdlX2nzmM/4lXR7aLXVvtPxjL7M+/SJOHjThK+G15BREta0ZF7bzconqdAepiiwt2eBlxJskj1CVGK40nd1Ye7ZemqewzU7+853LCn1yjjruSPjduTJ5qqUj43VabMMFWkzPMuT8313paa770ldbV3WZrbpzSt0sedVu2zMa3ed13qbf/i1CeBRanCvCpFmF2vQL9GJEIWacDdPsBl3l4beitQ18sLx3qHSzXpCeq96emGHel/9KnsM8SvPONd/60ZHwaUZY4LLM2cFOjO/FfgRsdM83rHfPM6R555rWOFpdix1lLk2GZZ7dgX5HKcClrhaAwucDwOyc8UocvI0oyXEV3Zg16QHmRy18kB6rl3neSt9ViWCjU5IdjTL17lcSYbtub09S/NHmjZmD2s3brs90NKcsaErskZH1qUM9m6Kmea1eWcYy10Lgpb7swPK3AWheU7S8OXOXeFL8k5Fr4453pEbk5L5KJsEbmQLOj7MrwGskgHbmYD59+gn4+YI6RmgIQ9A83wDI6Ttwz6H9NlGtXkmcXxmygiohYRq1iURXYCCmEJgYQQCIsJEAiQhBAShBBIkADBsIWdsAUIsinIotRkKnWLteqgArUutSqle4/H1qJTz+nM6ZyeTsdx2jnzzu0HRj78zvN+ev/nbs9z/+H2s2mx280p3N2neJmuUzyp+wRP4THOO7xvjFfleYyn9xzltXkO84xeQ7xhr6O8KS8T74x3P++qdy/vY+8e7opPF/dXn04u4dNxkPAxHCS814JPCvnfbMwBer6v0O88RO95B5/cBfy+JnQEq9iLPCum2p0WMh2nMpN2j2fw3Y+li7yG0+W+g/xivwG+xt/Erw7o4zcF9PI7KT38AUo3f5zSybcEGvjvBban3Q1sTfs2sDntl8CmVCKwMZWgIAFrISKB9HfMwXcY+2fodz6S446bj14Dn7lL0i3wrsyDZJYF207nRTuMSTjOw6IU94HsLN++rFyKMbNgf3em+kCnoDLYIKgLbhe0hbQKekNaBKMhTYIZaoPgIrVecItam/E4tCbjZ2p1BhGiyyCCdenEAWT/Kn/04o9c7EMRwBJq31YA3ChCv1WIXuOQHVgUrnBSEWQzXkjfMpIft9OUx3Uz5mb4duaIg9pFspBWoTKsWVgW3ijUReizm2j12V202uwhWnX2NO1I9rlIbfZ8ZEXWl5HlWT/RNFn/DddkEWFIKEJd5Y814wUf4GspwMeov1iCNVCj38LzHaUNzJS4wISKsm60hGZ/VBm7w1iYvLcjP82nVZa9v1GaG1ovKaDV5KiidDmV0VU59YxKcTujXGxilIlPMEvFZ5gq8RyzWPQZUyn6W7RS9B+6UkREIhFr+T0O4HkmwOeYg3uoe/Mw7tka9Jx4ni4lwWTZLjiu8SMPloXb9ZXGOHaWJLq0KlO8GgsFQbWHxGFH5DJ6RV4Rs0xaxiqVVseqpM3sYqmRXSQ9zi7MtbAP5V5ly3OX2LLcH1my3N+ZMgkRLZcQUQh9lX9gLzwVAyxjDm6XotfAVceKq+g7eE6XA4xV7oBhrTepX0u17a5gOLRpOM6NpTyPWlV6QJVSGKpR5EapCg6xig6p4gryKzn58oYEmbwrQSofSZDI304Qyy9zRPIHHKHsRZxI9lusSEbEiGUEYy0/YS88wTo8wpXvA9S8egS9hg5zgOcJZFi3DUw1+6CnJtjGoIva0lwV92Zd5UHXI+VpfprDWcEl6pzIgmIZS6Ys4kgUmiSxojZZqDAkZysGkzIVpxIFiksJ6Yr7HH7hD/Hpha/Y6QUEK6OAiEGYq/wVe+EbrMN9zMF8FdYBvd9sHfotPEcRU/1m6NG7QUdD0PqW+kj7+rrY7bqaJJdyXYqXqiojqLBCGJGnkTJFhwviM9WliRlqXRJf3ZqUph5ITFVPc1LUF+N56ntsrvp5LFf1KpZbQrC4xUTMWl7gPfAFzsFdzP31GpxHXH8tjZgD5CjS07wBDC1vQUtrAFnfEr6xujnGoaIxYZdaz3VX1PH9ZTVZVLFOQhdU5bPStKq4FG1VPE/bEsfVmtgHtVOsZO0FZpL2LiNR+yw6oeJfDE45weBokLLXrOCd8AnOwS3M+zXUP4/+cwY5hhjbANoNuPN37oD6Lm+SrjPEpqIjerPaEOekaEveI2tN9RI3CwIzG8VhaQ1yOldfwkjWaxlJ+uboRH0/PVE/GZmgvxDB0d8Ji69/FsauexkeW0NEsKoJGkv3micFeDdjH8xj/i+j7mwHej60RkNIezdAgxGgum8raPvdQNMftE7VR7NT9LIcZMaEXeIenltmV7pPaqcw6GBHXkiiQRnKMWhD4w1N1PiOvuC4jskD7I7zQbGGO5RYw7MAZtvLIEYLcSCqmQiOanrNlziPd7AH53Dtt3ah50LNMaS/Fz2HCeDIIIBmyAZUI86gHPElFYxQbfKGo+xFQ2xHwWCSc+rRVLfkgSwvjknqxzYV+ceaKv1ZpkY/lqnXJ8Y04c00nfdkmG57MPpX3Om9Lz1pRsI7opvwXcsS9sEi1uAKxn0ONU8NoO9EulG7cRh913EAxQkA2cRWyJ10BfEkhZw1GWbLn2Bs5p6Id0wc5+5ij2e4xIxJXBljha7RY+WuUeMNe+njRhf6+Im3IsfPOtPGPtwVMfb9zrDRf+6mjhAuIcPE3pCh19zD3r+ONb+E+mdGACaQgVGsA2rXonbpFOrPoPczk4FvcYJUiwdwLYHkREu4LdvCtGeaOW/QzSmONHO2U7hZ7hRmLt0eaq5FOrdRzccdQsyzbwSbF7ceOP3dlqCZXx0CTxKOlClie8AU4bTKIvbAlT7sRdQ9jZrHEOMk9uFJAC1aQ6UFIOcMQOpZgLgL64F50QmirR5At1LI4daw9VQr0zbYmmi338rfFGiVbKJYi+wo1qqNAda2jf7WIVtfq2WDj/WGjbf1sY3n+V9s950j7DzeJTa5r2EOa38J9Wcx3pOnAAZR12DGHKDuYdTNvwCQaQVIugwQdRX95xwZ/G84gN/NPeBz0xe85kNI++ajyR7zCWS3hXSy64KUvHdBTdqzUE9yWTSSdi9Og/PiFdi58AXsvPkz6c3rBNlpjljn9Gdi/SrvY+7PTeOdgPGOo24f6jajbiXqKt4DEF0B4F0DYF0HoC4A+H0I4HYPYOcDG9j2yAEcHrnA1iUf2LJEBfslFmz6JAWRwEYc+A3LDWCzfBTWL1uAvPwBXgLP8HF+BaSHBJAfvOYi6p/5E84jag+idvslnIX3AYoxZskc1uAmAHsRIPw2QMBHAB4PAZyXAbZ9DmD7NQDpsS3AYyd8/F3x0g8A+DYSlxFcCp8KcTnFofseG34FG3wFA1zBnzx7jrzE79/+z1nUnzmHs4Bxd6J2Dcaswpil8wD8WwDxdwEi7gNQHgG4f4r6X6H+YwC7J6j/FPB/yF+QHzbhEvA/tssDKuori8N3CswMTWHoTZpIGQGBoQhjBNShigwMvQgiCiIgEhZRREFFiYCCKIqIK6iLFQ0uRiPq2qIkGOuqaKwJWUsUNBpjefvj7OKyOTlzvjN/OHPed9999//eu/pEP1sRPXYheooL6nMF0Qtswi8WEvXjZRtAsgcwqQEEP3D/E9v3ETUg55WY9yK458KdjHxHIN+TuuG/CP9V+G8g//COuIf5Dzp/An3gMXgxjH4R0SsDote2RG+Rk/ehRB9wIH3EJsRQfAwFzyBlhz7RiFqrxtxLEV4u5p2KeUfCPRlz9roGfy/WH/PVRwo14FUZdD4Fz/9LP/gNvB/GB/AReWGmwBlMArggMFxKWCmoBnWfYGSpzshMjZGpCN9CRtaqjFxUGE3gMQrlMIoF6fhdDigCS0AFqAK19JEaoGyCugW00Ttqp9/pCDhLb+ka6KM39Cs+jF6BX/8EeBGDMTBEHIaIwULAyAkx+CCGIC4jJWJIxe/mgM/hK4FnGRyVGL8GKaiHo5Fe01aMtwOefaCTXtI/aIAugUdYopf0C6L9BSMM8uwPwK/BSA8x6CIGMWIwQwwOiMELMUxGDBGIIQnu2XDmw1UMx1KMWoFlqML4tViSBozdhPFawW4sVQc9oeMolR76F91DJl6gfN4iGvanML6eBuNpw6+FtdBBDMaIwRYxuPMZ+SGGqZzfKQ5zTIczB65COEow/jKMX0k/Ixd9yMWPyMUj+is9xHo8oAN0n76GvZt+oDv4PKFeZOsmfIPc+ANMqK3OhGpqjKcqZCoaAiYwUGU8K8TgzP9Avtw3FMQZICW80+HLgmc+PMVwLKW7yMUPtBqOWjga6BY1w7GD/kn7UQlH6Cqdpyv47yXE0MP9jb7FrLox8nlU3DfDYFrwa/GETINUmViowsRiFaZtzn+nbs97KfDkPlWZxPlJZRo94CfSHZUM6lXNpZuCQrouLKFrwmV0RVRJl0Vr6JJoPV1Ua6Ie9e30rcZ+6tY4Qhc0z9M3I27TafEzOqn7jnNcj3GO6THu17r/D9Pli5ge/MbEZ+Y8HjPX4L0zMeC90Lfm9um4cO5pT6Bb2iF0XRxDl/VS6aJBFn1nOJ+6jYrpvPESOmdSQWdNq+i0WR2dMmukk+YtdGLUHuoa1UnHRp3hHLW4wTls+Zh7yPIt76Al4x+wZCrtFkxlnyVTHQJuATOB34a4zI44b8aoUL+1Fv1obsK5bTSGrpp6Uo/FFM4FKwXn7Ogk7inbDO4Juxxul10h95h9Ce+oQznviMMq3mGHNbxOxw28Q47NvA7J3/gHJV/yD0hO8vdLrvD3SPpUd0leC3ZKmHC7hIlaHZlayzDYKOTAGv6x2HKwnTzA9x07HvVaaNIlW0s67zCOe2rsRH6Xc5jKUZcY1cOuqaqHXDMFX7rNExx0LxK0uy8W7ndfLtwrXS3cI60T7pI2itqkraKdHvtFOzyOiVo9etS2eTxUb5a+0miSMq1Gd6a1CWx0+x9sNHLgSJx+N/ixtd7yQc/lhSPORUDn3EzouIeE95Wnj6DDS67W7q1Q3zs+QWO3T7pmm0+25k7f+Zo7fIu1Wn2XaLX4Vmhtk1WP2CrbMGKLbOuIJtnuEY2ywyM3yc6PbJDd1a73HdCp82XiWh8mXjueidcMA/nnfnTF1g93L/q+y+i7LmBrPTOBS10T9KnTz47X7uch3O3nr7nTL3Rkq1+0zjb/ZPFW/wzxFv8c3c3+n+s2BizS2xhQrtcQUKm3PqBOvz5gs35dwE792oAOgzX+Zwyq/XsNVvs/N6z0+2i0yo8ZrZzIjComMsMhBnMw4IkjFN5rOF66w4lOTUXfGYieS65N7cE2nLZgV0FrkEyrOTBQvDkwwmCjPM5ogzzVuF6eabxOnmdSK/+LyVr5YtMa+QrT6sBq09WBDWaV8hazVfJ2swr5CfPl8uvm5VOempdNeW++dDIzX/IfzIYYPFKeyHD0o+f7PhK9DnqeLtCJ/qs9XIPaFBbUonBW3RIxXnNj+CTd+rAw49pQpVlNaOKoqtB0iy9C5lhWhuRbrQwptqoIKbNaHlppvSxknXVZSLP1kpA9NqUhx2xKgi/bLAx+bFMc/M5mQRCzLgpiVsNh7lgH5OBGBHKAo+0kep7D4ACuILuUQmqNNaMtcRJ+Q4yXep3ST1wTGWTyRUSExcppsdYrpqWMXhaeMaYsPMduaXihXWn4YvvF4RX2i8LX2heHb7YvCm9zKJz6lUPB1B6H+VP7HPLD3trPC2N2eWFsDLAd4i3q72Ew+j3M/Vwy1gBHfQfYk4ReI4FPzUlGtCnZnrcuSSqqSfhMpzJObrwieqplmVJpWxqVYF8SmSZZGJk1doFinlORotipUFHuXKCocs5XbHTOU+xwyVH83SU74oJLVsQj58yIN06ZEUySOY05Aoch+lGL91AD3ycQnU5Dr4NrT/tMop143jodd8w0faqfMYazJs1NUJkqG7k8ebLh0sQQi5J4he2C2FhJYUyyc0F0xrj86LluedGF7jnKUvds5Sr3LGW9dLayRTpTeVA6I+qcNC3qvnta1GvXtCjmApzTIpnTEM9w5bqNOvguBesAf2cWcjCbqAXPm9OJ1mfo0NrZNpzVs8aprsjw0SxLD9AvSQ0yL0oJty1IUkryEhLGZcenSbPiMj1nxeV7zYxb6D0jboV3alytd0rsVu+k2P3eCbGnveNj7nrFx7zyiI9h7sA1IYaNG+Ix3sWbsXgf0Xd2wd+Bq05bNlEznjfgSro2S4uqsi1pZbYTv3yOl/riTD/xglly04KZYTa5aZGOWdNjXTNSkj3TkjPGpyTl+CYlFskSEstlcYk1spjEJt/oxL2+UYknfSITboOXXpEJzCMqnkmB2xB9eB+voQbPzUK/Bf+BPNQBaMxF34u/q3JFtHKeGZXPc+SV5nmIinM/0y6YO9koNyvEMmt2hH16RrRLyr/ZLvewmvM8jr/P6dQ5nZPooumu6GJKdL+qFEopETEuD50hIU2kdFTiKEpJw1Ny3Q7LoDO0E7pQtF2GMS7DGBrzjOyamd3BjMuuXTPku2/PPuGP+eP1R87j+/q8P9/v73tZNC9o7sIPwz5QZ0SkqHMip6vXRyart0RMU+8JT1Lrx05RnwtLUN8OTUh9GpK4QASRwMT5ImCAe/wernPeuzKAVr49j+XwzbmK91yyNRsoyzFEca4N1q0eKclf7S/PzRlruiJ7vNWylXGOaVlJbgsyZ4yekzE7IGVpaui09CXhSenZEYnpRREJ6RXhk9N3hcWn14fGpZ8NnpT+bVDs4idBsWkiMHaRCIhd+JY+fg9XuAY7mLuJV9+jeXxrkGqymRTzPbo23xJrCl2RW+AjW5EfqspYE2Welhdrm5qbOHxOTrJHSvYsn6kr5gcmZC0Oic9aERqXVRgyKWtzcGzWzsCYrKP+E7Pa/SZk9fqMz3zsG71c+EZlkGVvuc15+IJz387cJ/I5D3wK7CYfk+JC+ouAvPWmWKV1QpbWS7pMG6RIWxdhmlo00WrO2niHlIKpLlPzUzwna+Z5T9Kk+cXkZflNzCvwnaAp8x6vqR0TrTniFaVp8xyn6fWIXP3YMzxHjBq7SniNzX7LN1yLPexBK/M28Nq9n+wgFevp3wCsLuGdf5McGaU2WFLmLllY5mu4oDRMOXtTtNmMkknWScWJjvEbprvEaOeOHK9d6BGt/cgjSpv//jhtmXukttYtQnvYJVzbNiJ8/U3nsKJHI0LWvnIJLhBuQflvucq135ELnKK3vhjYR+c2UrqRb55S+vksSa/ku2OrGeZXOWNulZd0VlWgUfLWCJMplRPM47bEW0+omGYfVTF7WET5h07h5ZlOY8vXDAur2OQYVlFjH1r+iV1I+Rmb4PKb1oFlj2wDNr2y998oHPxKhOMAF7gOz7DnjXQeKuNaJJWbgQ1059G9bBuwgE+RWTvkmF5rjWm1rphS620QXxssj9kxziSqJnZIeM0Uy7CamVbB1alWQdUZVkE1eUMDazZaBtRUW/hXHzLzq24d4lt9Y7DP9l+HjPm432J0lbD02iqGDtCp4b7E3Mfp05FqUlbFeaA7m+60WmD2biCJT7TYOhUm6OwQrXNHpM5HGqYLMQrWRRkH6OJUfnXJJj518wZ516WbjNGtUo3WaZVeum3Go+oOGHvWNSk86q7J39/7UOG+p1/ptkuoXHcKkwHatOzBFn4P9O0hVaS4BtDsBJbvAVL/BMw4AMQdAsKPAP71KvjW28Jb74rR+jGSUfpgqYc+SjZSP1nmpk+RuerVMhd9psEIfaHBcH2F1Fm/TzpM3yhxrL8scTh6X2p3+IWB7SFhaHtQGA3QxJ4fp/PgLu6LpJyZi5g5ez+w+CAw5zB7UA+MPwYE/gXwbAScTxnBockS9k3DYNfsAZtmf1g3R+K95nhYNafAsmUhLFqyYdZSjMEtNRjUUg9VcxeUTfegOvkcqhMCqkYhGaCxGtDTqdMB2+ndSK+G3uV69uA4e/AZ5+AEEHYKGN0CuJwBbM8CZn8F5F3GkHVbwaDbGdIeL0h6eBnsmUh4APXw0OvhhtfDhd2zlwcii+++ys3wPvkN6BRvOMZeH2afd7PPlfSub2AP6F1E76wmIJ7ecHp92gE3eu27AYsLgPIiILkMXjwNeegOAa7ZccN142WUF8Mb44CbPIx7uQH3cuPp5SK/xZA3W0kv+YUHxPM31H/C84nu7XSXsNRc5k2nd/ZpIIHeyA7ArwtwP0//l/QzivJrQHqDfg7HZxQPXvK9HOgz56XQEfjBE/iJPfmZF5P7vIg84Kb/kB/cQ9bxgIM/uM5//+kNBz4Fapi77CSwhj8vY+a554Ap9EZ9Tj/zjmRee/43i1uA8XfMf4fOPvJ38gPhUHwIcjzy0IiPBEvg6XDgGXvynJe033kwv/gIeMkPsJ+LvZ+h+0+/YRezV7Dnhfwzk/M8n+6pzBx9id/AV/Qzrz2zmtErf+388R3fg9dO8it5TP5FnhG2GC8UwCtrQHgQXlhFMuHhLHgIiHKy4w0C9sYC1gqB9+QCNnyROvFlOkYqECYRiOPvM4maZJAcUkA2kDK8QiX6+d59iVqyDy/wZ/yOepbQiP+gHf/GJdLH0h6RfiL+EHpZw1DWYM4aLFmDI2vwZA3BrCGGv08n8znCEnpW0qHBb1hHz0b8F+V0VTF6DV27OZ4OT3GYLWlga06zRRfYqtvkIXnB1ok/RMBKST9rMGUNpkYCdqzBnTUEsIZoZk2icw5di+jJpCMXT1BIzwamK6VrC35hLx6wF/fZi3/iIJfHp1wmTbiHLi6Zb/A3/Iy7rPguba/pI3feQcCMfVCxBgVrGMQ+WLOGEazBW/ISEcw4mb6Z9KTSs5SjraRHQ08Rl0YJPZvpqaKnmmPvxvfYj+9wFN/iBG6hAzdxnVX8iBvs0tfs5nUar5Gv3kFIlaxBRj/YA2P6hxpwTbAGT+YOYbYY/APTmGsePWn0ZNKTQ08BPVp+npvo2ULHdo6/k2PW4Qrn4zI+w5c4i4v86wumP8+ufc756Kazi3S+g5DLFEJGvyFkwlhmIBSDpcLATvIMrszsS+84OhPom8U8amZZyhwrcRV59Kylp5iezZz5Kjp2oIfz0SU5hE5JAzokbThncAntsj6cMXqCVsUrNDNxEzmlfIsYBLlQ0m8GqbCEpN9CIXlmYoH7hg50e+KWNATXZbG4Ik/GRcU8XFCmocckE92DctBpWoCOIVqcMytFu1kl2syrcdpiL1otDqLZsgFNlm04OfQSGq3uosH6KY5ZC4meHCVH/o/0NcIChkQquNU+deCnb8MtwFyOO0oL3FANx2UzP5y3ikKnTSLO2X2ANgc1TjsuRcuwFWhyysMpp7U44VyC/zFd5kFtXVcYv0ICsS9mNWBASIBACxLaMJYAPwFCCIQkEJLFIkDILGK12BGLMIjFLMJgbGSDjfFuBy+xY7dx7DhJE3uSetI2zYzb8UwzTcZumiZtptPGjtPXk5lq3D9+I733z3fvOffd8303EmfR9cQldDVxDW1TN9EV6hXCJeodwkXaQ8J52lPCGdp3Hpu0n4inaDjpJLBBfQ0ehYj4LkT4BxUyHx2hPwK/h/+/jfJBj2Jj0XsUFrqbJCbcSZETbqaWeVxPq/K4ymjweIPZSrzCtBIvsQaIF1ljxPNsB/Ece554ln2EtJW+QTqdfoF0Kv0maSP9A9J6+hNPF/sbr2PsV+RVNu59hIV7rzBfA/v3+JEGuZcN174AtIUIfcxD6EMGEd1Pi0R32HTCDY6IuJ0h9bzEU3pd4Ou8zgqM5DOCRvJpYTv5lLDH+6RwyHtdNO59QjTjfVy05LMmcvkcE53xWRVd81kRveu7LPrM1yn82m9B+NJ/ToAHHAJm+bi/GzweEb6FEfNFJoy7HMhbkP3eg9+78HxbEIKu7aYSLmVleJ7NyvY+vUfue1Ks8TshNvi7xPUBa5LmgKOSzoBVSV/gimQkcFkyGbgkmQ90SlaDFiSbQfOSN4IOSe4Gz0g+DZ4SPwuZFP8QcnAPHjL+M1mvwZPg6udDD0D7sRxGvAL8ZSFkPgx8do4/uojFoy0py3NDutvXheUFrGIlwSuYNuQwVr3DiTWELmKW0HnsQNgcNhA2i9nDZqQz4VPSw+GT2Hr4BHYxYhy7EzGGfRIxsvfLyOG9/4ocysUjfmYwBw938wJGyldiGOmg/0iF0H0YLbdg9G/D2L0gI6PTRTFoXZFGPFok9FmW5wYtFspD52TqiFmZPnJaZoyakjXunJS1R0/IeqLHZcPRdtlkzKhsMWZYthZjKzgXO1hwK7a/4GFsb/6fYrvz/xlrzcdjrHl49IH/4/t06IMULAjo/goy1y9hzF7Vgr+E9WwpiWhdFYmOaVI8Dqt53vOlkqCZkvwwR3HJzoOK8li7onLXqKI+fkTRHG9TdCUMKgYSBhR2Sp/iEKWnaJViLdqidBVdT+yQf5DYJn+a2Cr/nmIpxBOA+JZCPM7Nt3AGn0INHpcj9KAS8h7krssG8JewnnV4d0wbhpZ1NMKCjuM1o80KmCjDwsY0RdHDKnXcYKmO0l9aQ+1VmmndyrYkq7InuUs5ktyhnE5uUy6nWJSnUppLtlMaSx6kmIv/QG8o/nuyqRinAVSTAk9081fowxMlnMV9CN0zgscG+3W+BrwVrGcN3i0bgtFCFQXNVLE9Jyoz/cb25e6w6WQ7+7XK+O7yclpXmSGlQ1OX2qZpTrOouxjN6kFGo3qCaVY7mSb1OrNOfZlpVN1jVqs+Z1apvkurKv0PvaoUTwGS3DyDs/c5nIGPwHLdhdy3DZwBO3oc1rMC7xaMfmi2Lg5N1jGIY7VCH1tNdnBfVX6U1aCIa9eraRadLrWpooZp1prZJm0bp07bxzFq7dxq7Ry3stzF3Vd+kaMrf5ujLfsM+BtbW/YTU6vB0yo0ON3NlzK4E3TwPdRB5gSbc3k/eGwz+HxYixPWMmvyRpPmGGTfn+phM/PJ/Q3iQGu9NKK9Vr6ruaaUaq4qT62rrGTXGOq4lftaePv0Vr5OP8LX6mf5ZfqjfI3+PE+l/wVPqftNhlL3DUdZ8YpdWoEzAYabL4rBGkPdH4DuWy3wLUD+XAdWmsDjwXomm4horCUSDVuSCf0tXE9rc5Z/e+Pe0GazLLqhoYRirNfQK2v1bJ2xJqO8Zr9AU90pVFUPCZXVU4KS6iN8RfVZXlH17Qx59afcwqqvOYWVr9iFBpwlN+BMN0/VcC9C3e+B7o026AOw1go1AKYs4PXheagjFPV3JiJrJ5vU0ZHp09KWE2xuzY+sbVHEGZpUSRX7K5hqcxVX2dDAV5jaBUWmAYHc5OAVmlYyCkxnuPmmt9LzTI9Z0vq/sLC6H1lYLc7EjDjDzRPow0cNcC+B1nYnQpvAKjAH2IEhsOU93QHoQE8cau9heDT3CMhmqySg9oA0zNAlj9F2KCnqtnJ6cauBJbfUc2SWVk6+pZ+TZ5lgSy3LLMyyxdhruZWaa3lMz2l5Ts9uekmXNOJ0yf7X/A6+xfehBhDN0CWIRevAYWAasPWAfh9CHQNkZBnaiRqHUgimIS7JOJjlaxjIDdb2F0SoeotjFT2aRFm3PjnPWpeKWS2pe6299FzrwZQc6+GkbOtpmsR6M1Fs/XXCngPPKbs7XyZmtuPUzDacKvofj+Hc3Qfrfwu0zvVDH4AFYGIAoV6w4e0jkHlGEaq370DGcQqqGmd56O1Cr7IxiV/pqDSkaEQeWTCsisWGdfG5NiMl29ZCkdh6EsS28bg9tqVdWbbNmN22m9GZtk+iRIPPdwr6X8Tw+/BYXi++y81DqMHbsOdrNugDsALMDsM5AO3uMYSaDyJkdEDumvZBFTPRqGwmGalmOMTi6Uxy4XSOf95UQXCuoyRM7NBGZjmqo3Y7mqIyHd2RIoc9XOhYDBM4ToXyJ2/s4E1+HJwx8SyYO/4iNH0MD2OP4uFu3oee34b9XrYjdAJwAg5gCLQ7QdsEccQwB7lnEbLnUjAqXIpDBUupBOkSj5izlEXe48R8M53yAIFTE8h3VgZlOM2BXGcXMBrAcc77py9u+LEXr/syFx/5MOa/8kk79INf6izuT5/BA928A3V/E/TOgt5RYA6wT0EfIKZaQNvoRKh8GSE5RKLsNRLKcoWiTFcCErrSEN/F8+C6xKR0V54Xy1XixXDpyGmueq9UV7sX3TXkmeKaJSW5jpNoa9tE6tqHRMqxP3skrP7bM34F94pbxslu7sCerx6CewlYBqZB17aAUBdom1egB0cRKjmOkHQDocxNhFhbRPRfrssEqMk7DePPl4QjIIeQCAQkqBHUUUFbCStJ1YgR0CBb6lEPlrpoUVFRQRBFKSIIyiJURJQiAgFRjuCt4FFarVXUXa/V7rqOo211bHW9qVW/fUBoOzvMMwnJ5P97j//3Hn5VPeFr7g2N2Q/9zMPQxxws+JhDBG/zJKG3ebrgZZ4LT3MiPMyZcDcXoZd5FxRVJ+FaeQuKnc/hukMUXMpESbf2Mda1BazNVD6VQZ+T6fOCEsagFIgqB0IrAV01MKwW8OW66tUAKBrt0NPiBmdLXzhYBqOHRQt7iwFyiwm2TdNh3TQPMssKSC0bIDTSgcb9fPi5wNZzUa3/BcIe8Tc10NeqrcwD/c0lN43cJTsYA3I/JjdiN2CoBwItwKC9gJpHKQ8B9ocByVHutc2ulDebDQfRFg6BLR1DGAehY2y+x1h4j/GCH6NzLTys+QSHg/9Qj9kYfqVed2rPF8wDmYX0dx25KTVAPLkx9DWqCTCS+aeDzAGZfZoBt+OAw0lA1go2Geq0jEXOATjjziGIw/BZDiTngoG2joGAjfcCC+5FJvwig3uBzlw4A5y/w++fUc87VWNmHnYBeeSmk7uUvsaSO4Xc0CNAcAvgT26/LwH3U+TzCNk5ss9TF6lL1GXqKm257sihUMWBxBe4xQHxdgiHdQ4id2jHXV78u9s4tNGx77/l+9vU3U6VM7+fNzIGZC8/wHpEf6fR3wnk6umrP7n9yHUj14HplF4h70aX/kUxtFzlwKWTZ1P3pMADZ+Ahl5XHg4FneuAFh4OXLEQvMyja0V5HMZjtX3VqC/O8nn6nkj2f7BlMmYkx/oDcYW2Ahr660U+768z/TTJoPpfPd/qhg0nxmuEn6hHFVIMhRrsV8FoBdAzNopZigxZZlEUWYDGPYvLFik6JcOO+q+C+62r1bt/1Fjr2XZH7rojxVBQVTcVRCVQylYa33DPfYD1eI4+bbCF+4b77EmXEm/EM9XiKg3jC7fYJrtOsB9Qrmih26mHXa7fItxXhSBscaIMjbfCkDQP4eSAVQkWSN4OsWJ6ykKxEslLxAunkrSMvl5x8/BdFPHs7fkYFQ1LL0OzDfZykLjFUP/DvBVMlMny/6/suiehJG+xpg5w29KANbrRBw8+H079RaMdE/noqWTFkzSMrgaxkstLoXQYZ2fgRG3lWIc/dijuMxW1U84o04hZacBNt+Df/+46RucFTr/9BN7pEPnNhRRsEmQg72tCLNqjp8xD+KpixGk/eh/RrJllzyFpIzjJyVpCxhoxMXs0cnpXPc4twjbG4gko+KnX4Bw7j7/gGF2hFG086x2ieI/Hs/0mEjDaAMQD51hIRLsJbePIXfvRxBJkGXvkI8qbxpE/ImkfOYjKWk7GSj+dnZGSRsYHnF+JbxuIMynGa+fga+9HKO/El/okT9OI4I3qMxA61/EFkMwZgDEC+wBjYM88Ksn3I9WcMdbiKUGY1iqyZ5MSSE0/vluIUUkhII2ctOTnk5PP8LTy3DEdRwyjsxSF+c4AW7+eN2MuMNpHYSDVQ9V0SZV18WwjtLL2PpRL6b0+fPcgeQD8DGa+x9CuCrGm8ZTE4LsShRbIIR6VJOCJLxSFZOg5aZWG/dR722WxGk00pLLbVaJDvRb38JPbYXUat/T3UOLSjyklEZZcqukS2VOwB4WlPPu58nG/x9YathJY7o02ixilrf5y016PZIQyHnaNwwGUm9in+iiblAliUS9DQKxn1bmmoc8/Ebvdc1HoUosZjG6o9qlClsqBSdQI7VZdQ5vkjSr1eCtu9RGGbpyiUeIqSbnXwXylZatQssRrgCnWeJe6MqxVaXdzR7DYQBzy1aPIOQYNPBPb0mYbavn9BTb9PUa1ZiKr+iajsn4oK33SU+2YLO3zzhS/8ioVSv53CNr96ocSvWSj2uyAU+d2VFPo9lxb4itJ8X1GW31+U/a1LItveQ/Jvs6xeHc52Q7UOYatjeTvs44Km/hrUDRgu7Bo0SjAPDpdUDImSlA+dIS0bOlta6j9Put0/QVoSsFy6NSBNVhyQKSsK2CDbHLBZVhhQJisI2G2VH3DYKi/grNWGgNvWOf7PbLL9RZssat3Q3/WGLeb+IJb+QLY07p6tLO9Hgjhb0ZbGIT1QO0yNqveGSHa8P1JWOmKcVcmICOviwCk2RYGzbD7XxtoWahfYbtIutc3XptjmadPlG4Oy5blBm+Q5Qdvk2UHVdlna/XaZ2tN2GdqbdumBT+xXB4r2aSPeadX77/TUh6Wfbf8K2/4ZI1v8OO46Y4A62rNLa42KkSqU6gZKtupGWG/WjZYX6MLs8nV/ts/Tfdxjgz7GIUf/qcN6/UKHLH2i4zr9KsdMfaZjhj7PMV1f7LRGX+mUpm9yWqlrdU7VfeecrHvkvDz4rXNSsOicOFJ06tajgbyHbPcXuXd+ZeK+x/GjLpRzPtvuztESlBp6YUtIf0nB2GHWeWN1drmGcY7ZBpPzOsNHPdcaZrhkGGa7pBvmua4xJLimGVJcVxnSFamGHEWKYbMi2VCuTBpTr1w25oRyyehrysWjf1YuGv1GuXCUqIgfJbp266cA5sHAe0D+cbbYJu5+NRGca8I5V9CuLaEuKJjQV9gYPtQqOyzILjN0jNNn48NcVxsjlauMU3ulGqPdVhjnuCcb4z2SjIkeicZVHkuNWaoE4ybVImOpKn7cbtX8cS2ecSGXPeeGPFDNCfnVY85Y0Z1y69Y9ttVr9Psb8o9y3KibDFRGcc6fRD7tKohwwMZINbIjB8vWTgqUr4n4wGnlRKMiZYLJPSk8SrUsfLrXkvBPei8Oj/NeFJ7gHR++Qj0/PEMdF5annhtWoo4N2+UzO/SIT0zoRZ/o0Pvq6PGvekePF71mGUVPStWhu7yDl8n6mnvnQY6AtRy/dvB98Ufk066NUXJkT/bE2ikDJasnv2ebGqVzXP7hWMXSyHCPxZMiveIjpqjnR8zqE2eK7TvXFN8v1pSkmW1ao4kx5WqiTcWamRPNmukTD2qmTWjTTP0f02UeF+V1BdALiGyiCCKIsi8Cg0sEihsoIiIIOMgIDAiDMgoYcEQWAYk44hIZXGFcgjqmLlViosatxtR9i81qWputGE1s0jRpbWKMZumXM2hb/zh8M/Nj3rn33ffevDvti+DcaY8Cc9MUf/ADXyu3qcM7zP/5AvZCIX0G/Wcnr9uJZS3zsjqvt7Tke0tzQZhNY/4zveu0Y/tU5Sa6V85M8S7XZPjOy84OLJmhDSnOKg4ryioPn5W1KDxf3RSep14dkaPuCNeod4dnTz8anjX9erh6+t0wdebDEHWmEqTOUAIhwEo3NX8T1xkde7FY5Lc8t8IG4llDLC2FtrK0yFMai4OlTjeiV1VRnHNl4QS3soJkL712mm9xnjpoVk5OmHZmYUTuzLkqjWZBVLamISpLsyJqumajKkOzS5WuORKZln0tIjX7s/DUGT+Epc5QQtKylGAIsvIRV6w3qMHrJawFsICZK1fbbPpeYlnKs6Gkv9TqA6RKH2VXqY91LJsT31c/O2mATpc6uKAwMzBnliYsOz8/Up0/JypTWzEsXVs3LE27fFiqdkNUitaimqI9HJGsvRKelHdnaFLug7CkHCUUQibnKMFWblKHy0WcS/M4D6ATNs7ljgnNevy8rylzkYXlQ6RifoRNWXl0b33ZWBddaaJ7/twU75ySdL+sOTOCM4rzwtOKi1VTdeVRU3Q1qmSdMXKybl3EpOKdQxN1h8Im6i6HTNDdDk4o/D44fpYSHF/QQ5CVG6y/C+R+nHZkL2zl+rsOVkIjVD8rsqDSQcoN3jLPEColhhG9ihaMdsqvTOg7s2LygKz5aT7p5Wr/qWU5IcmlRWFJpWVDE0urwyaWNodOKF0bklC6Iyi+9JWA8aWX/MfN+9RvjP57/9Eliv/oOTD7MW+xBs+UiRyu5EyCDmgFI9QYRCqruO9X28icGnfR1QbIrFqVbV5tTG9NzXiX6dWT3KYtmuqZsjDTJ2nhTL+JhsKABMO8gHjDIv/xhqV+4wxtvmMN2wePMbw8aLThonfcgltesRX3B8XMV3yiy3sYbOUatT+N7yCu7bABVsFzi0QMtfgX03dyHc9f4iK5TT6iaRoqWU0j7TKWjHZIbZzQJ7kh2S2xIX1AQn2217j6Au8x9XO9R9dXecXVPzfwN/Umz9j6To+YxQfdoxdf6B9dd8vtmZr77iOrFY8RVcqA4VWKp5WLzPfJas5GfFuhDZbXsQ5wV+KeQ7uobRbJWm4nGS0eMq0lQKa2RNokt0TbJbaMc0hYPsl57PJU1zijul+sUesWYyxxizYa+o0yNvV9xtjqOtK4rc+IZS+5DF923nlYc7eT6rn7LpFNimtEo9IX+lk5s5BzAdeLjdSB5/M8l0JNk0g57kJaNM1KkbQ1IpNMjpJg8pL4tiAZ2xZlE2eKtYsxxduPMk12GGnKcBxuynEaZip2jDJVOKpMDQ6RptW9w1u32A9tPWAf1nq2V8iaj+2CV39rH7RScQhaoTgGtihOVk6R78Gl1AHfep4roHEZdaAt0+POw53ZJjJ5vciYTfReHS4y3OwtUeZgUZmjJMIcazPUnGAbak6xDTFn2QaZC2wDzaW2AeYaG39zi41vR7vNkI694tN+WrzbPxDvjfdsvNcrtl7rFDvoZeUYvn0rOJvBRM7LeNauYg5wF9GSZW8QSemg99wiMmqbSPh2Eb+dTjLY4ik+lgDxtkSKlyVaBlrixdOSIh6WGeK+SydulgpxtSyRPpY2cd5pEccdx8Rh+9vi2Pl3cXrhR3HaRkez9TGHcO1qFdnEczUsMTEH60RKNjIHZnpPvIl4Yy0iKtrDwD30n78TcT1gL/ZdbmLXNURsu8LEposf4C4uAV1cQrr40evicOui0AeMQBL797PozpPwLQ6Be/ATKD0cwNVJruuZ6+W8ruPfy8m5sFNkBt4pu0XG7RMZcUAk5KCIzysi/Q/TELxKX3uUvvZYPxjEARMMXAKPcwk7zuXjBD94J9h0J2pgNZ+RyLGjfOddLklfwUMuCr/0sAffls38NmxlP+JdiFePN49c07tEJuKMOUIN+LrvcRH334s4vob/NPwBztiInHUWOcfF+DwX04tcii7FcvhyGbvCIXyVA/Aqi+4qi+oKA1/hS5c/4n/+Cd/3sGsndcC7knmux/vsS5wHh1gHOJNxxuGMxOn3uojHWfwX8F6Cy3AV3oA/wlt2/AC7irw36PHl/Ca1+TBB5BO1SDdxdLPZbjHRt6hJNwN1fwCf99DJR+vI14i3Gq8e70y8KeQ55oxIFCX0x+mBz/G61QXvPeFPcBM+hE+AUssdW5G71OfLISJfqUS+YY3c42L2LXF8t0TkPpvrPsW9fxIu9NCBexW1XXyCM/EUNSDftHOsAbzDrokEkKPH29T/BuP/BT5+4rJyGz6Du/AFUGZhiuVbeEAsj2iYfg4S+Q+1UbgcKqxTpR7YcMoO2NuDIh70m/3o91zped3oN334LALiYDKoIR/0UAHV8os0yE/SLI9khTykz3wg6+hR22EbHeUu+U72E8YR+Tdd7r/oUr8hyK/lB/kH3/4vXz+FIn2JwYUYnIjBmRi8+CwUYmAipOPMlR/pMx9JOSMtxFOHo0nuiRHHKlI34dnA2JuZih30q3vkS7rZv8kp+ZwFc0c+Zcq+46/yP24/BX5i6E0Mdk9i8OSzQPlZRuAcT45TcWaT0yx8c4m7Akc1U99AdktxtFCO5xlrLWO3U6Jt8ld5keXRxTI5xnK5JH/m1ftE+T7Z3GB0K+/Bu09QpJc9JwUxiK0ijsTghtuXqCNxxuFMwplJTnnkMxtHGeMbWBa1jNzIEmnGsYLl2crY6xl7s7zDXLwp++S6HJZrcpbtc4Nt9CU8IiJFzsO5p8BtjYE5EPy9eO+MeyDeUHIcRW4JONPkA9HgKcShx/Es26OKLVmHpwmPEc8qHG1yUTbheAHzbo6PlzlGTstrRHSK2TrJjB7HcPQJrz7h/3Mg1tfMvR05u0m3+OFVkcEYfMm4puPJI49iuSClxF/JiqvG8yvPZRrU1nUF4PMkgUACiR2xSEJsRrZZxCYsS4BAEgiEEIsQQmIVIEBsRuxIGAiWWWwMNgYbG7zbOMR23Lpu7DZJk7T2ZJpJPeM0a+vpuM1MmyZ2k07bSV3n9agw/fHNe3NHo+/ec8+759xhtDjR8wq8gfl5F/PiJ7CKjvOYlVtwC803MSdewwi+iqu7jtm8iSY313bY8RP/Rv/XyJ/+96l74d6F4uzj4AHG4l3IQZ8aXRXoMaGnCXe6HT096BnAiI+iawJX7ULXUXSdRNcG/v91uIK/vkQ8hIuUL+A89Rs4R3sBGxj5deTsDm7/Czzi/srEz90P4FN8PqK4jz8Wurm4zj3ozYI7VAXc9tDCTboBXvOugy1GC1xn2GCTeQCu+gzBFZ9xuOw7DRdZR+ACaxnO+a3Dht8mnPW/C2v+D+G0/+9hJfBbOBlIwokdju9A0gCe41HyFI+1TwR47LqP/FAsA74UuE8Phju+sXArIBW2gnLgWogarnDK4VJYDVwIb4RzEW2wEdkN65H9cIY7CmvcSTjNnYVV3hKs8M7AMu8qHOf9GJZ4v4RjvM/hKP85zPNfEnM8kpjlkZSZHb73AfgLD48/LDUfJmPZ2Yt9/i4scTiX26G+sBXJh6v8RLgYLYGNWCWcjdPCWnwVnIqvhZVdzcTJXR3EcsIB4njCELEkHCcWhYeIBeECcUR4ipgXXiJmha9TZoTvUFzCjynTwq+pUwn/oU4kkLSJXSTt4A7f4Zr/iP6P0rEM7UN/JvbYqQBbWIY34+hwMSEc1vcI4fTeDGIlKZdyIklNXUoupx5LMVIXUuppR1JaafOiTtqcyE6bEY3SDoumaIdE8x7TqcseU6nnPSZENzwOit70dIoee46lfOU5kvKCPpxM0ofcJG3zDOP/BJ0fYol7OxfLevZ2K3JZjL2NiIAzqcGwkh5LHM8QURcy9nvMZyo9ZzNL6IfFlXSX2OQ1LW7yekXc5jUp7vGayBr0Hs8a93ZmHfYey1ryHs1aZwyLX2UMiu8z+sWPGH2Zf2b2Zn7P7Mkg3TC607f5CmPwmQRzUIkxwBboBj4v5wFs4FxO4/hJiR8sSqNgXpZIPSwVe05Lc72npGrGhFTHHJcafJzSWt8xWbPvqMzmOyyzswZlY6wB2TTLLltgHZCtsXuk19hd0p+ybfs/8Gvf/yW7bf+/2FYJyWp1s2+bL0W4D9hu/KoYcwDZxPJ2rhD92Aot4/gxORPm8rngUgipU/np9PE8GWMsT+k7Itewh+QVfgNyo79d3hDQJ7cG9Mp7ArvlQ4Fd8olAm3w+qF2+GmSVXw5qyb0TZMl9P7gx52lQQ84/A+uzyQDEv162zVNsvR4VYC5iq/F6KcYAS/2ZEvSr0Y/jcwV0OKQOg8mieIpTLfIcKZQwBwrk7D5VYUCvqjSoW1kV3Kk0h3QoLaFtShvHquzntCidHItyhtOoXA6rV1wIq1XcDjPlPwgz5v8hrDr/H6HVeWQIElwtJ4PcPJEBfKDBtgzb0BvIeWwDV7EFW8S5zGFcDpXQYEIbAk5dLDFcmuTRrxUzejU57M5iZWB7kSbEWlQe1qw2hjepGyIa1dbIenUvt1Y9yjWpD3GNhUtcQ+E5rr7wFrei4D1uueoJt0z194gyFRlWpiQ5SKibL3Dv30fnvSpsf5F1PcCJSrxv4VxcGJsJfDoqAmC4UgD9lXupvRUZXrZyKcuqyw9sLlWHNmhLI+pK9FxTiZlvLGmOMmi6BHrNkKBSMyUo1ywIdJqzAm3xDYGm+J2o4qLfRRUVfccrVpORSHhx4TafYLwfoPeuEdtuZA1ZrMb7Fs5nEufiwOdQNQvsRh70GIUUmzGNbjVIfJqq5P51laoQU4UmwlBezq8sM0aXlzXG6HQdsVpdf6xGdzC2WHckRq1biynQbUWrSt8WKEo/Fyi03/IVWpKrKCEjlRoyws1j3If30PsjM8AlZBU5asI9qME+G8eH8L2vlgHddeHQUR9PtNaleDTVZjHqzDnsmhpFcJWxKLzcoONpq6qii6vqYtV6a1yB/kCcSu+MVernYvL1p6Pz9NcFufq3onL0n/GzK//Gy64gudnlSBkZ6eY3GOtf1ALcrMfvATmBzCKTddhnIwcaADqbPKHNEgItzTHQ2JxIrbVk0o1NUl99Q16Arr4wVFOrjVSbK6NUZnN0vqklJs/UGyM3OaJzzLOCbPMpvsx8nSc1vRkpMX0asa/meURW9Q8RWQby//zagPmIV5EtbHvPIov47kKc+N6H2FoAWq0ENLb5Q107H0ztu4nq9jSPyjYJo9Sayy5uUQUVNGs4CktFpNxSw8uxNPNllm6e1DLG3W+ZiZBYVsP3WTY5WZafh2Y2fRyS0fA8JL3+h9C0OpKTVrvNQ4z9vVbMBeQUcgSZQkasuP52gBYb3je6AGq6mWDoCQd9bxyU9SRTtT1ielG3jKnqymfndRYFZtvKQqQ2I0dia+Jk2bpCxbaRkEzb4eAM20pguu1aQFrHz/xTO37rJ2p75p/c+jIgqYUMTGomg9y8i2u+0wFwEVlGZpCDyAC627oBGvHKaLTjvW+ABtrBINAMRkHR4G5CNZhGyx+Q0HMGcpnS/gLWvv5Sv0y7wT/D3uifZu/0S7UPs0V2FyvFftI32X7VJ8l+n5nY9xFjb+8z5u7ul77CLpKV0Emy3bzVhrmArnVkEZlGxnowD9Ddgm7zIN65RgCK8XqidDIhzxkGueOxIBtPJCTODKrYKfNMdyq8Uh0a7xSHnpHkqGMkOjq89zoGvfY4pum7HSfowrHLngljb3jEjz2mxY184xE79JIeM0h6Rw+QDDf30LfZh/uAzCOT6B1CugYAmvA6YnAAaMfRPwkgmaZAhssP0lyRIHLFQ7IrmUh0iSl7XDlUoauQ9l+uyzwu6jqN4585GGCUG9YEBYcMAV0FFMZ01LGoNO3Q8spMJSUyxFszFJFbwAHxgFEUEfLIC9Pa0jKzrK0023Zt3crcMrXLokPXdbPpPUiveu0fb17M9f08z/N9ft/v8+lRMsocVzLRfEtJpql7yTxTbMlyo6242hhT3GiILnre0KXoPUOXgq8NUfk/myKXecyReR4fLwewo1tgNZTCUphH3lnkPQntUQXSsGJpcJnUrwLv6TKpe1WwYquiZKu6RTHVvRVdbVfXaqeiqu9WZPUY3VQ9RZ2qZiqiKldhVRUKcW1UkGufAla+rYCKiwosv6bAFR5DYNkNdi/leQAX+RbCYv7PWUYN0B5XIo0sl4ZizezVeL/V0s1rpc61RoW4AxTk7qwA983q6O6lDu40+bud8nOPkMU9Tmb3dBndFLSuEPhRLcZ2HSZyLWZxzXck/T/wtLGVr6xDrxzyYX4RNSilD8h5lEu6E4s6gCWS6qS4DVIUNjF0s+S7haGziSGsiSGoiSGkOREYhJqHAAdfMwdcM83WTFGbWGxLg9SIqW34O4MB0/OmK3C9jYYVUg11LoVccs4h5wxyHruGPkR3SL3Ul5/Hb5Gisajh2yTrDgbhnQzgu4hjN0Pwnghg+NsbD32B4aOFC6+FQ7YlG9jUvSSzlx/ufp3fnWNQ+gmut7G+ijuafAvQXUCts2qpAfnej256k9QfzT8/I8Xuljq1SB2fxRAdQP85+Au8AC9agKH8UKT0UncOPQbTwwxjrzCMHOEAOkLjH6HAR9bzHgu88i6fX+B7P7VRu459QHcpH89G91F0x7F1I3ZRAzRT0IujhJ3RCjyI/stoHoZX4FV4DUgNIyL91V96O1w6wZB8kr35G8PJKQaR08RxmofuNEX/ZyMQ/Acn4VwbNegWU+fF5JuN7uR9nEfkmM7XUtGMRzMKvYCj6B/z6sDb8A4cB1LCAApTxNrwoYEBlT75rLN0Pk76gh75hsv5W+L4br7USm+0Ekfrfni9jSrqXLCXXuSt6eQ79kXpLnTttHACX+nyJvmjaTzRrnUKTrfzIZyBs/AZnIcv4RK0Ylx+DMU80q/XGBh/YVD1EIeHZ8VD83ncsLUNjwLxm1Y8rx+e14/XN0Ec9IOhMBLGwRT9oizc4mz9F697Vbn6D/7uiop1WeW42Sr9iMf7QfX6Hr/7Ha7vEs3yNYX7kiC/5NMvWOU3zsPncK7Nb1qJwZcYzO0xhMPNkASD0B2O7gNoTkJnOutnqxWv+y1e9xJe9xsVoFOqr1SJTg3r1+mCGlh/uz7FlZ6lYc5QtDNE9TErfggfwCn4RzseWYjB0OZ7iYPXIbquaHLtRY63opuO7n1oTUAjQxfxuufxuufwup/hdf+tPHQK9YnK0HChsRbFejSepkX2sn0v6yR/3+XX7+gaVfHQvjd4sx20iUHtMUg/y4puJFHHodsPTSd6I9Aag8YkNKah8QQac8hhod5nT95jT06yJ8dVQbuuQqeOtRt1TDt1lP14FfXDRHyQXTuI4v+Druk3fS/fy4e6hlNLG/Xrjd5AtO4kk/vIZTyrTdFbyiSPbB7JuVR6ERpLdETL0Skl65U6RC1e1EaOj20cIwf0LNG06COq0qo97O4elHb/gfYatOlfhovwiQLIM4rcEsgrFT0nWnej8wAaE9HIQCMLjRw9T28coDf2syfPqgitcrRqWHu9nlEzXdGirRwmT7NiM53TxC5vQc1LYzu/1aC1/dH6GN6XhVwj0I0ltz7UayB6d6B1r/ZpLBqT0JhG58+g2rO0g97YTm9soxZPU4smnpFG9mMzSpv45ka9pA1Ucj0KdWRai6qXde149X+AC3487laOHB98X9sx2BHtSGrZA91+rDSEvIajMwqdCeQ0RVsMmWo0ZqvBNFebTIu00ZynDeZirfdZqTqfdaq1bNZayy6tthxSje9JVfudl8v/ilZaPar8A1fR+4qj/gxH/Ymu0tGbpIMh+A0/A7UN1S5TN2337a1m6wA1dkxXQ+A9qg8eow0hD8sdmqG60CzVhuVobdgCrQnPVU14gVZFVKgqYo1cEQ2qjNip8ohDWhFxUqV/uqjiTldV1MmjQiho5weuvXNon+rBsZ/AFXQL1xxH205i2hHip+awSDV0iteGzqmqixqidV2Ga03XUaqJHq/q6EdUFTNNrpgnVNltjiq6PakVtnyV2cpUalulYlu9Cm07VGB7Qfm248qzfW5YYrtiyLV5jE91+51L5H2GK/d4ClcetCQx2/Xiyiemzd2Mqo+JUG1sd63unqTquIFy9bhDFfH3GMrjHzSUJTxkKE2YaihOfMxQlJhjKExcYFjec4kxv2exMa+ny7i0p9uY23OrcXHic8ZFiW8ZFyR+apqXcNk8N8FjnhP/O1/EctVwnB+7lesYnuGqa0xltuK9OmJZmxCs6l4xquzdy1DWx24s6eM0FSUNMxUk3W/OTx5rXpY8ybw0+VHzkuQZPrkpc3wWpyz2WZRS4LMwpcJnfkqtZW5Kk2V28n5LTvIbluzks74zkn70fbyPxzfLS+8bfO69YgdwtTP+tHhHIMaPegezFbGsIhZXilUr+kWpOC3eUJDW17QszeGzJC3dkmsf6bvYPtpvkX2C30L7ZL/59kz/efaZ/nPsC/1n2fP8Z9rLrNn2NdYZ9kZrlr3Fmpn2WodpaR93yEj9vsPUVE+Hqf081ile+nqsZ8n3xFDGj3R6ABqglteriKWSMaRsgEVFAzspf1B3w5JBfcxPOvr7LnQ4/ec5hlnnOO7tMNsxpmOOY2JAtiMj4AnHjIDHHXMDH3PkBk53FAdOc6wKzHBsCpo8cHfQpIFHgiYO+FfQQwNagybc6gmc0L+NAC8fke9bdzISDZO2QT2s5nXl7cx3xFLoNGrZbeHKvd2mRbf3Ms27LdV31m2DrDOHpgfMGDoiKGvoqOBM5/iQ6c7JIY86M0OnOmeFTnY+GfqIsyDsYacr7CHnhrDxQ3aGjR1yOOzBwR+EPTD429DRg34JGe3weAn2cpp832D02z/yxihaB1WMYCsYOwqJJQ+euitYC4dHa+7wX7kuE6gozysMv8MmgqjADAOMoIkbalARRTRERBjWYRnWEQIDCA6iCK6MKLIYFzDGBa0xVbOYTW1zsqjR2DTN1iTNoqa2TZrkJE3SLJqk7Ulr6pbpQ0hOWw/nOf9w5p//vfd+9/v++07wWpo5za8xY3aAKz1laJ01I7jGmhfqtBYbK9MqTBVpC8LK0xabHWmrzKVpHebitK3mwrR95oLUR815qafNtnnnzbaUr8NsKdeNtrmeUFvyAOfJ98V8xk24D/bAnXnMVsTSQSxriG+VLVDL8ixqyhtvWJQ31bc+NzGgJmfO0Kpsa0hFdo7JkWU3l2Y6IooznZGFmQ2RBZnLLfmZ7ZbczJ7InIy9kVkZD0dmZJyKtKa/HWFN/yrcar1mtqZ5wsBkTfWYzlL75woZdeEA7IIt0FVA/sSykmuL3V9LisLVUDTGUF802aemMMG/0p4UNL9gXnBJfqapMC8vvCC3xJJru31Ejq0+KsvWHJVpa4tKt20ekWbbMyLV9pAlJefpyOScsxHJ2Rci5mRdDU/O8piTMz1h/byRSz+WcCbAPXAXbIT2Ymk1sTTzubHURwsdRi1w3KRqxySv2x3xfo6y2YHFJXOHFRSnG3OLbOHZhYWWDHt5lNVeG51qb4pOsbuj5to3jki291lusx+KTLKfiJhtP2OeVfClOTH/qjkxz2NOzB3gNXSedkgPwV5syVau3dAGLWXol0t12ITqyuGqrIpSeVWMoawyzqeoMtE/v2JOUE55WkjG/OywNEdBRIrDYUl21FhuK1tsSXK0Rt7quCNitmNXeKLjUNjMsuOmhLK3jNNLvzTGF18xxRd5TNMKB3i5lH5E437GzT7YAuthNTRWou+Uqmqk8toAlS2IUHHdGNnrYr1yF8zwy669NSC9JmXovOrMkGRnninJWWqe7XSaE52NYTOdq00Jzg3GGc6dodOdDwTHVx0fPq3qzWFTK78YNqXiSvDk+Z6QWIcntJ/n0XoMnQOwHe6AtdXScnTrF6Bfj99wSUUNvspfZFRu40hlN04wZDTGeacuShw0tyE5IMllDZrlyh0+01USPMNVFTzd1TA83rVy2DRX99Cprh1BUxbeP2TywmOBsfVvBNxS93nAxNrLQybUeIbGOD3D+nkWrcNo7YOt0AmtdXg+tGuxi+WN6GPXcrBK6S1DlNoSoZRlY5S8LNaQ1DLdJ7ElyW9Gc6p/fHN2QFxzYeCU5tsDJze7AmKbVwy+pbnTf1Lz9kETlt7rF7P0Sb/xTa/7jlvyme+YxsuDRjd4Bt/s8gT0c5IcH4TdsBnaYQXajWhXNeE30M7DIlmxJ0mtvkp0hyjBHaUZ7vGa5p5imOqe6TXZnexzizvDd6K7wDfGPd93vLvOZ5y7xWdM63rv0a3bvG9qPeA1avXjhuhVrxqiV/7VELXi394jlnl8LC0ev36eWCwdJM/tXDfAGj63oF2Pdjna9lVSphvftxbf1Y737BysiZ0mxXSO1LiuGI3titPorlm6qWueYVRXjiG6q8QQ1VVtsHQtUWRnm8I7exTWcY+MHb9UyPqXFdL+sULXXlJom8cQusbjFQJHWlgH2AodsAoWo11N3qVo56yT5q2XErukydjWsZvxXj3+Cu81ytwbLVPveBl7pyq0d5aCe1M1vDdXQb3zFdhbr8G9KzSoZ4N8e3bLZ8vD8tr0rLw2vgNfy3vDVfl0e37g0Gr2A7lugnWwnP8Xol1B3gUdrMEG6dZNUhx2dfydUvRdknGnFNDnL5/dofLqi5KhD1/ZNwV4+ffx0uvjYOtjU/VR2D4etIsf7jwo7ThGwc9yCH0hbWOC3nYdvtd+brkLutskN9cl1Lu6Uyoh52xsYTIWNX67NHGXNGq3FLZXGoJV9Po5Q+B+BtD9RjYVg9gB4jhIHAcZBA7iLQ8WQS0s4zsSOfAz7j3KQci0uu8TXkzEsPd7YK6lxj1odsCKbslFzuXknE++qegm7qEH0Lx5vxROKkH3YYoOof8QYFn1CMPwI3jbR/uHv9EMQbEDg9AR4jjKYXuUTXakle9I5vD93HeK+9/ht9/wjCtwTTtZ383Qhm4TJavZQQ3IN+tu9sEB1gDNcQ9KkY9Iww9LvqTCkM1LDp6AJ+EpbxgiHQtjGB7JwctgdDJBOsW6PMNhf5qNdprGeoZFPHWE73/LfdTi+LdwSdvJt5tar+qTGqhzBTXORzeVPBPQnITeyMel0Kck/+PonQRSYfBnAIVn4dfwG3gBY/DSMOmVCIYShuPXGVDf4sV8hsP4HBvuHIU+R3JnSeAscZz5AD5WL7rt97Af75UWkG8ZujmPSXPIL+6ENAY982lp8E86L8JLGjAhr8Cr8Dq8CbQbRld6h/V5nz75aBRDOz3yOcPQBV4+F5ZKF1nsiyzsReK4yAMvvqxND3AmUOcm8q1BtwjdNHSnk99YbglHM4CQMV7/1Tn3gxkb0PtDvya8Bx/CJz8axosGzFuQ9O0I6TuG46tzpevUw0Mcno1A8h4aynMEnzUYzzsIv+fNZz8wwWiIg9sgC4p1XVW6ite9jNf9Dq97CY/5L7Xrn+rWt9qEV9uqf2in/oab+1r34iwf1QVc6BcU7nP9GZf3d33Kkz6CD+B9eA/e/cHr+eF5DYYB3+sDITAKYmGWrigdzQK0ytGp5UmL9A0e8yutRKcNnfXobEBnCzrbKMNu/QV3+SFu8AMa9z0a5l2K9ifufJtMzvDUG0Hb6yffO0AQ+VrwgDFoJpBXCnnZ9KVK9Ble91PVo7EYjWVorEZjLRqdLMdGlqVX57UDrbtZsvv0Fg71DZr4Nf2OFvpUL/DUF1C4kRtj+E6DqGkYUY8mrzh9rCT0MtAq0B/xur/H656Ti/ibaI/ltGMrCutozS5adBOtuo3q79bz2q/nOEB+xXqcJIKnqf4JsjqOyo38rz4nFzX2JuJgNEeiOYmcZpLPPHRy0CjmaRXEXssWaWBLNlHpFTpNbzxDb5ykN06oR8eoxZPU4nE9oMf4+wV3HSX6I6zeYV2jUzz/x08xXIIL8BGcVyA5RpDbWPTi/sNzmQe1dV1x+DxtIAkJSSBAXrBB1CxikwDJIIEEAiEWsUmswjJIQIRkVhkMCMxiDMXY8QrFC7bjeMb2NI5dJ5Omk06aNK5bt5NJptN22qZO23TJdNJkMm3TtEmb15+Np398PCSY+51z3733nIt8TMjHhmOhDo4WOPbB4YOjH4ZBHFkH4ZiEYxaOoxj3OGZgDSviMj2Pb59DdFfxVi4ju02YNmG99JSLWzE88X8EHj3ddj/C2nwTa/M1zMUrmIuXsC7ukgWuKozYCEcbHPvh6IUjgGyH4BmDJ4wdMQ/HCsY/TRdg2MB/fgNRr9EDvKH36eyT3fNfzBT7f76E8+PH+eOIe4e/dfw8Pvq+TSIcxQnwpsCbi5GM8JXDU4t8XPB0wNAFTx+dx37dwBpdxztZwz45h3Vxhk5i/PP4eR0r5B527n2s2F9j93xCy8wXtIRVePQpOLHpT1LMfzz8ShzDKD/fwtF/m8tgXmUoTTuRYwZtMgV0gWumDb6d1gX1dC6ihc5GdtLpSC+dEvrppHCQTojG6LhomlbFi7QiPkHL4g1aEl+nRfE9Woi6T/NRv6FZ6ad0WPoVzUhZmn7Kx/A9wlH242SUFXAHJefmdqLnEc9zUQLaFMbReUkKrcly6IyiiE7FWOmEsoaOK5voWFw7rcTvp+X4XlpKCNLRhFE6opqkBdUCzalWaVa1TjOqaxRW3aUp1Vs0oXqPxrd9SmPbWDoIQiqWecyHCUS/SEO50aD0gZvpuPOhFbiIeDYQy3qcjE5v20UndmjoWKKelneZ6ejuSlpMqqeFpGaaT3bTbLKXDqv9NKMeorD6EE2pZ2ki5et0KOUsjamvUkj9Io2o36Ah9S+ZAfUnzIHkrzjBZJYTTGI5AfABXO9oMQcocS/kIXc8L2Sjx0U8p1LR3ySLaCVlGy3tSaWFNB3NpRuZw+nlzHRGDRPOaGImM9o4ExoPZ1zTyxnTHOCENCHOaOY0ZzhziTOYeZp7QLPJDWhe4Po1r3P7Mn7O7c34K8+X/h+eN53le9O2eIRS/9CAco427Aa4hPbjXAHciOUYSt6yhk9HsuJoNkdN07nZzGSugXMo18wd01byQto63ojWxR/WdvAHdd38AZ2fH9QN8wO6SYFfd0TQp3tW0KO7KPBqbwm6tK9FeHJ/GtGZ+1GEO+dLwEZ0ZG/xK7jum7AOi4mulWD+8TxpRG+FWBbRhsznMTSTr6Ap/S4a12dwRvV5vGG9iT+ot0YcMFRHBAwNkX5Da+Qzhn3CXkOv0GcYEHoN48Iuw5zIY1gVdRo2RB36G6I2/auiloJ3xc0FfxG78r8QOfNYkVO3xc+Q+xsoq7dR4q+UYQ7wXMXno4hlDrFM4+8TRRI6aNpBw8WpzIApl9dv2hvxjMki7DXZRD6jQ9xtdEbtN3ZIPMZuSacxIOkwhiRtxhlpi3FF6jKuS5uM16UNRa9I6wrfljoKP5Q69v5b4jCwEof+CVHvIvfvouW6hfbvog1rAM9lfJ5HLNOI5ZAZvbZFSENlKgpaUxh/WTavp6wgorvUJPJYrFGdlipph6Uhus3SKmsxe+Quc5/caR6WN5qnFPXmJYXDfFZRY76mqCp5WVFZ/BO5rfjPcpvpXzKbkY22FW3xNlqtVyvRYtrxHqrQaoNF/D6DeCYQyygYsAmov1JJffYk8tk13P2VeYJOW5GorcIiaamwyZzlDkVjuTOmvtwd67D6lDXWAWW1dUJpty4qbdbTseXWq7FlZfdiLWUPY8ylf4wxWz5XmC2s3Gxm5ZYSVv4QvpdrcB7UEq2BY2AeTFWjz0ZsA4jJX8OhnloFdTt2kceRxulwaPmttQahs6ZE0lBdLnNUVcfU2BuUdntbnM3eFV9uD8Rb7WPxpfb5OLP9pLLEfkVpqrwbW1T5w5hC2x9iCis+VxSWs4pC6xYP4Ltbh7VQj6sIWAaHwTi+G8Tf/Hj6cGXxNErI3bSd2p17mOambF5TU0FEXaNRXNNQGm2vr1RU1NUpyxzNcRaHJ77E4Y8vdoTijI45ZZHj2di9jssxBscdRYHjgTy/9gN5Xs0/5XlVrOIJdlbxfYx/uxF7sgn7ERwBU2AU9ON7L64I+9Cet7cKqbktnpxtydTQpuE4WvP4Va2FQluLOaqsuUJmdtUqTC5XbJGrU1no6os1uEZj9K5ZRYHrhDzPtSnTOe9Itc4fSHKbfi/JbvwsOquelWXVPUH+Ohy3wAY8q2AObechMAi8aIU729Fru4maOnlUvy+Gaj2JVO1JYyo9uVzrPoPA0lksNLmtUYXu6miDu0lW4HbL8t29Mp17JFrrPizNdR+PynFfEmd3vCjK7Lgv1LT/Tpje+pk4rYWNSnOxklQXK/0OPNfbsCfBMnwzINRBFACeTqK2/USN3ej3cW2r7Imi8h4VlfWoydyTyZh68niFviKB3lcame+1i3TeBnGut12c4+sRZfmGRJneaaHGuxqZ4b0Ykea9LUjtfou/p+u3/BTPPyLUnaww2c2KHvMScrwC1ylwBEziqjrkwb0XbjfcLh+Ro4+oAlelkoCAioIxtDeYSPpgKuUHcxhtUM/NCZbwsgIVfE2gTpARbBWkBbv5qcEB/tcCU7yUwAo3OXCem9T/Tc5u/5tMov99Zmff37k7elj+Dh8r2O5lBbe7UB/AcTAL5xgIImcv3K1w1/cT2YNEZlwL9MNEuaNiygrFkya0mzJC6ZQW0tKeUCGTEipl1KFqTlLIxdkd8jCJoQCzMzTBbB9dItXoOsWP3KS44e9R7NB7pBz4GykPsExskOXEBljuDVxJ18AyCPcSjQA/3B7k7cT1rAbushGiwoPwjxOlTnJod1hCieEE2hFOou3hDFKFdZQwbaT4cDkpw3UUG24nBQaThUMkCS+QeOoMCf/HdplGRX1ecfg3CzMsomCMUZxYZdEgqAzKqEAEsYrGBVciiqCIBMENQQSUTQbByOIWFaMJRmyjjftSja02NsbkEG0208aaWpu4pO1JcqIxcTmZPqOcxA/98Duz/ed97r3vve97b3GLrEUnZFn2sayF/5FnwX155bseqhk/16KVaBlamCNl4ncK7CTYI5ZKsUVSZIkUWir1qGD2qzKqfbWvfKq7yNvZU57OPrI6I2VxxsrsTJTJOUkGJxvqxAnncjZ5DYDtHDwMcuUMa2XXSLzb6AGHsUtNiziX4JWhApTD5/Ql5AHs0cXkwAopqlwKY1wNZETrUiN1eFHyqKPxq2e+racBqe9JYYc+umwbuGgaONgaKLIGNrQhn9+dbPYmCm8PMIbH2n8ReGxYdQ/9pA3EuJrHCJvyeD+XeKfAHo/PwyulQXD71kpBuBLQIPmtlazraQBfQpusyA9hx2bm2y3YsYUmZIv7AubwbaLImghuE7HYwp83M9xuYpjdyIC64RsORbrZ9S7VE+OVMItQLo+m4/PkKvIQf2PhRjRKvWB2g9mRMdW6FfY29Ap6FTVbEA3pDhrS12gEd9KUtWBHC5fdLg7ZXRTYLjZ1F4u2bOH3/TzXyvM3+B8TTfN9rWZ/y+Hm43MWPqesphYxeRjcKMIXCrM7W/lEs+SJGzS5NDtoN/odegPtdctT2ufPwR8gHQqmMYzgIiIeRzn4j1FsR5bxXR3aye9/oGG5hOjoD3yvmlWczcR6AT7PIs5T8DexSYrGz34wA+E9xTb6uFm4QMPPGugIOoaOI8LLoEUTYJRO+dCQ0BCfIUfO9pXOkR/vcSG0UnCtBLp1HQMMC77DFHH2MrqplcR66QbqkTjPIMZJO6hFuFEwQw9ITx+W/GGZHzLQKXQa/QmdQaQY44t7MKI5R+fdg5KJRpn9uUTD7m4Wr9KofckFdI3cuE7gbxDg69hxnUWvv6MyYp3HvmYS42l8PRZu3FHJjm89YXaC5+FmnW3jtLbJzbqA/oI+QhcR4WWUkkh7XXcPr+zPt+TJLRr1H2nK7mHHfQr/PkX2gIA/aEFvMGlZmDeNejT3eqCOqAfqi2LQSDSR6Ww6M1mG7jJj3tFi3Wa2u6USJrdyfSsn09Nq5rUG/Zcp698k7U3mqxts3jUC9yUT7BV+vcRKf0OfIff7i+jDx2beX9Qe2WD20T0NgpmgH5jvbjHrfqM0GFkw5sNYAmMZjBUwKnC9WleZ6K4wTf6Dye/vTGefkbR/JWE+ImjnebqVFVtZ3a33217f/T82/MSc+SNz5nfqBTMS65/VVxoFayKM6aw/W5eVjR8L8ClfnzJjXlSpPtZKfKpha+rhbSQ1tuscBfS2DustEuY0/zxF9E5BceuPj+lxGzi18NcDPzvB7KF/sh+XNQR/hsMZC2MqKZCK/XOwfx4pspCUzIdRBKOMtatI29U6ybR7gnn3uF6jdPZRQqcopU8oqa91AJJb+9teDzyyoc1/4TfpKwPc9jBt8HrDGwDvWXgjKYUkGM+z/kz9HjuOYscR7DiMHYdUDKOMtZ1Q13BkbGQntnOM7NbrPP0bVtpForawuzshPi43/0Eb/4u29D4vL5idYQbC7Is/g2ENgzEaxkTWn8b6aayeyfrziPgiGAUwSmBU4H0N2dDIMdrEcdpChh7UVnalSZ+TKbeQS5sfk9uG7x76/6jE3n1Y/kZ89YNrg9kbXiS8WDi/ZsWxMCarWSkw0vE0E0aOXsaOrdRKEzm6mT3ZRCw2cqls4Ml1WN3IfjTgYT0ZVkeFrYH8IlqN7sC82ea/+6g52XYE7pMn3CfxrSfMcHgOWHFwEvFjPIypEGbAmKX11Mo6amUttdJIbtQTizrVwlgPYztR2UPVvMkufYB1N1VJpVXALm/T1+5jpR1HHNffSa7iAxy1u62ProUd8mWFALi98C0Cv6JhJcB5Ds4EOM/jTyqcDNUaslVjWKRqY6GcplJVmVap0rRW5aZtKjPt1grTCZWYLqjY45qWWe6o0OL6WTfhf8I18xbH6qFuXEe8b+7M3Mf102Q1a7Oho9abe6jBEqY6zyit9h6qGp+RWtVunJy+k1XVPkWV7dNV0SFL5X7zVepXoBX+K1TiX61i/0Yt839ZS/13K9//TeX5f6jFHb/Swo53taCj62dd7crRG8TVEyLtQc2830IrsOFp+iuO2UY/b63x76qaTr3k7ByhyqeiVd4lQWVdR2tFwAQtD0hWcUCqirplqLDbPC215SnfVqwltpVabKvXQluT5tt+q1zbcc3rdkEv2G5oru2u5nZzGTLbdBnmWa6VQ+Fc71xzTWG0FbQidRzxtYG0OzazqmxPqrx7T5X2CFdJT4eKAoeqMGikCoLGKj9osvKCU7Q4OF2LgrO0IGShckMKlRNSYcgOWWPICtlsyAzZZcgIPmaYFfy+IS34mmFm0A/G1CCXMTXQZXLrU5inuer30oa9ijba4fenxcKeldhWgS2lIX4q7t1dhaGhyg+NNOT1iTYs6pNgWBA22pgblmTMCZtqzA5PNb4QPsc4NzzXlBleYMoILzXNCq81pYW/ZEoN22maHnbENC3sPXNyny/MU/vcMU8NdXlMeeaRPoB7Ikp6fRA9PmpENXyupBUqxbaSfsyefX2U3z9AiyJCND+inzHHPsiUbR9qzrKPMGfax3pk2Cd5zLaneKTbZ3mkRWZbUiPzLNMjl1umRa6yJNvXW6bYd1gn2Q9aJ0Scsyb1v2od3/9767h+Luu4vijcZW2FeXQI+8DVugnVoapo+Hxf5KDPHcjdPtCqBVGdleMIVNagMOMcxwDzbEeMR7ojwTrTMco6w5HkmeKY6jXNkeqV7Mj0muJY6DXZUeQ10VHlneRY6z3O8Yr3mKj93qOj3vZOHHjFO3HAbe/ESJd3ot3l5dY5mAdpdZpp/zagWlRBC1ZC21GALYuxLzfarOyYJ5QZ+yvNjn3GmBZrN8+IHWyZFjPUMzlmhPeUmDE+k2ImtZsYk9IuKXq277joXN8xMUt9R0dX+o6KbvAdGb3Nd/iQvb4JQ874xg/+vF38oFvI1S7egaJcPn+GuS9e2p5AHaBqVIoK+W4xtuSiLJ7JiO+g9ASbUhN6GVIS+pmTh0VZJsfHeE2IT/AZHzfKd2xcUvvn4pI7jIpL8xsZ9z+2yzyq6TMLwzcBwxISSKk7UkUOgiwqoBBkUQhgWENQggpBWeIGcSUqKqgoYGXcoFq3IrVTrYPYzjkda1t37aa1y6itrdqxM2e0085UZ5yOaG3mEWmPnTN/vIGEcJ97v+9+3+++M30MSQt8kpNqvcclrfdOTNzhnZDYoR2beFKrT7iq0cf/U6Mf69To45yaOHQc3gEDvZCKDUCr0/Cc/FzAZ5X8zZYiMp33xWlqmZLeTyzpQ2VieqhLXnqkKidN75GZmqSeYEjVphqyfFIM+brxhiJdkqFCl2CYp4s3LPeJMzzrE2vY7h2TckA7OuW4Jjr5C03U+DuaqHFObVQSSnRq3yL+vnRG/wnYD6xJHXIgO+9nkM80fk7NwHtmusnErN6Slz1YcrNDlFlZI10nZI1xS81M8EzOSNEkZWR4JxjzdGONk3V6Y5kuxmj3GWNc5h1tbNJGGZ/XRBpf8RppPKYeMeGKZ0T6ba/wVKcm3IBSnNrD8PbCaMGSNGRhvdBCNAeVoqlYhALG87w8F8kx6yTT7CdGc5AizRzukmKO7jUuL8493jRerTdN0MSYcrWjTYXe0aZSbaSpSjPKVOM10tSojjBt8wzP3e8RlnvUfXjOFbeQ7NsewZk/qYdlOL2GGZ1ev4fTlk0vwKqHtRTNZRSfgYrzRCbli5iwbZkFzPwWLzEU9pPkwgBJKhyuiC8c5aIvjFWNsSS5R1vSPCMLcjxHWgrUEZZpnuGWSo8wyxL3UEuDW0jBVlVwwb5eQZPe7hU46XPXofnfqwLyfnIPMDk9huQ6PTth7YTVzMi7El41moPKJuJ34JoL4U8RMRQxb1tVMtbqK/qSQRJTEiSjSyIUkdbRLiOt8a4R1hRVmDVTNdw6URVitaqGWWf3CrIudg20rnUdam11GVL8snJw0VtK/6LLCv8p/3DxK3zo6mdxqgYWON32w9pKnU1oOcz5FtYAlcCeNBXfWUz92LUkrFJMuUhkhZeMsPWVCNsQCbOFyHDbKEWwLVYRZBunDLQZlUNtZuUQW5FysG2Gwt+2SOFXUa8YWLFF+pe/JH3Ljkjv0ovSZ/rfpU/Jj4reVqfy6WKny15YW7Cm9dS6BFXBLafmqbDNsI2leB7Y+hl4DixKSKWrBFb5SIB9gAy2B8gz9lAZZI8SP/tYGWA3SH97jvS1F0pve5n4Vs0XXVWdaKs2ilflHlHPeV08Zl8Qz5m3RG27j5ziVeFU7IbVjOqs9CKaBXf6NM4B7BzsmWGmSPxskagqkdB5eL8FIv2rVfK0Qye+joGicwwVb0eoaBzR4uVIEE9Hurg7zOLmsEovxxxRVtewwZjYRTsBdLLQ73Lx3KDpmN7sDynaKVthNaKaMj5GNlQMO5+6jViiRDu+b75I+CKRQIfIwKUiTy0Xca/1EGWdL8kzeNThcet4yNVxuddyudVyyGrZ0FoWsHYhl149wlct3w8Ik7gUM7bktsjiLi4Cp2yCtRo5UCU1lyIL7Oy5IinUHAt3BNwg7KpfrYjvKhEPQkqDK8kzADXibxsZNprIo4kBYB15NHG5NXHQ1rGp6wjWRNKNGNuGF0XWYCLrLwNlil71gIPAXMkar6hkmdAsfi+GbSb19MXsAdxRcIdhDwetwXs2ing+iyFpJoeNj0Qem8hjE3lsZj22MIy0kEcLD7wWLtpWDlsrzdxKwJYG/o653Yyh3XheZMM3NME9kfVOWUOtNWgeKq9mDZbge0l7HPVGww1pEvGH2Rum52YRZSvsreh5tB3tUHK4PUV2PcVDh0HwBQafNvLYE4u4gNvZk3aauZ2gewjQto/vsB+72Y9dd/jfB7IK5hI0h9axUrOZmlOpNxZu+CZ6EGafbSJqSlDsgtnWPexyuaKX5PHw+zLaxyC8X8tAzAD4O4bBg+TRyUO3k0v4EE1/iKY6tJb3BOlkcj/4Mbop0nFX6uAuWClSQc2FtG/WBu6CFu4B6gzi6wP3iGjhuTzi0FKYDf4XHUIsKwZLMFqPDcEf0Bvk8iYD8VEG5OPBDMvsy2nyOMuBO80GnwJwksRPHhU5gaM4cUtqWOuq9TybqDmf1k3jCOnhhvG1wQfoAXhur/ZwuhnoSI8ROdptiIiHTqOziKOH4RX5iP35tJ/IZYbBL8njOg+FGxy6Gyz41+zJV+zJNYJc/ViqqXkWa120WySXepNf4SxyjINh+h1mDfia4lgP50yPEXqnx5C9j86hC+gTdBF9jq4hrgC5Sc9+y/n9nl79F3n8wFm5ZxPpYvG7tojcZ1O7OnE5il98rxOP58TvOmUQCkUxKFl+wlc9wM/cw9v9gKe6K1W4xoVyB091W1bgVVfj4BrlO1zPNzivm7iiv9AwN3BrX+FYr+KvPpNv5TKRLhHxkS6ij9C5Hr/5a6nRAPkRn9klUTATYRphmeFMkb/hqW7KTPkz/vJP+NzrshRGrVzByX2G47rEob3IwfmU5v0Et3iBDTzPor0vX/N6j61ydus9dBad+j85dIkbzD7UFkDmI6grDmYKEbLlSzzmJSkmfhk1zJIPyeM8eZwjjw9wju+Rx7u4zHdwhGc4uKdYixM07jFe3ybLN1m5I1Ce1OH/yeE/6Dtxkb+Kjvr85QsJYXujqScRVjoME7lbaD8r7VFOO86iLecSfxEtuhRGHS27lrjNVN/KUdnNsTlAFm+wKxekg4o65CFHy/kr/cy/i26h692tpabG/jADqSUClh5WMowM4pvldSnkmFjlNfJ4lTw6yeMgeXRIDTFXsgONHOONso+L7LdcInv5ZjvZ76E72qi0DeILT+gR/989/Cvow+72V7F+vvCegRVChCiug3g4qVSVRfx8rqXJxLcSv1xeJI928miTamIuo/rVsos92UF/bufTbWT3HFW00pVb2OXNUJ/U/e71f8z/oOe4H+6+fryoqT+8QFjhsGLgJBExHUaO7JSJxJ9MpSV0YDmM2TDmwXAQdwWrsFY28NpMJutZkXVEbWI/Gqm2AWoD7J/Fjc0KCfv9+Mp5dBV1dF+/KurzpS5/eMHwRsGKg5MMxyibJBfCJPmNTIUzjaptcCrhLCBuDRmspkObed0mq9iPlUSupWNX0N3LWfllsGt6xNNL/sj1esKDa9ed65jf23kM7e5+JKnh9mVFA2CGwRtNTQlwDNSTCScPjkXqpQhOKZyZdOVcWIvh1MFZR6c+x7t2Vuc1OuYMt8q1/5JcrbFNnmf0fL58/mwn0BAnAXIhd5PYCXacGOxc7Fwch8ROjHN1brZJSBxCghOSEJdAAoESbgFKoS2DdrSdNrZVi7R1ZRuaxLpK0zZtq1pN6tbtxzZp6rZObPuxlbZ8O4UfR5/t9/V3nvfyPM85mGGmx5n9cfJ/iT+x9f6cpexttt+76WxJBrZElvtrerZZlZJrfYa8WeQ1ktOCUwoHTirdWFZ5cVztx5LYiWNiCAlNGIuaMRzVTGFemsecdAKz0hri0guYlu5gStrApPRTTEgfIaZ7iHHdFxjTyU/wIUv6A7b+jRzgtR3k5/MK280F/r7G2M7qNTitTcNJfR5OJJtwbFMlEs/UYDGlEQtbWjGXGsCR1B7MpA4hbhjBtGESU4YjmExbwkTaWYynXcOY4asYNWxgv+FdRAx/RDjtPxhOk59gyCDjPbbZH7Kc32VruUVcLaLf4vfTeZQ5lEfLjOV42mYkMrKwsNWIue0WzGQ6EM90YzrLi0NZfkxmd2Iiux+xnAjGcmI4kBPHSM6ziOacQTjnKoZyXsVgznfQn/0O+rI/Qm/2v4WebFnoznqKX5D3rRLKAROlCVv+RT5Pl5KbbfcY41mkJFnYocNs7lYczivAVH4ZDhZUIVZYi/HCRhwoasVoUQD7i3qFSPGwEC4+IAwVTwuDxYtCf/Epoa/4stBTdFvoKnpTCBY9EAKFv1d0FP5L0V4gK9vzn+Jdcm6U8x5YKLWs3Hs+V3ZRW/G3eY7NMr7DRhGHjAZMlORirLQEI6UVQtTkECImt2LY5FUMmv2KAXOXMmQeUPaZ9yt7zJPKLvO8MmheUQbMF1Xt5psqn+lbqlbTj1UtpR+qvCUPVd6dsvoJjLL6Afm+XUFJVUmJV8U9IJb4eYG/zTCeKY5PlCswVp6CEUsWIpZiYcharhiw2pUha62q19qo6ra2qrusAXXQ2isGrGGxwxoT/dZZsc16QtxrPS96rS+JHstdsdFyX6zf9VvRXf5PjbvsscZtlp/gvo35SCn8EuXfBUqvFWKRn2fZ7qcYS4zjo3xGKpMwZN+GfnsB+uwmRbfdpuq0O9QBu1tstzdr/Ha/1GbvkvbaB7Ve+wFtsz2ubbIf0zbY17Tuqhva2qqva6srfyQ5Kz+QHLZPJEfFF5LDKksOiyzdI9cbTuB6NfOghvePmCdomxBjPKOMJ8zngFOLvup0dNfkIlhTouiosaj81XaxtbpWaqlu1DY7W3VNzqC+wdmvdztH9HXOKX2NM6F3Op/T73Fe1+12fk1X5fiB1uZ4X2vb8w+tbffnOptd1tmqZN33yHWnlvlQB5xx8R7QoswQB/l5lL8Nc6yfz26XGkF3KgL12fA3FAut9WVKb32l2uN2Sg3uep3b5dXXujqSql29SQ5XJGmPazLJ7jqaVOk6o7e5rumsrje0lrp72vK696Sy2r9ry6o/05U55SfY4PtfIed6PW0HrcnRRu4BMU5E+D1EdNEqBDwCfM2b0OrdjhZvATxek6LBa1W5mvdoaprrtA6PR7fb49dXebqTbJ5wUoVnQm/xLOh2eVa15Z7nJbPndY2p6W1NSdNvxJ0Nf9MY6z+TjG5Za3TJujfJfZN8FzzMx2baQmKSGCEGaQ86ifa9QCulcbNPh0ZfOur9uXD5dwo1/l1Kh69KbffVaCp9jVJFW5vW0tapLW8b0pb5YpLJN6cp9Z3S7Gy7KhrbXlMXtX5fVdD6a2X+3o9Ved5HYp5Hlr7EN8h9gzxrLawH5JohxskXJvpoG9v99J0dQFOAmj+oRk1wCxydWdjdWYiqTrNg67QpLZ1OVXmwXm0O7hVLg0GxJDggGoPj6uLgEVVh8KSyIHhFmRe8o9ix7y1FTuBXQnbHx4os/yNVpk9WZ7bJ4uvkfJ58pym9F4kpco4Sg5TAXeRuo13zdAJ1PfQ9fYAtlARrKAO7QrkoC+2EqX+XUBLarTCG6hRFIa+yINShzO8PKXL7RxU7QjNCdmhZyAytY3vfq9ja+12k9/wS6d1/RXrXp0J6UFYYgrLyFfKtk2+FfHNc68Q+3gOij9wBcreQu57cjgH6Htql0rCI4kgKCqPbURDNR17UhNxoBXKiTmRHG5EZ9WFbtAcZ0SjSo9MwRJaQErmAzeHbSB7egH7oZ9AP/gXJ/f9FckhGcp8svEy+c+RbIl+8i36rm76X6Ca3j9yN5K4ZpveM0PfQohQeoO+IabEtloqMWBbSYoUwTJiROlGFlIlabJrwIim2D7rYEKTYBMTxo1CNn4Vi7EUIYzRpoz/hZfsDhOhDKCKfQxmWcY1cp2lLj5JvktgfYi4S+8jdwnXXRQH7KFBOa1JM65p9CEibpv+c0UGaSYM4kw3VTDGU8XIo4iw2cV7yOC9SnC+NM+jDs8RJJhs9zTTN29R9Ev2OG/4JC9D/ePlkXCLX8iDrIjFOzjDRw3X7yN1I7j3jgOUgYJwC2A6RzlcmzwOqRZEXaDNBj5tg008YCRb2BAtagsmc4MEm+LLEJOcc4yIvETSRCzSMc+8DRxjD7KdMgsc4yz1+lnzTxCgxsJ97wP32xngG/HvFYfo+8uaSN2OR3o92UX2cImuZYmuFnnJlC5v8NhYXioBTjGOVTWaVhW+VibbKQ13lQlbnOHaW825yPs3rMpXjCaroJe7DkoyT3ON5YpKIEj3c7zau2c01V/GvJvLmcRkZtIjJK+RfJf9zxBpxjnGcpwg8n/JU9FzkflxiHOuMY53Fb52JdpkbfZkHuL7MsRc455uc+w7/+2e+g45i7TGWODzL9caIQZ5zgGtuWmAecL1l5M0/BWw9Q35yKi+Qd524QvB4KXDZaIgbPJcbycCLFIQvU/h8hcLjFoXALRb8W0y429zs21zQrXMc43ncvMd5H3A+z+P6IyRmeHWIEU7p4Zpbl4BaXiEreYvOA9vJuen/XJcJdFT1Fcbvm5k3E8PAoSwZG8hClskyk2WSyWSZJGSyTRYyIYSQBBKykpJAgAQkQEWEQJU2shyt20FpZQ9YhAbZFasiWBGsFDxqPYpKhdrSWoVa1Olv4rRqD+c7Gd6bud9d/vf+77eZ+vv4Hh5edLEj3y69WwEmWVlZBMnJNnKyg9rsCmYxw49BFoBBhvBearKPBO8lF3txevBp3r/Chf0B+If09XE/EXMjMVcRcyHxOuCNJ85QOMdQQv0Tfq6nAEcbuYANsNcvBDCJ2PKJEpZzncgQOTlMbY5GsShy+Z9gEJ/k0J8kySchOInzJ1AxJy6IHP9YeqnxnLXMJNJUvpFexM1k4ozia6btIoE+vkE/zzAHGALP+sXQUXDcL058AumFYaEmcpb6vMZSfIGzepG6vIUf79InbxP0ZYp5eafIpWPgnHRT4xYeTSdm9xZ6kVgtu8kBnGPgUw9h74if5zk/B2MG4StISJHTPj6/SDoP/gAugXfBFXB1lMh1zuoN6vIZF8MXNN7N5YBkf0FyP9//P837HUaAYBAL7GAyKEWdVcvnaKob0oY27JS/oGWuoS8/QSn9GXVzFfXxEUrkQ5TeFRTg+xyS9yjWn0jU2zh3mW9elK9x0TuM8+AseNmveX+IO+QbCZIv0Zm3JEluou9uoKuuoTGvygw4GrHfjv0uQl2E/bvQqivkLfy4RNNeRN+9iTJ7A9V7HsV4juL9nmSd4VensfgSDC/68Rw48X8+fA1uiQ7OscQZRnzx/DINvsnyjpQQSxX267A/G/XaTvq75FXycQY/TuPHy/jxEn78jgZ+gSZ6noN8klwch+mo/JHjc0MOwTT0PRz8ng9fgb8Dphe8I4ltAlzRcCXDlQVXATzl+D9NTkk9MTRhuV2O4cdR/DiMmjyEwhxCef6WAXaAIfKMPE677OA4D+HJWVrpquyW27SV9wfw8d8GfwMf+I/T6xJAPOPhmkQc8cRhhyeHVijC/hTsV8t+/HiafOzDj0HOxx782EU+duDHdllDG/+cE/EQI+RJRsk+KvM8Y+UdvPonI8bLifkO3/jjfw9c8B/1E6IlptFwTSCOaCwkwpNBDHlU2C3bpAL71divx/5sbLdjuxPbC+URWUoVVjI+13EqNjBOHyMju2QjmdoAwwNUeQDWAbj/i5v+Frrgb7vD/nGzRwKJaTzxhMMVB1cKXFn4nQ9HCRF64JhOF9TD0QRHO/a7sNlDdyyT9dTkfnJxH99ch5W1RNRPNddwqldz6lbD7cO94FN//l/0jx7fONo+PIZ1xDaauIKxEgVXAjxp8OTAUYj1Mjgq4ajhFM6EoxmODji6sb1EVpGLe3hzN7/8KfVYTuWWUd0+6rFUPgPeYdwF3vePmCOM+0EtI1nz7ZXguxo206cbZBycofDFYtEGVwY8k+Ephqccnip4auFpoDNa4emEpwf7y/GkXxZjoYcMLiSzC6hyN/0xX/4q85g4XfD7cClA5JSRUTyaqwc8wljbNILr1cD1Kgq8I7F0J5wR8Fnhs8PlhCsfrhLiqICrWnqpSQ81WUQuFvCvm7fzlNXSqQzIXKLq4DT5uqiNCdWiXJMWzS1p1niH8TpX/xGu3J1cMY+zimzi7/2sRv3jWDfwZ5VBlZWaMbJCGyJ9aows0SdJryFdegJyZeEdhbIgsEzmB06VeSNqpdPYKHONc6TD2C3txqXSZlwtLcYBaTI+Jo3GPTLLeFzqjUyYkdelduSXwCu1Rq+chvfARGrASH+Q62U9WMPnlTxbzrs+fFk6KlAWjzLJoh9FSPcYi8wbmyqd47LkJ+Nd0jHeLe1BHmkLmi4tplnSbGqV2aZ50mBaIjNNq6Te9AupNT0qNabdUm06JlVBb8pU06dSGfQV8A7jFHx7I1kJuGY3cOWvNbNe8bePZ4vxZxEryYIfqzL/zrHSGRwqHRNipH1isrSGpEtzaK7MDi2UxtBymRVWJTPD6qQurFlqw+dKTXivVIevlKrw9VIZ9rBUhO2U8rCjUhr6hpSEXldKQm4r7hCv4p7oVY7BvTOWcxDHShZP/i2soKCX/3fjTxfv507ifp80SlojgqUpMkoao6wyK9ou9dFOqYt2KTOiS5TpZo9Sba5RqsyNylRzh+IxL1SmmFcoZeb7lBLzQ5ri6O2awujDmvyo8xpX1DVNXuRtbV6EdxjPwv+UlToksCayFt8NloDuRNZvns/Br1a+0xQbKA1xJqmPnyS1ljipsdiUaku6psqSq6m0FGo91nLtFOs0bZl1prbE2qZ1W7u1RdZlugLrOp3L8qAu17JNlx1/SJcVf06XGfeJLjP237rMGO8wDsKzlRV0E2tGPyvPcrCIq74LtPO8GV8aQX2iQWYkjZPq5FCpSjYrlbYEzRSbXVtmc+pKbS6d21aiFtkq1QJbrd5la9ZPtnXpc2xL9U5bvz7TtlmfnvxrNS1pSE1Nek1NSbyqpiR8qU+xevWp4DfwbIF3II06ODh/oBt0gGaeNeBLLe+r7VqZmjZaPI4JUu6IlFKHRVPssGkLHRlqviNXn+coMuQ6KgzZjpqALMfsgAzHXIPDscRgd6w2pKRt1NvSfqVPsh/UJ9hfVa2pH6vWlH/prTavISHZaxi0izwK3/oMegF50ptFDkArnxtALe+m8c7D5/Iso5Q4TVKcHS4F2bGKy5mkzXWmqdnObH2Ws8CQ4SwLSHNWB9idDQEpzo6AZGevIdG5ypDg3KC3ZD2pxmUdUGMzz+rMGR+p5vRberPDazCneQ07kWe/xP7PkCUrspFlOeQANIF6MI1nFUiFUtb0orwAyXeNkzxXiOS4ohWny6rJcKXqHK5MNdWVZ7C5SgzJrqmGRNdMg9U1x2Bx9ejjXPeoMa4HdOa8J3RRec9oIyaf0UzK/VAbnn1TDXd69eFZXsM2uDfD1Q9HH5ifx54PGpCNNaACuFnPC4pEJhfrxOkeLZnuYEl3R4jdHaekuJM1ye50XaI7V7W6i9V4d6Ua665TY9xtumj3Ql2ke6U2wj2gCS/eogkt3q+EFL2iTCy8okzIv6kNdnl1wXledatPDsF5bz7zAK5O0IxcrANV8JYWi+Qj23LK2HeRTfaKEWKrCJIkT6gkeMxi8SQocR67JsaTrYn2FGojPRXaCM8MTbinRRPm+Q/ZZR4U9X2G8WeFFVHBRV1hBVlERKOORq1WosZIFOVwuXYR2OVcuRFBMB5Q1EQU17RRY0RNdLziMbGejRWbNHd1jDUlk3GS1DSxdmybVK0Zj2mMbj9r1k7a/vEAw+/3e5/3+r7f96kzDLI1GyLneGSZ87Ii0g5rQOoHMqdcljn5tsE8y9utf5I3YBvcHvha4KuHr4wV3AUc8NpYg2emEv8c+JFL4zKlUdndNdwepnj7QMXZYzXE/pgGO8bK6khQNImLcqRooMMui6NI4fYame1L1c/errDsrQrNOqTeme+qV8YXCkm/pRCbV6FzvIbN8LbBtwS+WmItgTMPZIJU4k6E+4ks4rej/XLQXnmS1dlTUc7+GuiMUoQzTuGuUTK7fqL+rqnq60qSyZWhEKdTvZwVCnYuUlD+KhnzNykgb7+65b6pbjmfKsBxTYH2ezJme7UerpVwNRJrhU0qBDnwpoNZxP0k3BPnSmPgHoZUshaifUoCZHL3Voh7gHq5oxXsjlcP92h1d/9URpopwJ0qQykOl6IlSusJDI1XgoAqRrwUsSUVojVdX0vOu1L+A62DqwWuBcTqBvkgO5scwJ0Id0I+ugt5NLxIisFkRJlkqpCCqoNkqOGyr+GireFiqWGY1jDoanyHm8JWZwCcrq6myRCTVYjXSkRjBcKp/AJFxwc3W1zpfbXB9QwuV4NikAvS4U6Cewrc44vRnvOkweWSBdkaViv1WMCC04CuXMiisRA914jGbeRSaeKSaWKoNXHQmihuI8Ya+bixiffa+GYLQMDVn+UivMowJA+1Xi2Hq8GJa6AAOEAK+X6qhBoQ86hKKRZeC7wmJGsPzLGeMNTBMjTlMvRtMxd8SyRDLlZq5YJZzuBr5VC3UthWctE6n2fUo2Uj7yIkm9lcl7LFL7mFrQdaSo7nE6sb5IN08j2DmBNI4Zg6KQ7egYuIfwn5b4b3Z2AFeBY8B1bhRxt+rMaPNeSjPfaHC9jD8PNQEw+J9pALD46vRdy20xNr0LqrP+Pbm9j4Xk3EWgVKgIOYk2uYBbTROOIdBm9UC/yEEOTjJJ0ssdgDzwNkK4suFx512dBT2shSton+eIn+6GAB6KA3OjhsW0juVnLRgdMdL/P8BBd1F+/TExvuqh7OSmJ28kp6A334DDUg3hHEGr1K6gdnkI/z5w+XXDj8Cy+lZfFm+QGvgO2+ZdzIUspyuofl8FWWn/3kYz+D+ACH7iBJPojxAzi+bx/PqcfeS+CaFhBzaSM5IFXJxDyZeEfDO5g4zXAG+zg7/Hw+np1gt18AYAr54hMjP4iC1wAtpyMsysf7Sq9Hs6yymJxiEHdSk9ME3AlBJ8ZOHUPMfAguq5reKmiVMkjT02uZReR2OLyRvBa6QzLs8vPt9/Mc8osgTCD84PELo04/3gBv+QQLIuEsfXKeXr3AkvIHLoEu+rOLInfRFx8TSNdJcE5l5DuXXKeupw/I8ePEGstjM5w9fHEdARxpxCa+g9N+nt+Ct8G74H1wBpwD5/2ijTGkSz4RS59cpVe/Jh/XuRS+5cD/k6TfINhrBHf9xEPN+9/oASJAHHhc36MlvkPr3kXb3ULL3ERf3kAp+FTKN6iJv6Nm/orCuYoC+QsNe4VGvUzDfIVS+xNFukSSPteH+pS3PtF91IVXH4Fz4H3wNvh/H7rrHtrqLjrzpkbCN1HX0brfKBkrmfDkwVGkL1WG/RqUW70+w4+L+PEJfnyMIutCgX6Ervm99sB+FB33Dmn6oz7A6nt+3rdAJzj5Pz7cA9+qGzGaiCcSrni4xuoLcvE5GvOi0uDIJtV52C/Cfhn2q7Ffj/1F2G/G/rOUyUO5XqRs2ynfQXhO0TYX0LPX5cv8cXAUHAGHfuTDbfAPcAVcVE9iCYdnMDwj4Zmgs3qS3CUR0Ry9iR+d+PFr/PgVdTmOH8dQlEfw4zBq8BCq9DUO80FqcoBDtA/GvXy9B+u7qewuGB9hp98Hbg7yLGIVOfS1mJFc9dVvNAiueLjGwDUJS09x9GZzPGzYt3NU8vQq/bEXP/agdXfhx07qsgNluh2l+go12cbPrbzdQVY20xUvkelNsL74I/wLzqsPY+co+Vv+9YfHoTfxhPP1YHhGwDGeGCbTaYnYT2Y02bBvZ1TlYb8Q2/OwXa2N1GW9ljA+V9CdHsbpZq3jaw9VaCer7XTxGnpzDdyPcMMf/xn/0fMdRW4Vvgoinr7wRMEzFEuj4ZmI31PhmIH9FLKdjn079vO0lrqsoT9W06dtauQqaaYz2ujS9Xizncz8kqvmHSr1JbjDU+9/8Gf/kT7tHz97/OOwQwZi6k084XDFwPUYPGPhmYTlaVR8JhwpcGTA4YAjH45i7Fdomeq4VheTjZVU5nm6ZCteHdBCWBo4PfVEXg/3I1z0j5rD/hG8xX8t+K6HtZzT1QqDLxJrcVquUXCNh+cJeKbDkwRTGjyZamJ2NKoAHjd2a+iMRs3Hq1qyX00Gq+iaCrqqnE4v19/I2HfASwW9Om9gBHL97mPEb2WkvQDag7hWA9jx8KOVM9IiM3xW+IYR0xisTySeKXAlEvFsuGywZsOVp0pyUcHPct6YR6bdRFFCRovo2EJOkIuuczFlnEy8fD0AXr0H52GTtIMrZoNvBQAr+LsllBWDZ4sDA+ENhdcCZyx8I+AbpypDgiq7TVN5wEyVBaTKHZip0sC5KjYWqshYrgLjArmMS5VvbFOucYNyjDtlNx5TduAZZRm/UqbxJrgPvHoDvgMDqIFFWsf1shIsY7w3sQY04M8C/KsLDlJtUD9VBQ9Sec94zes1WqW9J6gkZLKKQhJVGDpbrj42OU0O5ZlcmmsqU46pTvawpcoKa1NG2EbZTLuUZjqhlD7nlNznCrit2aHehzgJ1+4oVgqu2dWshC2+tZAVpM7Kjsn/K/GtnHWgrG+ISvtZVGSOVYF5hJwDxiovfJJyw6cpJ2KmHBGpyo7IUqYlXxmWUtkstUqzLFaK5TnNtqxXkmWnZkQcU2LEWU0PvwLuAK+mD2BmsmrsgPcXQ1jPhpL/eFZOflfFwctaVoovRbxTGBksZ6RZuVFW5QwaJnv0aGVZJyjTOkXp1kTZYpKVFpOh1Ji5So4p1qyYas2MWaSnY1ZqeswLmhazQ1OtRzXZ+jslRF82JETfMSQM8hoSoryGQ/Bsg9MzjP7zrcWsPrWgjL+L+V8Bz/Lxb26sUY7YMGUNiVRGXJxsQ0cqbeg4pQz9N9llHt50fcfxz+8oQqFu2HK01N5Nj6Rt0iOlbegRStuU0lBoAi2knBEsUkCkUBhCawsoAkIR5ZjIKLfOeazIlIGoTBkgk4dNpyjOBwXmHIdsjxsse6WE59Htj/fTQprP+3N/P+88xWEoUsoNZUqZYZRSanApdkODUmyYoRYa5qs2wzI1z7BGzTVsU3MSf6lmJbyrZiZcUDPjb6qZcT41M9an7SXuTfCt5Pxbwqkxj2d+Zjr3JT+RTzIef1xIh5pkRZwpIVKVOlgqU2OlwpgsZcYMpdSYo9qNNrXYOFwrMlVqw0xjtALTBC3P5NVyTXO1bNNSLdO4WrMYt2oZqS9qaalvq8aUz1Vj8neaKcmnmww+vQv+Trja4V1kpg+AF6nSAMbze20GNxb+VPG5I6OPlGUMkFJzlNjNiVJsMSnDLFlqgSVPy7MU60MtFbrVMjoo21IXlGmZppstc/R0yxLdZHlCSzVv0ZLNL2hJGcfUxPTzamLaDS3R5NMNRp++A/tPwdOKNFmQhUxCGkwFE0AtcPJ/I/msnN+HZ/eS4pz+UmgdIjZrnORZU5Rcq1nNsVq1LGuhbrGOCMqwVgelW8cFmaxT9FTrbD3Zulg3WFdpCdbNanzOATU25y0lJvtTJTrruhZt8enRZp/+HLE+Cc+jOUghK1IMWTAJjAM1YCQYMVSkJI9bL1+V/IIQybUNkhxbjGTZkhSLLU3NsGVrabYCzWgbrqfYqvRkm0s32CZrCbZZWpytRY21rVSjC55V7i/YrwzJPyoReZ9IxNDraniuTwu3+vQtxPc43EvgmQPPdCTBBFDLST4KlIMipFtBkUgu53FWSR8xl4RJhj1S0uwJYrQblRR7ppJkz1MT7SVqvL1SjbOPVWPsDWqUvVGJtC9UIuwrZHDJJhlYsk8GFB+R0KI/S1jhNQmz+ZSwAp+6iTg74Fxkow5wTQHjC8kBqIS3FN4CO5qDc9SCbEorD5KUip9IUsVgSayIkXhHksQ6MiTGYZUoR6ES6SiXIY4aCXdMlEGOmTLAsUBCK9qlf/lGubd8j/Qre1P6jvij9Cv9u4TYb0tIiU/ZQJyt8D0C30z4PMhEFxgFbzkohntoGfFXwI9kMlShPaqDJcoZJpHOSIlwxstgp1EGOTNlgLNAwpylcp+zWn7qrJMQp1eCnQ9L7+pW6VW9XoJG7RSt6qCoI/8gWuVlCXJ8L0EVPlkD71K45nL+T4evnlhrQCUohXsY3Nkj0T1IpWQn/DUi4bW6hLpDpL97oNzrjpIQt0H6utMl2G2V3u4i6eV2iO6uFdWFtnIh4FyIp1pE01gEyxhESc1pho3LyckF6bwtq+BtgWtWOTsJPjeoBhUO+pC4h8JtHi2SMgbdgVSKGIf+qxcJ9vQW3dNfVA/L3MOi9TDkHgbaQ2E9GPXgsAedOfFBgHCdsAognOq5Eurep+D44P4O/25JG1zzifMBcjwRjAVVoBRuG9xZY0WMbpH48WgvTIY1iPQlPG0a2nI6OsrLw+blofOyTL0sOi9N7qW4Xgx7XWAaf/ewyDSE3LSnGXzE2hRE0WSup0nkoeG2/KyavQTXVDAe1ABaSorgtsKdRswJSKMh8IZirq8X/pkcFo1ouVl9WOw8rA/x8M7mUWnikZnDwplDozdR4CZy0cSXm6jHbATlQ4i5WbsAIq3xMx6lGyyD/0gz+X0QdxsAJZRqfpaS7zxiNhOzYapIJLyh8AYjWbUm+OeC+eARDp0F+NGMHwvxYxF+tPDALGapLqYmLRS4hUBaMLAIfbcQndn8PN/hcl3ABTf/Grglc+tIFbFO5OdYwEjJsEkimcScDG8UvGFzRPqQTnUBvJjikOORB0vBMvKxnCOslaOnjUe+nQe/Az9WsnxXMOgdFLWDXHRgpJ16PEZPtL3M36MiWv/K9/8ls+CbSrx1oHqKiB2XrbSRkXij4R3QDP/iu3ygDbSDFWBVz9HJ8QOe5CBc049jkP5YT390UpeNLPlOBq6TBG98gJ9LRDZs4PMD/B2X/NqL4KbMnE57gNoZzAIxF5DndOKNg3cgJQz2c3YE+FYHjl3KyomIXbCp5wi/cwxvISfbqM1z/UV2MC878aOLR2An/dlFcXeRi66V/HsHn6Nktp/niL8qMxoZF1qmeh6zSMzZ5NjAMRtBnP2eEFHWBg7tpwM8WwFjjqC6c4j7xQBthui6I0z2+0UCffISOXmVHummLt08BN0M2+sk+iDBdXeKvIaSePU4+Fym0lsualxBrvMpVxq5jYb3PmLUN2NvG9ge4Nv1Q56AIPgVeAWwejjd4QCHwGFwjJwc51g8we44wbyepOFPUeRTBHgKFXOKL518TzzkezTcdmLOJl4DeQ3n475+zt1gX4DvpQDXrwOC7DcBYXgEvNUjUuELCEa/aDoDPgLn2SNf0KsXOYQus5Sv0PSXCPoyRb0CyZVXejTvj9EbhIEYYEIB5Mot9Mz3aKp/yBhUQR2qdbJcRUF8y5X/DTriCirnEoPyFQrvS5TfBZrlPAn8hAJ9JN1yTk6grr6Ws1g6i9UPwLvgCHgD/L8PmtxEW91AW11H01xFS1xFz3yDtrsso+Qi+vILlMmn+PExfpzDjw/x4wx+nGZ4TjI0J9B379FAx9E171CwYyTqKN/4LZbfhMGP18Fr4OX/8eGf4FvwFTrzSxlMPHHyGbk4j676ExrzAymHo1rex4/j+PEOfhxDsR3FjyMsrsMsjzfw4xCDdFDWUrbN8OyhhAdpmzN48zd5EaYXwH6wG3QFfLgFroNL4GNwVu4hplD5vUTBlUQUFnjy4bDTBg4sOrHvog3riWMSreLFdqMcwI/9+LGXRbKbYe6iJjtp6F/wF8/j8Xb5CyP1b/k5rH5sBZsDPvhjvwA+BL/raTMVrhBiCIcjHgtGYsjGfxstOhz7ldh3YttFtuuxPQnb0+mARuzOw24LK6OV1bGaFfIM2IM3hxjxc7KOKq+Dde0PcC3AfzrQ4t2BEdhLb3bRmzvkfjgM+J0BR65skULWRCn2K7HtlE7qsh4/nsKPteRjDXVZzWPyOHp3FTVZwScryEIH0bRTxcfoqjY6vQ3uu/g6MEaHA6PuH/8d/pVHbz6D1t1IX6yXWCylwmGBIw+OIjhGwDES+6Ox78J2PfYmy3L6dJk00RXNTMpyPFnN8+LPzD5ZRFcupLuambBmuO/CX/+3Aa8Icd9Zg/4VvK5nNfeBJxSeSGJIhMcETzaW8+VR+S/PZR4TdXqH8ec3IIcIcijHCAMjMBwzCMMxA8LIMcDAcA3nAHKJyLHiggpG6hrP1dV1t7rbNW5TXVuzbu226bG26cZ2s23SP3qkTY/d9EibtNk0TbZ2m2yaxnrQDzLtH0/m+s37vN/jfb/PUwdPMxxtcARYf4D1d2tZk1rSnA5Rk0V+XdR5LbDiATpjnizv1y+p2H2w+n/8LJT/209jXx8FF0Ij6bTCiSmWeFLgySKWfHiK2XsFPDXw1MPkg6OdyLvhCcIxxg72aYZP0zy9j51PseokFd1DpifouHF9BB6A1af4IVxfWxsB4fAz+s5zrZ0MWx/Na+PyCH2xpET4tsGVDVch8TjZvxsuD1xeuFrg6dReemMPNZmAcYwnRvnnbrI2zH0xSIaDnJx+Tlg/9ejntuuHvw+8C/dtrvWrjJgLmxnP4CgSbWkjUoX9LNAX89wXz2irZjmr0/TnlIpgKYOrijhq4WvSCDXZTS6GYBvk2wGe7mfnvVStm7uzi57ooCfa6bx2OqCN0+jXfwD3VAwjKWF97J9hzK2AQ2Cez3Px6Ex+n46I0JQpXntMaRoPs2o0vEC7NxRrKMKlwYgaDUQ2qD+qRb1RXeqJGlAgekyd0TPqiD6otujjao2+KF/062qKuqPGSG6ZiA9VH/kxeAC4sxLpAzgvmvF7SI8lZNA8mObzJCNvnHEzxh5HY6K0O2aLBmMzNBCXq77NDvXGl6k7oUpdCbXqTGxWe2KH2hL71Jo0Il/StJqSDsqbdFz1SRdVm/S6PIlvqzrhfVXF/x58Ah6BVb2VgjSA75yF+meRf2T6DNjD+xG+G2JfQeTIQHKY+rZuVndymrpSrOpIKVB7arH8aS61pNXIl+ZVk9mvRnOPGszDqjNPaZd5QdXmY6oyX5DbfE0VaXdUlvaenKm/A0yilCcqTV7VLTiuwHVmO1IR2TOP5JgCo7wfRK73sZ8efg+Qm470GLVlJKvVYpHPYlNTpkPezDI1ZFWpLqtOtVkt8li7VG0dVJV1Um7rAZVbV1RqPa+SrKvakfVlOTK/r0LLb8Enhj3jiWFPXzXeyESewX8C3sN59ABjfgIMgT4+B2xwsxc/z/iyI9WUnShvzjbV52arNrdQntwSVdtcRpXNY1TamgyXrcMotw0YpbYJo8S239hhO2o4bOeMQttrRl7uW0ZuzveMnJwPjZzsfxg52x8budZV0xdY+yI8z8G5WLhuU0Yd5J7XAGjnuxZ+awL1BWGqLYhTTWGqdtqzVGnPk8teZJTby41Se7XJaW8wFTvaTEWOPpPdMWYqcMyZ8hxHTLmOs0a2/XOG1X7byCy8J0vBB+C+Ycl/bLLkrZquwX8eqbUC3wHsySTWYBhZ3gM6eN8CvHxfy2s131UWb5SrZKvKSzJU6sxRidNu7HA6DYez0lTorDMVOFtNec4eU65zxJTtnDVZnctGpvOMkeF81dhW8qbSit9VavFvlLrjvlKLHhmpjlXTa/CfheMI6z9TwjnAMg4gybtAK2gEtaAKC1cBSisiVexKUJHLLIfbqkJ3vvLdxYbN7TJy3LuM7e5mw+oOGJnuYSPDPW1scx9Wmvu0UlxXtNV1S0kV31VC+a+UWPZ3JZU+MpKcq8YV+E/BfRiemTLOAjy9yPF20AzqXGhdrFtZlVSMdXJUhym/Jla2mmTleCzK9uTK6nEo01Mmi6da6Z5GmT2dSvUMKtkzpS2eg0r0nFR8zWVtqv6iNlZ/W9E7f66NVX9TTOUDbXKv6iXiPg7vAnx74RoCAaR4K/DC6wGuanwflsmONLYhS60N0bI0JCrda9Y2r1Vp3gKleEuU3FipLY31SvS2Kd47oFjvHsV4n1W097giGy4pvP6GTHXflFH7U5l2faRwz7+0oWZVF+BegW8ergni7IevAzTXkAOwE+6yWjR/vZSHZbI24T184UpujVWSP1kJ/gxt9ucq1u9QjL9c0X6Povw+RbT2KLx1VEYrBqZ1hcZiEvqYis0YgiaUUuNfCBL15n2os/AuwzUD1whx9gA/nF7gAW64i+HOb8Z7tUjpfvwfFjK2K0pRgQRtCKQprNsqU4CDE6CoAYIJNAAeCmBgA3i8LoxbF2atE+PQgc9rRy20/Rki9tD6UCfgXCS/e+Ea5K9dwAfqwU64S+G2w53dBj/LJgekuB4pop8hG2S4BbnMB9PXL7RBDleQpgoSUJA/BfGZQbxVcJFGx7wN4K/6UUm97xPsn6TuT8FjfQae/eR3DK4+0A6a+LyL1wpsYhEWLbdLyuiGnyXjBqRIwtMIA3d04/owGePCH+cyneCim+AQT9BUEwQxzh/H8TTjGNkx1MAYymgUpTRyjwvgD4A8DD3REtudJr/DoBv44W3gtYqYS4g5r1eywJsMbxy2NWIMfkJDLHCpk4t9DP1pBt8MQ2WWITO3dtnS6HMUeI7F5oJ8Tz1m8VYzmLlpjOM+VNPUB6zxTy6kxzrQyZIgCLqAD3iIuYyYC/l7FrzJ8G6alDZMwTsDaDNEBZcaWGAfiwz4g+zjEIN2iX0s0xvL1GSZIi+RiyUWOEw9Dp3lOUzsIspx4RfgY+nZh5olzlHQBzqocwO21EXMjlHOAPGm7IN/Tgpb41wAB8HSU4HFkAMra4KLujxHXY5TlxPs4yT7OM0lf5qanKKopwjm5Cw4jkB4hWe/Ih3DnB77K/i39sI3PEibAN8w9/E454A85/CXVHg3sX3TUohvTdyxDCKTdcEZ8HxIfL5gMHgiEcL06csIkssMw1fYxxUO3mWa6jILf/Ywv1GPS3jdF9/jefrywqeaIE1DxNwxwX1AzGXkOY94zfDGHYV/jfNkiO9cSPC+CF4Kie8r4NWQGL8KrpGTz1Ob65yXm/Tpl7iIb3LoblLcmyT0JgHcoB7X7yLif82z9zVBzL20TDOtW0XMDnKcSQsnEueG50Ocl0J8pBErC0/IBFwHb4QMya2QOVgT6HfAV8nJNxCDd9nHXXr0HR+vNNd3KOZdgnjnTQzFDzBUf9Qw+e7g6zpyXUrMOcSbAm/UyyHOqyHRfyPE9T+eNTP0dkiUfz1kUL4FCA9DKt1bM27k5Efs4ycIoR//l+syAY66vuL4d0MISRZDjg2bZHNsriXZbK7NsZtjl02yOTeEbLhBAmKo3AUqoMNNcGCkIIWObRkUwcFatdKKKdaKddRiK1hpa6FSGLQKlF5iZaQwMNvPhnXGdpgvu/vf7Pu83/u93/u9x8VzksP2Hol9agPPqFe/Zqp654SmwG6HXU/KluBeFrFN4GvDExHm4a/xXowMY0fRUIT1KnoNsb1iWcPDAummdxGpr7MMCudpkC/SJHxM4f2EBLy0ErHQywTx8k+HZ97/VTRKQpmoCFUhDxNJm/5Nd36NieCfdPF/p0hcpdO/wiG9RA//CZPWx/TxF0nSC0yF59iwswTtAxz+A5PUaX7xWyydRG+jV9EQOor+34db6Aaz1XWl6wtmms+YJf4mN6wmOJ0wenWe6eEcE8VZ/PgAP36HH+/jxyn8eJdD8w7z3a9I1je1X78kgK/z/3F9xPbcGmYfQ0fQ8+jZr/lwB1E54REmZqu/yAQnR2eIxR/lZC2NrMOv3zCdnGBqeQs/3sCP1/HjOH78Aj9ewY9jFIwhDu5LzDU/IYFf1CG9wGp/jKfP63PS9S73afQUejLiQ3jt/0IX0ZnhbRwBZwzryIBTAKMURi0ML/ZbsRjAfpC1TMX2LGzfp+fw41n8eEbfYgfWQh6EsQvGPqLxHEcoHJVLfAoxcYX0PfRdtAfdgHkVnUMnI2n1ynCKx8NIxX4OForwv0I/ZE8Oy4f9Nux3Yz+I7akc01nYvo8MeIBjtBTbq7C9nt3YxpHeSyk5iH7GET9DafkShYgSvQvahqjY+hN6O8I+Ejl6hzQSRiL207Gfh/0SfK8iuvVY9WG/TbuJxy7yYyd+7MCPR/FjO35so6g/QmEdZE82Q96IhY1ELJwpGyCuh/uV1qHzkaM0FCktT6EfRErfbmKxk7zYoSzsF+J3KYxqymW9tpKjg/ixGT824ccG/FhPfqzVPEr6IrJzJVfKOq6Wbbzbyw49w+trXDcXtJxTthz2VzoN6+cR/v4IO1yGt6OtxGIzebFRaTCsMIqwWg6jFkYDK20i6m1wAtgPYn8aNmdrmQbIjKV4skYLtIXI7CJbDmg+mTQf4gCn7X7YYQ2gNyOl50Ck9IfZWxCVDJYBK/FwUliHBU4+DDuRroBQC6cRTpMWqh1WN5w+GNOxPZddWcj/K9U/HJ1H0T7N5ITMYNen61N0E4X4HBoudYcjV0746gtfieHrOHxVhq/pZcRiiRJgmeFkwymE48B/J1F3wfFojppZfQecHrJiCnbvJSLz2Z1lVLSHNYn96COTesnqiexHjz5EX6DQsMI5+ATldGcs13Gc9BBazvvFI2l98OkbxGJAcfCS4WWwrlwIRbDKYFWzljpY4yG3wgvACvJvBqx5VNUlRGeNutjVTna5narQxvlo1e/RP9BtFNKPaIMe56rdlkA7kXS3HVrI6wCf5/K8H39mj4iGORrLqawvC14Ba7PDq2BttfAa1WNoVrehQ4GoieqMmqb2qLlqjVokf9RqNUcNyhf1HXkNB4nay/z1KXSFjPoSUa/g7Ia7hWtlNa3HEtrTAdTP+5k8m4Y/U2hLJsfFaFLMGAVj0tQzyqoJseMUiC1VV1yVOuLr1B4/Xq3GNrUYe9RsnCqfcY68xkVqNK5WnXFQLuMe1RgPqTpuSFWxp1QZ+6kq467zekcHuFq/DW8DLelKC/GnTZ+DZmTA5VmQ1mwi7UgPfk4YE6fAmBR1JGaqLSlfrcl2tSRXqCmlVr4Uj7wmvxpN3ao3TZbb1K9a00JVm1bJaRpUuWmPSlOeVknyMRUnn0ZXVZx0Q/akkPax1u3w1maRf7RfA1ZpFprC+17aj26ed+JbB760mUfKb05UszlNvjSrvOnj1JheqvqMarkz6uXKaFaNpUtVlj5VWu5VueUBlVoeVIlls4osu2XLOKSC9CHlpb+vvLSr6JbyzSE9ju1H4KyBuziPHMi/O64EUTefO2g//HzXwt/4sgzyZBvVkJ2qupwsuXIKVJNjV5W1Uk6rWxXW8SrP7VBpbq9KcmeqOHe+bLkrVZC7SXnWx2S1HlR2zsvKzH4P/VWZWTdRSHtZ4xYYD8JcwIgym1ZjMupBHcjPM18B/T7f1yFXQayqC5LlLMxQZWGuyguLVGorU4mtRnabx1BkazXYbD2GAtt0Q55tQFbbcmXbNirTtkvphQdkLjiqsQWnNDb/isbm3ZQ5L6THiPlGbK+AN5+xYGYxMUAB1Ip8qAG5+K6a10p7tMrsCXKUmGUvyVZxSaHGORwqdFQp39FgyHW0GKyObmU7pinTMU8Zjm/K7Fiv1JKdSil5Ukn2l5RQfFIJRZeVWPQfJY0LaQf8dfCXYX9eeFx0EAPUjppRI22xCzlRWTn9XrlBRRXxKqw0Kb/SorzKPFmdxcp2VijL6ZbF2aR0Z5fMzilKdc5VinOpkpzrdE/lDhkr9iuu/IhGlZ9QbNlHiiu9rnhHSNsZzR6GvxheP6PiZDgB5K9g5kR1qBqVOaXianreGmaf2lHKdiUq05WmDFeO0l02md2lSnXXyOT2KtndoUR3n+5x9yvetUixrocU49qu6Nrvy1DzAgbfkqHqgqKc1zTCeVtbGUNWscYFcGfRggdhdaAmRrUGVIsqYdtpiwsZm6x1kqVhhMweo0wek5K9FiV685XgtWu016l4b71ivX7FeHoU7ZmpKA+Dg2cVomlupElv4Hasf4PFXZDcnxHkm9oEewXsAVjTYU1gna3wvKgOVaEy2OMYl3IZYy1e5k+fNKZllOL9iRrlT9NIf46i/TZF+ctk8PMDP3/g7+IwTUUMMC3cPC0MLM3cyk10J77j0vg/A/kc325pHeylcOfAmeyWulhnM2pEtagCth12HuxMxiVzi5TUKsV1xCiqazQ/oMAEOFwBDnKAoAYIYqCB58yZXQywXcx4XUsRN3HnboLMgNLG8NH6IX7ig/+21sBdAGcWP+uF1Y58qB5VeZi7GAkKYWf54WM2qVOKDzAD9jC/TGTO7aWYBynufRS0SRzkSWxsH7Ho40d9zDRBZqsgM16QYTXIwBZkaJlIxzKBzrX7Gv7e0Qo498OZ+l+yywQoyvsM4w/IohxrxGUVdhFYgeVaBOTURVhRUSIGAbkEQYE4Ch6kJkFFrSYeUYqpiRqPaJPajLEeIcm0HjU1tTWHxqbJ2GaSqWnimLRJY9PYOkkazfa3y5eZTDvOIwv7fe/zXv/3/7ykr8IzmMZifi/gZ2YpNSDmuBnwwxuByZBKaQjhqTaQl9jn6rlMGiwc6ujBAduUMthYTQQxlxfnUo+5LLKNLJGNqJNGlqf6X/L+H0k8/VBzR13wtJDfauIsB1P47AbjiTmNmB0VUhS8I+ANqSX+evjngmbQwqXfysU6Hz/aqEk7Q7+DmtzLIe+gwB3kooOX26lHezfPsEi2sawuYFlrRcG13GAo3ta9uNoIKsEM1lIPyKedMog5oUqyzYG/gf3TxzsPzAe0GRJFiDQKiR+dPsGBH0vxYxm90c3Q6eagd1Pk5RhejoFlnXzPUrmEvuxicex8DZGAol/0jVrhqgWziLcMuHE7q0ZykkI7vBEtUnCbwbkIdPnFFfbBDwzBxdFTD0JkFUJgNXVZgx/rGPDrGCzraOa1GF2zAPBgL0vtykM8fw6xcI13v1QTfDXkuYKYPcSci8upxDuGVyI42qZOg/M+g6/HLzSxZ4hOn/jj2CGyufzIyRaE2FYu+j782M4A7ufA99NUfRju43xs48EtqOfN9MRGtoqHv1Aj9a0m5jJinkDMLvIcRxtb4A1eYXD2Gnwb/GKb98FW0GeI8EcNQewT5bvAHnKyHyF2kD59mrPyFIfvIEk+QGAHVvIdZ3Qv9XjiIiLuEzUQcwU1LiHX2cScSI5H0cLDfLzrfbEZYtvHt/17XLt9XGCfsRT8xFhODhlL0hHO7jF65HnEwYvMjQEO2nMEO0AuBjB6nIePnZWOXlU1+S6jxoXkOg0XY4jXvNGIs9/g3GXw7Te4fmqI8WfBz8FxDS5oz4MXAWnWGUDJ9So5eQM/3mBuXKQmlzlQb1LUSwT0+mG+f1mz4C6BOxvuBNyzMkZMO4w49xux/czgO2rwcbRYSAeXs5MG31mD07ewXgCvgzc1uEi+T69eZ4ZdYxhfpz//SrGv0xfXILg2gKrV/yAQmEG0vkU/32GvuoN+/1pTdAvt/gVq+gaK/lNU/t84pB9zWK7TtNfYgv5Cs15lQ3qPneYdNpYrBPAWCfo92+QlfYKa9vLJi8te1LVvr/ASlvf/fPgGfMU+8Tk6/gb73Wdo+E/ZIz5SsT5kO7jK1vAeyv4dlP4V/HgbP/7ATnUZPy5xSF+jgS/QuOcp5Mtsri+x15zh3yneOon1U7CcAM/6ND142vDhW/A1+CdgaugDBfFGhP6kGDicxJIJTyEcHr3KPvU7tqPfsNGcw4+zbFln2IJO48dJhsYv2HRf4BANsFsd12PE+RR8A7TpRUp6A4+8tJNXB8BesBvchvMW+Bj8GbwNXvGXNYwYRulX5OI0uTilHFrNTcuVYnEGsdzD9lhDSzbAMQ/b7bTpYmLrJraVtO4GePo4Nnv4dxiul6jO+37OXWAH2A76wL/g+wi8ZbTSKaO9jylYR8jFYXbdZ+iLZ5RBHLnYd2O/FPszaNlZxFKjJ/BjN37sxI/H2Ex3MEAfpSb9HOxt/OURcrGZ7GyiYluo9BZ4N4GHwHpwHb7L4NdGqx82jsJ+9sw95GI3fbGTXfdxJWMtE/v52C/C/mRimA5HBRxV2K2HZx6d0I7tLrJwPyN0ndbyVC+WVhFRDx2yUn8HXj8eBA+AKwb/CYN7jzES+v0jIhjbI/A5GtsOkMpIzsJ+PvbdMHgY2dPgmAlHFRx12J0HeweZWMp479Fy3lqKxSV0QSfV7KKrO+nNTri/wwUj9z7+ncY43GSM5bWc015ysUqR+B2DxQT8TuMUZmE/n8q74fDAMQ2OmdivoiMauE5btZAz6/OkDU/nY7WVzLYQaQtZb6H758H9HU4bo3WXMRp93L4xzbj2X4vdGgrHXdgfjc+xcCRhPR2ObK7SAjJfBM9kLeDcttIfLfRHMwKjiW8aebOeCOqo0hwY5lCPGrq9mg6sZupUwV/lnxOD4/BHBj8j039FLgFMM7gCsRYKh4V4bPA44EmGJwOe8fAUEPkkuEpVS5/OUSX267DdyqfFePUAHfOQ7taPwSGVE/UMvQv+TTd5+en196CvBr5rd5WJuMEirpt2pBrqxy9bmuiLRmZnPf1ZR01qqUkNvVGtcXDlwjWBk1oM3zQqUgFXDbabycxCTSWiUupR6u/ig1TuBZVQj2J6s5jJVIwPvj7YzrXyQ679FYz1xUjlBfxsQq7WI49q8WlOQAB8IZrNWa1UFFxxMCXBlU5cWfDlw+fGg1Imejn/z4arEfvt/o6ZSOdOoCcKyXg+PZFHF+ZxIvP0JfBqH/xb4ey9C6mCRO5AfjSDOp9cHsHex/VbgT8VwUG6e0iYygMiNT3ArmmBDk0JTFbpkAx5huSoJGiCJgV5VGSarommShWaGpRvalOuaZnGm3qVbdqmzKC9ygg6Klfgebm4XVy6Ce5oF3FvhO9BpGDnKPIP6kEVqLCiMfl7GT5NQ5JMDQvWlJDhmhwyWiWhsZoUmih3WJomhmWrMLxA+eHFyjOXKcd8j7LNDRpnbpfLvFxp5rVKMfcpybxfieHHlRD6WzlCryo+9HPwH+0g1g1wreCKX4gsbgY1YBaYDqYghTysDyU8UzwyQEURIZoYYVHhSJvyLQ7lWlKUEzlO2ZF5yows0jjrVLmss5RmrVeydYGSrMuUYF2jeGufYiOfVIzlOdksryh65IeyjbwJ7qifONfCvxz51zaGVQHM5qovB1P5XALcMeg8/GHFVV6USTlRw5UdPVqZ0bEaZ0uSy5auNNt4pdgnKtleqiT7TCXYa+Wwz1esfYli7Ktls2/VaNs+WaNPyBJ9QZaoD8AtRY72ahsxroZ/CZyt8fSggxyAMuABblDA33Pj2Dl4JjM2UBmxYUqPi1RqnF3J8WOVFJ+ixPgsjXUUKN7hUayjXDGOGtkcLYpydMnqWCVL/COKiN+r4XHHFB57XmGxVxU+5qbMMV5tIb4ebC+Gq5m1oBpJXg5KQREoADn8PQu4QCq/OxOHKTEpQmOTohTvjFOc06kxzgzZnXmyOScpyjldo5xVinQ2K8K5WMOdPQpzblZI0m4NSzyi4IRzMiW8q+Cx/9BQx21tJNf3w78Q241I4ErkeFkyNQATQC7IAi6QzBqXkCrFpwVpTLpZ9nSrbK4YReHcKFearK7xsmS4FeGaquGuSoW75irEtVBDXSsU5HpYgemI4TSmcio7bwoiL/kzBSR/pfXk+T642+Cog+O/XJcNUJT3EcYXBE44OOUODkQIeuEbjvvg5I6PAzy4Az1AEAQBRaiED42KijHaNkYMSmiMEWOISU1qaxKd2pSJpm2smdhkQh2TNploZ9Kmk06apkab0ZlkkmrVXH/v3dtOp+M8vtzXPrv7393/s/VwVCODy0ExsAEzyAUmZOk9rE8pljBJskZLgk0vevs8mWtfIDp7tsTaLRJT5JTZ9iqJsvslwt4m4TYWJNsweJhguA0tCO9CbggzO6/5C4K7Kd8n/g1wr4GjpYBzAFVwlQAHsIB8kAV3upXdy472Z22JL44SrUsn0S6jaFxpEunKkFmufAl3FSHS3YCl0cny5GTaOtHzTvY8J1p6EaLcgRAu4sa2s2/ab8mD8A+xonbBsczCHIDHDZzABsy8l8PTBHcq3EnFInpWFm1ZpES4GS4V7HYVFFUFB1qBsQq+XFnCsxqgod1oeTeLi5vlzM2tVM5kLkX8l1zCT3xw3ZYRYrwPnnY46gnBA0qBA1h5L49nxiJ2P2R5Eqb15fCzQkZWcal4GKDVDJgaBpqXwvKRVB8B+XDWx5e8fj5jx6thialhYavhZq4+yu/OkGxUY+V1/Lwjm+Dp4Sct8NQRYyVwgSJem3lmEXN6qUgy6dVXwu+Bv4ZLppZLrU4jspRc+MlFPcOskQZupLAayUUjP2rw8T4LbT0LpJ/F0Y8y8bOY+VFsdahHHz5478oQ8XWVhH5SA9zAyWsryCmjBwgneTH8pFaLycgl8BMeFyWHRy6aueyWM8hbGXZtDJp2EyAX7QTRVsXA4YsrWGRbNwHUQQvLUwuKoZkFqAkfGr6VteR2BTEuhcsDyvjbAQqI+V5iTmE909fBD2+EwtsMCI1LHB7QwcXahR+rufTWMNB7GKq9NFovB9xDQD38eA3n0U1NdFOXqycZRCyIq9h3O6iHld/KaniaQS2oIt4SYCFmxoykLhUxwBsD76xWlbMTUGZBcdELaD3pIx/9+DE4N3TxKUNXabb7OeT1GFyHgXV9FD81MUhdDrCs9r8JriBU7kg7XA3AR54ridmB27n11ECTSAK80YQQ1gVPt8p5HxgA61SxRdshERgy1MdW6mMbl/12/NhJbezkTHZQUA9idDtGHuCL26iJkecQiiypm/+CaLopLfDVk2cvMZc0UIe0tIk8G/lJjBJrn8q5HmxUhd6IKjgV4UfLIVEEqSQsCyJ7OJsx6nQcPyYYgBM0/QSH/ChBjRPAXtTqGMptlJrYTV3uuiHLSZOfjys4YzsxZxJvMvnVDqpxKpzbwA6Va5cqPB8Be8G4KsaVZeCAuhg8SU6m6NtnqI/nqNGjNN+zJPkIgT2NUp6aQERzHpOcx8G/STMxezvoBbjziDmVHOuG1Ti/+5/YwD4woXI9ASZVMT4FaDf5IXgeHAPHwQlwirOZpl/O4McrNODPKa6XycXPSNopfniSHn3pA/H3kAPetpJrEy4aiDfiIXXJUDgfV2NT+J5WRThjJihEGf0sgSE+Sp0lV4JCXVnYGIUsqyyu+HEBPy5yEc1Q+G9T1DMQ/Rbjb/Lj878RL9xO3sqFO4WYY/apsU7+T4yUEGtSaBH5qYSWsmlwWuVSlpRz4A1AemUGvCOhJZbrUT4NE7nKuVyhNq7QAFcJ/BqEVyD57ASqVv4PYSAaGMFCFGeB3EEN30Ipf42C/hJlfYPh8AUNeo3G/JyC/Yzm+JTt6xOK5mMO7yOK5EOCuMzhvE9i3sWpC3zzbSy+Ds6AU8G9IsCxBf7LfRv8S8WXEinXRc8GkAZPjlxlp/o7Kv2vKPePGZIfMag+ZFj8AT8+oGHfx4/fUcDv4McFGmWGneYttqbzHN45mH4lZ+VVfnUa69Mq9zFwVNH14C6c/wRfgRvgE/BncFlisZ+MfZO8Ry7eYxO4yD41w9byFn6cx4/Xycev8eM1/PglfrxKPk7TuNNsqi/TNKfIxUkK5wXe/QleHmPPfB7OZ8FTYBIcAF/Dx8Rk4xDionzA+eDxarBtwHYaR56FfQuWnNivoPRqKIul2F9GOa6gTDrJaQ88/fBsgGeEGB+C61EyMQXfCTmE1SdgeRzOx8AE2AfGwDU17nfVMn5FLbuXqIvj5OLH7LrHZAHIAVbK00kbuuUI5zJFfRxm4zrEFnaQrfMAw3Q/g/Qx/JiguccZJHthHcOjPUQwKpeolm8YMQEyFaD1A5xcgFOiTQDKhrhCLae0wlPB1tDgezy2U4AJ+3mMIxvROYnBjX0Po8qHfT/2m7Dfhv1u7PdjfxP2dzJK9+LNYTJzUrZwipuJejO8CjaBjeCiyq+0+RF1FPxAHUl7ZBaRaLGbQGZTsZ0B8rFvowOc2C/H/mLGqI9q9MPRJMPU6kYutA0yxHjfyv+7qBQlOz9i7P+CDfRP4C5/B3iGcC6Y99D42a+OYGUc71RH5VZysVnmYDsJv+/Bfib2C7Bvw75TBvFjAD/68aOPc1nLuXyHfbeHV918exXedhLRSiJsp5La6J52OqAd7pVAeU6rY1bhH1W5UTzB60m5GgcknBhisGjAdgpYQBdkE2kBHHZZjR9d+NGJHx1Si90GeFqp1G5kxhDdM0Ll7ubdSTx8gWy9wfNzEOC9QPCpjL5D6mhWrqVhMARQX8SC5ABdEoV9HfYT8TsVmODIgckMTxGRu+Byw1WNvFqC7Sa4OvmrD6+GxcsJVhPlYjrGw7TwUIUeuQkCQRxVzx+Fw3kiMVRuRaookkWRLsupi2ZysYz6bGRmNHImDdSGX3LpUAtcDrhKOI1K+LzwNcDXxqsePLuf6baDT5VKfobnNPg9Xl8HgSCU+h9jnG9HCq3neukFHaAlKiQX68ND8nEJuaiTOLgS4EqBaQFcmXDlM8Wt8BXDV84/j5TimYsMFZNFB1m1U1k2+sNGN1u53Cz0h4XpbuEGsODDQfh3w7cFKdavRaYhP1qRQg08l/Day/vVfO6ZFQ5fNHxzmVJG+FKJzwRfNnxmYixikpbAWQVnHVzNUsgpmqmofDonjy7L4dSzOf0sOiFT/sjzKxCQ/dj/Hlwbkca9c8l/PPHr4QfV/F2FVHXjUxnfKZ0dIaWRWnFF6KU4Yp44ItKlKDJDbJF5Yo2ySmGUU8xRFZKvqZVcTZNka7okU9Mv92pGZKFmVNI1k5IWdVxSI16T1PDLRHGdKXxbxpE7O+BZx4rQzTXfwhXrN4bWlkr+LuU9J58twicH3yuKjRK7Nk6s2kQpjJ0v5liT5MflSG6cRXJ0xZKlq5AMXa2YdM2SrlslaXMGZf6cByRZNyZG3WFJiHtRDLFnxaC9JPqYq+AbGSP+bXAMwNmZhORPZv1gXVkMykAxr4t438rnhfhkNoRJvmG25BniJSchWbIS0iUjMVNMiQWyMNEh6YnlkpbolfnGZTLP2ClGY78kGEckPvER0SU+KbEJL0qM4axEGy5LtP4fEhN/S0aJbwv218LX/m+26zxI64KMA/iz3OCicrO7wO67wO6yB+wBe8Gyu7Acu1y6gAgilwoKISggJIpohFN2oJWVx2jqmHdmqNVkY+JYpjJikzM1WZo5oubYpVmab5/f7s+Z/miYL+++v/d9n+9zH87GJc6UDidCi9OtwWsdTPOs0mdToNT3Juf1j4l5QyOTPyoK88fF+ILiGFdQHvkFNTG2oDlGF8yNkQVLYnjB2XFawQWRW3BpDC44GAMLjkT//DuiX97j0Wfsieg75mT0G2N+sG1HXu9psgJvl9Og3VreDNOhGio9K4PJkIHCCX1ifOGQyC8aHmOL8mJMUVGMypTGiMy0GJZpiNMz7TE0syiGZFbGoMzG6J+5OPpmroycIothoYk04VEHrDtr3El4P/bz9Tb85+I6s8itk7FfWkEboAaqvJ8CkyED4z3Lc9qOnjQwRpScGsNKRsdpJeNjaOmkOKW0IgaXTo+BpS0xwJHUr6Q7ckosyyUW9BILcon7ZpLFcKIlsPgFAt9yTH4Q+/BfiH8N+UsnigP5M51q02Gav8uhBIqhEPJLIkY5oYaV94/citwYXDkyBgpU/8pM9K0si5zKaoo7Visda5X26Ar7fIXOW+EYqbDHVuiKZTaEUttCCT9M/jB24z8f91k4F5HfXhrRiKPGayWUeTYJiqDA89Hl7s/KiNyp/WJAzZDoU6OAayVtrSDVElJbJYncu3UO1lrdrcbRUrMZTMBq07jaYj71+/SkQ4XtpeJfsRP/BvK7yV9AfgvMgGlQbh0vgWIY7/0Y3MOdsrk1EQPr+kXODA2sXmE1SKpGidskUE2+3OSmaZoJduhG3b7B9GkwCRtMpXobQr1JOV0saulQ81FsY+ta8peSP5cJzdbvOq9V3k9xLk7yOsH7sbhHEJ3rjB1Y7wZt0sRnauqzNNTZiquVL9r4oo0v2ghpd2e2i0erQ262CdRiGrY4llocDC2OkJl0aPozHT+OzXhWkd8ljG3sa4Aaf1d6VgKF3ufV4efeXGIHNuNvMUBaNfl2t+Vcvujgi/ma2ULF2ymxOhnV6Ued7syFDtoFcmLedrCZzHNrdjwAYtFuk239JDbg6Pb1+exrgRlQzd5yKPZ3vhNtpBTLnRUxQIiNJL+HBckg44suzX6xZrtUoz9Do+mW5Mv5YjlfLPfD7vnRc1AuM5GXqo2lRzQhW+MS2/NiOnRmYw2/LmHfHGiG6d5Phcn+HiekI5mS2x7R/1PeLlgCy3qGuqbCH2fxx9n0WEOPc+mxXkzWSbB1jDu3zQJyhs82Gch7fU99rnKQrjrmd/JhZTZWsK8TWmf1plEtX5fx9QQ/HYU3F2//ZHgrM6Owd6FglqUmWW56l5z1sIke59Njizq5KGk68nOrRLqIwAs7DWVfvkBOnH9YU9YjNtniN7ooNv4nlrFxHszG2cjXVXxdPE8NsDcXb7+EdyWcnXJqOZY5smBzuvS4WS2ZGm7f3iVgDz32yo19YrJXUPcg2E35XfrEJQcta7bXHfrUdlv99g9jkXB14JzN5lo2l7A5n+tOxdtnTWrnp5xbUr5k2bwkXTz3wN50EbwCDiSLqXo5JC7XqtdrxeSwpDrEF59jwDX6xEE9+4CcuEJe7n8vutjb4eMGMa4Q3wkWuOFr2b8xtTNZbHeki95l/8OVLN9Xp4s49zpowmHTuxwfSZZUufpN/rjZELpJ8X1bYn0LwY0Eft32fIN+eb14fPnV6JJbLcvVAl9PFNdR7B2wNV1uL0sX7avSpTtZfL8A0sr51HuMKLWehTA5DrRAh1g4yHoPlnstgw/yxyNy9GEF+BCnP8AX93HcPRT9rovuzl9Gh9yqxz3lAjEwWobsSnkPppxfTPlugG/8Hy4p3rOcJ0easg/tp+dgTA6n5Hg5pm6es4i9aCA+p9ie4YunGXlMvzrmqnji8WjBPQ13Bvcw5ZtzTWrrV1MbE87kALkN7kz57oneo/Qh0PrjaMqZHKw/haei94A8Dr+GV+FNvfRNves1Sfc6o//EF28gee1eG2X04GP4N3wEn8Qgz0ZAob/LYbrPW1wE8+J9zeFvCvQ92/+7dve3XUAnJeobkvR119+rAveK5Pit/fVl991LlDwez8cv4q/xNImPwf1wJ9wOt8AnOD+Ef8Df09e/RA75Q+MdO/zb7oi3bcgnbc+v25n/oFH9jh6/sbu/rEn8SrGeUDTHJe/zkuhZevxcIJ8WxCclyhMuyR/7/7H4I22y3mWFMcu9yV2RpWk2PsD5HryTuAtegZfhJb540S1xnC9ecMu84Dp41u7+DD2OuTCedHX8xD31I83jcT45qoAf0Sy+R48H6XGfJL5HkdzN0rs8vYOk78Q/pVJWamWldZaWWR7LhskVulX8Pg3fU2kq/dCd+aj77mjkQTH55cJfy49NZLeRPU/qd/HpMvJX8OtqKbPe3bYZzw4X7uXsPCylvobzLun1BI3ecNNlPc0q66xWknXfZXvSJbH7Z/BomtpJ2t0Bt/PFrTGczAKYBJV8WEd2E9mtZHdoBZ3KZin5y8lfLZ3Xs20Lnp1axwHeuE5kbpYlD+N7KfbLrH14d8MuuBRO4HoyTfGE96a0HI70tIG+ZObCKHInxLWuo8P0OESPa+hxtYvrKhffAXfVlXJkPz0up8c+ubrXjbcH0y7f3skXF7PsMyzdJvJb8W5JsRmOpbbfmrQ2uC5tCwfTdnh5DCTzdDLHQiGUkF1Fdh0bGlVDC445vL/QyFiCZwWOc2hwHo7tqmZ/bGLNBgzrRHWtrF6L9xz49PUHaelfn7bcK6O3/SfjIBkL2+TF1hhC5gjIh4zMKyN/Kvl1mBpxtMjIOaKwEM9SsleSvU6mbjHqdhmzn6fZjcbu/bLnOHwAWe97cXfq+4Rfi+oZC0mr1rp6RlUyltfFAKPrVBhN/jgoJr+M/KpYJU/PoscKeiwXl275cYZ/y8RkCe0Ws6RLxBbKyvmi3SHyc1X7fNwLUtyS+v9Ayp+Mxg2QjEzjq2dsL5cX3XzRHcPoPQbDeBwTWVyGo0qV1mFuxDObzHn+Lca1gmfWRTvPtYpoi0psFo8mnaJRB5ilM83C3wKJD5LRd1lq//qUO1mRkrXFNtizOnXyxUL5uUBM5qvX+XKjQ63M0TvaxaVVL52NZZZ3M32ziaaNLKmXddNlUK141Kiqar2iRiXU6oZ1+BN8JfXBTjjPerjaGnImLOrTu7olK1yyQrbxRWsMxnMa3UfhysdVhGsyrnJc02KG/+t8WutX1SIxjTVVemiF7CpXRVNkfZnhNkUXnRJvQbYHydj/rNG21Sq2zuqxYhB+mAdtyerueTOdGn2ngS/q4xRcw9g2Bt84NmVwlfBEJb5afM342nF1Ral4TJZVE1VNMUszKr5IVysy3ArFo1BuFtLhENm7rRubca4+xarqXFhg1LZ5bYZ6z+qsZzU+rx7QN6r7DoqpOUOjKmdEVOTk4ZuAb1KU5kyhSXVMymmIiTmt+BZGUc7ymJCznqbbdbkrRPBLKvw22h+V3Sd4812v2TjIzp04/st1uQBHVV9h/CSbZHdJdtk8dvPYZLM3+8puHpvshk0gmwd5koAxRCGBmBSxSJggUBEoKI1IkRJARcPDcZipaH0NLdB21GqHGTqApdSWsbR1qjPaBi2djgwtVWF0uv3dvddOhmE+7s29d8933v9zVsK3lDVhIaNPO4iDmLrG2ZizZ7NvoFeIb4Kz0iRoMkvAaBNfhkO8RqeUGRVRTAFxm6rFZYpJsalZnKYFUmgeEIdpVPJMayXH9LDYTHvFmnFULOmnxGK4KJaUq1TbLdkO/wPIH4VrgCN+AatKi7q6gQj31SCUy4oKfLz3ZKdKmTVdFGumuC054rIWSrG1VJxWvxRaqyXfGhP77BbJtfWIzXa3WGwrZJZtrZhtD4vRtlcyrEclzXJSDFkXJDVzWgzmG7IN29Zg7zAcd8LbycoWZzSfwzUMQsDPyuABCu9LQUleqjjzjFKYZ5V8u0Mc9hLJs3slx14hNkedWBxNkunoErOjXzIc90iaY42kOr4r4iD77AxhuZwMOQw52dPghmzB/vuxdQiORXC3MZLPBRFQCQLAUyjiBiW8d4KCwhSxF6ZJblGm2Jy5YnUWSZZTkVnOcjE5w5LhbJC04jZJdd4hKU6GRSfDsZPqd9IJi9h5C9Eh/zw6oYP9c9mI/fdh6xI4ehjFmxmDYyAMgqxtPqAAF++coADY+dvmMkhWqVnM7mzJcOdLutslBsUrKUolP2A5VZijFQZ2NwuRm0HZ/RBO5CQqZTh0/ZglDj8UfQK+kPXqaoati5HbxfjbWEodgEoQAGU8KwXF6FQI7NxnM55mlRnE6DWJwUci+wiQH+X87Fb+IGCvCbC0BZij/ew2PvY8H13YSzf0HgbooLBvlqKD66aMwz+M7D742hRyETE1IMS9FyjwlfCuCDi4z+FdllfE5DeIodykFUsFzqws0BSv9IMwCxszdFU7YHmooPuG6IIhBuYgi0CQk7r8AvpdheSWrMauQbh6PdQDq9kcUAVHAHh45oazGORzn8M7SwB+TDVU0LiqaGJhdsxakiqKQ6M4M8qHdew0dcSjrhXQ7SMsTbUsgzUsKjWcDmGG8jA6VDJBhr6Wlci/C9ldyG5kLYuACu79mFPGcxe6FHCfyzMLo7mJcBswUyI0tzp2mBi+aFAbGoXbWKAFs1EVxk4Tj4MF3HMCzWXXrGcyqGdRib0G0GEOk2QkISN83oddbaheD8IgyN8+dHGDIu7zeGapFjEiNjUKfwzgamnkUGmiybXQZOaTF+0UWAd50YEvOqoAH3Vw4nRwAs5nGmhhUWzhhGp+md9RF03o0JiQQezqRX4zttWpYeSnQTg9oJh7O8+spJgR16YkeUFT8hDTDrNO9XCj2fcQk4XEpI+Y9BHgPgzoQ+G+FsAyu5CJoGcT3zIpdLOcdZ3lt8SikzkG2zrhmMfnEa5VNeQCvC6e027EWg//PLgoNY4ibAVdycMcufoB348eA+ixhMNlkJgsp9CXE+TlGLGMHy8jHkP0iSXr+Y4eMcCiuJjpvf9TkJBF+LUVngauETgr0EXhPn+uyGzsNbbqB3i3PkjcoXImBxsOGDCkDzwj5McK4rISPe6nTsaIyRiJNIZhq1F+1WLejfENk+ooPWKEKf6ejyjKr6Ub3zaBejhr8LWP+yLcZ8XejG7d1jtncGIOw5w27FD2jAfa8EXKMdCKrCdPH0SPzeTGFvJzM0HdhC82YsAG4rGOnr2WvBynPtf8AR2/kHbsbIIzhs0V3Ls6qUE+T/+Gd+g2zlUz+Nbpw+9GfRDbqg/jE9TtTvR4nNzYTUx2EdidJM8O6mOCeDwyyfBKTmwlL7d8Ju34OY7NNdjsxeZ8XGYe1HlX3Ma5QedTB+9t3/CBx/SBcDdAfHI4O0BsDpKnRzgIjlDkhwj4FARP38fyQo0+Qb/cRzwmP5R2citGjIOUjxObLaO6f9XhEpVZU4QFQ+N79Dau/aItQ7hWDgLCzEqlLQsvAEpQjqPHT+kbpyjyEyT2cabkVxH80h6++ZHI82cljr/DxFjB5hyOt9QHdN5tOueuGXzqEjI1g4v0ZpEV1kmNj9bDwgsfeF20xVVdon6LHpeplUsU3EVq5DxBPcsmcQbFT5+QOcQ5AHcBsTWqMd2u27pX51TtUxfAo7fx0W6TC6LKpy6qb+qc6uJ6DlwE74EPwBVwjX563S3yT5L+E4J9hcBeYZ6Y/iFTvjBNiXwO/qNfb0o6m2k2k14xCIBavpsnX9GUbtIY1C3pBvPqdYryM5L1HwTvU4I3zYbyEQ78ECPeZ6e5zPZyiU3yXXkHla4zTSfkJHgBPAcOgmfAl3D+C9A1ha6FTGErVa9m/nYAhXcheOrkr0z0H9Ck3kePyzSn99DjEsX6O3aZi2x9F9DjHRL3LAVyhiCeJnBv4bg35BfslB8n+Y+BI+AA2Af2gGvw/R38DXwM/gIug99LGrJtyC5Crld+zeR+jqn+DHqcRo9fMje/ScN6nQL+GQV8ik3wBHocR4/X8McrbI4vsUG+KM8Swp+Qpu8Szi+Ttk+CXeAxMAGmZ/AyVSBfC+3Pk+E2gzzgItX8yA6TCjHkxrGnDdndyF5Eag7g9UH8OwLjt+WwjMO1CT9PYO8+onKM/09j81W00ni3gs3gIfBHuH4D3gYnwSvgmJ72z7JbHRYL8vLlEJvJITaJKfQ4gB5PoceTHCBPoMd+9NjLJjqJHj8gLrtpKrtoYDth2sHdo/zqEby1Vf4M739pawnaTQKPJWQMnNfT+mU99af0Mtyjl+X3xYSsbK5F/O3hGsKHNciNsTk1UkateL0T+QtpI/1wDOKBUVrZargepMV8D232s+U8D+c5ts9/E7EEmczcoOMNeOgU2Evb0styu96WNiVbhYFrFlc7KAYeJAfJvGpk12HPXDzfTCvtwKZeOBYTjSHa+r38G4drCxo9DtdhGYZtGZm3FN67wICOV/WWM6m3XZVXPQbU9qweRbQOPGtErhU4QAl2eJBfjvwqZEdp6w1UaRPy2/FCDxwDVMww/69Co+/gnQmq+Sky+DjeusQXt4hg4v84qvte5d+oc98LRsCwaMfkoKQCM7KzQT4ogaMMjnLkV1KltWREPV6II7+diulF9t2MGSvwzjhPtpHBe4jai9Iiv0Lba3yZSKIFTOn+36zzfyvJqR2Z6tGpjgtMpeifjuRMOHLgKEB+CfLLkB8gMyuRHyEiDchvJks66Wh9Se/U48l6IhiDpY7qiRKPCI0zAreKWLJPaPFfp9uv8veLNq6o45I6NqnjUyu+aCYmceokLrmgAB4XPB44ypFVBUeUf/OQPZ+s7aWClpI1K9Fwg1SQxSEqK0ilB+VP4CueJfhVgmzRfDCm+56jOzmmqaOiOjaqYxynLt2JeZO+FSUmUXIjSt+opVZqpBQeL7KCcNUgN8ZdM1p14aEB8ZGRXjLXQ30oVLVC9St0VIX6KIPfC3aINoao48lSxsJFjB/tjEJx8D/2yzQs6usK42cWZIZ1BphhGZYBdFgUXJBxF41EESTGDQsRXDHuGxgjTaLRqhhTY1bjFmOsaYriFlOLhhI1LnWpWlNbTdK0calbNXWJGpfp7w5/U+vTD+2Tj4HneR9m5j9zz3nfe8+572nD6ww+aw5whsTQg0bE8QdWeNmJ5SCWkw7mYr1mxMpg7Q7E6EZ2vVHqKXZtNN+qIOOXwWqJlDpwBnh47/HaAmVPSojZB1vag+utM2gDWoI0kMIok8QzF99pojcSy0SsABBKrAgyiCFeIvFSqN4WxGvL2l2Jkc8JLiTTp1FtGidpPpmvAFvAcXCD28Dj7QOjWLuIWPlc892wYO0ZWTJAGkgGTfgsgWdOxog4k0FiGzWSGB8/iTYGi8NokyhjlEQYnRJudIndmC42o1vCDF0kRJ8nVv1ACTKMEH9DuZj1c8SkexsG68EBcAl4ZCrxS+FZQJzcQEaQYHyVBf1BCmgC4hlfYkE0z6MC9BLh7yPhfr4Sbg4QmzlEwswREmqOFau5sVjMzSTInCkB5izxM+eKya9AfPyHi96PyvebjVFk3vTF7Phgbgxfe53CZOIPhWM/1u9h5RwwHmSoERa4QALvY4GDZxHAbtFLmMUoIcG+Yg0yS1BQkAQG28TfEi1+lkQxWVLF15IhPpZOYrTkiN7aX8RKxVk4dRaMZxCmKJAc/HeSE97efE0mEL+Y+E+yfjZ2vJ0NfwtSQCKIAw4+jwA2cgoNNYg1xEeCQ3zFP9Qk5rAA8eVBI1ukGG1O0duTRGfHs9mpKDsm3U6l2eg6NjykjQoIoyOFkoOVOSsYHQK/lTHELyJ+PjG6YIHdIA0L6gLxvI4BkVh0Owiz6SUkzCjBNh/xt/uIKdxXjJF+ootiw6L4giMGNAZUkYNByUGFOxjEHJj0KIxq5ExADhHkEI7hs50hn1sykvgDid+TWJ2i2AfQFDQGcdhQB7mEAxvPQ+0GsYQbJCDCIKZIoxgdFEuMOqgQcbKIk9nKyTwRnwrUwMbg4qTLOhnE4qi+WG6EmNcBOURzYzvOkdMdGYbW/YjRnZjto9kHqCTzPwHEsGQkn4eTS1iETiz8D+C9KVonxliahpMDneBbXziukHrxkpitkpIAc00S/jWJjpdE93XRBRPpyIkY5QRuyvi9APcYe19K+FlvYj0Wyz7w8zTQBDh5H00+kTyzAys5BfDexDNDPMc5EbhoYsnMmE3RIo3CSYNQOl9MZz/S0wHDYzodP51zmcbQksrAkEwOyTilJHJIwsUmeaSQn+SxbmckzACpIJEYcdhwB3mEg1CeB/LexDMDIxONkUOrGiezVHPyaIkWrdHCjRZuxHKzgJv9cNPh3ZwJNzeQe4hIKwa0Fgxhzd8nL/YiHQed7pH+fL07abdz8Yj1k3mdAMdYPo8CYcQN5DMTz/XeuACKXBYkDdzk0Q4tOqBFZ5pLFmczi8SzSDSLL2UxW2VxJrI4l50m8V2cipshxU1/yCSHTI/0Zu2uybxk/TTg4qcJ5BJDXDvPgnhmakr8tIfjgnagI8hSFytnI1s1ego9l0OeixZ5EMgl4Vy+mMsw25MzkcMA2Q2H2OVdgHvOukDeHunJ+h1ZvxVoymsXeTiJG4GUVpYwtRDRZWiXZ3vtMu2iXerdtUuWUVaeQI8+6NGfPRlIIxnIJhdAooAfF3D7D6BP9OdM9KY2ejG45eIie1KbOR7pBre2rdgmYqWicWNV2rSYED4zw1en4nbWTEQ2yHkQU7voldkp0AzXIPIYjB7DuGRK2ZNSDtEIiIygPobzo6G4s2JuqELqs4AhsYBBcMA9ySJOJkenBemmkE9sa84Ax9mvoxb3cY1rvmZu+mlGp0gzfIO1i79UM6BjlSHijE7hbJSzJ+VoUcaiZQg3eYDIePrlaFz7SGqj9CD53ZAO8MwkZnO0TlTtlf31e8BXxe2r8VQxSzSzVaqZnrGaAVMGpBxw7LEJgl0RmcW+zCOP+ezJPDZ2DlrMQrzncckV9Mtp72Cga/ndeemAzplwTmGPHXAOyHsorjJWlBRm+t8xoeE1v8p8TQfKgChDzHXkHUjUYKIMIm1A3mJfllKvS9mTxYj8BuRepT4W8uMF7EflRpG5J6QD5ducsxVP+YQS21io6au4jnko5n9wBHMfiveKFpMr0TsoLAerAG1AqtBjA318PYVWheAf4JTX4J7fI+GV1MfyOslE72T2OJLY5qHank7QtK3QOCrjXfkQvwex1EC4UuqHQzUoqUFxHeC4eYcnpGa0EjlETz9ODz1KwR1E8L1s7A60qF0kUlMl6cR2qutdaT1J4ztD4/m9poByYritj+flB9aDzVI/LNYASl5oPVhWYZQROQlOAVqyXCeP21x811uIXEH085A9y11+aok8+qczGH0amcx+/oFBwdaQ0DB7eESUIzomzhmf0LiJKzkltWlaevMWrTJau9u0bdehY6fOXbo+lv149x49c/Pyn+j9ZN9+/QcM/EnhU4OKS4YMHTa8dOTTo8eMHTdh4qTJZeVTpz07veK551+Y+eKs2XPmzqt8acHLC19Z9Orrb7z51ttLli5f8c7KVe+t/sX7v/ygau266g0bN3245aNf/6Zm2/ba39bt2Lnr0z179/3uwMFDh48c/cNnfzz+pxMnP//yL1/99etTp8/+/dz5i5f+cfmbf169fuPbm7e/u3P3vud//Wvg/yPnr9Mrxr6KcgCcLYq0DdaRinas4p0I8STFvJmi3hLumYp8e8U+C/rdFP8cBOilFOijJChAgyIlwmClwghkGKV0GK+EmIISzygpfooWM5QYP1NqzEeOnys9XlOCLEaRZUqSd5UmaxDlV0qV9ciyWemyVQnzMcp8oqTZrbTZjzi/V+ocU/L8GX2+UAL9DYXOKIkuKI2uINI1pdItJdO9+57xI8uV8xCDEU+he/Qw/Jf3P3K9RKfT6w0GIxo08vU1mczo4B8QEIgUwRaLFTVCw9DDHo4ikVFogiiogizogjBKGa809do8Io5XG6Tpla9KiUoqGlQyZNiIkaPGjJ84ufyZ6c+98OLsufMXLFz02puLlyxbsXLV6jWUi6qWzR9C0svxEYr1HL0kFUtowhOiMIUqXM+che258/C9eAnGl69c+QbSV69duw7vb2/evHXrNtzv3L177979Bv6etTEGT3Wyn2ddK7unqqPLU53dxrO1V47n4/7F9+sGlX33ybDKqztGLbu4c9za0zsm1nxVO2X3iZqpR459VPH5oY0zzu2pfun2D0VDDg05NOTQkENDDg05NOTQkMP/ncO6R3LYkO321OTl3K/rV3xnV1HZzT1DKq/uK11+4cCo6lMHx2z/Yt+4fcd2jT+2v3bKl7Vbnz1XtWnm9R+K73OoJoe15LCJHLbn9bi7s2/xzX2FZVcPllReOjJsxanPhq8/cbi09vD+UXt3fzr26La6iSert5WdXral4vK/2K+zqKbPNI7jqJ2qPWd6tK6tznSqoE47FUE7gkjZRAKK7GELgSQsYZFNoVQ2ddhcimyioIIQCGsSIKyBQCBsZQtrSAgkgEAggIBi2YRn/uVw4dzNSW65+N5/znl/z8Ura5sG6qbhEORfVoCiKz9tMA30VhpNMO/bLW/N9mAeTAiwKQKeA5XTRWDUtzo3VDS6dlBrPfrTqryHY8r8pmQNKJuGvUDdMpToXFhjGVz90GpsO9eD9hUPWj8QijCvugbs8xu68eWMdsc6WrNLawbbredZ9c3BKIbPmKxtGmhbBoqaApTpnF9m6+sudBrZSATmvqMT6Ki+UdsXzQJsblUvrqSAQ6ghtzg1vWggcp7UuvXfZ3oKZQ2oWwaa8kGgqsmvM3SUF5v0dWZ5N6zH3pj4DE2bR7aP2STXDNpl0bn2RdlduMpXbQR2fLNTayTbpTuY5cGTNaAe3wkFiKEAMRSonVxh6pybb9PXEgsNLUXTRt59b80i6iesnpUKMZm5PCwttceh7CkHV/OoBd94r9GpPaDerVvWgIYYCs/sgULlA0BX++5Dnc5ZSTdKY3jMAM2bN/RqWzANqxJbJlCHbdLSBzB5z/uw9Ogue0ZYh0NtYAu+6VYTsU3WoAAxFCGGIuUD62Vq3843af/wZgClxpfoozmL1z3Z74zv0acsYjNHrV8lDdmSY/gYakQfpjikC8vw63BgebY51csaFB7buUE/sxuKlb9aYqodn+JonxoYvXKZs4BC168aeJQv3gjOmTF7/HLC8lnssNXryCHrrFC+DcWfa0v36sGWuSL3KmsbRcd2rJec2b1eqrx/rkHtiGhA40TXtI56w4quRTmgiJSlawEp8ybhcRLzmKhxdFLoiGVqgNAq01tgnePKx1AIPAearH0s/mbHatnpz5cqlb8c71Td1zN+Wb7xg5Z6BWib5oMu4fUayjd+0TAk6q1JVKjELOYXsXmi9xg62W3UMsUR2YiDCEuStZWyo3JLjFOfzTSe28MVKe1rnr90mgHql/NBwzAFtO3iQdctasXALwRx+M8bh3vNmjx0mzb7zQnZCG7SKt5OjHkqax8Yh+TeVSvsEvSf3NU6o3Sw6uPF0xRQUUmBS3px8DM6ErTwIRu6Hn6r+rduLl0PIH64EUR4bxzq8M7svt0C+j8289bhsrZQs19urP2IXIdYfnf1suJhGiidSoXzF+Lg31oRcOlGIKhb+4Imzg2uEB039Dwc1g287NYMfWxWjW5ZrZreRq+g/WRtomGvXNebv8rVLip8UQj/PJwG35+Mh38pRoCSWiD8dNUHVI2JoG6FA00sBq7grUHPyRIMXCzA0NUMTNxMwdxd1iDj2GeQqfAFkBQPwetL8kDSOQ95BtpANbcAmp0rUJ2DlvO8ohey/FMl6SH54y/DyocTHtQN/hbdyotK7OZGpHHrAkm8Yt90vrRtG7YN24Ztw7Zh2/B/GTKP7do0ZPxpUJWHTG1loBhoQaGZOdAxRChyDFou8HgyT7n9eirnDnWMdJchfBneMJD4iNMXHcvrfpgiLLvzajjPP1UobZsG8pYhDTFkaSsBDTEUm5pDqS0RyghBy6VuMXN0n7SpAv+C0bwg5lDmvd95qRE93YmPhe1PkiYowUliUuDLEWmDzG/+15CNGAr1NaHMxAwYNsSNSlzwUiUxdo7hSZqs8C0aKf6FJaAGtnFz7vZ3kaJGWImxU+TIZ5IX95PHpQ3IW4ZMxYOQrnoScrXOAV1fAxjGZutMK+Iayz54qdYp9m2dW4a4zrN4uNqnbgD5WfRVBPc308KGi1IfSlLins7EPXg+KW2bhqxPDHlailCM0thgGpuu1VoSlxuwwYvNhLi3LS6ZEx2uJUMtHuzeRt+O1toAbnVFqCg7J2zqeXrC7KP4RIm0bRn2AhkxkBADResslKJ+/sgyMlluQLsstmCC5zgOcZO9BPJQl1NpV5sru6nJs72qzpdbwAwQphSHTCaUJExHpj+flDbI+sSQoXoCaIihAqW+wr5hsthi4TLfZRM8xcPGiwbsyd29+JLGduc6RpNrG63uZl8600cYW+4vflD+UBxOTx6Xtk1DNmLIQgxk1e+gUOvHj5V6l5eaDI0XOs2dJXyroDejNvFcITbz9z4cvbLDsYbW7NySwXbtSax2F0QwvMbuMu6PhVYmjErbJ4YDkK3yD6Br/rBSraf2vtXQaIZr6jQ+YhE0OGEd2y6yI7H6HQqLOvFV5BbHxheNzpzoWmL/XaaHMJAZLPyV+VjqIBsx5CCGbMSQq/ItlGh+/0ed3qW5zuuGYpExYVhiGtg7ZRVTP4xJK+XbU3O6cRWv2vF1cc2OLRH1zt2BLDeePyuA78cK50kbZH+9EzHsgRzEkK/y948VmmfeNV1VmeJeMxiZNMQPLhjfaZ1GR1eO2qZQBHa5r3vtSxI4DtUPW/ENoU2ENv96YrdP/e1u7/q7Ugc5iCEXMeQqfgUFKseXmJqnZtqvXhgRGejxZ6/jOxeNAlizFo8Kx6yTSUO25Gc8u4LHPdjy+xz7ml9bcQ3eyDY8mr1b3JvvSB3kIoY8hd2Qp7gfilW+XqjXODHWp3uOL9ZDdbw3wNUvG/qXzJlGksWWT5OGrdOiBba5YVzbwjs9mDLfTvsq9w5HFrH9Zq1zh5/UQd7RnUCR3w0UxX3LlRcPTbVp/G1gREuxY+4qir2Ksi9fu+ab+8743kuJ+ZMnY5bJ4SKr9MBB65xbfBuqOxdT5NyLKyH0upbie32kDihHdwBN/nMoOvvlHPviPiFf7UinRFOJvayDKgVdTN4G6mbKH4aBsXMmkRFT5rFB4xZJt0csUz1EViRn5G1wg/Y5WIFTrp3AXeqAdngHFMr/Zanyx71vOi/s7Rr/L/v1FdVkgodhPDqMrnN2Zhzb7swsrqKro6KuKKgIKEpvUkIgpEmRjibSQxEIRZQmCBJIIIHQgkQJTQJSQihCAkqvAiKgoCDSFIX/fMczZ/fM3sWrvfDiuf+d9+499YtoUU2hFM5p5sF5CyZo2sev6LqHLxgF+iMOj2mzGNeX6ASHCUySzTiWTnxBSMWP2TCsxhy+uDX+dtSnkj0yU42/fdM5cvC7hjkl2TJQPpYHZ9QZoGYSB+dJ4aDp7L+i6+GO7OEyfzHY/q1pmPUsOoI4YxGJe4O7hX1NirJ8bfvFrZRsQb2rkl3XO7htXdOM/A/lqwo7uXDiSCqcVIkFZb1QUMVQQd2aAhpOTqs6V21X9N1JH4y88MsmPlbLaF/LJQs/zBLOz3yR5P+lLQj+iup9shHVPCUrU7FyYHM+yMsy4MjBWDh2kgaKF3zgtOEVUMHYw1nCJbhggwMte0vQc8SAoZM5GDubgZmL6RrG1WQN+8X1iGRQ4v4NqEfvd27gwZ7NabD31zjYv48GBxW84aiKGxzXtIOTBgRQNrUANQwa1LEmoIEzBm28EegTDMGIaAAmJANAf3GQ9ncZYMp9B6ny2yFJSQ5Szh2FDF1V4KANIZNIArYjZY1BCVlOosa/jQ1hTUdE5k8GxxW/8E8uH6OmVz6n5laNUvnVHR5FtSJXvrDGmV8nbV8NXw1fDV8N//eGtM+GbXAXMTDOHQGOrgrkmBpADp4EWfaUNTaZtsTwSZhNDGJPRUcUjIfHlD0PSqwaCWAKh/2z6wf87jc8vsZrEjgXPH7owmuSNkj/w8BADMmIIe3cYcjWOQNcE33ItyIC146yluNGW8z0SpxhBnJeJoY+GIu+WTEcfrt+MJjeMhDEkbRR89oqyblPC69wW+9fvSeWNsTwDaQjBiZioCMG1ll5yNVWhgJjfeBhicCzoawWOIcu5rknzXCoWZNpIUWjSRHVg9HRzX3hie3doezuOt/M3kJKZm+ee+7THPe8Nmn7H8NuyDh7CLjap+HBRT3gWxKBf4nyqdAxbOE++e6bfO+cieyAkpE0mrA/MbK1MyquR3IjdaAymD3A9Wb3Z3hnd7K8c9qlDViIgSW3CdLkt0IKYuAghntap6DISBdKLAirpSTKSql92EKJW/JrvkfuOM+37Fn29fpuVnhb852onuqoO4MlkelDmQGsoRS/zB66X1aXtP3JkKq0C7LUDkIBYigx1IWHGMJHAYHyvsIubL7ChT4tIHNflHqWDzzwr2/NobUKGTd6iuNjhni3mcOM0LThhOsZ/fHXM3ukDVh/+6+BgRiy1Q7Afa2TUGaos1ppjl+pwlOWamzC5mod6VNC1/yR6mvlnWW+osaC660CTlj3PfrNZxl3kp7fucUYvUVjDd6isfulDdiIgY0Y0hFDmtI/IVftNyjUUoJyA+2P1Wj8ch2OMt9gHT7z+HLKhNg5f6CR/FDyyKuupthfUpQf3MVhhQ0lJceMRSekjoVGpg2H3mANStufDOlKOyEPMRRpKq1WGmi/rzPDLTRhybMSYvhUu03qaKcDt6vNraxR5F5XLvAR3+MHdDFzg4ei0m+MRaSnjgXeThsOjE0fkrb/GFjyW4CluBPy1fZDsabiSpW+1mKjqdXbVkvydCc+bHzoUkp//2WupMO5rKaFLOQLPcVZAt/OxAcBgxHcsNEwHnPUj5H+jEpnDUrbZ0PGH4YMRVkoUN23VqZ5fFmorzEnMcG+7sJcnRjGhg09J9DbBm3yhJ0OpSUSl9q8JnILs86jI1rg008roz0LrmQM+XLZAz5ZGX3SBhmfDX8BNmLgKP4D7qvu/SjQUJhv0LvwpuOixcQw+sroK0xoxzguWTRIyi3ttC3Ja7WvYTQ5NceJXNtpNeRe/+qAft/q+D4vQWaPZzGnW9oQw3rIRAwZh7ZAjuIvwFfds1yl8e9ZsZ765KCR+cgrY9e+GXRI06RVUvkzQlZ+N4nPbLN+FNts0xRSb/vEW+jY5V7r2U0RRnRdrWN0UEScdmmDTMTAQQyZh34CruLPq6Wqu96JNA6/7NBVHR7XN+ubNXJpfWca9OilZQJvBMdm9RF4Ce2kh+ESUq3fY+vHlIbLErcGSqtLQ5DEuTFe7NR4V+qAs2M9ZMltBA5i4J3Y8b5CRXa65cKBkSHt091TemaSRUNn4YJxIH8aE5M5hmUmDeJyb3bjCwPbCeUeraQaV7GdyLHFrd5BTBXZiyPrLotjpA6yEEP27o2QfWgzFJ3YOidU+Xms87xc94SGcss7HdPaT/qOpUtG1JwZs0j6hEVS1AiWHTxgxfXqwRW6dRJKHdptyu2eOgts2j0F1u0h5dbt4Q+lDXK2r4Pc3RuAe+j7ZcHxHyfFZ7b2jqrKiWcunKlZ0TIpBh077gd9z9Q5E1rMFDqWNo6h+4xYsK8OYbMdB3Bc275LBaQ+ex6xj8wj9PkV4PuuSx3kbVsH3N3fAv/gphmRwqb+gWM/SKZV/lXzXv1MEZw3ygFNEmNV50rckqFf6FuTcOq0WQx50jzR6YVFiu1zKyZplJiOH7Vl4UZcWNhRDyRvqYP8rSgo2CWzWLFfZrj9wPrWSYUttUvK+4pA9XQ2nNVLQT5uLGg6hH3UvUZFHJQ54xCnGdMbtq/No0jTljH4KXyc1atLty1fOdy2eHUFiSJ1wPsJtVa0c/1E86+oJy/2fCtcOLa9GBT3ZcMpJTooa0SDqikN1Im+oOFI/qRDdvxg4GWzdJFKXDQNwC2YB2LnsUEW84QgzDubYPQ7x2D0vLPUfeR/j5qt/RHVMbwJJZrbt6kEDu/IhqN7k0FBIQoU1YLhlJ43qKDd4Hf26yus6UON4ziO1tp6ntaqp+1RUdtasW5ojyhQBUSQTYCwkQ2ykQABRIkM2UNGIIORBSGEQCBC2CAQRqIkYAQsBYsFBESGG+Q9/4fHp+fc/u/OhRff+8/zXv3ecw7uoO12GXS97MDAx/q9sT/2PSbAYtUy0HzVOhCz6hBktuqC5Iq6udotCjLJpwqdz3dtqF374YtS+Omf+aB0IAWOHIuGE6ohoKLlA6cNXOEsxh5+s7ICTTsL0HEwg0uXTcHQyQRMnI0B42wEWGdDsHUxAHvUye5uVBA93KwgXPlmUxns+YIMijtT4YBiNPyohIPDylfgmJoTnNKygV91LUDVwBTUjY3gHDI2tcz0QQdzCXQxeqBvrgvG5hcBY3ERzFEHxF2bIXf/55B1eCekqRyATI2jQER2FMn0IuTbWUGuhxdkBuJXkyLiX8XEZC1eSy6YD8tmzOGopbM4ZtksjsuZwQnKp4ObuKP+LRXSK628HveWSjR9NHw0fDT8nxryEAMRMWQjhnTEkKVxBEjIj0M11QGqLRZI7p6QG4BfzcDfeplAyFkgJBbPRWSyZ8JI3OlQeuV0CKdqKqSm+nFwfc0D/0ZBt2fDnTaPBgGa1g15+z6HnMM7IENlP+Sq/wxUnX8DzeQC0GwsocjVE6h++BViaMKLjOvE+cR4xlNCasVkZK7gSXihcALPbpjA8xvlwYLmbt+alkYvQXOdd109miD/gyEXMWQihnx1JSjS+QVYRtrAsrIAprPnGt0Hv1KIS1zOu5b/LDOmZCoxiT9BuN04fo3cNhbJ6ngUzuvqDeKJ6r24PdW+/PZKf0EzmhDDJsjft3XdcFtlH5DVDwH9ggqwDbWgDGsBZZc9Vkq9wt8wg5KWiyLIc/kE9mTmrTvjt9LaRqOJPcNRNEl/JEfSiuNI+P4cMSewsot9tboNTUD6YCAihizEQFX/CZgXlIFjoAkVFubvKxw83nI9wl+W+ScvskIps8XXOU/yY4UjKYmd/TEZkj4Cpb8nht1fF8G+zwlm32fguD20kKoONP3XoPQ15CgrQiFiKEEMXIPzUGWOWeHbe7yucgtf5vkmPysPpk6WRnBHC6LrZdnxnaKkFElrXK60OZ4uq4oukTHwJTJqGEdMxvNEaFo3kBBDHmLIVd4LRWoHoVT7FPD0z6/VmGPeCuzcXwpcwhdqvFNm+IEFj8tDKx4yo4R95NiO1sxESW1S5kB1EnWQE88apEaxBnORe+REcnvRBOT/MRCV9wBN7Uco0z4JVfrnVmsxZm+Etu7L9c7h8/WeKZNCv8JRPo4rLYsUdhYT7tYT48W89NQBdgpRzkhhyIkEhjwjqlSafp0jRtO6gfzBkI8Y6Go/QLn2CajW/22l3sz0VZO122LLZfxsq3vqRItP4VDd1XJxJb6upeR6e3VBjLg0J3GwMCNziJJZPJR+iz6USGANJhDY99H0tyEfMZCUdwNT7Xvgah0HwSWNd02mJi/brdyedzrgp7tdU8c6rxQMNAdyugShtcLyyHYuI7qvmBI3kJOdPJyRnT+SkFo8QohnyAlxpVI0AWXd8Bli2A4U5X8B6+wB4Gkde193Sf1Nm4nxkgjrOie2w//V75QyIvakSjr8OK0NwXeq+fi2Ek5UL4lOGEghxw/Hk7J+JxCLH0Wk0h9GJJUMoAkoOzcBBTGQEANV+TsoPbsf+FpH3zXoqb3oMjaav2fhPP3AJmx8yDF5cMCN0tXrXSZsDxCUC3GtRfzwntucKFkcgzB0g5E+EsWgDYcQGfKQrBIZmv42kBFDofK3wDm7b61G8+fXLXpnFvqMDGbkGKeJx9iQ4XG7JMmIM7lF6snm9/jWMNsDW4j1uO6kmrD+G7zr8siqNHlEDfNBMJM1cLWA3Y8moO7cCNQPBtqpb4B7du9KnabSUofu6Vmpod6Tx6YOo9PmOOmUTULHuCOpdsS1hC3zrKb0+TSldfiLCC1X74U3RcrCWlNkoR10aUAN+35AOUeMJihADAX7tgBF6StgntoFVWd2v2rSPPisV1flyYjBhdGnRvYP5s2Cu+ew8cK/bPM4o44sqty5KqPftTGmz6MzTOTdF9QVIvEXxUr8RESxT3d5r08TT4SmdUMhYqAiBvapHauCM98t3j3//aTs4olHE3raA88M7XqXTYKaFs1jK6asswvH7Wi3h+0rYgcc6sLuObb69rl2efX6iTx6I7vc+5I73cQFHe6S8nY0QdGOjVCkuAUKlb4E7sntrxpUdz3tO7fn9z+0jshmdLW7X+jbNr8x8q9aNoumz2DTcyasKQmjtiXXhuwqAwfsa72kLg1u/d6Nrv2hjS7SmAZnaXa9k6xQiCYo3rEBaIqfAuPQtrXqk/94fvf0V2NyjV2ySc2joiUd7cZVPeuqVX0f1ivjyLx588TkKWzOjT+tCnCjNizvEbty1yEnntNDz0rHoSCkKJ7DUDLPfjinAk1A/3oDMBQ/gbJDW181HN/65N4vWwf/VP22e+H88cYVbe1K0LFkgq4H6a0BLnXJlHBzzjwlbMoy22/Ciuz+2LbIacyR5jDmRrcb82XYjoXSbcZu0mzGk1AFzO0bgLV38xr/4CczXYc3yf84/FnPM9Xdje80TvDgnCYdNM3y4IJT2pquX8xrQzx+yYQQMI9J9Jy1THN+an3bYdo+23bKJcdmyivHaioQKSIbO01AFZR8qQDsPZuWmhQ3jAzvUOidObqt6e2ve3mgepwGahq5oGGQDOdtboK2G/69nn/AW4NQz5cmkc7LmGiHJexN20XbWOsFxzjsgluc5YJPnMVCcJzFYngsmqBsm8JKzU6FoXtbFMTTuzc2vz76H/brJKrpAw/gOM+xtTNOq1g7jopVW9HRKqAiAiOyyRZAFpFNkD2yBgIkQIQAsq+BQAIhEMIOCSGEhCVhD4RICEhwRFFHadWq4EhlUaHqr//HzOvzGG9z6OF7/1y/W1pBa081nPyBAjp62aBrlghnHPBgeCkMTPwCwCLI67015tI7O6zr2oUo5zXnaKdVd9yFVS+c46o/zmE1BGe/GvFJvWn5QuW2eKPK+O3PVfpX9n7Gg0Nba+DwbgocPZQFWieJcPJsFOhYBoO+vS8YuFwCYw8XMPN2AitfR7D1tweHADu4GHAe3NC24Im2AT8kdMCndKdLRUU+tlFlYPGvKm2gtqkW9m2lwnc7s0D9QAIc1oiEo7qBcNzIC7Qt3EDXxgnO2NuDoaMtmDpZg/lFFKCcrcDW2RLsXSzAycUc3JA8Pqlx8QaVwVsbVATw5YY6+GZTCezYkgW7diTAnn1Y2H8YDQePe8IRXWfQMHCAE8a2oHMOBXrmlnDGwhwMLc3AxOocmFmZgoWVCVijjOE8yggcPiko2PYZ5KtthuyD2yFVax9k6B+BXFNtKLA1hnw3e8j294K0cAwQCfHvYlIz3kbmk15H0IpWwmuoyxh2yTJGULqE6aEtYiRl8yFS+qPAUfpMgLxc4SOvULY/DH8Y/i8NJMSQ8z9Dpv5hyEMMhYiB5GoPuX5ekI4YkuLi38WlZLyNzitYwZZSlsOrS5fCWbSlcH7ZYng3/RVmuPx5yEjFbOB1xrT/WOWEj4ypbFC4bSNi+Avkqm+HNMSQq/8PIJueAKqNIVBczgPZxwvyQzGQiU9YS07KXiFkURZxReW/RFYwF7D1NS+xrbUvscK6uYiB+tlQccN0oKRR5jvcJPEfqVc2ICOGAsSQp/41ZGjtBZLeQaCaHAe69VmgO9tCqfdlKA7GvCdFE1ezEnKXktNpCwRS9Qs8rXE+upo9F83hPI/qbPkpoqd1OrSfJ0P3tQ2iB7g9gUMsZVs3FCKGfMSQpfUtkPXUgWaiCZUoA6i8aAMML8/3ZYGYNWok8U3B1fzFrJTy/yTlNDwnFHOf4hn8n/Gsjie49s47EUKhLKhL1I/uEgmDevntoYMtygZFHxlyNPcARe8AlCOfVY36J9Q4WX+o8fRYY17BvCmPSFyixpIWSEmMuYxM1mNiQfvDWFr3fVxt3118a/9EpKB/MKy9vzO4vY8XJupsCe/jKdu6gaz2ZyCpb4M8TTUo0f0eGMbHoNZKHxocUe8aLnm8rQvALFdhEhcq8AVzVCLzUW4q515SlvBmHHlwMpYhniCwxdLYNrEoki/mhvEHWRFdoobIHoGyQfFHBpLmbqDpfgdM46NQb6kHLHurNbb7pddNvmGvGkISX9REFz4pv1p1vzCJO5WRLpIR88SS+FLJUEKdpD+BJ+HH8IYbsbzh2qiO3iqcqFPZ1g1FiKEAMRQiBrrufqg2+gGaLHXft9hZvuW6ui+1+IS9bA5KfNaEJc9WxVRP04gt8vxUoTgtW9ydVCTtSmZKO69xpM3xXGkVniutiBEM0GO7RMqGGP70u4GsuQvKdfdBrdERYFuc/pVnZ/Ga7+L2iu8VNt92JfFxC4Z8rwFXNcmIbxmhJHd152SI29Lyr7eklsk46Y2yumSOrIzAGaXGtQ0VEzp6lQ0oiKEYMRQihmLNncDQ3Qv1RoeBY6GzJjhvvtzp7LrQ5Rn6rMs/cZYfQp7mRFWN1cZxBuiJnQJy6iArO3u0LpMir8mqlldksOVkIlueH88dyU8QDCjbRwZVoGj+HZinv4VGw0MfWi1Ove20NVvsdnJ50ecR8qTPN/G+MKhQwcMyJU0xzaKq+I4W2rWBmoL0UXouaaI0t/wGJZd1IzuFNZGRxBnNSGobUrbfDWTEUKK5A6pP7wGW4cH3bebar0U2pr8MXnCek7gH/zTsTbzTf6VgrANTOcCNZgsaCB2NlcT+ipKUUXJh1o08ElWRU1inuJbVqCCmsuWJKa0SZQMqYqCofbFuoGn8DWpPqwHHUP3XdvMTK302Ji+ljk5Px12DHoxdTpgaDiCN9IQyRAIsq4WDb6+uv9pHZSRezypJm7xGId1MolZOXS1sUOCzWROxmVypsq0bqIihCDHQNb6B+tO7gHv2+1WhmdbikLXR/IS946Nbzldmpjzi5TK/vAFxUDm/G9PUIIji0zkxvfn1V6XJzKQJAiNHEccsV+ArmiaxxexxbAFXqmxQovpfQ7H6VqjQ2A5NOjs/8M/uf91rpvFyFGXw9PZ5uwf/voCemnEjjCi8c4WjaHqzOLiB2R3eVtwe1ZPOxUsIrHg5jpU5Ed1cNh7ZzJaHMTmjYWWtEmVbN5QgBgpiYGp8Dc06O9Y6Dfa+Ep878mzSSu/HWRub248d/GUPXeL6ZjyzeQrfstoxdH2pJJiX0x8mIgqxQ1EdsaMRnemj4cLS65ieZmkwt1US3MAfVDYoVd0ApWqbgKq+BWqOqULrqe0rPQa752WmB3+8a6k987M16sacna/4iVNM+6xbZuM9z1L6LZ/a/Bv+3GQZugs3EjIQJsENhUhTh4JlVHHwOHsQPSgYQHd09igb0BADDTHQ1L+CxmNfvWs/pbowdGbHo5sme+88Mjs58QKFGl6w9emad4hmP72YVvHYlVIw616dcteDg//X5fZghV93wGR4r/9kQo+fIrfbV1Eh8plqE/rIujuUDcoQQ5na58A4sBk4RzevdGt/+VSurzrz8Myeiblz2kPLlijhEsqL88oWy1xwTCqev0jKeOxCJzxwrQubcef4T3vzvG8F872m8W2Xp1PaPG+TeR53an9jv97/mVD4AI5PqafbOdVJPYduossp1Emok/v9fr+tIblMzG2YsOay2ZUNzRoKMxMaNhkzzTVD6VU55fTK6VGnnnSPoiLh++z0w3k9zw/P67U/4Pzw/v3z66c56EGrWFVQvkENyreuBMHuVYsSvVVvFYdXPfzdcN2dl2baihkbY9m8vXPjnGNw9WeXOO5nD3zelA8t65U/O/lZwMXoP07wwx6FXgoZP10bNJ5Uixon1J54RL+EfFRag3x8SaAqqFyvBrytK0Cos+Jj577lf/y6b9nIhOF6xbSpjmzR0rhxycaxatEukLvoGJU/75qS89EzK1XZEfvarzDiBZITMhFSipqILDsxEV+GnDhTGjiRUxrwnFUS8LyMqyqo+k4N+FrqC5Ltai9uaCLuPtFePvDe8AfZwjHdRjA14oGFLQesfPLANpQIDrFn5l1x8Z88CehpH1Lo+wAqajKIjpwMYwS8i87zn8Qy/CYzlHLpvlMsmqpAsBYBwi1qkz3fIe49WIUYnNzzj46vhzQa4YguD0wOF8MvlnQwc80Cy8BUsAmLA4eYyAWXxJPznjjUnG9a4Cwy3X82JMN3NgLvMxuT4T2bpIRP95ojqWypdjXiuXQl4u7NFYihdxvVrs7vWd0IBzbzwGAXGw4b0MDoFwIctUuG4x4xYB4QBtYhQWAfHgguaD/wjPYB3xgvQGI8IQTjAeFK0Rh3wMa4QZrKXjapIX7tW4YYGlVHyL9sWdYE2mt4oKvBhr07qHBg/1k4aISFw+anwcg+FI65IcHM2xcs/TzBNtAdnE64ghvKBbxRzuAf5ASoIEcIVUKjHAGjsnsyBGJoeDlC/q9lCBFoqFeB5ho2bNtEgZ3b8KC7JxH2HoyEAybBcNAsAAytvcHE3h2OO7mAuYsTWLs6gL2bPTi52YKbuy14utuAr3KOkO5WEOKmquvX1BCdowiE6IM6gg/r1IthwxoKbNqYAVs0E0BrVwTs2I8C3UO+sM/IA/SPucDPpg5wxNwOTCxt4LilFZhbWYKVlQXYWJuDvbUZOFsfB3clL5UBfcNKoGitgxzdzZB2cBcQjv0ERGtDyFX+BSnAFTLDT0BaYhQknU2COFoGYNhZEFNJXIqpJy1hruQuYuTkRYyC/BVzi/IpeoQ6hb5LfRnxG+3xqQf0sZCHDFX83fB3w/9tSFc2ZB/dB7nWh4HqYgYUfxcghiHhbHwUpGYkQyKFsBRXRFqMLacsxNbSFmLF9K+xHYyvsf2MudibeR+ib+e/QY8w/x1+j/V76P2CeyEPVAKM9SuAqrUWiLoagDfQhtyje4FudQiYzqaQ7+cE9NBAIGGigJCKgzPE7IUkJv1LQglrLr66cDa+4dzneCn7c3xv8XTcdc7r6OHzT9G3uGPhIyV3QkdKh8PuFasC8pQNNM21kKtsyDLYATST3cC0NIAi5W+e83WEgpAAYERHLeUm475mZhK/pNGZn5PZnI/YytKZxPoL04mSi9OJXRVv4xWVT2OGeA/Qw1W3T93gD4XfKr8WOVKqim8N9D8bdDSAaLAd8kx0oMhSDziOR4HrbQ/Fwf6LhVHo+TwsbjYXn/uRQC76cKagbCq5lPcOK6h+ixXVvMHKLk3E99WNRSvqb0coLg9EDNb1RA3z5advlasC8pUNDGUDWWcTkPW3Act4FxRbHIBSRxO44G23VBrkN38ejZ4tSkidYaSRp0g57Dd4RuULXHHtBLZC+DSxvvFJgkQ0Ht8tHonpFQ+ge8XdUf0NspihmtbYm1WqgPzv/2xYAxRlA1V/KxQaawPXYj+UOxoDz8t2oQLlO3chInKGG5c6VZRKeU3P5DzLpvAfpTIbxrDcK/ex1ZLfkkSS0ZTOlusJ3S1dmO4WKaZXfCVuoF6UcF2gCmB+rw55ygaqsoGurwVs451QZrEPeA5HlgSe1l+qkT6fqsIj3pfH4t6UpFAmCvHccXJOzWgGTXwbV9R6E1cuHU6tl15Pa5P24uRt0kR5myi+q0WIvdZYlzRYp4r/acjX1wSO8XYot9gL1faGC7XuVrN1AV7TtaHhbwUxuOeVSdTHnLSS+/lZNbeIuaIBfL60L50r68kQdHThxR2yjA6ZCNchq02SSwUpvWI+rl+oCmApG/KVDTSdH4Cl9yOUGG2DSvPdUGP/87zQzeJTg7/nVENI+KvLUbinggTq2MVU7gibIBikE0VdOTRpO+GcvJVQ0dmSJZQ3Z7fL69Lb5Tyc7Gr5ma6WC2l9Tar4q4GubCjU+yeUGW0Fvrku1NkdmmtyNZ9p9vV41xx86rkoMmW8PpYyyk85P1yGr+4tzG6S0shSEZHZKcwp6a4n1nTXkVq6eZlt3dx0adf5DLm0OKOnWRVQoGxgaq7+1lCktwUuGmmBwExnUWhnMNvsava+zcfttRQV+lQSnjImiiHfqU3iKCrT+Fe5mY3NLGJbLY3exSez+3hkXl8FtamvhCTpKzgr6WMROjqYhC6JKv5qYCgb2HqbocJIEy6ZaS802up/krgcn7zq5fqiE3nysexU0mjL6dzhhkR2T01qVWs5vkHIyW6tYpG7SunMfg6tTMGm1ykKaFcU1Owr/ZTs9k5Ktlyqim8NLGVDns5G4OhpAO/Ij1BvunNebHtgpt352NseT+dn/YHBD7tPYu+0o0kDzXHnrl5OrhRXpwtrLma2lhUTuwpYNAUjv3iIxuQPUZjiwUxy82AmqbUni9TRoQoo/K8Grt4m4B/ZAkLT7XMSm5/ey51MXg14ODy54Y+6rwhOHO6MyOlpwxS1irAV/2GnTuOhThw4jg9t7Np4bdtWbKfKimqz7jvHhBwZ9z0YY5hx34wr4841jmSNrZaEtKWMsIoc/UPSX6FUo/aP2lLKhk2O7/4e/J+bh/8H/wfvx9/Po29dbVTtmcq4a0XlSTcyijk9ydzc3oRCXl98UX1vVO6VO5FZjZ3Rmc1twiAa1iGfaMghGsoUN+K8ymb8prNt4bqh3MwtM5WXA1bGgvu2LkN9rkG3O72TW9v88i/zgyqqroTVnK6LvppTyW5L5iV1R5dl9UaWn+6N4NXeCSltuB3MbewMyWtuEwa4REOBzJfI2/MNeIrfoEZ50/JVbZmPbYZ7pu+YHp4YsTjy+JG10937ToEdvdTExi56Xs0NZnnF9aAL3IawhrSLUa0x1ezO0PPpPSHVp3qCay50B55v7GRWNLWzTre2CgOFRAOXaODKSuGMohQuKm9cbNLa8qHTYOfUfRMFwQsTvSHBcYeeUQdWy323+Ev9XjnnenzLStqZ57NaAy8n8EObQxui2wMaUjtY10raWfzqm0x+8w1GXWsro6qtSRgoklyHQqKhRFYSlQobcOUnqbk2zW9f9+lLC54a7xmeMtXum7C0vTFu69fw2Cmu6qF79ulBr9KcPp/K5B7GpfBbLD6zPaKV0ZHSyugsavHtrmqm3265Tmu9yadd7WgQBoolRVEkI44yWQnU7JdY4itJvOtWl3wxrLNxeMJgb/+0qfat1+bWjVPW9At/2EWXC5wy8sdcizkj7mejhjzrmIP0Bp/7Ide8/518zfsB96rXcGWD52jzFY+Bzt88urovCgMlREOJtDh+kf0Sl+TF59oOiU0O/iQ+8kJ9Y/+0gVzH7FEd/nuz43VvLbwrXluHc1/ZpqRNOeTHTjiWBzx3qfJ+5lnr8ZRV5/Ysrs71WWati6C0xkVw4YLTeFu186O+SmGglGgolRZD1a71S4171725LSc6Kti3/u4bje9uzevL8xeMtGvnjlr+8tHUo3jWIjDzg3Vcwgfb9NA39gWMl86nqZNUnuuEX4XLRESF80Qyz2kyl+c4WV7uMFX/s/3U72XCQNkGEZRJr0f9dtHZm9+Tnj6SIg38qSB+a059K39ZZ3/tkr5WxWfDY0Wfyc5Zi6a+SYsWYRELx+OZs7ap3jOO2W5v3XOdp+n5jtPB+Q7TcXkOb1Nz7d8W5Ni/O3vSbqY+WxjgfS2CXzeLfuZ/S3rUL0669/I7kc6PBySaVlVkaqGxvwLaGoXQI2fAwCYRRh4RMPFjLZuH0Bato90X7NnO866JDnPeSXZzzCTbubAk2/n4RJv59ASbhaJ4ysIZtjBw5ivSYr0EabTjC9K9B2Kkzr+2rWtaVZCsxY8yPCj/wIWaSjo0j8RDxzwM+vb+MPTwwlEfV5j7O4ISYLfiGGSz4h5MWfEJsV5hBR9fCSOwg6xW0wOtVguEslIpRhq9TiIN9H5B6nqyntS0umN9LfZJ8bBfugAH9qbh8GE2lLVCoGbEgKY5Fbo2TjBwtAXZ1RrmHlagUC3g4GkON89j8Cb4eZohmGqGGKopTngIY+wysd8hQuoaEiU1zX8tUgdpMR52SBVg95ZU7Nsdi/2KQTioQsdhHTcoGzpA3YQCbXNL6Fsdg7G1KcwoJrCikGFjYwxHGyO4EbwphmASQqyFMdhCInX3iZCuj5FIdctfifCwUSwfmyU5kN4cg+07ArFbzhv7DrlAXsUWBzWtoKR7DKpHTKBpaAxdI0MYGBuATNaHGVkPFmRdUMg6sCdrw9VYC55C6ekSIbU8IPbHSaSKFVHRfIiLcSCxIRpSm1jY9L0Xtsg6YZs8BbsPmkNOyQQKKkY4pHYEShp6UNXUgYamNnS0NKGvpQFDLXWQtdRgpqUKSy0VUISCRElxxElLIXzPVjB/3INQNXlEHlFC5DFtRNqbIIRmB/9QKugJDNCyA0ArDQKtMhi0SyHwaQqFT0co6HfDQB8JW/F5Ev43TRA+6/U8Ypr6R8Sk+2Tkc9eXa/p/w/9QQ9IGcbCJhgjZrQg8JIsItR8Qo38YcWZaiLU7iggvWwQFUeHP9odvRjDoxcTe2QjQL0aCfi0KvjcJvdFgPIxZpD+O+Uh7EvvOSxD7kvo8btztP+wx18m4tSCZaIjfKoko2S0IPbgLsar7kKh/CMmmGki2IYNNtUEkyxPB0SwwORHwy49dZZTHrzCqE5b9Licu+bUkLfl1JX/2G0ye8x0+8dbnUcqU1xOOwEOQOuL+gjPkMZG0FpwgGhKIhmiiIVJxJxJV94KjdwBpJupIpxghxZ2CeD8qosIDVkKSopdY2YmLzFOcT/7n0v72r0tf8OdnzPu3Z875382aYQxlT/kMnxR4juYOu4/l3qMKMvs8n6euhWgQQyLRELN7M2IVt+OEiiwydBWQfVQVJ48bIJO4ZI4vdSk+NHAxkh27EJzOmQvgZv3F4uXMMqvzPjAbCt4zf+fOMO8UvmLcKxLQhkoeUh+cGvAcKfwX7UlOF+1Z1lqQQjQkbd2AWKIhXnEb0lR24aSuPPLIyiiwOoI8Z6ulLB+PT5ygwLn4GPZsZErGTHBO/nRAafFr1rnSP5n1Za+YTT9P+Xfxxhn9FQ+9B870ew3yenwelHb4jnLbGGO5awGHaEgmGuKIhiQFGWQq70SejhwKyUo4Zam3XORk+Snf230uOyDwPSeSPc1OzHoVnlEyEVjAe8EqPzvOrP71GfNK5VPWzcpRVl9lP6Ovsovef+4GY7C82f9hCZ85wl0LUv/bwP6H8PoKa/rQwzj+F0tFcODASUE9FtGiiEdFQJEhS5aE0bDFICAzEDZECAQhhBUZSZAQSAgQCFmABBIigpCIZYjVR9Fa2jqKcOwRUeuAX/P4nItzl4vP/ffufd5dm4GwfxuQj+gDxWovVNsfArqr1Uea39nF6vMBf1VcinlFSsp6nptZ/GsqgfYwnsT6OaaSMxXLbJ6Ma2ueiO9pHseOcAZjFJzeKEVTV/QdpjB2kt4RO1WtzteG3C06kKVqIO7fCmVmO6HKcg/Q7U2+1LtavK/3dX5zLcR/jhoZ/bwCm/W0MLXkAR5fO5FCZI9iy1oVWDp3OJHDHUoScQdxN7h92FtcUewtLi9OyeYmjDGasZN0dYC4RhMIqoZsVUOh8RaoMNsOVMtdwLA78KnxrPki29vxNSsY/bI+4tJMTVzWw7Jk8kRBFk2RTWAPpJLaZMmVvL4UJq83tZ3Xk9bLE6cM8rjYQR4ncbiFlTTa0IAbq1MHiDqakKdqwBtuApLxZqg02wa1lgbLDXbGHzgux960ejnMtQb4PWNjoh4zYjKnqpNIt0vSqQP5l1mS7IK2zowyvjCDLuRnNgs7sjoFbZkDgsaUAQEjeai9NkXZRE8dbVAHCv6vgWy8CaoPbwWGxXdLbFujd63O/37d4Wn/ko/2meGGRT5gXcoYq00sGrqaVtNXnN0oyie0tV0mCVuyq8QcfGMn+zJfzMrpF9Mz5OLqtAF+Zfpwy9V0JVudrw35qoYcw41Qum8j0A7rQYPFzs/NNnvf8pzM5sUeNs/FP6Ke8EMjploi05QN8YVyWkpVFyWzoZ2U08bOLxDV55Z3XyNc66YTWrtpeT3dFLy0uyRTLiZnDbWTs0aa1YErXxu0Ic9wA5Tv2wC1hzcD68SOj1ybPW+ETqaz192tf+vx83zYGRw+1n4xdYgTW9Bbj6sUUNOZnIpsbh2JIKomknooxGpJOZEtKS0QS4ryeiVEVQcRf5NPxN/iqvO1gahqIBrqAmWfLtQd3gQc820fOk7vet3laPJS6mb1VObjca8nCKMUYpLl3GhiFxtLaWOkMBpqMluryy+LSkhESWFhuZRYxJDmk3jSnMIeaWZeb282QS7Kzh3kqQOFOt9AgarhiuF6qNq3HpimG5ZbzbcsCq0N5iUO+58NuppPD3q5TcgCwoa6w3C9/Kg8ATe+gsPG1dUy0lrKa7KExIrc3uwSUn9GCVWeXtbSn1p2XZao6sBd6e9MLhgQqANF/2soMlwHNUbrgHVo/Rfe8c0L3ad2zsrPfP/bbZej95WeZ0dvokPlfaGJnV0Xc7mCmDJmG7a2qimZU1SfLsDT8BJcVUE/tqqyH1vTJEugdkujKZK+2NL+rjjyDYE6XxuubFkNZMO1QDdaA5xDaz8Kjm34q+/k1hcjdrueTDkcmRxzd76l8A2WDAQldPRdyGF3R5bQhLH00nYsm9Cc3JHSmHE9jpnXF8O82hfdyOqNZnX2RDCk1yOpclFk1c0OdYCkaihUNZQZ6gDDSBu4B3XedR1dN3fTauPvEzbbH0zbmo7+7OooH/cOFCv945oHQ7Pr+sOLKZIoakFXTGOGIKE9vj1FHNWW2x3Bq+iK6GjsvMgXizHtN0QY9iAPw7zFVQeKdVYCaYsWXDVYDY3fay3zf9B6Iz2i/WLUfM30Lyf0JmZsTIYeu9j33D+Hbp/0i2beCcysGgktUo1uFV4ewcT2XWqNlCR2YCSXBRd6y/hhUmZHmEzUHiodagsVDbeE8hRN6kCJ9kooVjVQDVZB8780P3YZa84NHdR88uDQt5PPLPVGXtjvl/7hZMN/6u7LmkZFUu/7pZHv+hNzxoMouNHQukhlOPu8Iq4lRJndEny7pDn4Tj0naEzQFDiuZAcMjjYESH+qVwdKVQ0lequgTl8TeLtWLkj3rJiZNFhx93cTrZF5q62yebsfhLMO1pwXLl70P9wxpTPncISnKELKY9/SqEdoaujDEEbgo2im/3RGPfpJMQP9y7W6H3/lXfObGaz1fTBJ8xufqlYHyrU1gKKnCeztGp86tyMvlbrIvRm9FYp5U23ZgsUO4cJpE85/7U7VvnbwKP+Pcwhxzi0245VnetwsKh/zpx856M/gCvRs1FW/2VSK7ytihe+rynKfOVaZ91xnKWr+pxKvZ3fJ6gBltQbQN2lA20bkkfxbZOrut4hi7jsN2XvTtaK/j+tz/rYyoX+wtip/b3uW+M4enfnOKRy76BofseiZFrLog0cvBBJ8F8LzfBawed4L2XmotyQC6i0112uxOefcouSy5zsFXh2oWr0CGtcg010ayOSwJqJ8uAqRvd+jKVo2Wc9ZPqJPXz5+oGzZ4gRx+eSZzOXT5xKW7AIjlhwxIcuu0eglrwSfz+gk1KfzuHOfLuE8PyXjPD/nJHl8Jid6fKFh3ZdaE9yXuuPVAdoq5DEPQSZlGohi7BtEtrAOEcHuVRww1qWBiX4pHDbOg6NH08HcOh4snS/CKa8gsEH7gUMwCtzOe4I3xh0Cwl3hgkp0+FnAYVwAf8EFisKcgXreGRrVetaEIHe7EUQxrIHI7q9EhLBRown0tWiwW7cEjHYQ4MDeNDhkGgtmJzBw1CYQzB19wMrNA057uoIDyhlcVWcM5esAaN8zEOprD5E+9pDgY6c6SHaQj7IFspc69/gIopQjSP84ggifIEgTrFtJBT0tMuzQzQWDbSmwZ3cMGO0PgwNm/nDwBArMTrnBMVtnsLB3AGsHe7B3tAVnp9Pg4WQN3k6nwN/pJIQ6WUGEoyVgHSwgVa3bEgSRKxHkH/br/BvqhQ/guHM696YSKSWlxZJKJEJCUVrc0lO3xT6LmTGYBTNmMYsZZpgMk3UyI4PJWCIjhtvVIsXNFS0qPUk9iYqQLk83XZX7eb6308/TP/D88Pr58z7ncz4/fBoeIfPfGBgoYO6cDDAyFIKpCQOWLYsBi1UYWGUbCFabDsO6LT/BRte9sHnbLnDZvhPcPb3By8sTfLy3g5/3NvD3docAbzf42dsVgry2AsrLBXCe33O9zcCgscfAoOIpMn/cwCADDOYkwRxDOsw1joIFZigwWXEclqwNAPN1+2HVxt1g7bAT7DZ7gr2TBzg6u4Ozsxu4uWwFDxdn8HbZAr4uTuDn4gj+Lg5wyHkTHPkuoBvPA+ryRUCwsQDUZmvAu64HIvLzRvp7QASyUjQuAELjj0NwUggEZ4RBiCIcQspQEHoeBWFNiBYUhHeiIfwBGlDPEaPoz+HjmA9hE5jJ0HeY0eAp7Mh3/L/hW0PCt4ZIawvAOlhB1FY7IO1whJj924B4dDfgsAGAjg2EMF4YhKZjIEyOhbDSCAivRuhwgLqC6MABugcP6P/gv6CH8dOoN4SpsDHCeOjbyJfB7yIHgycJ+gBj4TyIW24CROvlELlpDVBcbCHeexNyVm4Qe9gXSKgAIJCDAMvGAFpMAFQOEVBF0YCuQNTF/I1pJs1i2kiz2Dukz9h+8jRmiDKJfk0ZDR+hDoWOUp+FTJD7Q9+R9AEm0hCPNEQhDTEbVwPN2RqYXhuBtWcrMP/lA7Swg0CODoJIBg4ihDGz2EzKF6wi9jO2LO4TtiZ+BttE+yviGv1jRBd9OqIvYRI7wBhFDzEGw14x+0NHGL3hb+MfhE/E6oM0GALN3ARirJYDdYMlMJ3XAtdzPfD8nIEXsAMSgw8APTJolkzDfybyKTP4k/SPuHzmdEQx6wOuiv0eV5/4HneZ819cB3cK18sbwz7jD6IGkp6EDgoehA9zbqPHGF3o8QR9gGVkCHRzYyBZmQNt/QrgblkNwu3rIGW3E6Qc9AJhoP8sBxc4Q6cSpsmJce+JYvYUIYv/B14peIcvS57A16a8xV8UjePbxKP4nrQhbJ+kL/zZyR7UgLgL81JwEzvMaY94w9YH2EhDAtJAXmsOTDsLEDhZgtjDBiS7HOHkge2zkhP7ZlKwJz5wyYSpBCZtgizgjxHTxSOE/JPDhGLpK3xV5hC+QTaIa8l6gbud/STi39l3MY+zOrFPpW24gdQW/EvBFfwrvj6QaDQXGMuMgbJ2GXDszEHktBLSPawg09ceTv3k/unUsT0f0tHHJkXR+HEujT5M4wqHSGLpc6Is5ylBkf+EUCZ/HFkrf0RslvdG/y6/F/VQfhP/UN5KeJx1mfhU+kvUgLgxajBFH+As+KdhIcStWQpJdstAstkCZNvWQI7vhi95/q7T+Ud3T2WH/zyeQcS9FsXSBxJZKX1xSdkPYySn70XnKu9Eq5TdMVXKLrJOeYtyXdlB6VFeje5RXox+KNfF9GVpSc/Sa0nP0/T52sBEGuirzSB5nRlIN5tDzrZVIPexm1Hsd3lfeMRnQhF6eDiXgH0hpdD6khNSetjcrFvxIsVNamZRG7VAdT32rKo1rlZ1Lf6S6iqtS9VEvaOqo/QU1lB78ytjn8gqYvsz9AEu0sBCGpirloB43RKQOS6FfPeVfyt9bKZV+50mSw/vGC0OOTSkwGH6c0jx90/ShLeEbNkNtkBxlS4pbqblqC/Si9RN9Cp1Y0KjWsdoV9fSutUVcbeLy+LvK0ppj3JKaH1Z+gBv/lxgL10IiZaLIc3WFLIdzaDA3eKLaqfVn+p9DhPlhzxfa4IOPC/GonoLomO7s+KS2iXMzCsCXkFToqjkAiuzrJZVoDnPKiuvZtdpziW2aMpZnZrihFtlRYy7RUrGg9MKRm+ePkjDj5C41Ai4lqaQbrsI8hwXwxk38xn1jjVT5Xvtx6oDPIbOBfo/0aDDelRR1A45ld8iS5D+ksY5rRUKSqp4knINJ7fyLFdVpeZVV5Xwfq1S8Toq5ayOynxWd2kuq0eZw7pfoA/wvzXwLRdBhq0JnHYwhWK3pR813pZ/nNuzfkR70HVAe3zvo3OokG51JPlGIYXbnEdPvyBjy6vS+CWlyaKKM0mZ1cokRU2BoLxGLtDV5AvbazI5vyE6NVLOHZWUc69Qn68NHKRBaGkCp2yNQeFgAmrXJR+qvFa81frZvtIdcH7acNTvfm1YUEcFPqalhJTYqIyX1OQx887KOMXKNGFFXorkfFZynlaWXKrNSNFqpaIWrTjphlbE76gS8btLRbzbxfpA0rwfgWtmBCmWxpBtsxDObDKe1Ww1fV/jZT7WsHvtYLO/4+OLR3bdrg8JbKuJiG7WRLPrSmJTK5QJuao8tiovk18hlYhqU1Nl9aLUwvrk1Kp6Qdqv9VxR6wVOcnsNV9ip4Qq71PqA4GvDAhBbGkGuzQIotjf6VOliMlm33Wzkoq/l82v77B9ePuzb2RR0vKUOQ2ysJjKrNWSxuoSWXaBknpHlccpFMoGWmy7RsdPzG5nSMh0jQ6ejpV9riE9rq6WLf6+gizs1+iANPwAPaZBYLgC5zXxQ28//q8bZaKLRw/RVi8/y/t/8NtxtPbSz/dKJo82NKEJdHT6hvDompagi9lROKb1Qcoal4cm5tbQckY6ak91IyS3VkfMuNJByW+tjTrXVkjI6KsnSznJ9QGj4A/CRBunK+aCwNgTNRsM/65zmj15yX/jipvfiR12+drduHvS+1nrsf8zX6T/Uex/H8a84krpcSlcntChERsighHHsjGEGs2+YYYwlQqHTkTYtWk5SWkhx1LGkc0qLOtWFdHVVLqnkqlSnBaXNVgh5n98/cM3t68bz9vv1+Nz4Ph5fdu0lsaLiXFRqye+qnP3VCTvzTiYfzClLK00/mlmVeGTDb+oju3+PKzp6WlV8ukZ1tPFUzMGmytiCf5fH5t8q0wQbqIZsI33sNtVD0QLdiQor3b5aW92ueke9jla6wd1Whvn1O4Gudf8KCzlVL4gs+0OWcvCi4qfdtaodm08n7M+qSi5J+jX9ZOyJ7CrlyV1Vil+LKxUVNRXRlQ0no8pvlkeV3DkWXdxcogk2UQ05VEO+iS6Om+l8rbHQfn/ZSvvPO9babY9tp91qdzO7+sDP5UxLCPPkLa60qEmUtLdetnbrleit6+pi81POxRfFnk0pizq7rjyyNu8X+bmiMvn5U6WyC/XHpWeaS6RVd49IK1oPaYLNejrYYqSHQmMdnJgzabB2rlZXkwl51DGTNP9pP6Xh+Yo55zt8HCvbmf4l9znCghaeevttYUb2Tcmm1KbI3aoGZaG8PqlIUr+2WNywvUjcePiIqKn6sOjGPw8JGu8VCi+17RNeeJivCXKphrwZ36F41iRUzyLvrhiQh3f1SHOnqVZjt+PUi93upjWd3nalLwK8DjxjcfOesGNy2sPT0tt46+PuCbfLW+V7Ra3qAsG9zH38B9vy+W2H9vIeVv3M/e+1PRHtj3dH3OnYwb35dLsm2DZZG/mG2igzJC9rJ5MH13VJ88PJpLFnoXbdR0eDmg8r5pa+Z9gV9nh77nrjz97YxZRndIYkJrxiZ0S+jMgRvhTncl/Fbo14nb41vHNTblhXwZaw7l82c96c38Tuad7Ifvksh/30xXpNkDd5Eg5PJa+rtMmDy9rkzm0d0vBSn9T1W35X89lheulnl3mFgyvsdg0w3Df2ezEz+3z5K/sCFcpeVqKkNyyN1yfKCO9TZnL6UzLZA9kZ7MGda0IHi1aHfq5OD/lyLY019CSVNfBUI+zR1fpQRkjbWULuNGiThns65OLQTK2arxZ6pWO2MwrHls7bOeZM2zjmujxz1N0nadQzVDnqLZCMBkTyRkNiOGO8uNBxuZo1rlazvq1WB3/bGMec+FnFnCiJZaImJgiNikD8R6ORQ4S0V1P7lwlpuDWJXHikQ05h1qRSmE05gEVGeaDN3QB76wzQ6Ylw8VDA1U8ED1Y4vMJDEMBngi0MhEDkjyhKvMgPq4V+2CDwxS6+D47wfFDN9cHZCE2elBPSfI6Qxuta5OI9Qqo7dchxGGnvh4n+DpjNWA8L09VYbJkAW7soOLgIQXcPwzLvYLj5BcAr0BcBTG+EBv8AXrAnZMEMqJgeWBXkjh+D3LAlcAUKAlbgsL8mLacJuX6VkLpmav8RIcd6tUkBpulsg5F+NmZPT8McYzXMFshhYc2HtT0btk5BcFjuCyc3L7h6MODJcIMvwxVMz2XgeLpAwHCGnOEElQcdKe7UJ8VtKXI0ulFHyOWbhNQ8oPafErKvn2hthY7OOkzRXwUDQxWMZknx/dwImJqzMN/aHxa2XrCydwdtqSsc6MvgTHeGqxMdDKel8HGyR5CTHUKdloBLt4WEbgOlow1UGl1pIOS3FkJKqRvse0FILtWwFkQnGWSKEjoGIujNDMM04yAYzvPGPxZ6wMTSFfOtXGC+mI5FNktBo9nDnrYEdBoNy2g2cKNZw5O2CL40SwTZmINNCdMIqunTIDc2AtfSFGFLFoLvtAgC9yXgBbggnMsAW+GH0NQghOYEg72TcpAFTikLYVWUWhbC/2Ah4galNRjcJ5RuFri9LPCGWWO8UdYQd5zVF/FNo/+LhjjDaYikGngWpuDaLoDI0RISd1uI/J3BC2cgPMoPnJRgcH4KAWdHKMIOsBF+jI2ISsoZNriXKNfZ4LVQHrPB76L0ssf5w5xh/ghngDfK+cAd1whqw6mIMp4BPtUgtJkP+VILRLvREOXnBAnbA0KZP3hJIeCuDUNEbgS4+VzwinngneCBf5pygQdBPeU2f0LYzh8XvuaPCj/xh4SDgj7BF8E7/rCgiz/Ko3D/F8T/fSqiqQaBuQmki+dB6bAQKtfFUPk4QhHiDrnEH+J4NgRrqL1NQvD3iCE4LJ4QlEkmhNWSb8Jz0nHRNemY6KZ0VNwmGxG/kn0Rf5T1ivrkb4UDka8Fn2XPhSOiZxogwWAqlLOnQ0Q1RFvNgdreDEnLrZDk7YB4lhtihdQTGMuBNE04IVovGxflRY6JDkR/FR+LHhFXKEbEZ5TDksvKIcmNmC+S+zED0hexnyTvVG9EH1UvhL2qDtGg4qF4WK4JEg30EUM1iM2NobI0QbLdPKQts0Calx1Smcuxku+LOAVnXJEs+Sr/UTEszVV9kexVD0qL4gek5Qn90prEPumFxF5ZQ9In2d2VH2TPk7ulb1KeiXpSHok/Jd6XDsQ1y4aUmiCJaoilGiIXzEaihTHSl8xBlstCrPWkISvIBWsivEdXRbKH4hOlg8oMVV/kxqRP8p2rPsgKU9/LjqX3yCpXv5WdXfNGdjWjW3Y7s1PWkfVU/PrHNunbjBbZh9Rb8t6VTZED6usaYOXf9KGabQjl/FlIMf8eWbYmyHaejxyGNXIC6GPrw34YypKF9qfGST8mpKl7YtaldUfl/sXnnMZDnTcAAP+776OsiqeeqO2ufWznZrW2Q4WwyJFzGIxxjDGGuRhjGHNgZsxgDmYYMxhyNbWNs1WJHE0RrZCj2HpQdj89S227+3t89n3z4vv+i3sVySXNR4gzZyPk5JnwpuzpiDbKVGQfZRI2QRmNeEkZjFzI7IW9wfVELWM6o1eTtQEoCxMQv9UaIHbYAuxuW5B1eCugHt8BaGf2/JV/0Wk93+fMbzkhnivE2NBfMCjkPBKXMQ2nZE/AmHnjsBLaWJSUNhqtpI3Ab9Iex/TQNDEjtAH4DO1u9By1E76QpY55jVfFLmO0AShzE4DcOCRstwH4XTYg55AtoB+3ByyXXR8L3Y68L/JyXmEGu/9Cjb42R0xEPkdj8KNIIlUTm8cYimWzBmKFrP44OesBoonVG9/BuoccYPUgJ1nquGmGCjFHbY5fyGqIf4PTBqRsHBK2WgGU/WaQuWsToB20AQXHtv3N+XbnGu/CwVX+lVNvuEEX51mwwOfUeMQIAZ0xmIqj9iZls3oSGOw7CXxOV4KE05Go5LQn3eK0Jd/j3EaNc5oTJtgNidP0usQ5qjxpIVMbgN44JG6xAqn21iDb0RowD24CnKO2n0q+3f5ecH7vssjz+IIg8Nx0ceTVp0xE7FAOCnufgM3pSiOx1Cm53FuoIp4KJeS3psj5LehmflNqF78xVcOvRY3xq1OeF1amvKBXpMxTtAGpZsb/HLD2VoDqaAkKD1gD/tc2H4TO9r9WnNv9ptLDaU4S4PqzIMJXw4mFP2AkYbopmOwfiXhWS3o27zqGUabE8AR1aRJBDbZeoMDeFlSnPxRIMCMCMWa8WIiZLCjFzORp888haYslwNlbApqjBeDstwRlX29aqzi99W3VWYdFhfvh6Wp/l9GKMJ+B0pioHnYCWk1HZ7VQ0plKUiZPjssVVmUUiSU4YXkFTlEuxt8oF+HvlZdmaMS89NEybvozDhs7xWBjpz8LYDYOyRsHgp0FoDuaA95+87/FTlbvq775YqnGdft8w6X9E3W+zhpZiFevODqyk49EqYpQpAZ6Gr06h8Arz8wWCYgMSQmRL+URK6XFxEYph9QlLSIOS5m4x2IG7mkJHfe8UBuQtnFA2VqCTDtzwHIwBSX7zD5J/mPxm+Lk5tcN39nNtFzcPXbd55vBmmuePZWwcLUIkdTMTybWFGHyJfSM4lJqpohDzq0syGLLmFnianqWsjqfrJblkQdkOaRhKYX4REAhjHMphGefBdJMjUHKxoFsZwYKHUyAYJ/Jx6ojZu+UJ6wWml1sp26ed3zS4n2qrz7Io0seGaqSxibWCxPxVXx0nrAIy+HQCSJ6braMSmEosimlNVk58prMHFUNkfpAgSMPVOOzNOX4zKcl2gCsqRFA21qAnG2mgLPTGIj3Gq0pDpssNx4zm7/lbP1MfdZh+OaVE3ebAi6rleHXmuVwZI0UmVEhQlH5JRg2k50hpDBJMjwttzY9j6NMo0nrUvOb6tD0nlpUXr8ihTosRVNGBBvKPgekbxwwNuYgb5sx4P3bEEi/NHyvPGj4+oaT8UznSbPRLtcd/WqPo90qfzdVU2hQfX0UolKBwJZVJlKKxOjC3FKsgMDFV6UUZtcmFhQoEwrFSmRRQ208u6smrvChAsEclsbnPxFuEHwOyDAxAumbzQB9qxEo3WHwl2yX/mrjXv1X6kP6z+9/ZfLo7pl/3eu+7KRu8z3fdDP4qrwlIkbcEIPh1saT6bIkZpYktQQjTJciS7MUsaXMmpgykQIuqJfDhZ3VUWWDVdE8TXk0e7RMG4AzMQQEaxNQsMUAiLbrfazdqbukctCZ+clB5+nDA0b9/c523ffdjqjueH9f1xHgK/kxNKrkBiyF1RRLotQj6Rm1ybzEaowYXkWqhFUxqmAyoTSyWimJlHdURMg14gjJSFmEcLxYG4A3NgRkKyPAtdUD0m06/7u+DVpst4EmhkygYc0eg7uaU1tuD547cL3P84zsnp+3oDsooqg9LCn3NgyPV8XkJrfEs+FNqNKIRrworJEuDGsqE4Q215WFtLSXhLSO8kMannFDFJMF2gDCxiHX0gCU2uj8Ld8MvVKZQmM9RpDmiSHUO+6g1zF+dHPLU9c9iseXTouGvD04/f4htPtB8aSeUCy6OyI7tjOaGd6ewLnWnsEN7qBxgztL2UFdtUWB3e0FgXdGWAFt04zA1tk8bQDJyACwzPWA2AJ62WAAjakNoEd9+tCDcSOoa2aXrmr2mGXdCxfHisnzx3nP3N3oo94BWY994amPAtBxg8HE8IFwatBDRH7AADb/6mAuzX+oJM9/uIbq96gtx1czQvEdfEX261kkaQPIhvqg2ERnSaYHjbfqQsPdelDvsD7UOWcKqRb3GShfH7OWLjrv5C+4OjFfXviePHvZJ+2FZzhiyjshfNI3LWAymOA3CSf9MJVK/GGaQvB5wcV7z8hw3nM3M7zmh9KvzC6meY0tobUBND3d34U60M9KCHp0Wwfq7dWFOkcNoBsrtjrKd/uMpKtONvx3Jx2Yb52/Iq9854JdPuuOXHK7Cltyjwz+r0+c31Jgos8SLMlrOTnpygop8cpbVoLnOzHSc7UB4bHaHef+63js5ZWlGG0AB4KmZBD0uBWCHnTrQJ1DulDrhAFU97udruTDlya8D4e+YKw77SSvnziMXT99Crnmci5yzdUzaO2Cv++aR7DXul+Yx3pouPuHuPDLHzFhlz5SQi/9wQ65+If02sVPzcFun34KcvtzOsDtzxefNSuCoJEGCOprg6CuPuj/fNdZVNNXAsfxP3PGzhkRREAQREAggIR9E5CwQxKyELInECBsgbCEABosQQ1ORFFx36nLuFS0Qx10LFarwri2cKzroVpad1FERUCQ7Tf/M+/x4fN4z/3e7eES/75jRhx79RXRDPu/boGLeQMotnXwca5CgHcRQoKzER4lQVQ8DzF0FpJYdLA4SRBwE6FIS4CKG48qThxWsuOwkRWLfamxOMGMwWV6DDpMuneEIG6cJoiLlwmirZsgjvUQxN6PX5lthvUMIxzMa+Fso4W7kwpeHlmg+ooQEJKGkAgmIqKTQIuNR2J8DFLjo8FPiII8PhJ58REoj1uMr2PDYYwJw1ZaGP4ZHYbDJv3cShCXLhDEmZsE8e1dgtjzO0E0DZuZrcbMGcsxx1wDO+sCODpkwMVVAHdPNryoKaAGxCMwmIaw0ChEhS9GXHgoUhaHgBMeBGF4IDLD/FEQ5gdNqC+Wh1CxJpiKBpM6yDM4e5UgWn4liH2/EcTGxwRhGCH+sgxmM0rxN/NczLKSYY4dD3OdmHBwTcQCDxrcvCLh6RMGH2owAnwDEernh0g/KmL8vJHk5wWWLwV8X3fIqG5Q+riiZNGXtHcQxMkugvjmPrn+XoJY9ZwgqsmGYhAzskHMFMNsNgczbFPw93mxsHCKhLVzKOwWBmG+mz9c3Knw8FgEb4oXfCkUBFHcEU5xxRKKM+I8FiDFYz7Y5AdO4PYlkNnMRtp8OyR7kUP8FoIZQgEzmgo6IxjJoggk5kUjsZKGpFWkDTQk76Ih5RAN9JZoMNpI56LB7CR1L0FqD+nZErAGSCNRYE9GTbMRNcVB1OcvIBsswZs/9/8NDF9XsIIpYC2hIjUlGHRBBJKV5LwVsUheEYuUxljQd8aCcSAWzOOkU+R1bCd1xID1C+kBDeynpLc0cEZo05xJ2iQXtHHSpy+AnGxIJxtSPBeA7eMCXqA70qN8kJYUBHZ6JJhZMWCUJYBRmwhmQyJStyWC1ZwI9lFSayI4/yFdTAD3JuluAtIeJ0yn9SdM8oYTxnmTCWM8JAyRPqQj3hRkWFuC7zgXDE8n8LydIfJ3gyTCG6LEQKRzI8HNjANLnQR2TQrY/6CDs5kO7l4GuIfpSDtJOk0H7wLpGn06/TZ9Mv0Pxjj/DWOUP8wY4U8yBvlgDPCR8kaAJFOQaW0BgaMt2OT1EXk5Qe7niszFnsiID4CYHQGBLA48FTlXdSrSDGzwNnDA28mZTj/ImUo/zpnkn+JM8M9xxgX/5XwW3OKOCn/njghfcz8Kh9LeCyfS3ginuC9FYD0TgWkKsuZYQEg28NwcIaPMR46vM/LCPZAb54fs1HDIxXEQ5zEhqOBOCerSJwRrBZ8FWwVjwmbhqPCo8JPwX8IR0VnRsOiyaEjUJR4UPxS/F/dJ3oqHJC/FY5KnkglBr3Sa91AKrinIJhvEDrYQuc5DNvlUVFQnqEMXQh3jAxUjFLmC2ClFNnNcVsofldRIRsSr5UPipoxB8e7MD+JDme8lLYp3krasAcmFrH7Jjew30p6cV9JXyqeSQWWv7JOiR/5Zflc+Jb6VAYEpyLGaBYmDDWTOdshfaIcyHwdoQ1ygjfaCJiVoqpRHGyvMZA7lFAk/ZFRlDshWKPul6/JeS7cVvJI2F76UHlU9l7YWPZO2Fz+VXlE/lt4r6ZW+KO2Rvy+6kzGc35U5lnNDMZF5NWtKZgqUZIOUbMhysoXa1RZVi+yhC3ZCzRL36Zok/7Gl3KiPGhl9oChf+Dq3POeFYrnqScbq0j/lG8t7ZbsqHskOan+Tn9D2ZJzRPsjs0N5X3NbeUTzVdisGNNezB9WdOcOFF3NGc88rP2ebgtzZsyCfZ41cRxtoXK1R422LuiAHrIxyHV+Z6DO0ghU+sFyS9KpSyX+iLlE+yq0qfaCoq76raFh2W7FFdytrn647+4iuK7tV93POj7qbypu668pHuk7l62U/5b7Vtud9KD2TN6Rqyx/JNwV5lubIIBtU8+ag2sUKdV7WqA+0mzZGOn1aE+/5bk1qcJ9BFPekNpv3sEqVc0etKevOr1l2M9fw9TXlev2V3B36zrwD+o68Fv2l/DP6iwWd+guF9/TtBc/1pwv6dN8Xvq08Wfi+rEU1WGwK8skGBdmgtp+NGhdLGDyt0BBgM7F+scPHDXFubzYy/Z+tE0Y/Wq1g360tUPxSVVZ6pbR62aUifd2FQuOqc4WbDO2qPYazRYcNZ4paDaeLzxva1F2G79VPDCeKn+uPFffpDqv7Kw+p35WbggKyIYvcg3J7S9S6WMDoaYH1/lajm8Pt3m2NdX65je7zxxZBxP3GzNTu+ryMq7Xq4p+qtUt/KK9Zcbpk1epTJY3G1pLtxu9K9xtPlLYYW8rOGo+XXTMeK3+45lDZ4/r9Zc/1+8r6dHtK+6tMQaHFTCjtraC1t8BKZ3OspczCJj/L4e1hNv27aI7P9qZQHu7ih/26WU6/vi5Xeqm+SPVDrab61NKlK05q9cZvNca1RzWb1h3W7Gk8VHGk8aD2VON+7eXGbyrvNe6p6G3YWfHEsF3zonarpk9nClRkQ/7c2ai2M0f9gplY7zFzcht11uDuUKu+5mi7Pw8ku95v5oV07ZAldzbliH9cqypoqy+rPKGvrDuiW248UL1qfXNV48a9VdubdlcdbNpV/V3TjurzTduX/o/uOg+HAnHjAP4axp1HrlIhd47GOFKuGOS+I/d9JXcYxjHCjPu+h3GFRUtLmPpRsaJNOjZhk5Zf291eT7HVb5+172+e/Xvnj8+/7/t93vev74Pq2rT1yuq0TWbl+Z/yK1Jf5fDyT4YYGQnMlBNFhoIw1qgK/9msLfIb22DPqx5TqY0+G4VH3W7k79r8bG42hnpPVkdHjpTGp/QXpuR05lGZrbTcysZMZm0dtaa+htpeX505UF+ZyamvyLxTX0pdrS3O2Chnpm8xGOk/5fOCZ8VFMU56D2bLimDJISGsUxH83KYl9HMPWfT5wHGJJ4OUg/f7XEi3Os9QplpDvMYaosIHq+KSukuTsluL0hh1dFpVZfaFhlJaeVMxrbmZQettLsoeay7IvtWcT1tuomc9qaZnPivNo24V8YJx3AzxUuKYKyuM5QcFsVGZuNOhSXzbf1Roc9hI9PGwpfzioLPuTK+3JacjyH2kNTK0r+FsArs6MauhNLWooohaxcjPbczPY7bm5daycvI6WbS8YVYm/QYrI+8hKyN3pZ6as16RQfuxhBc8Jy6CSZJimC8jhFUHBLD1MP+HHjX+V0NaAhtjJKGHoxb7FoYdtacHvMzHLga4DnaEB3ezYs+1NMZTq2uSC4rL0yrzmFlN1MILbecLKtgpBSx2cuEgO7HwP+0JRQ/aEwqWmxLzf6hOpG+U84LnxEQwVUIEC2WIWCvP/1e7AuHX/sN8zy+r8K1xtIlLE2ays6P2RzjDHqYjA37Ofb2hAe1dUWfr2+LSy7jTL9SlllMrMxoTS3Pb40pKOmJLmzpiyvrZ0WWc9qjye23RJctN0cy1mpiipxW8YDw3Q7q4MBZLC2DDPsKXLnm+d5f2w7NJWXg0pSlw+5qJ9PTkKfWxMbfjgyNnHDqHgnyb+yOiq3piUhnsc3nZrcklKY1pdbF12a0Rtcy28LrGtvD6vtawhsmW0IalptC6lfqwqvWqsIqNMl4wUVQYs8QEsXwvAVtkYKdXCja/EYHVaWFYmlEjzN40luRMW6sMX3U2ujhx+hRr1N+7djgkomQwMoneF5ud1hPPiOtMqQ5vz2oIaWc0BrMbGoI7euuDOidqgzrv1gSy1yuDWp6VBjZuMnnBJG6GPFEBrJbg+8LeA0+HiPB4QhDuzxBhfkGJb2rBYM/onKXiVzMO+uxpD0r9VR+PsomAkAujofHUkQhqwqXYCxGDCaVBA9TKgIGiKv/B+kr/wYvlfkPjZX6X7pb4Dm4y/XqfF/h1vaDzgikiQlgkQsAGEdjqIcDKCD/cuyYAC/MEuH5PHsbvHxUdWjI70HXnlG7TvItFxbeeLoU3zgRkTQXEJl0NPh85GZETOB5X6DuezjgzXsDwmagr9JnsKfDmXMk/zVmkn+a8zPUefU3zHn6byQtmCBKxTJDvZxYBVgcA7l8hwMJNPrh+VwDGVyTh6zVNoZ4VY7mWZSvN6of2Jxj3XOyzFz18km97R0TP+yYEzgWn+3wbTTs9l5rtNZdP87xVk+U53031WLiS4X57Md194WWa++yvKR7TvyXxgrl8/F9qAda7AB4OA9y+xgc35vlg/HsiXNrcC73/PUJkbRnurdk0U2ZuWBvkrNtRUtec3GJWXAODHntGey/7xXssRyS5PU5OcluhJ7quViW4rHXFu/wwFue8vnjW6cmLWOeVD9HOD3YiecFigM1WgEdfAdwZB5iZAZhcIsClVSJcfCPPx3qvKVzzjizNfGt8OOeNGSn1taVZ7Csb++CX9p4+L1wD3F94h7q8DAlzfhUf5vSaFur4uiTE8U1rsMPboUD7d9cD7N+v+Nu9+93P7uVnX15+qQFY7Qa4exlgdgqAc5vbPx8RoPtHIrRuy/NX76iJMrd1ZHK2yUqpH4/pxHw0MQ7+YG7p/YFi7/bR3tXpo7uH/ba/l912pNepnRRP2z/oHrZ/VLnZfOpwtfl02cX686wz5cu6I+XLLzw9ZQHcGwKY4wBcmwMYvg/QvQbQ/LswVP0lJ1C0qyiWvasuk7KrrRizS9IM2jXQ8941Pu66a2busEuh2P7tYENBD1tLDLA9iVG2FphqY450ihlWWZkh29IMvz5pijMWpvjAnJeHfQDzVwCmbgJcvgvQ8xigaQOgfEeQrwAliZm4XzwRFaSjUOVgIGqonEYdLRfU07NDI0MKmhpboNUJU7Q3OYFuJsbcgnYMw08YYcJxA6Qd08diIzI2GJKxx4CMI/q8LHB/cJ37g9HvAHq/5+5/AlC6BUD/BIR0FBaMRwnxcJSR8kf5/R6ooOiEKqo2qKF5EnW0TZCsa4zGJEM0J5HRWo+EjiRd9CTpcMuaFkbpHsFkHQ2kaasjU0sNa47wcuMqwJVbAP3cH7SsApQ9A8h9AZD6GQixCIIhKCB2BkUkXVFC1g6lD1jiPgVTPHT4GCqr6qO6Ggm11XVRT0MLjTQ00FRDFa00lNFBXQk91BTQT/UQhqkewHPc8pSqzMvkLMDAEgBrmXv/p9z9zwGS3wBE/Q8IgdwMXgiiTggS1sgvZYZCcsdQTJ6Mkgd1UeaQFsoranBvo4rKSsqooaSIOkoHkay0H42V5NBcUQZtFKXQUUESPQ9JoC9P6Cy3FymK+/GElgJa6B5GSwNVPGl+BM3tSWjqo48mkYZoct4QTfMN0azCAM2b9dGii2uAjCe/IaMlRw8tZ/TQapGEViskpGxxvT+K1ttcf+qiDer+zfWX7T90/g26yP6f7jqNSjrvAjhe2WbuS2laOZWV7aahhku4IKiogCioiAoiiwgIiKCiIi7kimmllaWZVmbl41jTvq9TU9Py9LRMm2lmZVpabuWd//OeXnxe/77n/M6951wL8EMaPJ0Wgu8qB/B3Xgp+m5zAF7sOfMgu4J2AAm+RG3irUOCzBQWbqzcCpn4j+Da7gu8RV/DrRJxzAf/riPsuEPBiA2D7EF83/Awcd/4RCM7jiFEcrP8VCEUa/BfagM/yBRDgtAhw65YAzn0FYP3XgR8ReYfhDhiBB2AyPcC3yAP8qjzAf6c7BDQhDrsDtsMNsGfcIPAq4h4KcM9Rk/he1A/8F9Q4fhw1GgSo70Gw8VswuA4Hg4s+EDbXHAKQBj9He8CvWAghyH8Q3JZDiO9awIVtBGzsJgjgeUJAhhcEaLwAW+EFgbWegGvwBPxBRDsagk6iJ4MuoyeD76B/BD9Fj4W8Q4+EfEF/CxlDDxEA/SUUNg2GgjvCTR8gWpsDFmnALrGDUKSDtHoRRKAcgbR5NYSFuEIwFQ14tg/gpBjA52IgqAQzGVyD+Rlcj/kR0oyZCDmCGSccx4wRzmNGQ29hRkIfY4ZDuzFfwgYxA2Fjvv3hsPkjEbz7SOD5/heAhDQELpgHwb/ZAhkZIdrKBRDrugSivVdCJN4FiBRPCE30nSSIAiYIWYFjoUWBo6E63PewOty3sH244fBW3FB4B+5r+BncF+J1/CDxEb6f+DboA3EgqJc0hu+JAGw3BfxfUwDz6heAbGUGeKQhfOE8oDnYQLzTfGC6OECi53JgYJ2BRkRPUOL8Rkj8oGGinPCVqA4dJJaFfSZtC+8n7Qn/RGohfiQfJfaR/yC9J18h9ZLvk7vJbyLekD9HvIocC39BBcJTKgQ9okHgQxpg9QEK0hBkPxcodtYQj4w0Z4UN8J3tgY9eChz/NePMUPdvcTF+gzR2SH9kGvkDJTuyN6KI2hOho3VT6qK7KPui31BaY15Rfo99SblA/yfyLv1Z5Cv646j+2EfRo9T7MRBxJxbCb8YC4UYshOgDkZZmQLCbC9HzLYGNrJTU5daQtt4WJB4OE2Jfp2FByMbPHCqmLyGR0B0riHpNldNfROUlPIssYT6JqmE+ptaz/kttYT2kHWM9iD7N+jv6JutuzDPW7egPrFv0EcY1xs/oSwyIOscA8lkGkPSBKEtTINpaAQO5e1OQlSZdZgGKtXNB6WY/otjsOCDHr3+fRvHq4jOCn7M4tMf0NOaDmCzOvZgC7l8xFbzbsTt4t2IbeDforbzrcZ28q3GXeFcYD3gXGT288wnD7NOJowknmBP0DuYkDUHVB6hIQ6SNJbCQu1e80AQUjqagWmMxkYey+Zrn4/AhN3BVVybZ47mMjnsoSIr6i53KvJmQzr8an5t6OV4rvBi/VXg+YZfwbMJ+4ZnEo8JTzDOik8zbohPMl6LOpIGUY0nDyW3sEeYh9njcQfYEXR+gWZgAbZ45cKxNQLbACFRLjUGzynSkyNXqc7GXfU8xdtkLDcn1UXaM/x0Zk3ItlZd4gZOWcjopU/wHSyM9ziqT/p60TdaRtFfWzj4kO8Y+LjuSfFXWlvxE1sr5KGnhDgqauEOcBu531l7uCFMfiEYa6NZmkGJtBAr7OaBeMgeKVxoNlW4w6ytHz3tTEfDbk5Lw9fc0NN/r2QmkC+mc+JMiIb+Dny45ys2Rt3GLFa1cneIgd6eihbdf0cxrV+znn1fu499XNqS8y6hP+ZS2M2UgtZY/xN3BH0rWB2LMTSDeyhREVnMgy242FC6e/aPUyXBAt974XbWH5Ysaf7uHlWFr/txC9bmkYYSdymbH/UeewjucJpG0CJWKJkF+VqOgNHuvYJuqPrVBtTv1sGpn6ilVnfC2aofwjWqb8H3G1tRPabrUAUGlYDBFH4hFGpgWxiCxMoTc+bNA6zBztHL5rE81aw27alEmT+t8be7WEFZdq4j0OquNI3Tms2LaVDxOc4ZIslcqV+5KU+XUiorytot06hrRLnW1+IC6Styp1omvqSvEz/PLxD1ZpeI++RbRpzStqF+kD9DNjYFtZgTplrMg33YGlC6a/q3acUZf3eqZr+pdDB/Vb577Z22I06VqyqaTFbFBx7RM2kENl92QkyquU0qUNenKPJ1UrSmXlBaWSbYXlkj3FWqlxwqLpReLCqWPiwqkXXkaSU9mflpfujrtg1QfoJsZA8dkDigsZkKBDXLzLTD4un2xwbv6FQbPm9bO+LvR2/p6fdCyc7UR7p1bY3CHyxOjmrTJrF2aFGFNjlhRnpmep81QFRWmF2k16VVb1PI9JXnywyU58jMlKvn9kmz5y4Ks9Lc5mbJeZab0fYY+EGdqDHwjQ8i0mAHF8wwmq+ymDexcNLWrcfHU/7Wsmn6n2dPyciN+6andJFT7jmjsger4iL0V7MQdW3iCygJhhjZXmqfOUharlOqyTGVZuUJZVy5XHiiXZZ4ol2beRvyjlSpe50syurMl8p4sfYCBNKT+/+41nw4l1tMmamymfqy3nfKy2XbKg9YVBjcPbjI/3xy4+Hgj0aVtN9WvqZZB2lXDYlRXcvmlJYL0/EJxbpY6XSvLUVWIVcU6oaqmSpDTpEvJ6dDxcm9U8nOflfJVLwv5WV25/My3OfpAvKkRiGfPArWpAZRbTh2ttZzS22g65Wmr4ZS7RxynXWlzNz11KGBRe0uY84F9kZg9e+hh2+uY9IptydwiHV+qKhOqZFpJsaBQWcHRaKrYBVVVSQUNOlZh+79s11dY01kaBvAPEOw7qyhFEQiGEEoCIY2QEAgkVCNVEBQpytoQx44NYVVsCGJZLFgG0LGiOFbaimV1bMuo46oLAjLOuCpgpQm8c/Y+F7/n+V/9z/ec7z0Xb0Fq7s381NwX22auf7lxZvar7JnZresMQfLI4Vg6xBQbRhj3F46ktweG0bOjZvSo3IzunOcY1VZIR1ws97c5dSpMUHI82md/WUJY4ZGk+C3Fs9Jy9s75fsXu9NUZO77fkLZ9RV5yXk5BUl5B/ozth7Yn5pdvS8y/sTWxoGFT4rbm9YmbW7MSN/221hCkDRuKzMGDsHkodewZTM+PmNCjE4PoXsUg1r0m0NVLoqFnL/haH6sIcT5YHqHYfTIuOO/H6VPWl6akrj6StmBR8dzM2fsycpKKlm2a/o+cLdOKCjYnFB3KTdhbvjF+74318fsacuL3tK6NL/x9ZfyOPzINwdzBg7HW1Lh3uyk1sN73uMyY7p8xppuXjKiq2pLO1wgGn6hSjj1yRccruqiX5Z+P1uaWT41ceypxxtLjKXPnHU1bklI6f01CyZLsqSXrcuJK8rNjSw9mxZaWr51Sdn31lLKGVVN+eLMitvjtktgD7xYbgoUmplhvbPRHIdHTQ0QPThjRLdb9qquIfrr+Vzp1k29aekM+av81DaewNkS0uTLcd93lGP3yi1Pj089PT0s9l5KRUD57WeyZRZkx5VmZ0eV5K6LPFi+LOntmaeS5usWR5xoWRZa3Z0Sd+DA/6rhhWEYm3VuIXhQR1ZcS3Wbdr5Z1r/93n5N3zaj0Acf4wAPRyJ13VTZb7mhds2+Feq+4PjlowbWomJm1cUkJ1dNnx1TNSo+sWpgRUb1mQXj1tvTwmgPzJ9eenquvrZujr22cra/5mKa/0pmqv9RlELLIqLmA7eAg0c8niK5dILpcQ3TmtjGV1JvR/meWtOuZy9CtT2UWOU/UjpmPtJKM+mDNrIeT9An3I+Oi78XNCL+XnKK/l5466f6qlLAHW5LDHu6bEfrvU4kh9XXTgutfJgQ//Bgfcq8vLuTnfoO+5hI9Z3dw/yjRjXNElZVEZ28SlT0wpn1PzWjnK2ujra1OQ3JeeZhntsjtM5p9BLOaNIppjYHa6MYwvb4xKiq0cXpM8Ms5McFNy6ODmjdGBjXviQhs+TFc96pSr239dZK2pT0soLkvNKAJBr1kd1B/mOjWaZYBtoPzdUTH7hLtf2xEBc1mtLnN2iS7nTt8RbvrmAVtIruZbVLnhPcKcdR7tTLsvU4T1KbXadtiAwPaUwL9OzJ0mo41Ws2HbQF+Hw9o/D6e8fP9VOer/vxcrf70yUf9qUtlyBP2Fm4fZxlgO7jwT6Ljd4iK64l2PCPKbR9ilNU91nRZj+2I9B7umNQeZ5uEHqFjVI/YLbTHy1PXo5ZpenUKda/eW/Utztu7L9Vb0Zfh5dW/Ru7VnyeTDxRL5AOnxTLUeMrwXCRDs0F3y1gGKoguVbMM/ovo4EN2/q9EGxqIVn8xNVqM78zmwnJEMmzMp4JjHQGefQhcHQPg4aKGTOANlbuMlVQJwjw8EeMuwgyhO+YJhMh0EyDX1Q27nd1QwnfFBSdXXDWojr2DK1eJTrMMHL5PVPiYnf+CKLOFaGEXGf8Ng80SMXL4FJiP0sPKIhATxvuBY+cNnoMMrlxPiHjukPPcoHZygY7Hx2QeD3GOXKRyHZAxkYNVDnbI5dhij70t9toZUnmJZfA60Q8sA7t+IdrIdpDZRJT+mii1h0wSQGZRMBkeiiHfBWCEuQqjLWWwGCfCeBsh7Ce4wNGWDxc7LtztOJCyf6rsbKC1tYaeFchYVp6SbcZg3vjRWD5uFFYaVMEyUMYysIdlYNN/2Pkvieb/RpT0loxiv5HJZDaDDjRMDRoph9EoT5iaCzB0LB9/seTC3IoDK2s72FjbgDPOCjxWVFxZURFZj4TCajj8rIYg2NIMERaDEM9MG2sI1JZjIGE9U8S3gZT1XZmIA4nSEZ5BfHjEuMAjlVnEZDlDtJUPz11OEBfzIC7jQXLKEdKfuJBWcSG7ORGyhxMh/68DvH53gOIjB4puBvYD3rDvY755w84Q+FqaQ8qxhsRpPLycJ0Dhbg8vhSNkOmdIolwhSXaDOMMNkjXse5MLpIUukO13hryED/lJPrwqnKC4ylznwfs+D8rnjlC+doSqgzug6uL2+QxM7PXBxB6mWw0HQ+DHZpCxGeTc8VA52cDHzR4+ci6UAc5QRAjglSiEfL47vFYK4bVRAEWBG7z3ukF5xBXK465QnXWB6rILfK45Q32Xeeo84NvK7/Nt5/f6dTl1+w04dWrg9FUD3hcNHA2Bhs0gt7eC0mEc/Ngc/i62CJBMhMaP/U8vhCpBBNUcT6iWM38XwSfPA+o9HvA95A6/o8xpITQXhAOaGmG//21hn/8TQU9Ai6AroE3wRdsp+KQdEHzQwbVDB5eOQDgbAn+L0fBiM/jZWUHHchHCchHqyUGwDx+6ECH8Y8XQzJJCs0gGTZZswH+ztD9gp/Sbdr+0V1si6dGdkHTrKiRdgZWSzsCb4s6gX8Sfg5rEH4Lei9uCOyXvggfEb0Mg+l8o3N+EQmgIAtgMSltLaCdYIMzOEpFO4xAlskOEkgd9oAAhURIEJin6dAuUPYErlV1BG5Rfg/KVX4KLlJ+DDys/hRxTfggpV3aEXla2h9Yp20IfKt+FNSrfhL1TvQ7rVLbqBxQtkyFvDoe0KRziP9mu068mzzQM4E9YBQVFEddWD+6jox61VQ51Y1MDIYFsJAGSEMhL9h2yACEhSAgEIewEIqIgBIUpuLFYsGhdRtxQhyptdXBBkdGBo9aO+sz7B+TD7/t97vs6z3kuV2AkOsO+ZUEQuzQQxi9fCGlrFkHGluWQHhIMyeEbvxBid/wZwwh9H52+dxqr3P82Wh82FV0YNhljC3sdYw97hWsKf4lrD3+B6w5/jrsY8Qx3I+LfuEeRv+NeRY0R3of9Gvd172g83P2QCEMfkGCIKzAqKABGLAmEhEXzIW35fMhaHQg5f18MU3au+Mrct+4jDbvtv2Rq6Ju4lPBXePGBF3jtoXG8CfsUb41+gq+K/h3viBnDn8Q9JnTiHhF6caNxV3EP40dxI3ETsXdI77G3yF+jblJh+D8T4P7rCXCvK/DgwgB4CM0lJWgeZC+bC9NXBUDBxkAo2LH0T96eVe9SD25+zSSFPKMlR/xB5sU8JirjRuNziA/jzaT7xDLSPWIt6Q6piXSb1E4aJp8h3SRfIt2g3CVdpYyTr1Cn44foX3CXGBA7mAgPXEyEEa7AQ+gMseguGGjvRZb6QXGwP5RvCPis2BY0I//h20lx5PpxXtx3YxxG2IPE1Ni7CWLKMFVNu0E10q9Ri+i/JFQwLifUM4ZozYxLtE7GIL2X8RP9OqOfPsboZUzRLiT9RTrPhIQzTIjrYkKsKxAbOA8SF8yFrPlzoHAJ+s9fORuq1/t91G4NmNKGLH6uDl/1mwK/5YGItnc4jY27yuJTh5IUSYOJWayLifmsvsQSdk9SNftCUiP7XLKTfTb5LLubOcTuYj5gdzIn2B0pHxinOZDalgqJJ1MhwRUYg85Ame8P0wJ8oQx93jUrZn3NWes7bdjsN2HYueBJ7v7l/8rC/e2Wihr6i5iJHUjnUns5YuY5dmZqNyuX+yOrkNvJtiGn2XbkVEoz4kzpRNo4F5FWzi2kmTOONHNnUpqQv5IakS80BxeSXYG4BfMgHe29vHk+ULUI/ed/4/W/vNXe/zm80eeZeYf/Y/O+oLt5MeuuZZF3DWYkHuyRpJK7+ALmaUTBdabp+K1peYKWtGLBibQqYRO3UXiM6xQe5Z4XOpBrwnrkN2E97x1Sx/uQUs37lFyZ/pnuCoxF75CEdi3hXG+oXugJDcs8PhYEe7wuWu/1pGSrz0PrnsCbZuyaISPx+74sRmR3ZgrxlCw9uUUkQZr4GcKjPL2kgVcgtfPKpLU8u7SG1yKr4nfJKvk/y8r5o7JywRtRmWAGOSL4wCnhf2K6AvHz0SzM9oVSfy+oC/SApiXuM0Ur3F6WrnEfK9/kebfsh4Cr1oPBA+b47eeMtLCObBbhpJqb2KgQcu1ShbhapJVXCI1Km7BYVSasUh0RNqlKhB2qYuFFVZHoXoZF/EpeKH4rLBDNpB8Wvk91BcYH+EOOzyyo8POE+gVu0LwI865kGWa8YiVmtHqD+3Bl6Lwh24GVvVbC1i5zwj5nXnJsU04q3a7hp1UqJeJSWYbSKsnJtEgK1GaJTVMgadDkS5wak6RHa5QMa43S55kG6RtZruSdUC+eTncFkub6QS7a9zLmeEBDAOZzUSB4YwsCf1QvBiP2dW7Xa0P8B6qivjlXht/cYaXubjEnRTtMnIRqfTqnVCsSWTLkynyFRmOUG7NyZdbsHHltdra8JUcnP5OjkV/L0Sie6jSKVyq1fEqaKXsndAVS/dA8enlB9Wx3aPLHfLTOBROV/uCRfTa47ViNudKwc05fXcSyrqrYTU4bJbTJmniorpBNKTdx2UV6gcCkkyhzMjN0WlWOPlNlNqhUFQaF6phBpvqHQZoxZJBkjumlGS80UtVrpUQ5JXEF0mejefT0hDoft88FvmCy1Af8WuMF7ju8wY2mYMzgse98zzvClnTYcRtaqkm7HOWMqKoSFrHEksosyOfx9QaRQp0tz5JpNUaRJs8k0BzJ52kbTOnaUyaudiCPqxs1IrrnOkQzkYFkTspdgUk+PlDi4QH13phpixd4XO4G7ts9wO0mT3Cl5VvQ37J9VvfxfYucjdi1TfXE72traOG2imSCpZSTaCxGEK1ZIJOZJDqeIcOYqtfnp+iLD7Nz6/JZBqeJaejPSzbeN7AMz7NY+olMVvakwhXI9kbz6O7+1egBxksAeFiNAbePuoPrLW5gwLkUnHdu9e5o3RPY3HxwVUMTYXulg7rPWpeIy69m07LL01KVR3gSQbFIzSlU6JPN2XmJZksew1xrYBS25dItfTk0y0g2w/JSwzj8WsUwvZG5AtM8vGAmBjOD9s5HZQDcswNw4zgG/OwEoKdjIfixc5Nn2+nQgMb2yJU1rbgtpc2k3eZjNGyuI5mitnPY4mpEkFYhUCbb5Dp6WXZ2gs2SlWCr1VHL2zSU8j41pWIkk1oxqaCWTkmp1rciVyAPeMAsAJ5YAHhQBcAw2j0vo92vH+0+Xd3+oP3sOvfjZ3b613WFLbd1YjdaThFCjG2USG0LI052gpmEHOMgTAdPQmuQKSn1WSpyg0VFctQqSI42GdHRJ40/OiIhOiaFJPs0j1Qzg7gCJcDtgxHdwREA7qA7uIp2v59OAXC2G4D2Hi9woj8YU9+3zbeiZ8/i4vNRa01nY3bouuL3yzspMbzT9ARWO5NNa+Omk1olwvhWnTCuzSyIc9bwCc7WdLyzD8G3j6ThnZMcfOtHNuHEJ6YrMANgnhYAcL8SvUEjAJfQG1zoAqAD7X/HBwGwX14CKq9s8rYO7VqQf2n/yqyBA5uV/TGh/N64A+wL5Djauf/TXaZRTZ9pFH/RqRuK7NlDQkISEkggCUkIgSyEQAhhDSKbIh1LHXTqWKutY8fWHltbO7Wt1Wrt6KitTl2KY6UouJfNFRegKDpWrQIVtCoom955Z/nkST/8zvvh/+He8zz3+Z9zi4ryqsvLsqrnlmdWvzHL/f17Ze6adTMzanaUug7UlrgOtBa5anoLXdXDBa59yPfG4F/oDGgWz9EZ1O8gpG4v3cEBQnbQ/vVl4xjyybnJ5MMW0dgVLbFT3jxrZC88bZVWnnRoZzW5zIWNWc7chvxsd/0Mj6thTn56w6J8Z+OKPGfjZ7lpTduzU5sPZjmaWzMdTX1uR8OIy1GPdG/cpFm8RHPQtI3uYA/dAe2fO48QsrmR9s+zY8jKtvFk+VWWz9KrkRMWdmqCKq8YBbM6zFHTf7Trc9qdZldbTkpae1Gqo/2l1JSOVx0pHctT7Jc/tSdf2WZL7qyx2q5etFiv3DVbO4bMlnYkeeMyzcHpTYQc20V3sJ+QPYcJ2dpAyLrThHxwyYcsuzaOLOlmjV3QLZ40p1sRVNYVyyvo0kmy7phUzju2OHtXery1y5Ng6Z6ZYO6pNCb1vGFI+mWlPvHuBl1i7y6tqfeYJqGvU53Q+yDW2AOvtGwg5Ae6g1qagb2HCPmqnpDPqf6qC4Qs6yBkcd94n1f6Q16oGOD7zhwQB03rj2RnDaiEqQNaqW0gISpxwKYyPk6PMTzxxOgHZ6p0g3OVcUNLorVD7yu0w1/INcO7ZZqRo1L1SIdEPdob4Y1GegeH/pOBWkK2/0DIhlOEfHiekLfaCVl4jZC5j37n83v4jStBqK8H3AA3hAwHJFwzFAIjYkU6GCI0MEtikCpRIkcSjeIIBSrEciwSybBCKMNagRRfhUmxny9BI88bR+h/oJpm8JvjNIMnCfmoheq3Uf2rhMy5SUjZYzKmEC+My4GvbzoC/ZPBCDaBy9RDyFFDylMhmq+AJkyG+DBaHMNESOcL4eGFoYzLwzwOB39ms/A+i4W1TCa2MrxRQzO4i97gpmZCPj5HyNutVL+TkJdvEFLaRUj+EBnrBhnngM+kJIzzM8A3QI2AYCVCQuXgMCQQMEWQsARQsLiIpVoGZiiszCCkMwKQH+qHshBfVAZPxOKg8XjbK9/SG9hCb+DTs4S8Q/Vf+79+CdXP6SU+zlEy1ko9xINM1IBMVoL4yTDWX4wJgQJMDuIhMJhNZ8MANzgIwuCpkAZPQnTweMQFjUVSIEFqAEE2pdCfYNZUbyCWEwKphAk57ZlRcg6iYvmINAogcYQjwiNCRDl95wsR8aYAESvDIPmED+kXPMi2cCH7BweRVRzIa9iQH2VDcYqFqDYmom8xobzHgPIx5WnoMzq0p5SR3wCx7P95iI5gQSXjQKXkI9oghMIugjxXjMgyyh9FiFwSjsh3hZCvpmNfH4aov/MRtYOH6G95UFZzoTzChaqJg5hLbMTeYEPdx4J6gDWqHmUOq8EcUoMx+BtAQz1EipmIEbGgjWBDq+BBoxMi1iaGKksCZSmlMgLK18VQviOC6q/hiFlLv/+N8rUA6t1h0HxHqeND28BH3AXeM9113qjuLndY188d1I9yB/Tg9FMe6cH2BrS070YLmYgTMGEIZyFeyoVRI4DBLEZchhTawkhoKmTQLJRB+5YUcR9IoFsTAd1GMfRbxTB8I3pm2Ct6Gn8wfDT+RPiI8Vz4UMJV4eOEbmG/6ZHwgWlUcN8Ewb1EhPUlgu8NxDGDoeYzYOSFIom+Vgkbthg+LCYxTGmRMOYrEF8ehfj5UTAuVTxNeFc+YlotHzZ9HjmUuDlyMHG77EnSHtnjpO9lA+aj0n7LaelDy2XpfUuXtNf6UNpjHZV02xDRZYP4TjJEt5MR/jzQUw96TigsrBDYaT6dYgZcSi7SDOFIsctgzYl+apkRM2yujH1iWRwzYFke88i6SvXQ9pnqV9tG1f3kbap7yTuVffZ9yl77IeXdlGZlT0q76k7KbdUtx0PVT6mj0ddTobiWBnmnEzJvwMAIhon6SGEEIoMdiNzwYHiimMjVhcFtkYw4M5SPHYWahykvxd1LWaDrdbyp+8Xxnq47dbWuK3W97nbaZt3PaTt0t9Kq9DfSDup/cjborztbDZ3Onw0d6Q90bRkj2ktuqC+6EXM+E0pvwMgIgjWU6of4I5/lj2JhAErlISjWsEcKEsMf5aZF9WV6tD2usvjb6fNMN9NfT7zuWp54zbUqqdO1JulKxkZzR8Y2c3vGbnObu9rc6j5uvph53tySecNyJuvXpFPZIwnNuTA05ULXkEdTmwfN8yCBenAE+/+3b5Uwp+BFgR9my/yfzo4N7Z+VwOstsUtvF+Sor+eVJHRmV1jbsxbYW7OWplzIWuFoyf7IcTZ7neNMzibHqZztjpM5VY6m3FpHY25zan3uldTjeXcdR/MHbYenwXyoAKa66TDWTkf88yAxNAguql8w1RcvMibhD/xJmCeZ8mSeMuBepYF5p8Im/Fd5ZnR7yXTj+YJy+xnPXGezZ1FGo2dZRr1npftE/sfuY/nr3UembXEfnrbTXTdtv7u24HjmgYJLmdUFdzL3Fw449xXB8c9iJO8thaWqFObngTUkANl+U1DqNxEvh0zAK9zxz14VT3z4mmJy98K4wOt/snB+nJshbZk9Td80c4b9RHFFxpHC+Tl1hUtyDxYuz6spXJVXXbjG813Rl559RV979hZXeaqK6zz/ZrtMg5o81zD8hFUFp9jquGtRpGoVFzioiKDsiyyBQAJZICsJWQmQEPYlCXuQLSyCIJuAICBYVxR7KrZwKoj0nGodRxS0zhkriMDosb7n7fRf2h/X72u+576/b767m/ov0nnq07BO+lxwe9THk+eYyLeNiTxbmcjDEOTxhRUiWVogluUyJF5thhI3mH5QWZv9lrJz2fOUA5aPkl1Wjyf42XwvCXUY4lPdrrHZAZeiRKQ+RgK5h54W0U3XRJxn6CI6GPrIdkZjZFtUZ2Rr1DeRzVHDkU3Rj6iNzNfkBvaHkAYOCqznIP86DvIzBPms+gxRlq9APAszFPe5CVKtM15M32L8KsvG5En2XvPJTOdVIyk+1t8qiAeuySJc+2Oj/bvxb3QHWxbZxkqiN7MyGU2s/KhGVlnUGdbpqHp2a9Rpdl90LXsoupo9GV3FecWo4i1R9DGIVMFDwZggQ5A/zoGKt1bsClOUaGWEUtcQ5rLXE6Y1WwkPc3cZj2mcPruT5bVlMDXY7pKS7Nwdx/A9J+aSmgQi2pmY+OjTvBR2DVfNqeIWc/RcPaeCd5ZbzuvmlvKuc0/x7nF1vBmOjr/A0Al+jyjio7BCPiIZggItLRHD1ByJlxujpJWEj5mr4LVmNTzNXweThbZGIwWHVw5pPTdeyQ78ujct3Kk9iebdFM8OqZMKqFVCKatcoOSV8jP4Jfw8QTG/TFDErxcU8Dti8wSXY3MFP8RqBU8FWuE8Wyt8z1DHfoxUx/5OMQQRLSwQ09gMyZYZoZQVsJBjCa/yLOGXIksYL7Eh3NE5WtwodF8/kBuwsyubdKgljepRr2IGVyXwIktlIlaROJ6fL0oW5gpzxBphsThHWC3JFrZKMoUXJRnC7yRpwseSdPEsP128yE4TvWekij7QDUEk3AWOkSmKNyN8SDeHX7Vm8LDQFH46ZQ6j5dvgdpnD8islbmt7C/1t23NDHRpzIk/UpEcFlCVzKEWJApZWLhVkSxWSDEmGLE2SL0+RVMhVkkZ5kuSCXCEZkidI/h2vkL0WJcrmYxIli6xEyRLTEEQ2x+8kwQQpTQhzWcbwSz4BfioxgfFyU7ir3wqDenvzgfLjq7tO+W1vKQo5WJdHca1UM/x1Gazw3JSY6CylSJCSIJcq5ckJCXHqRHlciUIWV6eQyDsVIvl1hVA+oRAn/Fcmjp8ViuPe8URxCxxDUKTpMiQE408qI5hWA/xcBHC/zAhGq4zh29pNcLV2v1lvtevn7ZW+1o2lxH3VxWTn0nyaT4GGScrJ4jJS02L5iSqpTKpUKGIVGSq+olDFU1SruIpzKrbiShJLeS+Jk/SrnKt8I+YmvuVzE+djDEF03AUJGC2kAjz+Y3fizfNjJQGGawkweGYdDJyxM+mqc7ZqqfHeUqcP2lNRHnakuITqpS2MIqbncmhKNZ8nyRRJY9LiFazU1OTolNxkRmqlip7akkRLu6Skpo0q6Okv5PS03ySMlLcCRvJbviGICaZIDoRXmfgGBYAzAPge756hBoDLTV9AT/Nu4/Ymp5UNDR4bq+sCdp2qITnmV0a4ZZUxApN1rIi4Qh6bnxcrYmpkCTR1sjJSrVVGqCsUFE1zIlkzEE/WjsjJ2hkpRTMrpGTPx1Cy3vEMQVww+aQAeIJzmNTh3VeFdxfeftfw/uxrWwmd7bZGTeccLWpb3daVN/ntKGwg2qvryK6pNTS/BH10mLCcE8U+JeDTdFIpuVglDy/WxIXpKmRhumYJqWRAHFoyKiSVTAvCSt5xSYWLLFLBEtMQJACjuRSAR3kAY/gGw6cBbjbh3dMO0NllBi0XrKGu++CyyvMuq4s7vK215wLt0ltCnRRnKV6SBnowt45JpdfGsMnVUj6pWhUbWq0VhNRU8ENqWnjEmkvc4NpRdnDNDJNYvcAg6v9HI1Z+pBqCZECYwjlMFgOMVAPcPgtwFft7ugGa+/D2GlgP+oG9prr+I1a5fe6bMnp8dym7gxylnaQTvHaKP6ONTiK3cmghLaLo4BZldFCLGlPOCGxtpgW0DlADWkcjTrbOUAKaF8IDmxApsBGFGvIe5/BY++cN7uAMbrQB9GN/Rz9APd6A5detQDdoa5R7w8Ei89qxtUlXPbbLLvvtj7kUdJTRH+pJ7osIIPZGhwb0CsJO9iaG+ffmkPz7SkP9+pqIvn39wb4XRwN9+l4E+PQs+vtcQH5/x3T6nzf4oRbgVgvuYRdAN/Y3XQXQ4w1WcMcE1Hc3QcbdPeZJw46rZN+5bI75p8dOxm1fe/JQ4LHgWyQP/5s0H9+bPF/vW/GYTG+voRIvr6FGT8+hi+4et0fdPIZennC/uXTcfRC5ut/4K3/c4MdK3EOcwbXzuIfY34b9tbcAdHcAskeNQTVhCQmTXxpLHuy14E04rmHcd/4yfNxtd9CYj73vWNBhzzHKUY8xtrP7uPSo2/00pxP3iw+fmDhz6PhEn6PrgxEH14mX9i7ji/bH7qG/5QH+HgzXAwx2AAxcxBlgfz32l2K/ZhQgeYIA0kfmEDu13oj9zGY5dWrPKtLUwQ0np45s83p6fKfblM9e1ymi3bFnNLtjzwV2zs8Ve45Oa74+OqPf5TTTvvPIi5tfHX75yPbQ9NwOx2efbB2fob8wgr8Ft3AHvukF6ML+xiHcAezPxf6U+wCynwFiXpkD880ak8g3m1eEzNpY+c/uXusxu3+zy+wha6dZF5tDc947/vGWuMNhnmZjPy/YfvCdctuBd7nW+xeqt+5bOL9l3+LQZrulh5vsluY22i0ubDDkNu7A1R78HuD+NePn1w8D5GF/6h/+/wBwnwDQ54wJ4R9Xmgb/n+06jWryzOIA/gIiyJaQkH0jIYuERQgoJIghgAlbIoHIDtFIRHFfalVaq6i1Ujkq2oqKB5VaGdw7KBWPrahVO2pd2rrr6GBVtCijw4Cy/OeZc2a+oB9+5/n0nP+9z3vfD7ef5ZU6IKAlDkgD4gZU3DGDYQLNYLRwFOJEoUgWq2EWBSNPqEKpQIEFfDlWcoOwmSPDHrYULSwprgRIces9J8g/cKSFzADJryX9V5H8T/+ff5+iCtopKrubcs3AMPfx8B4xDv6+seD4ayBkhkPGCsFIjgrhHLIYcgMRzxHDyBHAyuahmMXBDGYAKhhMVPkzUEtnoJHGwIH3NB+lqEYy/9tJ/jqSv4zkzyPvX0r6zyf5lmcUZeqlXBNAuWtBeUbD3TscXn7BoNMVYPnLIGBIIGUKoGRyEMZkIppBQzzDGyZ/T2TT3WGnuWKmH4UlvhTW+FCoes++k2QGz1LUepK/nOTP/19+3mOKMndQVNJLyiWuj3KLJjWEkxqCQXnJQfkEwtVXCA8/LrxpLDBIP1yaL4Q0T8howxBMoxBJcuNIrpHkZBIF3hScXhSmvQdyCQtiFQdBhDyYB2kEH0KtEHyjEDwbMVkA7hweuJ9wwfucDf56FgRbAiCoD4DwWyaE+xkQ/ZUB8Ql/iH+iQ3KVjsAHNEif+0H6L6LPF1L4Dkjh00/0fQAUpAapggMF2XVVKh4UYXxIY4QITBZBYhVBbBdCPEsA0RIexKu4kFRzEPgVG4E7yL1viKYAyI4wEXScOMOA/BcGFPf8oeygQ/ma3q98R3unBK1XCb//6vkAKMUsyGVsBEs5CAniQh3MR3C0CEqDBAqLBPIiMeTlIsgXCSFfwYfiSx6Um7hQbuNCtYvU3cjGyEPkfgsLwadYCLkYMBhym9kf+pT5NrSL0RP6ltEdCv83YQQ5X38AVCIWRkrYCBexERHIQYSSh8hIEcLHSRCaLkVInhTqqYFQz5cgZJkIoWuECNsgQFitYDC8nj8Q/i1vYNR+Xn9EM7cv4iT3XeQFTq/mBqdb085+E/WK3RX1lv0yCuzOKLD+JF58AEaSGsIELETzAxBDTm0QB7pwAWJ1EkSbZNDY5NBMDoJmtmxAs1TaF7Uq8G30Oklv9GZJz+g68b/HNIi7xzSJ3sQcEb2JbRX+M/YnYZf2V2Gn9pHgufal4KmuV/BEB8FjHfjtceA9+gCohSxEcQOgYzOg5zKRJGUhKYQHQ4wY8UlB0E1Q9mmLVD3a6cpu7UfK17rliq64tfJXcRvlnWNrg/4cWx/0In5v0PP4g7KOcS2yp/rTsif6q7J2/UPZQ32n7EFCr/SuAYG3DZDcSoTkRiLEQyGM9K9lMWAIoMPEpSMjkAFzMAtpUYJB4zhpb2Ka6rU+V/1SXxryQj83pCOhQv3EsEr9R2K1uj1xs/pRYp36YVKD+u9J+9T3k5rV95J/VN9NvhxyK/lByG/jO9XXjb3BV0xQXTZBcSkF8ospCBoKGg4TerL3muh+yGT7IkfshxylP2wR7J5Mnagr3ajoMGWFPjaWjHo0fkbkA+OiyLvG5ZG3TV9E3jRtiPw9pTbyt5R6zfWUvZprqYc1V1JbNb+kXoi6lHY76kJaR9S59J6IsxkIP21GaJsZ6lMWMrlDIIa8QRLJt/h4I4/lhWKhF+wK37clYf5dBTHcZzaD9GGmRX3HnK/5Pd055nr63Ngr6UtjL2dUai9mVGl/Ntdoz5u3ac+Zd2vPWpp0ZyzNujZLm+7UhGu6kxMex7Vmvon93jo4uiULUceyEXk0G6OGwljyBqlk57R5j4Cd6QEn3wNlshFvytQ+HaVRjIeT9PxbhemKazkTNRez7Lrz1vL4s9YF+jbrJwk/WlcnnLSuSziRtTmhNasu4fusPYaW7EOGo9mthubsvxm+y76feMj2Sn8wp2/sgVxo9+Ujpikfo4dCAp0GC9n3CrxIvr87ZnCGvZstdu+crfRonznK5055PPOqM1V6wZ4VcbqgMO5kbqnheM7s5GM5Hxubcz4zfpezxnQ4Z73pUO4W04Hcnab9uU2mptyjKX/JO5uyN+9Gyp6858aGwt7E3UXQE2N3FUM3FJJ8fZE13BOTPN1R7ueGuQGu3Qv4rs8WSt3uL1QP/3W+jvbzLKO4rSwzrNWRp20umZR0uHB6yoGCeelNBUszGgsqzXsLq8x7CmvMDYXbzbsL91h2Fh221Bf9YNlRdNWyvegP8/aS7tRtdozfakfi1klIGAombx9MdPNAqYcbZnu7DC6ku7xazKL+sUTgcnOpyvXy4ljfMwuTBSfmWNTN5TkxB53FiY0OZ9o3k2ZN2GX/yFpv/zRrh311dp29Onub/evsrfad2Vvs+2xf24/bNtsv2mrsj2w1k19PqHEMpm10wLRxCsYPhXTyHfKp4Zjm7op5nlT3Yi/qeYUPdf9TOnX9M7nL+WVjvH5YmsQ9tihDeWieLbpxZmHC7mmOtB3O6Znbpsy1bXEszvnKsTx3k2NtXo2jJm+Doy5/vWNvfrWjOX+d41xBleNeQdWULluVsz+zyomMtU6kDgWLxwgUU8Mww82ld6E79bRiGHVnmTt1Y4UndWmllDq9MnpE63ID60hFurzp4yxNw4L8cXVz7Clbyp3WTWUzc9ZPXVBQ7awo+rJ0VXFVaXXxF87aks+dDSWrnYdLVjrb7JXOm/bKqZ0FlWXvJlZOg3VFGSxDwer+H7LLNKypAwvDB0SWhACBBGRXEQoii1qUCArIJojsASHsWyAJYdewWAggO4MKiAUKiBVFlmoVC2hdYFoFra1Ox7FQ0I7zOM/QjorOjEqFM8eZf/Dj/f3ee8537nM/ygLQHhTg+UGAafrX/3PpKrhfrgy3K03hWuUWlaFyF50Buc+6nqIgu05ZuNOJ3GivY5mJgfWStPDqtIyoitSDsWXC4vhSYXVCibAp4RNhZ+IhYX9iofDrxHzhg6SCtLnYQtG7yEIR8gvSMHg5GEJZSATF91kAfy2g3isHuF+hCHerlGC81ghGa+1XX6jeye49vMekuzRgU9snYbymfIFHfV68f1VWSniZVBJdLMlJKBIXJheIylNkogbhAVGbMFfUK8wWDadmiu6lZkmeJWWnv4nJlryPzBZj2HIwTEEZhaDwrxygDFDfKae+Ua0At+oU4FqDPlxusFEarHfW7KnxMuqo9LdqKQvddqQ40q26INav7EAS/1BOWowsMyMpV3owNUtaIsqQ1orTpS1isfS0OE06JBZKJ8SpGU9TRZn/ThBlLkSLpO8jl0N5pJsEhTnqfFPUO+9XUueqAxg7Qp3nGBe+bLRede7oDlZ3g4d+a90+i8aqkK115ftdDpdE+xQXJYTI8lOisw5IkiU5OaLU7KL05OxKaWJ2ozQhu1sal3MhPTbn2/TY3Cei+LzXSQm5b+MSsheilvO/PKYDPMkHeFhGM6il3kn+r5sAho6zYaDFUrHnuCOzo8ld7/jRvWYN9cH2VTXhzvKKKK+CsrignOIkgbgoLSmpIEMUJ5NJo2VlGVGyIxmC/E5pRP4X6fvzx8URBbNpkQWvkgT5b+MEsoXo5VAeFd9k/X8PDz7MgHrXTfKPnKDO0cqEs+0bFE62Oai2furGOXbcZ21tY6BN+RG+46H6SPcDNTH+0sqE/SnlwvgYeXpqRMkBSXhJqSSspEEcJu8Q8eWDqaHyMWFo6Uwyv3Q+Pky+EB1W/F6wHEyiPeQB/ERZvPdhBo00A+peF6n/9Xauhu6TptB+crNyc+dOdn27t3FFq79VcUuIg6xpv0vm0Sjf1Ib40Li65KiIGkkivzovJaRanhJS05AcXNORGFQzmBBUOxYXWDsTE1QzLwiuWdwfXIVhy8E0gF9oDz9WAEzSDm7S+w93AAx2U+86DdB+Rh+On9mk1HCax6o65a4vP+m7oaAz0D67ne8kao30TDgRGyBoTgrnN4mjghvzYgIb5TGBTQ1RAU0dgoDmwQj/5vHwfc0zYf5N8yH+jYtB/scwcDlvMgB+Lgb4/sMMmgGu0vtfPEUzOEO9pw+gaYANDYMWilUDDmqlfS6cwl4v05yzftbinqBtiZ+HuQq6BXv4XfEBgZ1pof6dufx9nSWhfp1/CPbr6gja2zUY4Ns17u/bNevn2zHv6/vZoo9vO+5ZzjO6h4eHaQZHAW60AXxF/sFegM+pA7ZcAKi9pAwVQ6YgH7JVLrjE08y56GYgvuBtnnjezy5qMIjH7w93C+iL8d7bJ/Tx7cv29ekr9tnTX++9p7/dy7t/wMOrf9zdq3/WzevcK1fP3kUXz7O4gln6Ln5Pt/hH2sEVmv+X5D/7BXWviwBHqYeWXQUouq4DsusWitnXtzDE15w4iVfdTARXvC1DR/02+48EO/oMRzp7DSfu8hzJ2OkxUuTsMVLr5D7axts92u+4e3Rsu9vorIPr8GsH18tLDi5DuIKHlIPbdAfXugAuk3+A/N3UQZtHAKqpBx4ap/45qQSSu/ogvPvR6vg7W1iRkzzdkAkXU78Jr4+8b++zcb/Nt3ebiLV3nZDYu0zk2+2arLLZNXli08475zY637lp5XTnsaXTxGtL3q0lK963uILv6BbHKAMjtP/z5O+5DPDpFYD669Q/qYfmTQKk/aAIsY9UQTCtrxA2baESOG2n4Tu1jesxtcvQZcprrfN0wDqn6cj1O35OWcebyV3Lmyk1dZxtNN4+e9po2+Mrhg5PHhl8PPPCcMv0gtHmKTRezjd0h1co/xfJ30v+z2j2R27SDr4BOEh+8Q8AcX8BCH+qDMFznFV+c8aqXnPmLJc5a+0dc1t1t/3qpL/1Vw+Dzb/5G9r/M8LA7nmyvu3z3DU2L8p1N71o5lq/7OVYz9/Q2Tg/o2318iXb8vniCq5RBocGAfrJ30X+Y2MAh28ByO4CSO4DxJM/bAYg4DdFBZ+36krub7mqO98aqm9/t15zyztLbdsFO471wnau5e+uXPPffThm70M56xfjddYuZrJNluRaJkuNmsZLPRpGOMoyxAfqhvj3FXzVT3dA++8mfzP5K8mf/x35H5D/EflnAfyeAni+AgWXpVVKPGSobEU2wxb1WBvRSMMCzbTWo5WWCdqzDZGntQZ3a3Fxn6Y2RmpoYhpLHfPph72GycA2BgPPqanhyAouXAI4Tf4W8lffBii8B5D+J/JPAfAfA+z9G4DbPwB2/AcUP0ZQskVQtkIlNXNUY6xFLXUj5KrroyGLi+tYVF7JacdSRZ66EnowAQMZgDFqgOlEoSpgtQpg0wrOUv5ayV9H/kPkz/iR/NPk/wXA5xmAyxyAw3NQsFsARSt6BjN6BlMEFQMENV1UUNNBZYYGMplMZDNVUI+piMbk3UDYkNeR8CB3ILkERIoyYOYKUH8DB/UtOGhozkVDS13UtdVDje16yPLUQ/UQLjLjOciUaiOjgI2Mci1k1mugerMGstpZqHFKHTV6mah1nhhmIPsGA7XvqKH2T6qo84yYV0GdtwQqLxK/axM6K0EDegZDMw6amHHRxFwXDaz1UNdhDXLd16BOkB7qxHBRW8JBtkwbtUvZqFOrhZxGTeS0aiD35H/prs+oJtMsDuAvSO+EkoQSCFKkQ2jGhN5CCS2BBEJCGr0Elbp0pIgIqIiigjKioLALjn3AroMjO7oqyrGMztpmUFlsYEHk7jPzicPufPid98t7zn3ee+95zvvXBIN+TTAc0gD8CXXAn1MHwjU1IE4iz1UXiW9UFoifVOaJoPyZCCqf/sKf9c3M9cHCzAAsyAZgZoMHkhsBTPzQmJkEMOLhgZhhCMRC1K8qPTDaiAPjLbpgvFMHTPZqg+lBLTAd1ALSMU0wG0XGNBbNJzS+kp+qfzGfVvtI/qj2gbyo9p4Mau/+AphY6MNKE32wMdaHVaYGYGNpCKtciGBFN4KV4UZgwSECWUoA8lpDIJejc9aj91v0Fi23475Z7tFdsNqv+9X6sM689RGdLzantT+vuqz9adVNrVnbx1rvbF9pztjOaU7bLmq+tgXNV8iU3f8CMgnVJuiBoyEOnNHTFfXC1YEAzlRjcAg2ATsWIjT+ZptD/GpXQvhiX4P/5LDJcM5hq8GsY6fBB8d9+u+d+vTfOf9D763zCb03LhdwM67Xca9dH+KmXF/qvnCdwz2jLOKeuALuVwroPvo/wIqoB84GuuChrwNUQx2gk3BAtzUEqrsRePibfqNEkT5TeKRZSobpe8p6kzduFcb/cW8wmvZoJb7y6CC+9OwiTHn2En7zGiC88DqGf776LP7Z6nH8k9X38Y+oL/EPqHP4e9RF/J01gJ9YA4a3kVvLgB36fg8cqq2tBQEGmhBqqg0h1jgIdMF/9aWbzNLCzN9QE8ivqWLy72vyzF/QSs2e0mpJT+ibSL96byU98t5l+ot3j+kDn0Ok+z5HSPd8RkiTvldJd3wnzW75/m523W+ONO4Pptf8weQqMuYPxj8uAy76ukDTQvXV1CFCTw1ijNUhxlJrgemA+8DwIrwODDR74Rez8t9+fMtf/DMt7wcUWE4GVFjeCai3vB3YYnUrcLvVv4L2WF0P6rX6OWjQejz4uPW14AvWV4NvWl8JfmpzMeSd9fnQBcuzobBylAHkEQaYLweeutrgh+qHo2uTrasMXIIyJJqrznFsNV/Huek9Y/oaPQyPtLjL4NrcCpXYXQ/Nsx9nFDv8xKhyGAtrdLwS1up4OWyH48Xwbsfz4X2O58KHnc6EjziNRlxz+iHiofPJiGnH45Ff7I8ywfZ7JtgMR4P10DJA09SEECVViFVWAp6WIggNFOZFpoozQivl58lOGg+4dL3bbIbZP2NYtmNRfOdLzHTKeeZatzPMUveRqBr3H6Ka3E9FbXE/Ed3pcTy6x+No9GGP76OPewxHX/IcirnjORgz5XE49iOlnwUufWxwOsgGB8R+KfBV04AIlPc4SgogQldtmq78bAZBfirdfMUjqZ3ShJiqPS4INrmUGG17Jp5LOc0Sex2Py6YejStYcySunDbE2kD7O6uZNsBqpx1m76H3sw/S+9jD9APsM/Re9g3v79hPvfclfKDu5Sx6dnPAvYsLFMR1KQhQUYNoTAn4CisgVUVuPksdm8nRxZ7k4LHJHCv5n7M8NS6nBRJHRUzrE/x41+EkPnWQm+ZziJPn18cp8j/AqfTfz2nw/47b6r+PuyOgm9sT0MUdCNjNPRW4i/tT4E7uo8AdiW/9OpIW6B08oG7ngRfiuRSEKKoCC2UtkZzcl0wFbDpPEXuSr4w9lKlhN9dZyI2tdVc9m+dveCIzfOWQlOV8SJhE7RWI/XqSs4K6k9cF7+GVhuzi1YR28ppCd/C2hXbw9jDaeX2MbbyjjC28S2FtvHthLcnTIS38+YAWPvi2CIC+WQC0pSBcXgW42AqUddD3o7yFMte9ghXYRIEyNl5shl0opiifLvDROyJjmB/OjnXcn85d3S1N8dslSg3pSMkNaxcURGwVlEe2CeoiWwUtzM2CncxmwX5mk2AoaqPgXFSDYCK6XvAysl74ObReCEH1IvBH/JYCJpoDD5Ofz0BZB2WN+yhz3S6Rw26UKmBXykyw0XJnxWOl3jqDhaGmB9ZG23XnJnh2Zib7tqeJQ9okmZHN4vzoJlFJTKOoOrZB1BRXJ2qP2yDay6oRDbCqRSOsStENdoXot9hK8cfISgkwKqUQjAQtBTGYIggwufdZqAfrMewuylw3ytG/doU8dr6KiJ2qdlQYrqRp9f8t2KinmGmzaz3brV2W5N2SnRLSlJEaWZ+aE1srXc+ulpYlVErqOOXSNk6ZdDe3VNrPLZac5BZJriUWSp9yilJnY4vSgFmcBmHL/bkLYkxuKhfDHqC8cwvVH6/GsMsof45uMMSO1dmvGKylavRWBRG6yiMtO0riXNoKuLSmfH5QXa44siorI64sQ8YpSS9OKkqr5hWkNSevS9+RnJ/emyxLP8rPTfuRn5P+mJeb8T4hL3MxVpYJzOUgHu1CKppDPspbf/QA1R+rw7DzKHudbNTDhjeuku9v9FLrqQsw6KwJt9hWEevUXJqwur6IF1C1ThhRKktlFeRkJ+Znr+fnZpWnZGc1CDOztgnTs3qEaVlDQmnWRaEk+0FKas7bxLSchfj0HIhFYpZC+yj/Ge3CYzSHiT96sAHljUYMG2lCmatZCxvYbCXX2+yh0tXkp9fREGbWWhtt31gV71lTluRXViIIKyiUxOWty0jMyJelpOaViMV5tRJhXpskRdYl4csGJcmyc2KebFLEz5/hCdZ+5aTkAwuJWwrto9xMNoY9LMawm6gHV1H9c82oB60oc7WpYn1bLLB9WyhKna0+OlubQ002bYyyqatnuVXUcr2LKpNDZGWimIySNK64KCeFjw6UVFAlTSzYLOUW7pZwCgfECYVnRPFFd4UJRdM8btE8h1sIrOXgv3SXaVSU5xXH78ww2zv7CggMO7LjsAwqCIgosggMqEgQQWPc65KoMRHQaEHUIyBKEDCiFEGMaA1YqRhjgMamx1jTAVxjiYKogIqiKEhurx9yjtL2w2/eb/N77v/e9znvTQdW12qAa5sBLlMPWsjfVEgZFNHeuc8MjhTroKzYx2z/vmDpnsLplrn5sU5bdht9PsubO3ldTuq0FdvTZy3aunjO/KwV85MzP8mYk5m9cHbmroykrNL0xKzaNGNW03xjdltqYlZfcmLW8OykLDQmZWLCu7y9Fzrf9mELvQt5NAe0+52l/bOuhHaOAwDlZRZQXObJKSidJMorCdd8sT/abnNRvMf6wtmGVXtSQhfvTpuZlrfImJy7PDkp5+NUY05WakLOrg8Scg/Mi889Njcut2lO3I62pLjcPmNczuu4+ByMHcvz5QC3N9EsUgateygD8tfT/ldLO2j5IYD9h5VQcNiFtbPCX7DtUKgi82Ck9YayWeNXlyTqlxQnB6XvS502b+/CmKTCZQnxBeuS4gqyEmcV7DLOKiyNjy2sjYspbIqNKWyLiSnoi4rJH46MycfpY7lP91JHNs0izeDFfZRBGe1dFQBVlQBfVtHeUS2AHTV2sK3Gh5tZPVmyoSrcfHVllP3SI3GeGRVJASlfpUxJKk+PiCtbOjO2bF1UTFlWVHTZrsio8tIZUeW1ETPLz4dHlrdPjSztC4s8MBwaWYIhY+mkO+Hq2wyoB01Uf/1hgONHASqO0e75NcAf6wCyT2nh81Ou7PUn/YWr66Yol56IsMo4Hu2cUhvvnXhstmFWTWpQVPXikMjqNSEzqjeHzKjJC55eUxI0vebYpIiaponTatoN0472G8KrhgPCK/G/uJFFGdAcfvclZUD1n6ymDMhdepIyOE1+2gXXn2VgbaMtrGz04n7UaBAvOBuimXcmQmdsiHKJaUjwjKxP1kfUZ/iF16/ym1q/yXdqQ+6EsIZin9CGaq/QhnOeIQ3t7lO+6XcPPj3iHnQKPcZyNZcyoB6co95/Q/7aEwCHyL2X3DlnATbRLrjyIsCHrXLIaLVnpbZ68ee0BkjjW4I1Uc3TrCOao+3DmhOdQprnOwc3L3MObtngFNSy3XFyyz77SS1VdpNa/2o7sbVNF/h9v85wccQ24ALa+Y/h79SDCwcBzlD+dZR7ZT3NAbl3ngPIvACwlnbRxbSLplzhgNEkgziTLTva5MaPMPmKQ02TlUGmcO1EU6y5oW2uRUDbIvOA9jVa//ZsjV9Hvtq347BKf+0vygnX/6Xwae9VeJteqTx/RjWheZfvaQYaafb+TP5q8pc2Ug/OA2yh2j/5G8DSHwFS/wlgbAeIvM2FiHsqVmiXDXdSl7PQv8tbou82yLy7w+Se96PlHj1z5O49i2RuD9ZK3R5slbg+LBK7PKoWuTz6lnHqvcU4PhwQ2t9HZizn/kRzSPnXUvYHqfYCqv0Lqn39JYBllwHm/wyQ2AEw8zZA2H2AoOcituG5mqsftBJ4DjoyboPuYucXvhLHl0ESu5fTJbqhBLH1UJrI8tUfGIvX2ULz14UC7XAVXzPcxNMMd/DUI0+5qpHB9zhD/q/JX0H+ou/oPWgF2Ei1L78CkGYi/w3y/wIQchfA0A8s/TCL44kCrivK+U6oFdihjdAanRhL9GA06M8oMUQowSghg3MFPPyIb4af8ji4k8vGg1wW1pmxsJm4xHmXk5R/Jfn3U/a5lP2n/wBYcZX8lL3xFuXfCRDcBeD3AMDzGbDGjwLHAcFMh2zeOBTwzVHKV6FGIEUr+jB1EHDRXcBCfz5gKA8wlkjlAq40A8zkAO4myoiv3uMo+UvIv/MHgM8p+1WU/YLr5L8DMOMeZd8DoO8FcH0MYD8ELGsEjgWdQY3AVSDwxIQAzeijnCGvgrAgry3hRm5/Yir544hU8i0jNrIBN70HiscrUeWkRLWTCuUuKhR4qpBtUCIrghSJcoR0KcIqUm0SIWxjEHYLEYoECKV8hMNENQ9ZdUQDF9nniR/MkG0ifuUgu594yUb2b+xR+h35P6DCWYlaeyWa21OkjiqUuKlQ6E9nCVciP0GB3DQZclZIkL1RjJytIjTLY5BbKEReiQD5h/jIr+Kj4DgPhaeJc1xkWoirFMu/zUaZXs4IM8h5zYxyhhjkvPwd+pd3QY2DEsfplGhlQ09bOoezGtV6NSpD1CiPVaL0AwWKl8hQ9LEExVlilOSKULqHQfl+IcrLhag4IkDlMeIUH1Vneb+pL/JG1T9xh9W3uEPqHu6g+rnZM/Ubs6ca5L7lyf8ALcmvs1SinYUSbccRDirUeavRKkiDljPVaDGXMvpQgdo1MtR+JkWLbZJRi13iN5Z7RSPjDjDDVoeY11ZHha+sTwiHrBsEL2y+FQzqfuQ/013nP9F18/p0A7xHujf8B7bI7yG67VDQNQa0Ia+jRoHj1XJ00cjR3VaJbh5qdAnUomOEFu2Nmt/sF6hG7FYoXtltkL+03yIbdNghfe6YLxlwKhY/dSoXP3GuFD12qRX1u5xmesc3MY9cLzEPXduE3a5dwruuA0yn6xvmjhuKbrmj6CY9b4wBHbQKdFfK0FsuRV+1FANsZOjvokS9nwa9Qs2HPWLNX7inaAbcl6gfe6xT9nlsVjzy3C5/4LVbft+7SNbtfUDW5VMhvetTLf11wklpp75RekffKvlFb5Lc1N+TdvgOyEy+b2RXfVF2hfiJuDwGdFXJUS+RoIER4xSFCMPGiTHUUYZBXspXgZO1A36RFr2+sy16/Baa3/NfpekM2Ki+Y9iivm3YoboZmK+6EVisuhZ4UNU+8T9kl2lQ02cexx8OEcSrBQcBD45qOaqEmwA5yH0nhH9uYoBAOMIVREg4lEQiNwiBACJoABVQS11BLeqIuqxWUCvDOrXT1nV3pN1OHbc7rtqt3Wefdt+ksy8+r3/zfJ/v75nnM+6zknTWZxk/6/sIP+/7EP/A9z7+qe9nyS+3/Cn55y1/TIa+t1Kg7/yvJEMfZ347f6KXNySu9YKMTZ6Q4+cJ2UHr3tLDN74kx/l8m5rm9yxZ4P9Visr/i9T8rSsEg/8yocb/IdEScJ/YErBEPBpwj9QfcJc0EnCHdDpwgTwdeJs8F3iLfCdwnvxk2/W077fNpb0NvEKBAZco0H/2f2x1BsZ6b4AEdzR/jQcUrl8Dxb5r3om3efxDuMtrlRO14WtGqs9jGtv/c6p0+yI1e+ddqj5ogVYZfJtWF3yT3hh8g94WfJ3eE3KNPhgyx3CEfMqYDLnMmAm9xLgZOsNYDr3AfB46zXwVcp4Fg86y4c5JDtwxyf49EO/pDSlgLRS4uUOplytUbnL9l9LP9Tv5TvdvMsLXrqQnbVzi0/0XuKLgeY5q13V23odz7NKwy5yqsFnOwfAZjjX8D9z28E+4veHT3OMR57njEee4H0dM8a5GTPIWI8/wnkaO838MHxX88qFDAHedFMAPEKHO/JYBEzknBlzR0+7yRuMFXmg2gmdqP/A4c5frkire+7aM4nctgxd8WSQNvyjU7JkWFuw9LzREnRUacZPCBtyEqAl3WtSJGxf1R4+JTkQ7RFPRJ0WzMSPpCzHH07+MGUp/gRsU/3vvgBhGIiL6xTDMGZjm4gn5yPcUwOVVFgDPtS7gK607eJK9DjzMDXZZ0MZ4XdOQfGdV7KBpuTh8SqLEnca0seOYPt6B7U84gdUmjGCWxONYa+IQ1pM4iA0lDmCnkuzYhaQ+bD7Jhq3ge7C/J3ZL3sYdlcLoLimMQux1BtKBB0wHru/UAKxqkW8h7/tzoStYzvcAd4t2gBtFOI9L+YT3prXM7RMaYdhYpix6RKlJGFLo8IPy0pR+WVVqn6w+1SazpvbIOghHZXZCl8xB6JCdI7bLrhJbZQ9JLbLnhGb56+RmBUxExDUpYKwzkIXuQQJc/oky+CYf/fNL0D8b/fcXS9zArbIA8Gn5HvcLJckbpwrpAWM6/u7hHAw3oFEl9qpzUrtVhaQulYHcoTSmtSkbKK3KFkqzsofSpBymWpWT1EblZZpFeY9mVj6jmlWvSOZMmNqQCfGIJGcgF7ijewDf/ppBMQDLBjQfeddCBQDXK/3AzIFIt3P7k9afKqP6jRRzQwcKxHttufLEzmwNoVWTl9a8r5hmVVfSG9V1DIu6kWlWdzIPqQdZ9epTrDr1RXaNeoFtzPyabdr3I8207z9kkwYSEanOQAFw+yUTgL+iDL5A539wAHlvNfIdxBWjL/jEFOY6YUxY5ziQtgUpTFBviSiys0ga36LLJFi1ORRzdgHjYFYZuy6rmluT1cAzZbXyqrP6+AeyHPz9WdMCg+amoFzzRFie/ZJtyH5Hr8iBFATZGSgCrq81ADwtAmAFnX8Red/tWgCuIS7Wbgbn6ne7jNfFeQ6bSO/bq1jbj1YIwlrLsNhGvTLlUIGGUqvLY1Xn6nmV2v3CCm2dqFx7JL1U2y0u0Y6I9dpz4kLtdXF+zkpGQe4P/MLcn9lFeZCBoDkDxcDlRTZyTtSDR8i57qLZNw4h30FMH1oPJsyhwNEQ4zF4kLjZVssIbDfydx+pFOPMBjm+tjQz7YA+h1VeUCAoyS8TF+mMWL7OItHpOqS5umPSHN2kNEs3J9XoHkmz8r9Pzy74iZdTANnaAsh0BkqBy2oeAE9QD+6bkO+g2dcOowyQ/001eoIx605w3IpbYz+curGrgba1pZ4bergmfU99tTSxqlJFKjdoWEWlecK84mIsW18p0xQdVKj1rYpMfb9cqT8tV+gvy2T6BzJ58XcZyuK3AlUx5GYWQ7YzUAnA3wrRPqIe3EPedxPNv9KEMmhGvtHsBkZaAsFAyx63nma8d5uVssVqYQcdahBGGOuxuIoaBUFfrabnVubw91UUYkqDQS4vr1VIy5sUEkOfHDOMyzIMs1KxYUkirlhNxyre8LEKyJVUQLYzP+1DXfj1HlAP7piRc6H5s8g/z3YAcBIx2OkHbJ3hrh0dCV5NbeT3zS3MbTVH+LsrG8W4ErMsWXdQRdHUZXEUNfnpEmOZRGw0SdONRyQiUy8mMo2JhabZdIFpUSQwPecLTa85QhNkiYyQ4cwPOWgn0R7eRxncRu451w7AhaMATPQAMISw2d4Dnb27XJptsR6WbsKmui66/4EObmhZm+ijghZJQvYRJVHZqGFgljyeyFwqFJhNIr7ZKuRbbHyeZYzLs8xwuJZFFtfynMk1v6ZxzZDKbYAUZ1bRu/gY7eFnFtRFdP5L3QB83AfA+AByjn4AOgbXgaZjQcAyGOVeP5DsXWWnbCnvY+8otAnCcrozolVdcrykQ00WtefS+W0lTG6bkclpszI47TY6u32MymqfSWO1L5KZbaskZutrArMFpiJSnPkLehM+r0NdRHdwFZ3/Ipo7NYS8awR51wkArCddQINjK6h1hLtWnYz3LD9B3Fw4TPfXDnFDMo+JIqUD0lhRfyaeZ9cS2PYSIstuJDLtVgLT3pvCsI/h6fbZJJp9KZHWtxpP7X0TT7XBOGrP7/kS7eMi6uF8J9pHO+riMOqiA4Bj4yiD0wDUn0HuN7EB7J8MBqWTUe4FE0neOWfIPqpTjG2Scd4HwjFxJGdUgWOOZsfSHfo4qqM6ljraGEMZ7cFRRkej0kZn9pBHlz4iOVYjSSfeRBKH4f+xjHqw0IoyQPlfRPPPjqEu/pfuMo9q6kzj8Htzl4SsN2whIUDYQsqOKFsUAZWABIzFVhm3aUenTmu3o3O0juPosVU7rnWrClXBpYJDQFxQWaTjiAsUl1EHV5AqWhcUQRQV3nlP5x/xnDk5z7n5J3l+7+9++XI/8q4vAVhGZ9F5ToBP9zHwUYUnTKswM1MrYqR5+5JUueUpHtllNmOGMztgpPM9c6pzsmW4c4Yl2Tk7ZJhzkXmYc03QUGdhoNW53z/J2WBKKm33S9j73BRfgv7xxQNpoHV4jNZeZQF1QLPvKqYOSqmDcoCFFQCzDwL88TDAxGopjK8xwLiaEMmYmhjp6OpE1ajqFLeUKpvX0CqHd1JVnjGxepp3QvUXhvjqBfq46pVecTVbdUNqKjwHV59xj61qd4858twz+jDqoioHcnw1/Rbo/leQv2QvrYMyWgf7aR0cAphL7pnVAFPpPJp7AiDzjBRGNeogrTFIktwYISQ1xsnjGoerYhszNIMa39VE/zyZ+Fgd1TRXFdm0TBnRtFkZfrZUEXb2pDy06Y6LpeGZIuQ0qsynUP0mNZtpP6D+S8lftA9gI839Lbn/Qu7PjwF8eBxg/CkAeyNA2gWA+GYBYm9oIfqmjyTiZggXejNGsLRYpeaWdGlw61hpUOtkaeCtmUJA23zev20lb2or5Hx/OcL53G5mvW91sobW17y+BQdQWQRQTv7d1PvmSoAVVQALagG+/CfAtHqACQ0A2WcBRlwESLwKENUCEN4hYywdbpLgx96c/+NA3vdxuGB8EifoO1MEXaedd++cwGufzuDErq9YTfcKVtVdJFF2H5XIn11hXJ49YWRdvQOoIH8x+Qto9tU0+yLqfRb1Pv00QF4TQM6/yd9M/uvkvwUQcgcgsBsYU58gMfarWX2/J+fR78Np+4N5FUbSw2kCx+NIjsGxLOAHEsDZxDIGsIAoJ+jL8coA9pJ/G/nX1gAsptlnnwT4iHr/3XnyXyb/NYCEVoDI2wDBdwF8HwIYeoHxRJC4IbAaFFgFqjgB3TkJGjnAIHJHEknkziDyyDuTWEDQ4kPadLB4AEXk30DdL6H7Podm/xPNPpF6zyF3GrnjyR1B7sAH5O4AcO8CEPuAUVAGKcFTDoYAZAkZoSX0RCD5o4hkcucQUwnaEJE2RPxmACgLElERIKKc4Og9hGoQhqgRRigRxpJqigvCJ6SbIyAsJOW3HMIa4nsW4QdihwShmCgjKilOHdFIXAOEX4kuoo9eCK/+D6gkt8ZPRLUv5fCnDGZiEOVIUSHkUI6JcoQZMoTZlGMB5VhCOVZRhvVEPmUoJH4kfylxgKgh/2mmH5qZPmgnRye8gNfQQ65n/4N5G9SS392bMIgoGilHoIiyaBGFYWpks1TITKAuplMXX1COeZRjsYDMch6Z7ziUbOKQ3coit5Pt5/ayfVyF5BV/VPKSq2d6+YtMD9fGdPFPmE7+JfOYPtUh/Q3JQ5eBoAf59Z6EhwY9PQmTiB7hIromUjc2NSrHKVH+gRzlM11QPkfWp1gofaVcKrxUreJ7VRv45+p8rkcs5J6Je9hubRn7VHuY7dQelzzRnpc80rZK7rt2MHfdeiXtbsjedkf2lidyrW+BBvL7umnQT6tGP3c1Bvho0PSOiD5DRDSkadBrjPq1bpLyhecMeY/nLJcu3XxZp9fX0if65UKHYa3wyHsT/9B7K3/fuIv/1VjK3TMe5Np96rg7Pk1sm89NtsX3EXfdr5e/YkL+sgmFS8TFt0A/8gepVGiWKzFMVGCEQYnhQWq0RIt9QcPE5wGjNU/9x6s6/P+gfBDwmfxe4FyX9qCFstvBS2Vtwaukt8wbpC3mAunNkB3CjZAS4Zplv3DVUis0WxqFS+/cEC6EPpQ2hfbKGkLR5TRxiqgPRfmbYLBajWEyBUbxLhivlmGCjq4mxevYMHV3ZIL4KHyUeDfsXU1b2BRVS8THyuuRsxVXo/4qb476Wn4pern8YvR38gsxm+TnYrYpzg7arfh5UJmicdARxZnYeuWp2P8o/xV7T/XT4B7VsVj6XxiM6iq6Ho1F1ZtgGM0/iHXBJFbAVDmPI9x4TDVKu4eZ5fcTYlRtg4eL1wfbxctD8jQX4qZrzsZ/JjYmzBHPJPxNPJW4RFufuEJ7Immd9njSFu1PSYXaOmuJa631gGuNtc61ynrO9bD1F7eD1qdu+4f2u+2zolu5FV2dQweCMYIcE0CKIxgOM6UsZqklz0fr2AfpJr41JUzWnJyoPDfM5tqQnOtRnzzF8/jwGbq64V/qalO+0lWnLNQdTVnqdTh1pVdl6nqvg6kFXgdSd+orUp368rSj+rK0M4bStBuGkrQOw560V/rdI9Br1wjU7XwLjGNkmEzn3kyQ9I9hmZ6xMnjsUENbthfTnBUsacocoqi3pbnVpefoq0ZNMFaO+tDn4KhPfCvSZ/mWp8/zK0tf5FdqW+b3D9tqvxLb9357bNtMP9qKTbtsB0w7bcf9izIu+2/PuG/amvHCryATffMz0Sc/A41vglbqYCSwOAaYznF01nifzlzvcXDFoYCz4/yZE7kxspqxya6HcjK999lzTaVZkwL3Zk0P2pP1afDurD8H78yab95hX2wutP/dvN2+1rzVviWkIHtnSL69LGSLvdayyX7OstHebtmQ3RO8LhuDiIC12ej/Jjj8tw6Y5+RvywO4OpnOnZMZOJ8nwMlJPlA7KVI4lGcVy95PNxTnjgnYNXZ8SJHj96HbHDPCfnB8Hp7vmBO+2bEgfJPjm/CNjpURGxwbI9Y5tkesdeyNXOM4Erna0RC10nHrv1SXaVTTZxbGbwABtVigKIILAoosCkLCEiBhSULIwhoIWyCQRMKSAEKCbAk7BNkErCIYUaloFNG6RK3jzmLPWMfpOG4clzm1Z1TamSlOW/GM/Of2W/zwnDfffud57v2/eR+/rsR3WzqTCK9dSYQnysNURDRYEPEAc2kAz8TYt6QA92TYuXLN4IbECS5JfSzO5FJtDNkMx9FMvqs+LcVzKDVr674U6bY9KUX+A4LygD5BdUCvoCGgR6Ajdwn6yJ2CYUqH4BhFJzgf2CaYDmwVPAtqSfkloDnlo19zCrG1KYXwMRXBAvOPyTgDEXZOZN/HvvFtEfYdOb7x5CvhbIGX2Ul50PKvpFEr9bkcl8HsJM+BzHS/3elicndafmBnmjKoQ6gKbhfWhbQJW0JahN3UZuE+aqNwNLRBeCZUK7wVphE+DqsT/iukLu1/lNo0IgC1zVQEG8x+TQV4mYsZIP8u9r7JEoCrCnzjKezhVIkHaUxBsR4pjLDfn89eNyCJ9+gRp/ruys6itGVJQloyC0KbMsrCGzKqwrUZDTRNRge9NmMPvTpjJKIq41REZca1SFX6g0hVxhxNlfmBqsokglAUUxFcIP2UjnPADP6K3Ds7sGtUAFzG80yZDRjK3eHIjgCr4VKa7Z5ilnNPAX9jh0ywtSUvndIgzqFqsmW0GlFxRJWoIqpSVBetFrVGV4h2M3aIDjBKRQamUvQNszjrPqtY9Dpakf2epsgmwpTZRIip/tiFf+IcnmIG98qwa6gwA+w9F9QA4+plcLRyAxys9FuyryLMpq+M4dip5Lq2FiX6NMiF5FpZFnWnJI9ekSuPLhOXskrEVTEKcSO7SNwVWygejJWLx2K3i40cqfgu6scYWe7vUdtzCToqzFREEsArnMPDYuxb6P9WFWZQg70XdbzaEg7VrIOhmq3mA1XU5d3q6JXt5RyXxtIEzzpFin9lYUbIDnlOhGK7jFkoLY7Nl6q4MomGJ5Ho+LnSL/k50lF+tuQcP0tyh58l/YEjkv7KzJYRUTkygm6qBfwm/4Fz+Bs+s+6g/+u12Hu1+NZHjWrM4IDWCfZqvc16NcFLO2oi7Zt3stdq1HGbqsqTfctL04IVChE9vyiPJSko4ObIy+JE8pr4THlrfLq8Pz5NfjheKP86LkU+zU+Rv+SmFvw3RlhAMNIKiEhT/fuPXcA5/KUc54De/1SPna8J39rYQUfw3Ne0EvqaN5M6myhWrfV023oNy6m6ludWUZXoo6xMpcgrMsPzdogZWSXbOWlKZVyqYmeCQNkcn6zcHZ+kHOEnKk/zEkomuQklL2ITS96xEpWL0UlKItJUb/BOeoq7eBczuIneL7XgLrZj39Bh38Czv90WunTu0N7uv6SxNcymtpmxSt3IcSmtT/As0Aj8JTXpVFFVdqSwUhqTrCrmJqjUvHhVIy9O3cuJUx+M5asnYnjq2yye+jmDp56P4qkWI/gqgmaqHyX4TeIu3sEZXEPvFzpwF7uwc/Vg78Wzq3sptHWvh6bureZ1XSHLKndF2Zfp2GuK2uI2SluStmQ3CQPTGrLCk7WSqHhNEZOvUbN4mkYmV9vD4GgPRnG0E5Gx2tt0tvY5ja2ZD2PXLYay6wiqqV7iHO5jBpMNeCeh97PINvTjHAYAevBsGzCDhoHVUDfgRarsD7Qq66OtKNrNdJT1cF1yuhI2p3em+CV3ZAbF6fLCuO2FtNh2FY3d3hjObu8JjdHpqSzdRDBLdzuI2f48kNE2T2G0LpIZLUSAqWbxPvozZnCjDeAi8if2ABzdBzCMPbR7CKAeVTVkB6phdygd2mZRtJ+6TDYYZZ+zl+2c/mWcW/KeZK+4gXQ/Tn8uOaavkMLqU1GYfQ0BjP4ef0a/3i+6f8I3qn9yS2Tfc5+I3fM+Eb2LPvQe4hM9wHtgGnfvCuZ+DvknkXnkIMDeQwAdhwGqsY+WHrGEolFnyB/1IkmOkC1Fh8NthIcYDkkjnDW8gwmubL3Qg6HP8Yo6UOAdqa/witDXe0bouz3oev0mmn7CPVw/6RZ+4IVr2NA719D9i27UQeITfafBDHAHLmL2p4cBjiFb/xVA3xh2v2MAlVjH8k8AiMdtIGvcBdLHfcwF44HW8SfDV3BOMByYBq5TpCF5Lc2QuT7MIFsfaihbF2rQrKUaOteEGIadgw2nVgcZbjsGHX++ijI270g+uriaPEo4mWoaZ3ClDzNA/yfR8xHk7kXmrnEAzQRmcBogDztpygXsf0Y74F/cALEXfcyZFylWEcbwz8KMTNsQI98+yJj6BcWY+wXZqLAnG6vtAow6W3/j4OfbjCdW+Blv2vheePbZlnPzK3zOLn7ufYawNdV1rKFGnP1p5B87jntwCqAXuU3IVZ8HkBuxf15G/lXsnzdJEDa5AqhT6yB4ytOMPOVvsW0q1Mp3imm9ZSp+qc90hrX39HZrr+lyK8+ZJsvNMwOWm2bGlmycuWrhPjNr4Tr5y5INtz5audwgrE11eRC/BeSfwMxHkD2A7Fb0XHUJoPgbgBxkJ98EYE8BhH8L4H+PBJ4PLGHjQ3twf7geXB95kVweUUjrH0eS1j3mkdY+SSeteZJPcnpaCauf6mDV7AFwmD0H9rPfg92Tn8Hu0QeS3d8JM1OdR/4pzH70DM4AfXcgu/YKQMk1nAGyU5HNQTb9OwDy9wDeDwHcZgHWvFoCTq9twfG1Mzi82Uiyf+NLsn1LJdm8jSEtmxOA9ZwULH9SgcXPOvxj1uMjCY3NPQJ4+x+AN8QnOo38sa/xTsTMu9C3Fn2XIVuCbCGyufeQj2wKsr2R7fYCwPkHAIc5ALv35mCzsByWLTiQLBfWkswWPEjwwR9FB/jAB1jAS3gBL8D3ePn+jgP/DYP+bQZ/v/pEBuTrkd+L3huvA5RPAsjuAKShby6y6cgmI/v/bNd3VFOHFwfw+7IHCVMCQkCmLJEVUEIEEi2pRIPRaCRqkAooKKi4lYoKoiKIAwd1gFscP8SBe29/2OLhtFaU+tPioIpacVSr93ft79DSnt8fn/NyOIf3vbnvvbx7/Sm7G2U7PaTsVgDxSwD+B6BBEIBBDgMoIvbElXQHQAXpS2hIxnGEHkAsI/TAI11wPPCnyjp6J5wAKKDvPuUSPYfXAUwNAImU3ecOQNg9AD8q1+0RQBfKlrYB8KidrLdA//8n5i8CYkd/k5MAEk2oJ0jDKtJghPSDjMv+BtmeUuS4S5Eh4ClB8LNCCBchxAsQkngII7kI4+jrTmUjfM1CKGQQlpKVZB3FbiLbyG5SS47DJ7gEv0MjfIAH5AV5T/AP7/8P5FO2wFWKPAJuVIM31RAqRugjRBjAR0imOtKphslUw2yqYQFZQvllZDVZT2fZTLm7KLeGznkEfoPz8BYa4A3cg9fwjLwjCO2dvOoExS7WaCWToohwnSX/60Uw1aCkXnxJvRhKNaRSL7KpjhlURz7VUETZJcxHWMV8gArKraSU7ZS5l7IO0XnPwEuoh+dwl/wCbVTRM8p6Sn4hT8jjTtCGsu0dpGhrL0GRgwQl7hIUBlghN0qM7H7UCwP1YhTVkMn5CFPYHyCP9Y4pYL1lljCvmeVMO7OG+ZXZAC+ZLfCcqYY2phaeMiehlbkGT5jb8IjVCi3sN/CAznCPj0yzEJm7/4CO9lJ0klqhzEqMMlsxOrvQ5+5WaB8uRus40SergYLfxMm8N6J07ivRRM4L8Ux2mySf9VRaxGqVljJPpKuYR9IK5qG0immx3gkPrGvgvs0x+I/NZfjJ9hY02T2GWw6vmUZHZN0kDY7I/o582wm6SCXoJhCjG1eIXhIh+sjo6ClG92Dxexel6JWzVtjmZOS3ykZzHzmN5/zsPJV9v2se+yeXAlazSzHrjutypsl1DfOj60bmlnw78718H9PodoS56XaBaXBvZOq7tbCuerazL3si56Incs+Tc+Ssx1/QQyhGH5YQA1h87CnkYYg9D4PlgncB/sLnPgrRYy+N8L5nEr/ZawTvtncG5wefSZxG35mcm93zOd/5FXFu+JVw6v1Xcq77V3CuBlRxrwTs4l4KPMC9EHiaez7wBvdM0D3eyaAX/GNBvwuOBKHgcBAKDwX+HXbnCDEIePSTwsFoHhuVUvb7XjJOW7gnryU4WHA3MEbwfY/+/IbgYYL6kNGCa6FZgsthucKLYbOF58PnC8+GLxKejigVnoooF52IWC86HrFVdFSxT1SnOCo+rLgiPqi4Ld6veGq1T/FeskeBkupIlOwiOzvBHiDAcMqPARbGs5h3agG8jLNhWpRdWU2RvpybUZGC61F9xRd7DZKc7W2WnoxOkx6PzrY+qpxqXaecY31IucD6QMxim9qYMpuamDU2/4rZZLM3ZpftbtVB22rVOdudqka77arHdltUb+2qVGhXqULbTf9A+Tz6KWOhBuBlAu07pLkvB5r6SKBB7cFcVofyz8THSo/FJdodjhvqUBtv6VITP7bL3vicLnvU0x2r1XmOO9UFjjvUxY7b1CtkWzUVss2arbIqzT7ZJs0Jpw2aG07faB44r9O0O63VoGy1Bh0/K9dglw4YRT2IA6b9S4D7AwCakmjO1jPQoOXDFZ0cTuuCeXX9ldL92i8c9iQkOe1MGN51e0Kqy5aETNeqhEmulQkzXDcmzJWv1y6Uf6Mtka/TlsvXaje5rdFWu5Vr69xXJVxxX5HQ7F6mfeG2TPtRXqpF1xItupCuHVAJbOwH8JDy7xgBGmnnqSdXB7HgzBBnqDMGcGoGR1ntSlI7bB2Y6FI5YIj7et1IjwrdGM+1uvGeq3W5nuW6WV4rdfO8VugWeZXplnsv01V4l+i2eS9NrPVZknjeZ3Hij75Fic+8F+o+eBbq0IN0I+4dUEWvn889oJ3vlpn2Xnq1XCbnkmnvTHaA/SO6s6qTFcItw2LtNhi1LmsNSR7lg0zeK5IsvmX6dL9SfbbfUv1U/2L9HP/F+gL/RfqlAQv1qwMK9VWBC/T7AufrTwXl6xuD5upbA77Wv/f7Wo++eXr07uzzdXhKPWgeTjvnaIBrtHueS6MZkz4fSLGBPaO9mW0pYfyNo1Q2a839nFeYBniUGof4Fg8xBywanBq00DCuR6FhYvACw4zg+Yb8nvmGRT3nGlaE5Bk2hsw2VIfOMhwLnWH4Nmy64VHINMO7HtMGYyDxJ34dPr/iHxvoPhhFOydlX6JX/alMmjEzaNdIE8OOdA+oTO/JXfdVtHRlikZWMrK/++LkQb6FpmFB84eN6jl36JjQPOP4sDnG3PBZxtkRM4wFEdONpYqpxorIXOOOyEnGw1ETjdejso0/R2Yb34RlD8WepEdnn7QALTRm/EA7378p/9wE2rdo76mlHXRXpgA2Z8lhfVYPTvnYXlbL0uIdFqdq5QUWvU/+yCFBc8zJoTOHp0RMM2VETjHl9Jpsmt57omle7xxTcfQE0+roLNNW5TjTAWWG6XJMuumeMt3UHpUxHCNIKAnp8DaR7gW6DxrTaeek/NM0ZtRNph7QcVs2BzbmdIW1OQHs5RMihcVZsXaFY79wyU8b4DU71RA4zTIsdPLIkYqcEWN6jzdnKTPNuaqx5rw+6eaiPmPMK2O/MlfFjjbXxFrMF+JGme/S8ddoywiMShmBChLR4flAuhfoOjRQDy7S6HeC9q6DtH/upmMV1bIuVwYrc/2YkskR/KIclc28CX2d5mQmekzPSPKflGYMGZ+aHDl2dIoyLSWjT6plYnyKZaZ6lKVAPcJSpjZbNqqHW/aqh1nOqodabtPxhcpk+Rg93IK9SFQHGoGhia5DPfXgv1yXe1jN2RrHv3vv2rWrna4qMinlUikkXXWxu0hpSsZkEKMOlUttE7pNFymKjSOX7c5Ichtl3GZKGzNnHBPKkONOZpzBmSRzzBhhne88z0GPPz7P89vPs3/v513vu9ZvrXU6i2shG6jL5V2DbF4IrF1oiZXZLpLyhUPlJVkByoJ5KuvszKgP5s2J7T9nVoLHzNRE7+kzkgKSUlJCPkmerUpMXhA2Ibk4/KNkTdj45E1h45L3qeKTdaq45Kuj4lM6gsalvAwYlyL8ElKE7xse8FtwlX34gTXQ0X8sn30oAKqINg9YlWeKinxHlOZ56hXm+hnnZodaZi2I7D33s7H9UtXx7tMzJnhNmTPJP3HW9ODxaemqcWmfhcWlFYZ9mLYsLDZt46ix6XtDY9JPhESnXwmOSX8cGJP20j8mTfiO7cbPPH5fnsX1wBo00Hm4mH0oYR94HK/k8XNZsQKlxX1QVOwuzSsaYTi/INgsIz/cNi03um9KdtzApAXjhyRmTfRJmDct8EN1asjYzHmh0Zmfh45RVwSPUW8IilLvGTl6XkNA5Lwr/pHqdt/IzC6fyEzhHZnxjrvsQ3MG8G0O+0BnHe+fNUt53i8HNHwuLZOhcIkN8pYMkCwo85JnlgYq00tUVinFUfZJhbHOEwsS3BPyE4fF5iX5ROfO9I/KUQeMzsn3j8yt8IvI1fpE5O4ZEZ7bMDwst9VLldM+TJXdNVS1UAzpzo1UoIk10LH2R+k8sIzrYQWwkcfuCg1QSLI15sha4YQMjacsfbmvImVZiNnU8gjbiUujHRLK4vvHlk5wH7N4ytDIkhle4SWZXmEl+cPCSsqHqkq0nqMW1wwOXdzgHlLS6hqyqN01uLjLNahIuAYVvuMyvwXfc/7Vs/Zf0b/37+zDGmD9Wt77SC6fM9cYYvaa3khdO0iSvGa4PKky0CRxtcoyYVVUr9iVsX2jVox3CV8xeZBK8zfXUE2ma4gmf2CIpnxAsEbrEqSpcR6paXAK1LQ6Bixvd/Sv6HLyLxdOft24wDV4inPgWAVwcDXXw3pg60beezaxD5uB+SSVfLrFAklbnDBpi4dswmYfw/hNQcqYjeGWkRti7FTacX1CtJ84BGlT+gZqMxwCtXkfBGiX9vHXru/tp63p5attsPNZf8V2xLp2W+81XXbDK0Wv7pzhFayB/T/M8e/Xcj3werphO+fCF0DRTkBNplfx7lctR0K1DeJ2uyCm2lM2utrXMGxXsDJ4V4R5YFWslV/Vx9Y+VdN6jqiaZe1dlW3lXVVmObxqrYVXVbXZsKr6HkN3tpoO2dHew2Nbl/ngrcJi8JZ3nCplDXgNrOWVtGYbsI2+ymqgrAbI2QPM2gtM2Q/EfQlE1BpiVJ0tQupcMLLOU+ZX5yP3rg1WeNWONh5aG2/iWTvJxKN2pvHguiyjwXWLFG51qw1da3caDKo9bjCg9pK8/5e/Grjs71I47xNG/fa+o57z7yuOfz/HvpNuLZ3L6CygU30QSK4DJvBqOuYoMPJr3j8b5PBstIZHoyPcGt0kgxq9pQMag2Quuig9Z12CrJ9uqsxJN1vmqMuTOuiWSz/QbZXY6w5LeumaJXYn/iOxq38htflGyHp+LfTecJT+gzs4D3bzu0j3KnoXHeI8OAzMpHfScSC2HhjVCIw4Dbh/Dzj9IEHvCwrYNvdEz2ZHWDe7w6rFFxYtYTBviYPZxSQoL86F8cVCKFpWw7BlN+Qtp6DX3Ab9C8+gf05Av+kddfTvY923c9yVdJcd4VqkN/0b9uAEEH8SCP8W8DsDeDQBLs2A/SXA6gpgfEMK/VtGkN2ygfRWP248nsCdQOAuN8K73AjbuAG08aPTxsXVxgK3fUfayFPy/C0H2POdHPt61rv8GJBH9xy6p54CEvhKxD8B/3OAZwvgfJn+a/TfBEzuAHr3AF4giRx4ZAY87EX68/dwoJ0HxA4eCjq4GT7hxH/CRdfJYnc2EA7i6Z23VNO/kWNfzl4X0J3BcX9K9/izQOR5+i/S30r/daDXbcCSXqP7gOwXuh+STvIH+f0vmMszc2LPZzfgz5HASx6SX/Fw9oqb0evlhAtPHCCH37KF/pUcezH7rWbNkznuj+ge/SMQcJX155id7wJ2PwFm9Bo+AiTt9HWQJ/93vyaiO/rEgjgSL8ILg5hMuCkI9kbw4yvWvEXAwUSgz18Y89lIwNlQYJiBQIi+QKxMYJJUYIZEQM3/5pJFpJysIuvIZrKDaezGKxwgR/ASOnShidzAC/xKnhOBP8kf5Pf3EFJ7pZDYMQc75tCbOTgqBDyZw0jmEK0nkMgckpnDXLKQbxSSJXRq6Kpk7A2MvZWWKsbfx5iHSD2e4Qz+i6vkAX7jr9/4RifffEI6yONuCLmtUuhbmQiJFXPoyRwcmIMba+EnF4hkDuNZi2n0zyJZHGc+vYvpq2DkVYy9Dk+xifF3MH4N4x9k3ONox3eswCVO2Z9JJx6xKg/o+4Xcfw9hTL+RmbEwMDUSUgsjIbNnDgOZgzdzUDGHOOYwWfoSMyXPkUlvDp1FdC2hR8PYlZyaWsbfyvi78G/sp/UIfsJJ3EMz2nAHd5nVHWZ+k77r5Np7CPMeJsJcYSSUBgphqlQIMztDYdLPUBgMMRCyIP0XiJY9w8fSTkyXPMZsjmk+nZ/TVUJPOR0rGX8tbrMWt/AFZ8AeXJccwjVJI/4lPYdW2W1c1u9Ai+IlzrPK51jtJmMhOWvyDmGjMBa2MoWwkRgIe4Vc2FsZCDsHg9fWbvJnZn76HSYRsofKcdL7JkmSe8pU3FGqcVOZg+vKIlxVluGK6XK0mq7GJbMN+NFsO1rMa3DBog7nLRvQZNmEs9a38A+bxzht2yU5aSekjeQEabAVsjcIe/r/x3S5RjV1ZXH8XEjkIfKwoLwfSYBESCA8EkhIgAQJJBAMXExIMATCG8I7vDHIOyLyKqDgG6lU1IJKZWCsMJVl1WprR7tsp62zxjU6dmY6y2VnxnZa72w/sMqH3zrnfvqfc/bed++/N9pCUBGZoJNJRKA96Q3NjfTK15/8vUcY6alrnOW3rqnYV25Z2EMPPXrgaUCfeRnRp96t6I5PB3bbpw+75XsYW/cdw276HcP+QJnGVikXsI+oS9h16jq2Qn2MLdFeWC7SXpOu0AjSAo0gzwOXNkFQkBXhj0gEE1kQbAz7JdQa+5G5HXtB97J4Qtll+ZgSbfHAX2LxaSBueYuutby5q8hyLaiKdCOogXQ9uI20EtxFWmYeJC0xh0jXmBOkReZJ0lXWLPky6zJ5nrVK/oD1gHyB9dct51k/Wp0LIaxngLMswnp6EwQd7v9Wn4PQqyj49XHBd4VZoe+Ct6OHTCp2NySctM4WbbkRJrdaCVdZL0XkWi9GlFpfiay2XohstJmP3G9zidNtc5HTbzPHGbE5z5m0meVO257jXrSd4S7bTnPvbj3N/fPWE9yXdse4b+ymuITdJIewO7oJgoUsiUiEvYJW8zQWoW/iEfpSiKE/cqzRnWgvtMZjkZd5MTaLvCS7BX76tosx2dvmYvLtZ2PK7c/F1NrPCJrspwXtDmcEPQ6nBAMOJ4VjDseFJxyPCd93nBQuOh4VrjtNCL52GhP84DQq+MVpWEC8xXFoEwQbWfzKR+i5CPSlMOenIHQ/GaHbIhJaS3BDS7sZpAUx13ZOJHY4J0p1mhbtfee0SOt8QlTofExscJ4S1zkfFTe7HBEfcBkX97mMiYdcRsWTO0bEZ3cMied3DIpXdw6IHu3sF32/86Do5x19IuItLr2bICIQ9jIOWii02y/TQR+HGRe81xqc5XcpzmhBHmBxPiXc+qxU6HAyOcl5Kkmx84gky21conN7V1LsPiKpdB+SGN0HJa0eA5Iuj0OSQx4HJWOeZskpz17JBa8eyYpXl+Rz707JM68Dkv96tksID8DdJCHcNiCioe1Cm/1WAZ4TPNcn0PZXgWU4y+V0BzSXScHO4qFWx9P59kfSElxGU1Pdh1JwrwFZtne/TO9jlpX49smqfHtkjb7dMpNfp6zPr0M27NcuO0YxyWYpbdJr1FbpXVqz9Cm1SfZvv0YZ4Qt4N0oJrw3eQHt9Bnf+SgmeU4vQzVyYcYGr0OYuZNmiGbUPOqFmko+oouxGMuOdB9KT3c2KPT49aUpKV5qW2iEvoLXLy/1N8tqANnlLQKu8M6BZPhDYKD8S2CCfoRvlVxi18luMmtQnjGr5q4AqOUEDqABlg/9ADj6FN3gEmrfBc62C91wC5mF/TrsFncrxQJM5QZaj+zi2A5rY7X2qRLeuzFSfdjyD1pauDmhJ19GbFEW7GhSVu4yKhqA6RXtwjcIcXKUYY1YqTjMNinlWmeLjkJI9fwopUbwMKlG8YZQoiEAgYIN/QRyeZEIcdJAHoH29FN4AuFAE85XeAk3lu6KxfLrFYF6EtVkncOzal7DTpJZ5t6gUtIa9e+l1mdlB1bieWYmXhRjw2tByvJVdivewi/HhsEL8RFg+fjFcj98Iz8UfR+TiP4Tm4r8yc3EiKA8nGBv8A2rgmyzIRRh1PgbtZfBdC8BsOXgd8IETxc5ouNgf6y9ib+ku4G9rzxO5tOiSPOv3yanVGpxuyMpilqpyQotVReEFysqIfGVjZJ6yg6NTHuZolVPcbOV5rkb5e26W8iHwzwi18n9stYpgaVQEc4MXcsiFfeA54d6roH2tGqFLNeA5YZ2Ec4yUO6JDBgrqLQ8hHSiN2tpaFPdOfUGie3Veil+5TkEv1ipZ+fuyw3TZeo5WUxaVrTFGqzUmnkrTz1NqjvIyNbM8XLPMS9d8EZ2h+TsnQ/NzOK4h2EDIBs+gDh9BDn5SBnEA3avg/ebqEToD61gV+K0qO9RX7Y06qoIt2yo5No0GoWNN6W5XQ7HUp7gwLUCfjzO1eepwda6Oq9QV8/CcGn5GTmuMIsfM36Mb56fp3uOl6pZ4KbrPo1N0Lzipup8i5DlEGBC6wV+gHr8oQGgdRr0V0L3chND7LeC3mhEahm+z0Qp1Gt3RfiMDa6qLsKqridlWUSV2KalI9tSXy2na0oygrGIVGy/SchSFhTx5QSU/taCZn1LQy5MVjkVLC2eikguvcZMK73MkhX+LSCr4KSypgGAn5ROhG3wHcbgPebBWC/UA+h/AGP6eCaEp4BCco6vZArU170BNLf6orplNrmzkbS1tiN+eb5S45dSm+GZVKwLxqr2stIrs8BRDPkdqqOAmGZq4EkMPJ9HwbmRixdnw3RUfhiVU3A8VG56HiMtfs8RlBHMzX0MN3oE8+KgBocX9UA8dUA/gQY8C5gMw78MY3NDuhGoP+KHKdpZlqYlrnb8/1j6ndbeLukXqiTelUdMacYasXsNKqtezE40GdoKxkZ1Q3x0irh9lieqng+PrF4Pi6u8x4ozP6bF1r+nCWoIurPmNh5D76/AGK60Qh06IQx94roMIjfeD54J9cy9CVb02qLzXAxX3MjB9bzhZ28PfmtUlcsI7Ja5pHane0vYMaqJJHSg25TFEpnJGvKmRHmfqDow1jfoLTdM0gWmRIjDd84vZ/9yP3/baj9dKUKJbfuMzeIM1iME1uP8lM8QBRv/jQ+D7hhHqhrV+EKGSwxjSDzoj3SAVZQ+yLFWHuVYZA8Jt8kMJ25P7pa67Dyo8480qn1hzrq/AXOYbY27w4Zu7vPnmEU+e+YxHtHnRPcp8z43b99yV0/PaPbKbcI/sIjw2uA15dx3e+wrceQ70psF2TI4jdHgCfA9QDXs9oJ6wRXsnPFDGBB2lTYSRZOM8a8nY/9ku87AmrywO/77kS0gChD0sAioKiAsERUnVUI0Yl5axjqO1Tqudjo6t1Tq26rjWBUURFJRFQSQsimAYRGEw4lIFMe7WpUUcx7EutVOXtk4V63bn51O3eZ7+8T78wZfznnPud79zb393S84gr4Ts3/n1yR7l/1rWOH9T1iT/+KyZhl5ZyX49s1b79Mwq8Y7LqvXqkXXMs/vq657GzPveMRnCJ2aV8H1OA9fAwX5X019OV1E+92QB34VCYB6ZQsbagOFFwNBiTwwqDsXA4iipf3EP2VzUx6V3kUXXyzbUPc42Qt/d9q4+1jZRb7R95m60LXKLsWW4RtuKdF0La7RdCo9qOhd8q4nKv6/rlCdcI9cJt+fs4btXS38la97Eq+D6Yt79SoHFG4EZm4CJ5B1eVd8sB17fApjsXuhlD0VcZSd0t3dXxNh7y93sA1Rd7EnqKPvb6k72D1SR9k9UEfZ5crg9Te5gL1CG2asV7bYcUrStuKYI2dwqB28SquCNQv2cHavYA/orWG8R3TllwPIKYC59U+zAuErg91XAwGrgte28f/J+Gr7DFR0cgQhzdEQ7RzRCHSaEOCxSsCMJQY7RCNw5Af47p8PgWAJfRy68HVvg6WiEvu4y9LX3oK8Rkn77S2ror2SvN7LePLrT6VxA56d0jqfz7RquQR2Q4ABidwGRe4GQBsC3SQk3pzt0ziBoneFwccZC7ewLlXMIZOcoKJ0TIDm54Z180Q+ywQcZqOkkDwf/4WBqJeIFVVzncvZ6A2vO3Aok0zujlmtA7xh6k+jtT2/cfiDqAND2EGA4BrifAORTAM5oiA8PgaH86HfmYYyH4+ZEDiEOgRYOwhbm0cKN3kLROQZs/orP3CCtL7DTX/R3IHsbvwd0z+Jjk+qBd/cAw/YBlkag10Gg8xH66fU/DegZRn2O/n+Sf5F/k0s6HggNPIy058E8hgfUBB7QOBBvcBjd4Oa7yY/OTeZxk8XdOE4uv6CUfV/L2lP5r7l0T6Z7LGse3gQkHqafNXf5Emh3lvW3AG50qi7R+Q25Sr4l3xG2mBdB4BZz+dEfuBMB3GVP7g8GHvCA9JAD8VEKyQMec9Ef170gn7WvZO2f7wam0v0+3SPoHsia41lzl2bWf4Hrz1pd6VRcf8V386mT/Eh+Iv8ld8l98tANeBIM8PIAwUO7GEU4mAQHkuDaiLUvEAjmLTSIt9EArUAbF4EwtYBRFkhQCLwhCYzmM+PJVDKLLCApJJ2sIWvxBAWkBI9RjkfYiodwkAN4gDNM5yru4WemJv6Pe68gEMgcDMzBjzkYmENb5tCNOfRhDoOZw0g+8yfyMZlBzzzGT2b8VPyCDJJNTx5aYWO8TYxfSeM/2JJ9uIMTbNEl3GaTbvGXtxjhtxCSL3PwZg5ezMFTw74whyjmYGIOA5nDcD71Huv7kK5pdMymYyEdKXSk0bEaPyCXngLGK+HyVHCZtuF77OJrcpivywV24hauMNsrjHT5NxAqT51QutKvpd+DfQhkDuHMoYdSoJ/0BEl0v0PneLqmMNoMOubxlVhMx3Jcx0p6suhZR0chY5ax8ipcxA7am3AezTjHJ88x86+5Yl/RefYZZ54hdFqd0MgaoZBchFqnFmqDSkjtmUO08hH6SHcxmDX+gVHG4Ro+omcat8QsbsfPuS2XcHuuoCeDjhw61tNRyrh2nOJ6nEQDjuM0jjHDI+zaYebgpLOJHHgF4aXUCA+ohSdUwlctCx8vWXiEKH/RdFL8JPeUvpcG0DuMvjF0jUezNBlnFdNxWjEHp5QLcVKZguPKdByT1+CInIdDchGcqnI0qWvQqN6HBs2X2Ke9ij1ud1GvF3B4COzwFNKrCH+4CANkEQylCJUUIkSnuB/op7jtEyZdc4/GRV1fNLsOwWn3kTjhMQ5HvT7EYe+/4qDPTBzwnY8Gv2TsN6TiC0MG9vrnYrf/BtQHlGFnQDV2BO5BXeAJ1AR9g+rgO1JVsJAqg4ViC6l4BRHC+kOhEBGQWiOBH8Il3G7niiuBAWjxC8epgJ44GpyIptC3sL/dGOxt/2fsDvsY9R0+lRwdZkt1HRdItR2XSjXhadK28DVSdXieVBVRIlVGVEr2CIdUEXFIUR55QbEp8rayJPKRXBQpZFukUNkiXiLCWH8kpJ+jf/3EXiTnoyQ0h7rieIe2aIo0Sl9EJSjquwxV1nUdqazpNlZZHf0XuSp6ilwZM13eEjNHrohZKG+OSZHLjCvljcYcudS4QVVs3Kwqiq1RFcY2qjbEfq3Oj73hss74wCXXKDQ5JDvmJaxf8Yj+7/hZvdiXY8cMnDTxzmNUodEYiF09Oitq40yqrXED1faew1zKe43WlPV6X1MaP1FTEv+Jpih+hqYwfq52g2mRdr1puTbflKldZ8rTrjWV6nJMW3XZpr26NaZTrpmm666r4lvd0uOFW9ozVjxDcNTdjgMu9+MIs/KcP4jjlmNvP0dOfR9fbDeHK+zmHuoy8+vaEvMQ10LzCLcC8x/d880fuK8zf+Sea56qzzHP1GeZ5+vXmJfoM81p+oyEbI+VCTaP9IQtnivMOz1Tzce8lpmveC013/VKNgvPpyx+St9fEUZ+/ln7BY6WUxxzzuG88/HvTuayPVEPu7W9tNEaoy5M7O2aNyBRnzsgySvLMtJ7teU97wzLeJ+Vlkk+6ZZpPisss3xSLQt8l1mW+aZYMn2XWPL9ki1lfosstYaFFqfhc8tF/3mWO4a5FuFHfOf0f0kre3CNdTcPA46NBBp476rneKl5i2fcN3XYmBSCwqSu8ro34nVZQ/p5rBo8xCdt0HBDqnW0/zLruICl1gkBydbJAYutnwUutM4NXGBNDpxvTQ+aZ80NmmMtbTPbuq3N36yNwTOs50Om/4/nMo9q8szi8A07ooCI7EsChkBYA4iigMgSCRAIBEiAsCVsCXtYS1QWQUVFBK0KqFBH4jKgGJfqtILTqqOdjnjqGadzbKsdl1NP2zNOq6PO9PSbH/QwfzwnCRCe9733vt97r/Cla6PwVxetkHHWJjJOi7yMxDWcjDYE/j/lY9bB3HUZV+1ZGfr8TFMak7rQYamv8VBmuEV/erTNTnGifU9qqlN3itSlIznPbUtyiftmUYV7u6jOo03U4tEq6vBsTt7p2ZS8n61NHmPXi6Y4taJZTo3ogVe16Ed2legXD42IcQdui/yAOvgaMZjLQ5tVjFkHc5cBbcdprGVczqJhuQPtz/Vh9csE5juz1y3bJo2z78gQOevSJW5taTmeLWIFu0ms8tKKNV71Yq13nVi3qkbcs6pKPMDViI9wK8VnfMrFH/FKU7/gqVK/56rE//FWiRmOKpVhL/IiEWcxC3koRB2i9fqwHDMn0GMto1jHAYUd7S3woj5FsOm2vLVWW+Wxdu3ZQqdmaaq7NjOTU5ch966WFHE1knJepaTWt0LS6lsm6fJTSfbwlZJhfrHkpH+h5Iq/QjIXoJB8x1dI3vEUEoYLvBd5jjw8QA3cgXOmAjMn2oxJcBzvDyEeAyXLaFeJJ/WUBBh3FEVYthfE2DbnJTjUy5PdqnPSOZXZ2dyyrHxflVTJL5FqAoqkjYEF0q1BCmlfUJ70YJBceiI4R3opOFv6eXCW9HlgtvQtP1vK+AKfRZ7gDNxH/m+VIQ9VyANmv9NgrBrzHuKxu8ySesvdqLPMz0hXGmbeooyybiiOs68uSHKtyBezVXlSnyK5nK+QFwXmyiqC5bJ6QY5MJ8iSbRdIZfsFGbLjAonsgiBNdgc8DU6TvQlIlzF84Jeew/jO8xjt7z3UwadqzFt1yIMWeWgkOoL2bwDx2K4xpU6NE23W+LBa1QJTbUWkVXVZrF2FSuisLEnxLCzO4OYW5vBzCgqCpYpSQUZ+TVh6fltYWn5PWKpiMDRFMR6arDAIkhS3Q5IUT4KT8v8dIMpn/AEf+M3zFfLwOergeg3OA/xTLZg10I4P43U31tQNdLX21FrnTdraIJOamjWWlVUxNipNgkNhZbJ7bnm6d3Zplp9ElRcoVioFKSVVoaKSltAkZbdgk3JfiFA5FpyonA5KUN4KjFd+GxBf8pofX8L4xRcv4DvPl8jDbcTgGvZ9Ad4z7UQfYAY9pCPagZZ8SxPmjSZramjypJomf6PKxtXmKm3UssL6uBW5dUnO2TVitqQqk5uqyeUnqYsDhWpNUKK6OShB3RUYrx7wj9Mc42/UTPvGam7xNqi/9YmpfOUTU8HMw40p/437qMWbiMFV+KbhPdVBdKwL56GTqBdreQ9rqm+3pKp2F6po57FU7aEmhe+tW5LbFmub1SJ0kDSnuKY0ZnA2aWXcBG0RL65B7buxoYkXq+3y2aDduypGe8w7WnuOE6W9yY7SPvZcV/+KHVnHsCNrGc4ic6j/68jBZbim4J3oRS3sIBoE3T1ELd1E6i4jUnXZU3GXFym6gozknRHmWR3RS9O3xi9P3iJyEG5Od43T5Xhs0BWyY3SV7Ghdo2eUrtNjvW6v+zrdUddI3TmXtbqbzmvbHztFvPfKeXUr4xLewrgucgdn4OM25AH+MxhBjmMcGu5HPYKuPZg78bkUI2N+31KS9blRVp8vK6Mv1ES8M9IiaUfs0oTtwuWxveKV0b1Zjut6C5wieyqc1vZoHdf0djhE9Pbbr+45uiK856xdWM/N5WHbHtsKul/ZhXQyK4I7GPtFPkW+r2zFeYD/JLxjg0QH9xPtAltAzRDmHvwsc9CIxEMrKGWIQ0lD/qyEwXCT2MEoi+h98VaR+5KtIwYybcIH8m3DBspsQgcabAQDW61DBvYsDR44YhW0d2pJ4N4blgH9jyz9d/9sxd/FLPXrY5YB63lmUAMX4Z+EfwLOoxh9hjCO9Y5g9sSrGuQBMT7HjVpQzKgjRY16U+RoICtidLVx2Gi0qWBEaB48kmYROCK3CBhRWviP1JrzR3RmviN9przhYVOf4UmTVcOfGHsf/sbY6+DPppwDjBl7P2O+yFXkfBr+0+8jD/AcPkq0Z4yoA+NpA1CB7A+Ikn5HtP4EUYjeggL0DuSv55Cf3p94+nAWVx9t5K3fZOSlzzBi6xVGnvpKloe+heWm72W5TrxPzhOnyPHEDK088ZAcjv+L5TD+K8v+GGO0yEX4J+HXH0EM4BqCq3eCqFWPGJwkUpwiSsOIuvH3ROFTRH7nMH+eNyZngy05GtzIweBD9oYQWmFYT8sNiWRryKBlhgKyMlSTpWEzWZzvJ7Pz42QyfYmMz82R8dkXZDL1lkwmmf9z7iBicAwxgPsgnH3wbYavdhJ1AKcUTuF5osgLRIGXiLyuEDn9gcj6YyLTmSXEmnEgmuUAf7AGxANcxLO4BGdR8LMo9hkk+Ro2c+06DsDXuBT+iSblHfjvApOI+wT2PQJ3P7ydcGrhLDUQ5VwkEn1IFHUVOfiIaNUMkcsfiZbfIDK/RbjowGdmaD5t8bB1JfoLF82gAKARnEvFJYAH4L16gITfQ1HN4Z/fxZfuPsHf/gReLXAKMT+KfQ+eJdoGdzO85fDmwpuKvcbMEoXC6wOv620iuz8TWczBfQ/cB38FfwN/Nyd6aIdmxJ3okR8aI8TkKRrCZ7kAD/xnKPxnKLZn2Nyzz/C7R+DJAuPY+4FpPJfhboNbjTjnY79p8MbeJAqDlwev613sH07zL+F7CL4C34DH4B/gKXgOXmAtP9hjUEF+fkJMXscRvUGT9haX8ttteI/Cf4MNv0Fe3txY4BCWtesyagDuargLPyGSIM5xWGo4vLwv4H9AZAOv2bwPS8fg+Zvvu3kn+B78CF4ChJheg3eWRL84ETGICYOhgUGDyqBBYPBAZvDwYxATZnwBhpwsGVppwZC9GUOOpsz/uC4ToCbPNI4/XxIk3PcVbgiEoFONthKPoEGCCQkGCBAOSTjDfcmtAgooiCAiRQVBpaJW8USxWl1RS9V1x111O47rtuu421l126lbrda11W//tLXrdpjffEAm3///PO/zvu/zkB8X8y7D0gJ8pgJJIAsUgyqwGjSDdtAFtmCS3QaG6BXm3R/pIP2Hxuh7OkfPMe0+o3v0HT0GrwD7E0/Bk7eAPjw4wIOdOUuO8OAND9M5LEnxWRTQAQM08vGWCmjU0Utqgs46ekEdoBt670NvAHq78f59SMcR+oZOIzVX6Gv6C9I09fOS/oU3PQIPfwP04cEGHqyQB1t4EMCDCB7exWcR0NVCLxU6OdAogUY1vK+ib2ktomuDVie0eqC1FRqDeOceLNMoymMcy3aJ7tMtlMwDZOM5yoelL8DnvwHa8DANOeDCgzU8uMFDIDzMoh8oHLmLhl4StDIQSwHiqIBOLXQaUBYt0GlHSXZBpxfv70e57kLk++kOHafb9Dv6jK5j+/ydbsL5DWTxT1D8I7j+FiyPhxwQ9An65jzUBTz4Mq8oFN+SIjYFooiDVhp0chBLMbxX0l2qh04TtmYrNDqg0Y339+Gdg6iCEbpGh+kqncFq/J4+xTcmkalLWLmL0LwAJt6CtYC+GfFYPnFZSw6HNbdhXjMezHckRKwS6C5CbGroJSEmI7TyEUcZdKqhswo6a+kyrYdGJ32C+ryIXEzQMJ1HbZ6jU/QxHJzBtz9CBsc5L+gEohwDxxD10V9g7RG/NXFYZ2JeuWALO5jRU0sHesjxgnYo4pxHN5go+gM3jq7wUmnSLJsumRfSBL+CzvNr6ZxFA31s2UJnLDfQR1bddMpqG5203kUnrA/QcZtxOmo7SUds79Cow1d0wOkH2ufM0l4w4swyb2BdEL87MS9wvD30wnHjgaPHnkd3p9nTLQt/umYjoUnHRTThoqazrol02s1Ap9xNdNKjhMYElXRMUE9HPZvosOc6OuTVSQe9eulDr0Ha772X9nofpxGfC/SBz59pt+8DGvL9nhn0ZTk7wADo/wXWg5gfcaQ9EuHIm0F0B1fPLSGOdg8+XRF40oTPDDrjP59OBkbRMWEcHQ5KYUaDM5kDwfnMflEZs1dUzYyErGI+CFnLDIe0M7tCupmd4u3MoHiYGRAf5vSLz3K2ia9z+sT/4PaKn/F6xCxvs5g16w75H6wP0TchiH8O9OdBG1x9F/PGdA6dE7nQ+PRgOjrjPc7Bd+TcfTPV3D0zE7i7Zy3n7ZyVzRuUFPJ2SMp5/ZIa3nbJat5WSQuvT7LRrFfSa7ZFMmS2efYBs+7Zp6Z1Sa5O2yi5Z75B8sS8TcLy14N1U8z6mVe46h7NxvEvI7qJa/dKJHrcxbhS4eXEHDs6NNef9s2dyR2eu8BsKCzKvD9Ma74tTM/vCzPwe8Ny+D1hRfzNYRX8TdI6iy5pk8VG6XqLDmm3Rbu037JNOmK5Tjpm2SqdtGqW3rVaI31s3Rj22rohjP0/nobiusFxfjsKVzCu24sx6PMxg47Bz6jMgvYu8qadi6Zz+8Pnmr8vk1v2yKKtNsnirTtlKdYdMqNNu8xk0yYrtlknq7Rpla20bZY1266VbbRtkvXZNcqG7VbLjtitkk3Y18tuO9TKvnaokf1oX72Q/YmqhazdFI+xBvegdxPan2LuO5eA/jIOvZUafYWCRzuj3Gl7lIizRTHbvCtyodWGCIXt+ogY+1Z5gkOzPNVhjTzTsUme59ggL3VcLa9xXClvdKqXtznVynucq+VDzlXyUZcV8rMu5fKbrmXyRy4l8peAdS5ezDq94av5uIpVaCWgfxFz32lc98fw3B+PHht52a52pi0xgUyneqZZW/Q8qxal3K5pqdKxIUrrvFKR5FKnWO5aq8h2rVYUulUqKtxWKFa6lyta3MsUXR4lin6PIsV+QYHitCBfcd3TpPinIFfxwiM3knUHbm94gLW/swwtEXTPpxONowU7hOce/D0AH1ti7akr3o/a4mbwmrVzLRpiwu3q1QqnmmiNa6Uq3r1ClSwoUxoFJUqTZ5GyxKtQWeOVr2zyNik7fHJVW32ylSO+mcpxX6Pymp9B+aWvQfncO13JegFPIJjiSwXRZ8jBZbRdZzNRB9noLzH/7YaXPvjoSrSi9iRvak4ScxsS5vDr4hfYVMVGOJZrlW7FMcsEBZoErzxNmk+uJss3R1Pgl6VZ4Z+hWR1g1LQFpGt6A9M0w4EpmjFhsvqKMEl9PzBJ/cw/Sc366tWsD/Ce4j7q74YeezED65CDWQez3z4T5j146UE+NqSaU0uqBzWmiZj6FMm0Kv08q7LExQ6FuihXU7xakB0b55MRq/c3aA2By7UmYaq2LChFWx+s17YGJ2p7RAnaXaJ47VFRrHZSpNX+Dc+nwlgtGxC7jPUHflN8gXW4nob9CM1T+Zg50XKNgAH8vgl5aTVyqdHoSvVGIVNteIdXvjzMoig13M6UEumSqVcJ0hOX+aQmJATodWlBibpskU5XLI7T1YhjdWvFy3SbxDG6IbFad1gcrbskVuk+D1HpngSrdKwwOp4NBAFT3MU6XDOi7Ub8J4oxc6IdH0YLug2/dyAfa+CtPtuRqnP8qDx7Brco6z1zU8ZCmyxDhFN6+lL3lLQYn8TU+MC45JRgbXKGWKMvCFXrK6erkptClcmdoUuTd4ijkg+FRCZfCFmS/FfRkuRvg5boXwsj9WxgZNLP3MY6XIbO2UKi42jDP6zEfgB9FUTrkY9VyEdVvg2V5XtTUb6YycubbZZlmm+VnrvYPiU7yjUhU+0VmxHrrzHqg1QGQ8hSQ55YYVghjjQ0hiwxbBRFGAaC5cbRoMXGCeEi493AcMO/A8LTXweEL2d/5RZq8RPk4DRiP1KFWqhFLdRhP+DZAh91+H9pKZ8KSt0ptzSIMktn8tJLwvgpReG2CYWRTrH5Kg91ntZnqSkxIDI3XRiRawqS/5frcg+Lskzj8O+bGU4D0nCS4TQcBDkMR+WkICplislq5qkw0xQuNR1DERBEBzCVAQmF4SAGjCAIjGIqCXksU0HXdq3WdL2M3c3dNdNQI3dV9Nsfh8pr/7gvh8+Z936e5z1875Oc6jMpOcd7YorOKy6lynNCSotHbMppVUzKdbfxy+6rxi19RkRV9Lui+wCXOeenWfd25m6ku34j10IOUMJ/c/l3ejqwPE2Cd9Ps8E6aJ5LSAiUL0sJN31gXI5+ZOlnx2vtTHV5dk+j0smaO2yRNknvc6mT32NXvq2I1G91iNAWu4zVVLuM0zU7RmlPKKM11x8hVvcqI9545ha8UncNXDNHFGpxgvofpa97EtZDHc4ltwA6ymW3aWj5bxniSsq0wP9sVc7N98Xp2mDQxK9osYcNEqymZUxSTM1+zj8uY7RiT8ZZyXPoyZXT6GseojOyRkRkFDhEZlfYRGc224eknbcamX1OEre+1DV33zC5krWgfkjrE2dWcB+baRlcTW7Ka7VwLBUChDsjhZw3boyV8/ka+Cf6Q74AZ+Z5IyA8UXs0Pl8XnxZjH5cZbxuQmWEdrZykitW/ahGuX2ozVahRjtFkvhWm3W4dqK6xCtPstgzeflAdtviYPzOm1VG/sHxGQLVr7Z4kvDXCKc3CUtW+lp4HePcVAaQn7LpL1IfuuHcBCtiQzyStFlphc5ISJRT6YUBQsjCuKlEUWxpmOLZxiHlaYaBFSOE8erFtsEaRbZRGoyzRX67aa+ev0pn66JhPfguMyn4KrMp9tP5l4b+03G7VFNCcWA3Rm8/1Af3Mh52EnUKXnuVAO5JE0fk4uA+aRBH6OJeHl1hhT7orQ8tEILg8RAsujJQHlk6R++gTpaP1sqY/+beko/XKpl369xFOfL3HXlwqqsgbBtbQTzqXfwHnnPcGppF+i/FCUKotF2QDtnPcDzLGxlHuykvNQzbNxD/ckWU3eIbPIy2zNomoANduzUYYR8DQ4w93gDTdDEFwNUXAxTIKTYTqUhrkYaVgC+zoNbOtyoKjbAevaOljWHIXFR5ch33Mblrsfw7JK/I1D9Dczz3q2orvpKKYjdy9rQFLqgQVkegNr0AiENgE+zYBzK6AwmsPKaA+50R0WRn+YGcNhaoyDzDgdEuM8bjIe/K3rhia5hUVtbuHhw2a26SbpZdKPyfNBjKxvI/OsNXAd0LWVrsz9wEryNn0z6Ys3AhEHAb9DgOowYH8UsGhnX3vMjNhyUfMy3DGahBFeiDqmEcbRwYO2gxuugwvtWC1fBvxR+xUeyHfII/J0kGbWuJ65VjBHHUPNoU9zAFjcxr1A5xQ6o+kMPAZ4dAIjjwOWpwDpacbwGflcxkNuBPCFkpcgLx66QYQXwQu8mHXPJdz83Vx03VzkXUzwAn94/ga/e4/8MkjjPqCa+RbTnUvv2o+BpUeAuQx5Wgcw/lMg+CTgxZ86spRW5+jvorub/JF8Sf5ErpgAXyuAv7gA3/KSfp0X4xu8oH3Hi1kPD/webv4eTnoPE+1h8D3X+H+3BqlhrXexzlvoXk9vCvNdQO90emPPACFnuQbP00+n1WVAwlKy8RmCw7Dp44WY9JC/k1usy20b4A4v7HdZk9444AEvQw9Zj583A32c/D4m3cei9p0bRM96b2PeG+heyTonsc6JzDeO3tCLgDe9jvTK6RQGfN8Nuwb4nvyT/Jv8QO4SLjc2qsAjU+AJG7eBi7sYRXhhFblORR66IudF5PoQmwYRYWcmwoZdnw27QDv2uypBhJrPx5FpZA5ZRJaTVJJJNpF8UkCK8QyleIpKPEYN/oN9eMR+9xd2mH3sQvtYrJ8Z3EN+4z6/3fsC94cRoWAMVozBkjFYMQYXxuDL55HkFTKLJOE5ktGP1Rwpja5s/Bda+j6gq5CeEjr0HK+aY+/FPfa7d3EEP+I07uArluhfLNUjlkz8jVsvQC9jMGMMpsMxODIGbz4fQ+dEPMEM+ubTtYT5rMAD1uI+MvATcujJo2MbbqOIll0cu4Jj1uAfaORUtXGJHOfUXcIN/A3XGeU1jjrA1WG+HUaECWOACWEMFhIRDozBnbkG0RlD31T6ZjOnhXQl07WKnnV0bKBjE25yTm5wTv7KObmGMo69G9+wFl+xFlfwCbfNOW6f64zkHrfSU3TR+P/QbTrkB2tgwhhshH440+vLGkbQGc+8Eumbz+W/mKMt55ZYQ8d6/BlZ3JabcZlzcgk6XOScdLEW51mLL9CEz3EYZzgfp/A1TjKDE5yP4zR+SjpJxzCi8KsfzJ/LFHLmb8tcPegNZn6xdE5jTrPpSqJnKS5gJbNLxVmk07ORnlx6ttJTREcpx6/mimxAOw5yVZxgJF/i0ODsPOCTfrTS0vICoin9phCeybmlzLm9JGDuFqyvkjX15a8jWMN45pVI1zx6FtGTQs8qetbSk4mjXBuHOSeHOCdtQgkOSCrRKjGgRWrEflknmmQXsc+0B/XmD2CQP0edXEQtqRlGlEN4ziPlR27l73nc3rTn0SMXWGtrXBJUOCsLximzWHRaTEW75es4bPUmDlkvwUHr5TAqNGhRpKHZJgtNNlo02m5Fg+0O1NvpYbCrRa19C2ocOrDHoRu7R/ag0vEhyh1F6JUiyhxF4VdE+nudebx588jz45HLV88ldx7r9jKcUTii08EXR5QROOgcjxaXGWhynYN9bgtRr1oKg2oF6tzXoMZ9PfZ4bES1Rx52e+hQ6bELFR7V0Hs2otTzKHZ5nkOJJ1etV69Q5PVcUuglSnReorTAc4gnzP0HHu83+cq7EsHXCvkslHd9xvKJygZtXl5o9glFw+gJMPhOFT7ymyVU+88XqvwXCRX+yUK5/3tCWUCqUBqQIewM2CSUBHwgFAcUS3YEVEgK1XslBeo2yXb1Gck29VXpFvVdWZ66X5arFk20Ab/zkK+6W/RfjWGvM4l+0snPR/jKMarlaAxyRV2IWqgOjZJUhMZLy8L+x3OZBzV9pnH8iSSEMyThCIQkHCqKB5hwJEiA0AQCCRCOcAWCJHIGAQmEM5xKAKECniharQoetVXxqK1b2+p2nO5ud+u6x+wxu7O74+zabju703E69tjsF+zuH5/5/fjlx+/7vM/7vO/7fPXMQ9Ji5py0knlQWsuckTYwp6V7mFPSTuakrJ/lko2yxmUHWPtkh1ljsjOsEdlVz2HZjzwHZY/ZA7Jn7D7ZC69eqXuNnh/4YguOgJ3wnBocvzj27+VCPwv6GURLyUx6LVlAC4oYxmG5jDkrT/OckWexp+T57Am50WtcXuW1T27xGpM3eo3I27yG5Q6vQfmgt1Ph8u5XzHr3KRZ9ehSXfLoVd3275J/42uVP/TrkX/u1y90vSX7JswQcs6+gBvTwnAbkvxBeB8fLshY9NnJyPC2Q5jOiGTPpcczJdAV7f1qm96gy13dYWeg7qCzzG1BW+/Urd/v1Km3+3coOf4eyz79TOcaxK2c4e5XHOe3KpYBW5a2AFuXH3GblX7lNyufcRqWb25jqDmj4gafIwa8x/kdF8BloOW6i/bkCD/p6AfpbxDGv5tB0loRcWVs8RjWJ7KFX0nz6MzX+vZl6jkNVHNCpquB2qGq4e1X1vDZVK69V5eC3qIb4zarJwCbVkcAG1bmgOtWNIKvqo2CL6s/Btaqvgnap3IG7Mtbgr/IXjPUxxv0Q+u9UwmdUod3D9TRajyOIY1rnTS6dkEb1m9Y5c6WevTkpPl3ZmZy9WVpem6aA36IxBjZrTEFNGktwg6Y5pF7TEbJbMyCwaMYFtZr50BrNmdBqzVthJs2DsEr1H4UV6n+HVqjdAhACglf5E+b+E7QYH0D3Tg167F3wGbiexN9zyMeEgUWjBgE5CzcwegriWPZ8uXebPp1j02l4jTm6oLqcwhCrtiy0VmsOq9HWC83aVmGVtifcpB0Lr9AeFJVpT4lKtVfFJdr3xUXa34F/iYq0/xEWZbvDQOgqv0cN/gT5v2/GPMB7XtmNebCiDhDHDOIYMzLIWRJIPcYospds82grTvRqLkz1qy/I5FnytUHmvHxBlb5EWKk3icr1FnGp3iYx6rsiivXDEUX66UiD/kRkvv5yZJ7+vUid/jfgS4lO971Yr3OLQPgqv0W+H5mwHqB/ox7tN1quM+AoYplCXEOIo6cigOwVEmqriF3XXC7zrCtN8a01ZnCri7OCKop0oaWFhaJiQ7mk0FATWWBojMo3dETrDc5onWEqOsdwPFpruBSVbbgXpTH8CnwRoSn4TqIpcIuzCtyiVZ5gHn4Mrbtos641Yz20oBbAIbShLuSjH/mwm32p1SykZnMMo646nllbJfeurkzjlFeoA41lOYLC0gJRvtEYoTNWR+UY66Ozje3rs4z90RrjRLTaeCwqs3Q5UlX6TmRG6ZOIdOM/Jekl3wK3OL34JZ+WY19CDu5A82oramEvagHMtWEe8KwHsbVaPanRGkJ11vVUa93uUWVJYpfXpvqV1GTyDGZtsL46T5hjKhFnmUyRatPuqExTa5TK1BeZYXJFpFcdlaRVLYmVVXdFO6t+GZ5i+jw8pfLbcEWF+//8tBq1ACtycw9qoQO10EW04ECvD4s0gjgcyEljE4MsTXwyN0WQqSmWUdYoYxU3pHgX1GdwdHVZ/OzdeoHaWiRUWSpF6RarWGnZI0q19Ip2WseFKdYjYSnWpVCF9a4g2fo4JMnyWUjirm8ECTXu0P/xCDm4Z4Pvhf6lbtRCH9GxftQjrkOIxY5Y6pAXU5sflbcJydgeQ0Vt8R75rcmeuXvSfLL2qAMyW3L56bbC4FRbhSDFZhEobC0Cua0nJNk2HpRkOxyYaLvAT7C9zZPZPuVKmz7j7Wj8hh/f4A6Mq3cHrfIQOXi7HXsj9Jdgh07DAhwZgefC1Yk2vB3xWGDXjA4WGRzBlNcdRbrurYxsRwJT3bWTndGl8lV2ajkpnQXcZHsZL8ley0uw27gye3eA1L6fI7Uf8t9hP+8Xb7/ju93+C59tHc98t7a/8N/S5ubEtroDVrmPObiF8b4BvfOj8FzjqEcX0SToh11twTMzYjLAJmUP+pN6MJwyhzZS+mAcI3UwmakYTPNMcmq8Epx5PlJnqU+8s8Ynztnss93p8N7m3Oe1dWCeHTtwznPzwG3Wpv6fs2L6nrE29r5gb+h2e693uH1WedeOecD4L42hFiaxP0+jHl+F75oh6sZ9wxR8F57rJ4jSXEySu/iUNCGhxIlNJJ3YwYh3KdZtd6mYW125rFhXEWuTq4oZ42pgbnR1emwYH/GIHp9dFzV+dl3E/lsMyf6fMcRj/2CIRl94iEbczPBhN2uV28j1m/swDwdwRs2iFg5hfz5MNAw65jEPsEQlIBsowLY5Nm2eC6KYOQltmN9M6+elFDW/kyLn1QzJXB5DPFdG4XNWEmJhhc45KWR2hoJmTxP/4A3ivvoxcWeeEm/6a+IdcDO4Uy+5gfFfhv556J06hnlYIBo/QdQLbLivOk6Uh2sGSMCzTSB80ZNCFvkUvCimwMUY4i/uIN5iCnEW1eS3WEA+iybyWmwk9kkHsU6Ok8cJfHgBXvc4vO6xP2AD/BJF9w0xDrvXeBP5voixn4XGwink4DWsB1jBvcCKeyOu2WeRg9eRg3NEkeeJQi4Q+S4zyWM5AP+MRvAiGsGLcUCBTU4N0AQsm19ueEsotCVM7gV84BxM7dknWHyfg+fguzWuHMHPJ5EDaM1BYx80HNBoXCKqBPpl1MEloh2XiTa8QRR2lSjgLZiiazAC15nY4DkADeEKGrKVbSAZoCFZQRw3cQCuYGGvINk3kIvr+MC1jzD5f8OG+BUWwvdrXMTYz0L7KPQmL2ItQKsFaTPjdQP0MqGXeB1zsEIkukXEu0PExnDQ3BPMCjYXBhoPb6L30JDflxC9j8b4AzRGH6IRe4DD6GEtwCbzAIX9AIn98DZ+f4z3/o73n69xHuNegPYMdIeg2Q7NWmgWQ1MDzWRoxt4lEt/7L9tlHtXklcbhNxsJELYAWYgbgu0IeDSZlgABP0ggIYQlBAirIMgigoqAiCwKFARxQVCqqFVxG+y4lKk69mi1jjrW3VHrqB3tOLV1mVq38dRl6je/ID3HP+aPB8J3wn3e+973u/e+RJIv4f8K3r+AY+A4+Cv4GpxGTs66EJ1HTi76EV2aSHQlHI0CLifXEccNbEA3sCbXkeRrGOzaJXB3iHWYdxfczchtJbzT4E3DPI2YZ8ghosAjRKPglCCFQrvrDDg/zEWA5UUjhrEAyo1uIZbbaBjujESzhMvqg1Cih/FoILAhP8Zm9wQv3xNM/DHy8fjkED2Yd9sg9gI8KsF8MxCiCd4weIMwx9GniDzPYv3tvivDrn8Mcwv8E/wL/ADugZ/AI/BMQPQcjdML1Otr1MibODSSyAc7D2DzYVEE7I4hWHJDzytGz+mMntMVPacPno0HISAGJINsUARmgmpQR2+oCZ1jG71Gr/uSuugFraJfaC3oR2e7g/6DTvMZ+t2n6FQf0V36Gd96iP/8f8CPGBwRgwgxOCEGGZ6NAx+AKJAAMuhXyoevFCPNgWcePUeP+Yxa0MW202P0uo+oG57VGPMTpGIbPUB3ex9F+yOdpjvod79HVLcx0rt8B24NxeAgYImHGDjctzF44ZkvnBPpFYVjfibMKwW+KfAVwTOT/k1VGH8+ZrcAjo+wDB3wLMOSrMTYfRi7n27Sp3SD9tHfUbhX8ekK/vMyRr2E0S+Cc+AsODMUAyEGQg4IMQgRgzvmOgLOAMwvBPOKhjMJS50JTz4cpYh9NsphLkauo+u0EJ5WlOVieLrg6KULyMU52o4MfIZX5jCdxNMTiPg4Rv4KxsPgy3eAm//WT/Bzsc6OyKsU8/TH/NRwMnDGwZcKzxSMVghHGRxzMIcaeOrhacIr2gbHEry23fD0wdNPh2gnVuMLOoBv7cdI9goZhNHOZ+8wnAP4CTWGckYcP5Ab8jkKcwzE3ELhjIYvCfPJgCcPnmJUWzk8lfDMg6cBnhZ42pH95XD1wrOB9tAA7aK9WJUT+PQt/QHrsR0rvA1WO1uH+c3/BNwHt4decyHcUsx1HLxqOBn4THBZ6c+UBU8+PCXwzISnCtVXixkvgKsVb0QnXD1wrKMt+NmPb22io4joG6zQfTzF2wNj3zBrOEMx0BMRthMJ0U1st99g+7+AV/sUucA9AusVAG8InHraw0mgnbw0+pSfQwOCabRdUEpbHWbRFodq6hfW0SZhE20QtdN6xy5a57iG+py20GqnPfSx0xFa5XyFelweULfrK+pyY4dYPsxLbPUPsL3e8sWWh+3kNI6eY0ps44jlCwcv+pOTH+1yVdGARwRtkxhps2cSbfRKp0+8c2mddyGtlc6gNdIKWi2toV5ZI62StVKPbCl1y3upS76Jlsl30lL5IepU/I06fO5Ru/IltSlZjp1Wn7c8lWJbHUd0FUfvaTWOFBWOokDc7xDTbqkzDShG0pYRgbRhlIbWjdbRmjFm6h1jpZW+mdTtm0crfItouW85LRtbSUvGzqfOsU3U4ddB7X7d1Oa3nlr9dlCL3wFq9j/HWeh/h9Po/wu3wZ/l1vuzvHq/tzyE6xaOlws4+o/hiDkIPtfgaJ2E43+cgDb6y2jt++9R7+/U1DM+gtM13sBZGpDI6QxI43QEZHPaA/I5bQElnNbAWZyWwGpuc2ADd2FgK3dB0HJuQ1Aftz5oG29+0D5ebdDXvJqg2/zqoOeCqkBWUDnMnADW4R6OlWs4Vk7hyD8cQ7QP7IrCtSMMdzvkZfUECfVM8qVlkyZwFqtCeItUUbxWlYnforLwm1Q2/gJVDr9RVcCvV5Xy61QVglp1rWCeukkwV90pqFL3OlSqNztUqAcdZqtPCGeqbwrL1E9FM1SsqPQdvofnciTRiVisAY63QTBgwp0C16E1yMmKD8W0RDOSFmnGc1s0v+cv1IQ7NGiihXUas7A22CqsCc4QVQfniqqCi0RzgstFFZpqx1maRsdyTbtjmabHqVSz0alEs9u5WHPUuVBzQ1ygeSzOD34DWDvOdr5DDs4bUAe4buxPRg7Qf26z4F6FY24l4uiMEFFbhIKaJo/jNERM5NeGhwjnhkc6VmqNThXaBOdZ2lTncm2W8wztVHGpdrq4RFvhUqyd71Ko/cilQNvlmq9d75qn/aPbFO1ht2ztVfcs7c/gV7fMMPY3XL/Fdec05n44BXVgQ7+H/rM/DTlAHF2Io03Po4V6b6qPHsup0QfxKnUfCmdFhTuVRerF0xmTSzGT5FrI2NwKmBz3fKbQPY8p98hlajxymCZJNrNUksn0eaYzA55pzEGvVOayVwrzk2fK5P8CVpISwXrYuRZNdBK+g3APZmMd0H9uzMLdDnEswfNmxFEX60FzTaNpTux4brlR7TA9JtSxMDpSnK83uOXp4z1ydFZJti7TM1M31StDV+pt01d6p+kbpSn6xdJk/cdSi367LFF/QBavuwgegNfe8VGsHS87V7D2x1OJDsC/G1fQ7bhmrMfvHvzdgTgacTWdmyCmigQllSe8xymJnyiYZg4W5ZkixNmxOrcMY6zEZkj0SjWkSa2GKTKLoUieZJitSDDWKeKNixRxxlUKk3Grwmjcr4gxnlfEGO6BV/KYGFYGpAZwEXVwNAO1kIv3cRr6jEKitfi9ArG0Ih/zEUeFVURlVjmVWP05BckTeLmWD4RZiWHOtoRIt5R4g8RijvdOMFvl5rgsn7i4AmWsuVxpNNcqY8ytymhzj1Jn3uwTZd7rw5jPgrsKJu6lnIlj5YxpCNk51OAR5H9vAWqhGLUwHbUAlhcRtSAfNYijLF1ARelelJ8+hnJtAdwsm1pgSw1xtKZMdk20RkvMyXHesRaLPMaS4aO3TFXqLDOUkZYaJWNpUU5O7vaJSO5XhCd/Lg9LPiMPtfwoC016IQ9JYuUhiawsFJxCHR7CnAfhH5iBWpiJVqgc92x8XoCcVOEqWox2JS/HnXJyRlJGzvuctOyJ/OTsYFFCZrjYlKFzN6THeultSbJIm00x2ZanCLeVKrS2akVYerM8NP1/XJd7VNRlGse/AwzIAIJyk4uCogLKJW6Kmpq2aqUVp1AXiwlJEFoZUdJBEWFEERwQlEviFcmgRFIqzcqsTMtVdztZW62nrY6X2rPRlq1pl83Zzyid09k/vmeYC+/neZ73+T3v+20MTp/fHjR+/guB4+afCUibfyUgde6NwJRMR9AtPewIeod9fwXWQZidS6Vdy7BhaBPWZA02aRk1WURNsnK9NDc3RA/njtSDuXEucxamGu/Jmeg547G7fKaZZ/pNMd/vPyl7buCEbHNgenZB4HjzkwHjzDb/NHPD4FTznkEp5l6/ZPOffZOyL/smPnpjUMICx2Dkn5Dl8D9BDY4U0gvw9z0p7cAGbOXqW8Pr6uX4DT5fSF0yC416oCBAcwojdG9hrGFmQZLr9MXp7lMXTzHdmT/DZ0L+HN9xeZl+qXnZfil5i/2S80t8k/IrB96Rv9knMX+3d0J+r1d83mlTXN5l09jHr3uPyXUMjF3o8I3NcfgeJ8cXLfQC/I5VUhv2sLFcquZ1Fe+XEIuZ7zKozcxiH/2hOFTTikdqanG8YdLSVLf0pZPc0yzTB6RY7jMlWR7ySrQ84pVgyTPFW5Z5xlkqBoy11HuMsezyiLUcco8uetc4uuiScdSfrnuMLHR4RhU4TE69Sr0PYcW6VtMLFZwPWMOGKmYTslZKBcSzoEyaw/dTSt01oTRA40uHKa00RimldxiSStNdE6xT3eKss4xjrRnGWGuWMca6yDjaWuw2ylruNtJa5zrCutNl+MrnXSJWnjJErLhoGFbyg+vQ5Q5j+DKHu1OHqfcB1n/GRi9U04+1Uv0mZhOvJRvxXRvwXcRzD7FN5DeJNpPibMEaY4tUjG2Mom3JGmWbaIiy3W0YbptjiLTNM0TYcgxDbUWGMNtqhVbWakhlm4IqDihg7dvyL/9cAWuuKaDMYQhY7XBxqpd6P8faHVjSHdjBZqxYTSP9yGvRZvYBS5Rhl6ajNBRDfBF2L4XbgxVqj1SIPVbB9mQF2Scp0D5D/vYHNci+QL72xfKxr5Bp03oNqG2We02X3Da+Lrfqj1CfjOt/lnuV45Z64HeSczvMtib2oUWqamU28prfjPfjs3vRJJTI+yjEFUnerSZ5tgbJoyVS7q2xMrYmy7XlTrm0zGLQc/i00OwtNFozm9lEMk3t0hYMZSOmsQGv23CNIfQLuqn95LVvC3cFuC1tUu0OqQwVITPKQNNQKvYwZpcUvlsavEdybzcQuBfiItYegWIYcFwE9k7mb+fhz+Bpp+HbV9BobPLubWx2DwcBPnf7ZRImhjZiaPtVXeS3F3Yb629mbdteaTlahOZ2SLPQhH1S3DNSZKcU2CWZnuUijF3VfuLoNiEuw91DaazRty9gPVw8eoijh0OghwHTQ8MdoBb7Wei5YwzDCzwE37IBP6NftY8cd1GmrU/zLMCxwimAswDObDiT90t3HGAPSCH4oOR1CEPUC/9F9BKivDrCRfxlPw6+EAYel+JX4zmIuYgd42L0ehZiwLzOQ3aMTXyNxV45ze+pxRFqceRH7SXPVti1MMvgLemWsuE9+Lx0F7zkF6RRsIYcoQeOwn8VJqlw6efSgd5Eb6G30SlMwrv+XEioyblYLkfjpPfpj/McOucZvB+wJ+fZ1PMk8P4Z9AX6Um2w62FXwF0KM4ccH+Ind8NMhRn9mhQKzxuWi5PzDmJLMXhOEyIMGCxEq2FquaCzPxe8uShjGC5yYb+SgnniovY1h0Ifg6CPBuyj8H1A+k6is2qkNOuocQkfLaKuc+HOhDv+DXrwhBR2SvKBZ3Cy3kPn0Yf9+gj9/ZYxg9lv0q70G7Zv2J+rGKdrkdKP9Mh/uSzfJA4HcTgYBI7tiAI4evBZXnheTzyvB65rAO+HoGiUhqaj+9Ef0UL0BFqGL7XqF5XjHNfpJ1XrR7zuDbzudT2lH3B01/B4/8EBXsUd/ptC9emivubbr/nvf6F/oivoIvrslt/0IAY3YnDtjyEARaEkNAXdp5vKhGmGlQ/DwvpP6nut0nd4zG9VBadG36geVhOcNsqwV1/hPi/TsBfxu1/ogj4nIifvAvoIffg7OWQgBhGDiMGV94NgDoMZB3MC0c8grwx4C2Dksv4T5FGsL7WCXMp0SRVw1sOphdOgf6gFzi59Qi3+pkO0yHG9zwa+R3RnqeC7EN75P8F27Y/B+TdsE8wQmNHklkrt7iKn2XDmwTDrU+XBWAJjGfmsJI8yCJVwNtCadp1jT85oGy27lwp087gc5bE5y2N0iZ25rleg/F5Hb8fQX4PbMXwnI1x/chxBiyXCnKSPNYt8Mmj9LP1FOTAWwygih+U6SW+c0BoeUZve0EZY9XpNzay/Sy+rizHyItU4qYNE/jyrOzvwQL+6+/Ubn6nJ3ooai3y9afcw8ouBOY5HcBo5zYaVCecRxkMuORWQQ5GOqIRRVQqpXL30xkH2pEeNrN2mZ9WhTsjPENnTrNZxq1N+UjvUPWh3v5z866gPXep/zD6gFufozVPU4k1qcYxaHKUvDusBOPPgZMN5HE4hnWeBVQJrFawKWBvg1MFooRK7tZNfbOe/t7HiUxBa6OhmOq4JslNb0c9OvjuP9kDpY8btXz1vj6C35EVNQ+FGw02BOZUj4h5YGdqn+eRkJp9FUAphLdUOenQ7vbGNPWmlFi30RROfbjF0qcFwWJtdTqvO9TPZjVdV635TNR4ObezX94zXK8HSJxx95xj1bw9jDHMUvsxR1Msz0q0IdbrFq8MjXXsGTNdOz9lqMz2kp7yy1Or9mJq987TV+wlt8S5Wo49Vm33Wqm5gtewDG1Q7cLtqfDtV7XdY6/1Oq2rQF7L5X1NlgEMVaK1T/g59A++zKEZtHH4rkSOF15eiOeoY+c8OcleH7xDt9B+tbYHJagmarK3BM9Q45H7VD8lUXcgCbQrJUU1IvjaGLlF1aInWh65WVdg62cLsqgxr1dqwDpWH9aos/KRWhX+q0qFXtXKow+DUCqfCHYavhlODBMY/x8vxCRyD6fAZ8Z1jOfb5ri1ssJqGDVdDZLzqhqerdsQ0bRxxrzZEZagqap5sUY+qIipXa6MKVD5y6f9orvaoJu8z/OZ+I5AL8VbvJAVJBAIkkIQEEiBBknBJACFchAQEAgImICApahWcaG3UtipYqYrgrV46rdNTj673rrVn2+kf3dnsdjw7O7v0nHV1W7du89vjYfvjOV++fN/5Pc/vfd/v/T0vjal30E71LhpR/4CGNcdoSDPLGtRcZUU0D1gDmi9ZfZo/s7dpnnJ6NQynV72Ix+k4uvKQg0IcqQ74Wzv2/8yGQNMJaDuiSaCDqStp/4Y02puew9qTXsAaTy9hxdLdrJ1aH2tUW88e1rawh7Tt7EFtDzuijbC3a8fY/boJdp8uzunVneL06C5zunX3uJ26L7gduq957bp/80Jahv9/PIL1+Qz893G03YLtuAKcw/Eyg/+OIiZTmQLal7mUdmepKZaVwR7V53F26Is4g3oXN6L3cgf0fm6/voG7Td/K69F38sL6fl6XfpjXqd/D68g+xG/PPskPZl8QtGbfFbRk/0zYnP1HYZP+X8JGPSNszFrEl4j/x+B8x40arEAMKpEDDzw+NB0uwtybz6Zxo5J25q2lobx0dsSYw+03Wni9Rgc/bNwk6DJUCrYaagUdhiZhyBASBo09wlbjoGiLcVzUbDwgajS+Jg4Yz4vrjbcldcbPJbXG3yfUGL6X1BiYReQyki+w3w/KkYcqzHs1qAPgVDUsKHRMQcduPB+xJNJgwUrqL0hl9RRkcbssefwOs00YNJeKWs1ucYupWtxsqpc0mrdIAubOhHrzQMJm85i01jwprbEcS/RZziVWmW8mVZo/TfKaf5fkNf0DYBK9+Yv4aQnRu9j/27XIA+zfOViv6c2wv9AxCR0x6IjaxdRnX05hh5q11b6REyzK5bcUWoSNNru4weZK2Gz1SmutNYk11sYkn609qdq2TVZpG5FV2PbJPbYjcrftDfkm21sKl+1jhdP2W4XT+p3caWXkzgJG5gIeIv/3ffgewX+pCf62GbUIq3EYOvZCxyh09Ln41OVUUbtrHbU609lNpXpeQ0m+sLbYJvE5iqVVjvKkCnu13GuvV7gdbYpyR1hZ5hhSuhx7lKXFLyeXFJ9OdhRfTy5yfJhc6HisLHT8XVloZxRFRYv4iRe1ABt+A/wXMBLMtsFf4noI97uhYwj6uj1sCrkVtMW9mhrdqaz68kxuzSaDoKrMIvG67FK3yyUrc1YonM7a5BJni6rY2aWyu6KqItcuVaHrJZXVdSq5wHU12ex6X2ly/UZpcv4NYJSm0kV8hL3eheW8Bt75dnhsjASv4DoFLePQEYGODuhorpJSoHoF1VWrWf4qHaeyMofvqTCJyryF0lJPqazY41EUefzJNk+TyurZqrJ4tqvMnvFkk/egMt87o8zzvqkweN+T53p/Lc/x/FWR42YUOeWM8hneRx3cbkFfAu8cRoGZML7Jbsx7nfDZ0DGAZyForK8TUU3dEqquW0cVdens8lo911WTJyypsUqK/CWJVl+5zOLzKUy+gDLP1640+gYUBn9Mnus/KMvxTydl+68k6v3vJmb5v5Jm+p4kZVQxMkC+sZKRP8D6N4MYUcB/FmPAyX70JYxok/g9iv/6EJc2aPE3c8nbpCB30yoqa0pllTZlcByNBp4tUCC0BByS/IZNUmNDVVJuQ0NSTkMoKTvQn6gPxKRZgamEzMC0JCNwRbwx8GORLvBIlF7/RLJhMyNNq2MS02qZxHtbiN7Cni9sQ2/cjnocxCgITMD+DkNLL7S0IC5V0OIMJVBxaDnZQylkC2lZlmA2Jz9o4hnaioQ5bS6Rvq1SnNlWL85oC4o3BvtEuuCYUBs8INgQPClIa7vMT217wHu+7Vc8zZZvBepmRpTSxIgByR3k4Bp45sF5ehj1OIp5A6PZXlx37EA9RokaMZ54obGwh0/msJLyw6vJGE6l3HAmSx82cjLDVu7GcClPG/byN4Tr+GnhVl5quJf3fHiUqw7v56R0H+es777IXtt9n72m65es1Z1/4azqeMpb1c7wV4YYwS3k/wr450bQm15APe4iOoix7EVgEPcd0LMZzzZBjwXx0UcSKCOylHSRdZQe3UBp0WxKjZpYmqidnRItZ6+P+tlroy2sNdEwa1VkmLUyMkErIq/Ssu0LtHT7PVIN/IKW9H1DS7Y9Zal6GTbAuYH4XwTHGXBP70N/xDg2tR/fBK4DuG/dg7kLekrGiYwxovQxDq0fk9HasRW0eiyFVsW09Fwsl1bECmhZrJSWxipJFQtQcmwrKWJRko29SNKxoyTZOUei0TskHPk5CYf/ROKh7wGGxIMMXQX/PDhmwXkCY9iRl1CPwOghojDuGzESeaCpEM/1gGaCaPkEl+STMpJNLifpZAolTGpJPJlLokkbCSfKiD/hJ+5kK7EnkMAJCN+HxfaeRnAxvO5+iMES8+6uJ9goXOwLDF0C/xx4Xgfv8SPoTcfwGhA5im8S9zVxotKXifIBLbAGSAaEcRjAuBxYAcAExWF+4jjw4zjo4miucTTe+FYU+BAA8YdPYHEMlgcxYx54jI//W+CfRPuf0sIB5AE8M6+iLxxHDPDqCBAGGnHvAaxAFu7VwDIg4SQGAoyLNA0jOI2Zcvo5QI1FoGMGZmQGRmQGB/AMGv8MYjGNRJ4EyYk5bPQdFD6G1Fe+QeLhZo8xNIe9zoLj+Awkvo7wIGT9QCvgA4pniQxvEKUBK88Qyc4S8c6BH8vBSAOIx3mY4fllAIzXAgzYAuKxAB0LaMIX0HwWUMwLSOg8SM4jH3Ofoxn9AYCjP/MfOov9zIArjvX3Yv1BrN+B9euAMnCYFpCDC0SrLxIpLhHxEU56hqvAtf/hOhsHjgSNRkX0Q5jim2kwRLk4jGHKbqPR30ZzuY2P/dZhPJvHOw+AR3gfE82N72gW3MfAN4lHI+DqBlcAXO7LRAVvEmWAa+111ADkC26C7xbwNvAj4A5wF0B4McbgAOYSPcCQ8B5i8gFy85Ge6BPo+BSm5CEa3UPk5CGS/hk28cmHME9f4Z2v6TVwT4E3Bs7/cl3mUU1fWRy/2ROS/GLF4lQQqiyyBAhLAgkkhARIwpKwJVFEUvZdRBQBUUSFIopaa1GrVce24nSmLqOjHdextvV0O+rRerS1Vqen4rRjq1Odeiztb74snePpH18SOJz3ufe++96730YwS8B0gGkEUwVe4DEiH7BEo5zTY8ZjXOcgtBcMH9aCPoLQ8jCEMEkiouveRDdgGL6KhHlCn36Dh+kOLsNhHPi7KP4wQMNnoE9oAOwVYDeDWwpuPrhm5Bh3Aj0I5lTwJKO8809xsJ10YYJ3CboCXYNuQLcgHD26C92TET1Avz7E4PwYA9nPGBJG8ACM4ICPoLFHsNEjh+C0RPC8AnhODr4LoWehICgWMkCZkBPywKFV0wi83c+0CP6sA86xix7DY/5EffCLA/QIzuohfOZ/4PZ+gMe7h037N4L/lm7Caf5Iw1jln9DNCV2Hro75TS73N9/LEg+aDD0PRUI6KAPMPHDmYv1yrF9HD2gB3adW+h7e7h6tAGc1fQd/9y/aAM4gfQP39zVc4W04ta/gWL+kz+hz/NcVrHYJuviUPh33vE/FMCoZmL7ILwy5aRC9CTnlgOEGwwNGFRgNYCwEYwlK34mcurENveCsxZZsAnEbXUYtLuEAXUDjfgzSB3QH7fMEbcTSu7/T0/xfof+SCHn6IL9AMGOwtXqwrODk0xdUBEYZGDVgNILRAkYbCMvAWUkf0ouo/AC9D8d7DrU4S0M4LkcQxft0DCscRUZ/A+nI7/R0DLjBkS8XeU5Cfv7YrwjULxEsM9owBxwnjkAxVixH/LWo8nw6gzhOIY4TiOM4euMd7MlR2kiHaSsdpD24RvajGqfQHVfoT1h9HzpqCLTftHc8hjHdn2jlW2Mt7oW9+gOYIahhLHh6sCy4BnKRkxuMEsRfQX9FHIcQxwH06NvUDtZycHqw9jqsvRlX6WuIYh/tRhV24lCNdskOVHo7iK9OaNtEDA+gYejL0aMNfYzefA+9eYYCkFsE6pcAXipYmeDkI6fZ4HjAqQCnDpwm7P4i2oWzshM9ugN78ir6cysIg/iPzYj0ZezOS+iajch2A/2CHWMR6bgejeaP6+0GrtqL0Hlc//8Yu/4kyHUqKhkEZjSYOnqd0sDKBqcAnDngeECppC2IYxBxbKbFYHWCtQqcteC8gp+7qR+r9CGjXnTS6AlahVO9EuxRdUP3cKXdwjV/aTquPFz1p/AUH8WTfFAAz0MMniU/rBIKZhx4erAyaDMnhzZxC2kjr4jW8zw0wK+ktfx66uc3U5+gjXoFK6hH2EerhJuoW4jK4JFZLjxJy0SXaankW+qQPqF2KUttExoG/9pMXN+4yk7jyTuK52Y/xoGh5/Ckyfi0XTCFBiUzaZM0kjbIEmgdY6R+hZX6Jjmod5KTVj8zl1Y9U0rdk6tpxeRGWj55ES3z7qSl3r3U4b2R2rx3UKv3W7R4yklqmXKZmn2+owU+I9Tkw/5ft/HcXsSVfg7P3Dt4cg/gc180ZuxZePJRm03eMhp41o/WTA2lnudiadW0JOqeZqYu30xa5ptLS31d1OFXTG1+ZbTEr5YW+zVTy/R2Wjh9JS2YPkBN07dRo/8QNfj/ner8L1BNwF2qDnjCqQpgOVX+LLcS+iIMzwDYp5PxnBpQfz2edS3GjjjwUZv+50XUE+BD3TMCadnMSFoamEBtgSnUGphBi4KyqSUon5qDZlNTkIfmB1VSQ1Aj1QcvptrgLk5NcD+nKmSQUxHyJqc85CinNOQTrifkDrck5DFvXgjLmxfM8kd1NRZ9AO5xM3ogA3uQjhkfz+1gEmZ81GR1BIeWz5pM7aH+1BoWRi3hsZwF4TrO/HATpyHcyq0Lt3Nrwgu51RFzuZURpdyKiFpuWcRCbqmyk+dRvsgrUb7MK1bu4RcpD/PnKD/ku5VfC1zKnwTOCFY4pnBWeAk5vwv+MRv8HsbAN7Iw01hRA4xBa1CbLsSxJEpGLdHTqEkVTPWqKE6NSsOtUul5Fao0fpkqk/+CKpfvUbn581QlgmJVlaBI1SSYE9MudMesFrpiXhIWxuwS5cccFOXFfCByxNwW21WPIFZsjx7Xp3hSz4B5xI59wOj1R2grvq/H33oQ21LEsVAtpga1D9VqZlClJpxbqo7ledRaQbHaKCyKzxDOjs8WueMLRM74InGhukxcoK4X56lbJbnqbolds16SrXnNK0uz38umPie1qm9KLeqHUks8O6441uujNIxByP8QRq59GDN24YkfLMAIjDhWojZtiKMxiU/VOm8qT/InT9IszlxdNG+2ViNwaZNFBYkmcV6iVZKb6PCyJ7q9crQeaZa2RpqpbZFZdV0yi26dLF23XW7W/UVu0p2VG7U3oB/lxkR2TKkJrOw88j2O3A+AvXcOZvwijLwYy9cgji7EsRhx1GJfSlMYmmf0pSJjEMeVouQVGOIEDr1WlKNPkWTp06U2fbbMoi+UZ+iLmTR9JWM2LGBSDZ2M0dDPGAzbmGTDW0yS4QyjM3zOaA0PGK2eZXTJ43oPNTiGce9tsN8YHcVL0Av47EM8nYijGXFUIs7idC9yp0+lwvQZlJcexs1JU/EzzRqRxZQsSTeZpWaTTZ5qymNSTHMUelO5Itk0X6Ezdyi05j5FonmLQmPex6jNp5h483V5nOk+E2diFXGprCLeyCrO5mJMRd5/BntPKe6EcszY+OzF7x2IYz7iK4NVcGcJKT9zCjky/Sk7cxbHlhnFS7fFC01WnTjFmirVWyzyJIuD0VrcigRrqUJjbVCore1MvK2XibMNymNtQzKV7aQ02nZNGmX9QRZl+ZWJzGCZyHSWOQ3G4WJ4TtiA3bBFW6rRj/hcjViWII6GufAabqKCfC5l504iW64vZeQGkTlXyTU6Yvl6R6JIZ0+RJNozpGp7jize7pLH2l+Qx9jrZSpHmzTa0SuNcrziFekYkigdJ8ThjqviMPv3ktDsX6ShWawMkp9ArgeR9xC4O+vQjxh9B+rhNTCKt1YQ1SO2EsSSh73KcEnJ5JpKRtcM0rvCODqXipfg0gjUTr0o1pkmVjmzJdFOpyTS6ZEoXXWSCNcScbirRxTm2iwMde0VznIdFwS7PuP/j+0yj4ryvML4M8MiIhBRFpUdB1xxCZq41b1VkioajKI4gsqAICMIMiiKIC7IplLFJUJkUWOtCtSY5bRp49IkpjUx1jY1piqmiyZqPRoXosn0h2DqHz2c58x3vmHuc+99773vfUwzbjn3jPneJfQVe8fQ6XbXd7B/BP598FalU49L0VtgDc/LeJeCL3P5fiq+jJ3nrBHmLhpm9tcL5jBFmiMMg81DjAPNIx0jzOOd+plfcupjjnHubTY79TKnOIWZsx1N5rUOPc1bHULNe43B5neNQXPPGwLjbjoEzH7sFBBrd/aPtXc4Rs5/BVc9vLuRp1tzmM+gwCZlZUlJGVIskvElcjSKc3re4qaBFl9FWILVz9JbfSyDDL0swwxhlrFGk2WyMdQy3RhiiTMGWZIMgZYsQ4Cl0OBnqVCPxHp1S3xbvgvPyXfBDfkmPDL6JNgdvOPtjk3EeQD+Gjh3rZQq8uhL5FA+n0tzqUf8mYFc/FmmNIzc9FviJJPVU6HWHgqx9lSQtZ8CrZHyt46Un3WiulunqJs1Vj7WhfKyZqiLNV+drZvkkVYjt8VvyjX1jDqlXJPboha5J9vlnmQ3HCHO/fC8DueONfQEMqgICbJyLfVYIJnxJ3qVNA5/IpdLvfhfP5uLfGxd5WXzVxebSZ62/nrONlTuttFys02Wqy1GLrZ5cralydGWK2N2CYMGvbsMbZWJWFraLGXckdIfy7DEroPYrIenCu7tG+mJUuqRn9iKpeQiehJ/ovhuZCHaEx9D8MsHdCzoKMcCLxkLAmQoCOfwBoAXAQOtYAqg2AsopHwOOB8jq7dLeYjKlQi3XHTmCvTu8hbwg97I547YQC2UUY+bqYUt/CtI5zmhnH7g/Xj8GgJ64Zsf6AwcSx0oXrRcqQ9gAStl4Shl8SgdgREu3xKGb2k8n2i7EoIsxmhRPYMHEbkOYbgWHwofAbv2EvueTdTCVs6hkq9w18Zn8jZqEUTxfgSIAMHAi3cugFURsPBVugP8qMSPSvzYPqjt4q9kuG5vvXwsPFNslRBtq6LoEbUVCNYt10n6QwaBXXW4Vw1vJRK0+DVSxbGlATPP0WAMz4P5qQn4VkuugKUWx0FNK8hHDfmoYSmsZfGq5Vxq8aOudRliEahjyNUxdOpaE04QNZzHnpPYoCaqqYnqx6rZSQ6wX47dAmwuraUXQAyYWCcNJX299ko99knu+xFEb8B7AGCKpZfGfgqW40OduXhYRBtYUBtZEBvJRxO10ZTAM83VSC4aIWp4i6GEijhCLg7fVxXxVMC1Dp5seJLgmQXPZHiGw9MX+wGHJA9K2tgAV1M7joI3wTGASWQMC6mBS9iV5dyLpSRIOs6SfBI//oAfHzLkPqCxTpH4Exg/QW0evwC+0Ta4N8KZC99i4oqD7+eHmUfwRcAVBJcnPA5vPxEdLBvt+B34PcAU8gUeQNshp6QznM856uS8H0s7C+uX+HGZy/EqfXKVIfAVZ9KMH1cwdPkzlcK9Gt4lxBnfKE2jZMbCOQjOYDi7vkcPtHKdaOf5qB0fPxFk0p/Ap+Ac+Cv4AtB6yDrpOudzk3q9HSZ9S7/cZ1F6yMBtoclbKOrvSEBLEyrH+KPmtcsRdAHBYAAYCSaBV/QDWvcx2u6RFus7LdVD2fRAK1GPBWi19foWNXUHdXUbFXSLor2JMvsGhfg1ibqmC/oHivISli6CL8EF8Gdwtk1vPuNDKzyAP+iLKnwRvglwTYUjFo4EOJL1H1nhyNINLYdjla6j2P6Nkvsn6vEr/ULNqMArqNBLOgznb/S5PuPva32CxTNYforT4IP/48P36MwWdOY9heF5JFxjiCeKWGLgiINjARwpuqwl+js69yJ+XFAex1CImtxIbJvgq+R4XofnAMd2jHI5TTauUj4PgJ1S+h9+2+bDj2ByEqsjvF3hDOZXA4hlBLmbCM9UOGZy7PPIXyL2UymHdKwvg2cF8azWKdTsSRXDV4H9XZRwPe3SgBfv00afczK31Xr6jaDhGTzlfwBugX+BK3LX3ziPc2jdTzQErtHwTKYkp2N/NrHE6z1ZyHIqPOl6Bz/ewo9jyodnPRxlOqJtOkQuDjJIDvAf+ynefZxYPadbB+OzaOW/D260l3JrWZ+VC/H5EFcoEQwgX8OxMh6el4knhljm4H8Cp21hPKXCkkEFZsOTq73UaL2KVEt97tFOVfNmN7/YRYZ2cno7dJeqtXNadrxsQ0s7f3N7a7W22ikZyOVz8PrD2Ru+SGIaBddP4ZmC1Rn4P4dRnUCkFnhSVYUfr+HHLnplB7VRSZ9s5a8CTzbjaTmRlFEtJbAV02HFcG8EReA2nFeN0l9cpNPguKFtFB1VB+L0Jo8hcPaH7wW4xhDTJHimwjMDnjmwJNAJFm2hZzfjR7lyVEptlNAnG3mzAc/WkaVCKmMNVVTAaa8m83lwr2rHNcbIF4zWPzLS3u/BuGWkNHIFHcSXvXIjzu5YCSN/A+EbDtc4Kn8yMUXD8yrxxBFLAlxJcKXBlQlXLpVRCE8ZHDuenNByBnsOVZVtaNYy411lOdiV2Y5mrruzIYxbrt13e8PPSPslo76O97tdjMTqCW+gyox9VOwQqQ1OI7XOeYIKO0SpwGWa8l1mKs8lTqs6zldux0Va3jFdOa42ZbvmK8u1RJmulcroVK/0Tkdl7fSRFrtfVarHPaV42J9gEbgYzNjtz/gfTP4jiZ/POq6a3Saueq7AMvcOKnLz1VqPUOV3jlCe51Ct7PITreg6UTleLyvba7qyvGYp08usDO+FSvdeLKt3ltK8VynVp0iLfLYq2adWFp8mLfT9UAu6NWt+t3tK6GZXfBsM5/tyDQwhB4zzI6PYLfmsHso+wUpUziqw3t+g1b6eyu0eoJwevbXMb7Ay/YYrw3+slvhPUlrAFKUGxCglYLaSAxKUFJisxMAMLQxcoflB65QQtEXzgvZoblCD4oJPaXbwJcUG3zXMCrYbZwW14dPnqQOutWPjWAEmkAPWwV2juc+HcZ+yiuRzPjnBnZQV0l3poSalhUYotedQLeo5SkmmCUo0RWmBKVrzTa8q3jRX5rBEw9ywNENcmM0wO3yNYVb4JsPM8CrDjPBDxpjw48bp4ReN08LvOESH2x2iw+yOrfh4ONc9/L+exGoSxYrTuoKxDpb/l+0yj26yzML4zb4BI0hla1nK0jZd0tCEJoE0jU0oJKVtSgtpKTTIlipbLMhAlL1VBpHW0amyyaIiizI6MChCFYQRdVgGGc7g6Jw5M3oUxcENEQUyv0L1MOfMH8/5vuT7vvd53nvv+7738dBT8CxObmLpOpmZniTRjP4yLSND7smwKiJmh2KS2aOoNfuVNeagstpcoRxvrlaOy4woKzPrVWMzG1ShzMWq8qzVqtKsp9UlWTvVwaw29eis85pRmV+BhHaU+RbeZs4HRtLalJCHUvpr8ETwVlu6rJAYoGOmVSnTcrrKZEuyTLIMlgmWbEXYYlOOswxXVVq86gpLsTpkKVWXWao0pZaJmjG50zXB3LmaQO6D2lHWVdpia6vWb31BV2Q9qPPmngOX9F7LDZDQe3MS+qPEfj+cL9JibON4XzeWPHD/CP8tRts84lFPXiK2TjLB1lPC9lSpspkVFbZcVVlevnpMnlsTzCvSBvIC2lF5FbpiW43Ob5ui99lm6e+2L9R77U0Gj/1Jg9v+vGGE/YDBZT8LvjS4bNeNrrxEOwyHycG+MmqhkloYTy2AtVXUIjri6JiLjmnomODSyzhnklS4+kmZM01R4sxWjXbY1CPzXVq/o1BX5CjWex1lhkLHeEOBM2J0O+8zDncuMDpdK40O12+N+a5njXbXq0ab64whz3nRmOe4ZrI5EiZbfsL0Bjx/YO47wrS8tMCt4LEaaoG2fCE6ZpOjyegYV6iW8oKuMsbTRwKeQYrigkylr8Cq9rrztR53gd7t9huGu0uMTneVKb9gkmlYQb3JXjDflOdZYRzqedxo9Wwz5Hr2G3I8p/U5BV8Yst0/GbNHJEw54CAxeJm5b6+l3caSPEkL/OgkrAdaHkDHfViVOlrSscQr4Ossxb6e4vMNEK8vXVHgs6hGFNk1zqIRuvyiIr29KGDIKxprHFpUa7T6ZhgtvnmGHN8yQ7a/RZ/l36rL9P9Rl+E/pU33fa5LL/rJkOZNGIHpNWLwEnzPwb1hCvU4FXvEdRm/5/F/PfGZSJ5CaPUHDeINJElBoK8MDwwRZyBbOSyQp7YFXBrraK8ud/RofU4gpM8OTNBnBabrzMEGXUZwqTY92KxJC27RDAnuUw8KnlQPDFzQpI76UZdanNCnjkwY9sOxm/lvg3t9VOTxerwO1yW0wA2041Ge1RKjMmLlrVCLM9RV8kO9xR4aKHkhsyI3ZFXmhByqrHKP2lxerMkIlWvSQjWaIaFp6sGhmHpgxRJVasVa1YCKzcr+ob3KvqETir7lnymTy66qk0sTmuQxCe3eiezP8G+B++lZrAns4SNgMfcx/psxQ6SauJSgxU1choZNYgnfJdnhfpIZTpOMcI6khe2KwWG3clDYr0wNlyoHhMPKfuEpir7VcxUp1YsVfcJrpHeY0y/8ivQY/570GPep9Ki6qrirMqFKGptQ/565bofrmTnU4/3YQOzQw+ChBjTMFZmClnG046OIiwst2RGNDK7rKgPrektqXar0rzNLv4hVUiJOSY7cLb0jQekVqZIekYgkRWZJ90hcukVWyx11G6QL5qHTpOPSaeLH0mXCFelSk1C040Xi/hz8G+ezP2KDHlsk0hQXeZDr7AXUI3pCMXwfsbFjG9PRkxw1SK/ondIjmixJ0UHSPZol3aI26Rp1S5dosXSOhsQUrRVDtF500QWimfGwqGa0inL6TlFMOyLKqR+JcspXorrnuqgnJ2Qn/FsfoBbgfQJbugb70bhc5NdLRe7FEtWgpQRtBbyTi56BxKcn8eoUM4khliS6WF/RxoaIOmYRVcwhihibXowFHaPQYiR5Lh/MZcA5eKs5GMnZeKuZeLx7v6TgfwA3ZDtjb4Zr3QrO6ibWJbZ0GWjgfupKkUo0jURP/mK8J+/1fVCkG3q1cZqfOB43zgEfpwGJZ9w6XOIcgItYyHE23ThFtIgALuLjhY8xsS1s/hi4+fjdeWhoQMP91+VZHm9qFHnqN6yJNdQCry7iOvNR1iT/la4S8aDJ+rDIIHT1ACYgTTRaTQbQjcDRgDWmco+OJpqQRjbWRja/RmLRSFGvJJArGGj5BiaIiV1K17rkAkWHhoforRl7A5ytLeSBcC0DDWAqv6uaiQEYBjLWUgfgDqDmt9wEjWgzOprR0YyOZuLRQkPSQgPSTE5a2FRa2PBaSHgzAV2Lx1yzk2Af5VCki1/1Hbgumxlz/RPkoZUpPEW4niZFXGv4HQQjuM8G/cGdQMtzGkw+uh00w+vJy/qeTIjGbCM6Ng4DPoLMBrdpGiAWGwnuhq289xpj0MU/haNpvSqb4GllnNWEafEmygbUgXLgBdbN1CFppB0TPZ9jHtqbXRYTeP42bFcBE00IDfKOFDYd8rIzn8OQ2thdDVhUu4nFbgh3vcSzd3iPWOz4WtbBsxae5YzfwPhTQSUcfjjsjJ32gkivHSJGQohN4JDvAMNgqDhsOvDKTUPAIayhGfgVzSG1+joN8iEaxTYaozfISRsLq40ia2NCh4jFIWrz4CfyOJyN8C3Yzr4MXxi+0fA5dlMD8PSBp9PLP48P9neAIW4aEZYaxg8OcBi8Bf4E3qNOTmIUzgzEvKDjfEDkQw6hD8nJeYrtb5Cd48Nzp2UV3HE474OzFs4xe6gBOLP2iqTA1bmd63XQdhtHO451cB0H74ITN02iyFnA8sfWYR7Jz6fU6xesmUvU6bfsG5fZM75ngX+PjisE//KeXzzvLShAF5ACMoED+OQGfuaahHGrEbzhDLkis3BKDXIZ5/ItTuYb/MxXOJ1LeJovcUIXKdrPKZoLJOxTgvRvhH3E0w8Y7XwH3gcnwbsdnvd/YQK95LqkyQ9ig6tQvpOAfI23uyS1cEyRL6Se8ecw/jz5RBbKx7i3f8kKPOsq+Sf+7h+4sg/xmR/gUM+SuFO42D/z9nvy003Od8Bx8BZ48/9o+FG08HZnXqlwWeAaztd+5lIGx3jmUyd/x1+ex1+ew1/+FZ/7Pm7uDO7uNG7vFA7wBA70XWJxjMVzhIJ9E7Y2vjzIbA7A8jNeBftu03AdXAb/IR+fyR3wpfCVGa5hcBXCE2D8CuZSwzwi8jb+8hg6jqLjCDoOS5yyXErkmxh/DbP/HeM/QynvQsUB2SN/YTldlN2wtWPXbWjnvwa+AeyecFOy/2W6ymObvM/w850OaQgkIfflJI5zOLGdOE4cJzjO4RAnzukcxCaBxLkgDhCgUMLR0kCg4V5hQDlLEVAy2rWsa7d2MFVlU6etmlpt2iFN2zp12tptmrQeUwvfHo4/Juv1Z/v7/Hue935fRPIfybSfgTazEstJjAbq0srw7GZKBIkxRIwxbrKTTMtppulWen8Hcfbw3AP0wjFcxxmWjit83cJlBvAlnn6RHr5A1POP5RzlPjH/TfnkcSh/+DDMVVovjpiZxCvE92HnKS7iNBKjjRg9PD/I84do7TFiTLJ0bcSL5HEJO4kxy/PnWUJPkMVFnKLmJ2mh52nR4/TyMeIe/T9hxaa/QR8znR+n3O2HJSCK+iUT00CdzMRzEMdNjCZitJN/DzGCxFiD0+RxijxO0h4nsI3RsJs4+3CECIf4xDz/fYCazDFS9tHTexmbe4k9+1g+faA/W+AHKvCe/KgU3HpYChVcQyxtmEHMfEZYCbGcxKmjPl7q006EHuIEibMGB8njOfI4gE3E2k6MPczYeb6fZLReZga/RgvdZfT+kXc/p2hk+0g+JvaHcdSf7ebtRJZclpSFiEct4QLj4gwSqVsW9TIx0sp4ajVx6onTTJ06qEcPsYKMxiFijRNrilHxJLF2sXrM0TvHmcEXyOwmrfRjeux3WM8sn2IUhon/QH4fT/+z1d02AN9jeV9g+30ple0thrsGS/9R1qx5pPC0XOKZiVVOS7uoUwOxmqlPB7F6sVVYhS3CMDaJazEtTmODuB1T0izC0lGsk85hQlrAuHQbo/KvMaJ+hpDuawzrtIfyETHfY6t9y8I2ZGULLKb++ZwtyesIy/3+SAV75DjsUjIwo8vHtogSbFnkwKbIGkxHerDhiRZMRXUiHNWHdVGDmFg8ivHFUxhdvA2h6D0Yjj6MNdFnMbhkAQNL7yC49LcIxPwL/bH3KBr6YzT8gi32TiltwDZ7o5IzPq9n+P2YiTM+280zbH9PLX0CW2KSsDE2G1NxJkwus2HtMifG42sxGr8CIwmtGE7wY01CAKsThzCQuA6rEjcjkLQb/Unz6Es6jd7k6+hOfgddyb9CV8o/0ZlyH53JmtBBeZ8j4NtOtmGOX9fctAGvJ/n9EFvdLG2ygz6aTlMQTo7DREoGRlPzEEqzYCitHKvTl2MgvR6r0r0IZHRgZUYv+jIG0ZM5ju7MaXRl7kSn/gDa9d9Gm/4qfPofoEX/kdCs/0zw6u+JXr0mejM18S71fou4NznyXOFue9bDubKWI1Y1bcBWt9XM2TJXwEhWNIayUjCYnYNgjgn9OaXoy6lET04Nug2N6DL4hE6DX2jPDQptuSOCL3e90GLcLniNc0KT8YTYaLwiNhjfFOuNvxTrjJ9KtcZvpNpcTa41aPK7yzkWEH/BSz9wDD1NOcqRY47j4E7e20weE+SxOj8SgfwE9OVnorsgD10FFqGjwC60FVQLvoI6saWgSfQWdIhNhSvFxsIhyWOalOpNW6U606zkLvqW7Cq6LC8vekOuMn0gO01/U5ymrxVnoaY4CzTlDnW+RfyX27hrdTAWOYYebuUoTB4z9ZztyGOUPPotKrqLY9FpTkOb2YAWs0nwmkvEFWaH5DG7pHqzR64zt8puS49cYxlUllsmlGrrFsVp3aNUWo8pFdZLqt16Sy2z/ly1Wf+q2iz/1dksmq7MrOneoe1fI+Y1rgPnOX6epBzi52fJ6SnymCKPIfqlt1xEmy0aLbZkNNmy4LHlC3U2s1hTWia5SqvkaludUmVrVittXaqjLKiWl42pdvsm1WZ/Wi21H1FL7BdVi/111Wz/mVps/0QtLvtKV2zTIopLtYgfcsR6pZMjai9rAteB5ynzfYwFP1cR8lhHGw2Sh5/28FZGwuOIR11lBmocuUK1o0h0Okolh8MhlzvcSpljhWqr7NCVVPbrrJUjOotzo87s3K0WOQ+rpqrzSqHzu0q+830lz/kXJa/yK12eQ9PlVWgRbxLnOz2sSwGO26sYjwOMxyBXEHLZTB7j9M0q8uykvRpqVLhcsah2paLSlY0KV4FQ5rKKpa5y2epyKRaXRy12talFNStVU82wWuDeoOS7dyp57oOy0X1ONrhflXLcP5Wy3R9LWa4vlazlmppVreneoN1vcPR+kWPvmSHWBcp+jp67Bh+tjGPkF+Qz7fRX7QoRDs9i2BsSYfPoUeLJg8VjFoo9ZaLJUy0VeBrkPI9PNnp65dzGIdnQOCVlN+6QshrnRX3jWTGz8RUhvfEnQrrnz0JawxdSar2mpNZp6uu0+3XiXQpxzxhjTlDmKDsfrKtcF0dplwA5tjJOamiT0pZFMLcsQ1FLGgpbDMj3mWD0lQoGn1PI8dWJWb5mUe/rFjN9q4WM1rCQ1jojpLY+h+TWF5Dku4lE310ktPwJCc2fCwleTYxv0qRXaf+rxL8wwZyYZH3mKrKPsmMdc4JcRsilj3bx8rkq8jV3yzB2LYGhKwnZXXro/fnI9FuQ7q9Amr8GKf4mJPu7kOgfQIJ/LZb5tyHWvx8x/tNY4l/A4q53EdX5B0R3/AdL2jVhSZsm3KTtrxD/3BRwYiPzchPzkjIzDaxfz5wgLz/XVg95VpBLIe2SEViElEAckgJpSAzkID5gwrKADbGBKsQEPIgOtCMqGEBkcAyLAlugC8xCCZyA3H8VUv+PIPX9BnLfP6D0fgO1R8MNnn+ZWC9sZk5s5c7HFWSWMkOZ5Fo0QC7tvF9LLjZyNdI2ySMiloaiEBVKQGQoA4tCRuhCZqihCsghN8QQC12IiRYaBoap2PDTlGNUiPvEGi4tq7mEDPydwf4l5T6u8fyLxDo9w5zYxbzk488+wxrNz+P8rW8b/fAk/UCOxeSj3wDE02YRUzoIYe65YTa1MJtvmM0vzOYTrqKw6IeZ8GEG2iQdO7mDSX4QWMvFcoIT0jgntjFOryNfUO7hCs8/z7XnFNfR43uZl3PA7n2Mx1nS5m+du4F63i/jMXnbgZT/kV3mUVGeVxi/832D4K64QEZkEwYYZtjGGRgEBQQlEOyIgARRREFccQPUagUXRHRicAdFK+61rjEY9cSapLaxUY9RU9u0Nk1tbNra0iZpraanmf6GGc8xJ388zsh8333u9t73PuSnH34py9BQy/rgLBq3LgBwydZx2da5Lhkuv1o0VS3NXEuia0hwTROHvU1kCWJuMeJsIRtsNXmodspB4t0L366NnEtcbXQwH10uN3MeeC0Xf0bhWwzPBK8VGYxf3kC64Q36ARaNhuGAS3YNl21DEmCgNHCoG2iiBhJYz8urd3LoEbSr3qPYbPAr2GaXfyM/JO49cO58nV5AAtaDRa7SbRHJf00kA5jxSw/8ea43EBccz8EyuBk/NrOQbcYPB344uOQc1MTBkHUwZBw00mYSuQmSZrbEJrbWDYjSRjb69f+V/XC1bScHuLh+F2kEVXyfvEMkGyQBAwgA/YHCb+ICz7FMu7GLZXhXb76zmO5mEWzFj1YWs9bRGGe47XENQHLRRlJb9/AsPbHjDoeAvtz2VNqxtZMyNfPTyr20ESgFeSAVxLSLBO0T8QXa/d2LLk0MDoAODw4+/2QZPsQiepg+PUJ/HHUth+nuC/F4JaDJj5PkY8f4O/U4gqI53CWtcDiwW4/NRdgpBxNBOnbjD4mMIHVDjoj0OAoHryI23DgBTnpwCpz24CxC4VwvlkN6tZPzcgE/3mJBuUhNLnEIL9Fclwju4hvgFngoLfCtg6sWnkp4isA4uCzwhP9YxA/7Pi7bZ8A5j/hwoRNc6BZD2ASXxS1OroB3xC1WrnN2bwSK3KY/7uLHPQbcHc7IXZrsLqR3LoKb0gTniuOcA+IqgTMHTht8UfDp4Orp4rno4XgbXPUIMRcP6UQUClISPnDDI9YoNbLOLR4f9kVI0quPyUfXeIQtl9CXHPB/UpMuAu96s1vzfhu9gA5EAgtIQ43kytdo3adSKk9kJvpwrnwpC1GOtdKFmvk7iuNvKKvHKK2/okj+QqN+TsP8CWX6B5x/IB/Kx/z6a6zdB78Et8F1cA181wdv+UaGwheGIouTr9BVX6B1u9Ayj6UYtVgmj9B1f0TXPUQ5fYofv8ePT1A/D1Bev+XgfozivI8avYPOvCVvkp735QOevi7PSJkTxeckfU7K5sTDb/vwP/AfUYlvIHxBxGKEz8rb6XDkotImYXuKfISuu4uu+xCldhs/bqHobqK6bjC4fiFNcGyhTLspVwdlO0UJr8B1n5J+QQs5aSU3zoOzL/jwDDAxyKWQv77EpJNfiV7uSQI8KdjPIo4J2C8khlJ5V2bQGlVwzIdjMRzL4FiF7bVE3oz9rbTwXlr5GMelk6rc4Cj9WY4T6TEYn+OwxwemNjUV+Qz8prulvHljCHkLJh4jPFZafgwc2VizY78I+6XYnkGUVdifj/3FHNllcPwA2+vlCDU5xDDroC8O8NR+vG4nsj1UuBXW3S/gaw8/05tecbf2NepxRfrDGQCfnnzFYSUZngzs5+C7HftF2C/Ffjkja5bsw492/NiLH230aKtsYJS+Ljtg3cZbLVh7jeo56N7N8G56Af9wHR/wked4XfUcxXPSk/EzlLdD4DPAZYYnBY6xcOTgv50oi+CYAkc5mZ8Fz3w6YQlcK+BZQ0U20R076NQOWYfFtVSygW6up+Pr4V7twSNP/Ne5in+icY+d090jUWUE94dXR0zh8JngssKTCkcmHDkw2GUjfjThRyN+rKcu62QB7DVwrKIqjfzbwqlpl+VUrI6q1lLtGk72UrhdWAIecP3eZMS/w7V3gfF6iivwqJf7SmgVH9kug4ktEM4IuGKxmgjPaHiy4MklDjs8RZyKKURfDtdsuBbCsxz7a2QR2a/G0gKimsdAncuJmkM9ZjN1quCfBe7B/TPG2CVG+5lQ+Bmt+/24/hhvLQrXrfSB1w9rIfAZ4IqHy0bVxxBTFrHk0gUT4ZoM11S4ZsI1D54aOFZLJRWpIIsz6KLpdHQZg3Qa02sq064UfhduBdMDkVwBRq4h1o8OA1csV+9WVqNmruI1Pgpx9odTh9Uw+IxSrTHLfCVZ5ippMkcdJ1XaV6TSK18qvIplRo8ymd6jSsp6LJKpPciO9wYp8d4uxd50sU+nFPrckIKej2RSryfAKfngffgvM8rPsIIdtbLXjeRqd60gEdxl+LeSnCzt4y3VPoNlbs9Aqeqll4reMTKjj0Wm9xklZX3TZWq/bCntN0FK+hdI8YBSmTygQgoHVEvBwBWSP7BR7L7b5Hu+ByXPt1Ne8b0luYM+l5xBz4CzGz+F/wKr10l07UE0ZRufWxNFNrKe1pOTOuqzgHWg0revlA/yl2mDQ6R0SJSUDImT4qGJUjQ0VQr9MmWSX45M9Jsodv9imeBfLnn+8yT3pTrJeWmtZOtaZLzugGTp3pBM3QcyVvdIMnTPgFPjwlViP8+686MM1hKu1918buH/jTZykMAKypo6m3Vk2jAfKdENlsnDhktBQLjkB5jEPtwsE4bbJG94muQGjpOcwDzJDiyU8UHTJCtotmQGL5WM4AZJD9kiY0L2a0aHnNWkhFzXJId8pkkOfqokBzuV5CCncoW179xYziLX6j7Wv53Z1IF1dO0Y7vRk1l78qMCPV8O0MilkgNhDdJIXGiq5oVHycmisjB9hlawRKZI5YqwmIyxHkx6Wr0kLm6IZHV6pSQlfrBmlX62x6R1Kkr5dserPKCP1P1fM+ofgiWoOd6rmMKf2Mmv4afiPIEv2svptZyXflONei10r+nz8KDeLFNKzeRG95eWIoTIuIlAyI8MlPdIoYyITNKmRSZqUyDRlVNR4JTnKriQZXlUSDTNVS/RC1Ry9Sk2I3qTGR+9RY6NPqaboa6ox+lPVaPi31mRwak1RTi/XmnUS/kN2Vk/Wvq1Ik41o29X8rQapMgc/puFHPn5kx/jIWJOvpJmGSaopVJJNkZokY6zGarIoFlOqOjImUzXH5KnxsUVqXGy5NiZugdYU933VGNesGuLb1Kj4k2pE3HuqPu4TVR/7L60+1ukVEeP06iT3J+DsKGAmIc9awAa+r8KnJfhRhR9T8MNOzTItWklJ6Cc2s78kmoPEkqCXhASjJt5sVmLNyWqMOUM1jszVRo8s0BosZWqkZZ4aYVmu6q1Napi1VRlhPaGEWt9Vgq2/U4ItX6nBZqeXC+fJ//FJzEVWzt0l9CNoRB6tLGTHxY8KalOCnxPomQzOTaKtl5iThkh8UoDE2sLEZDNoom3xmihbkvJ/sssEKOrzDOPPct+RS5RDBYVi1HjUk1WOIKwKC0FcQcW1CAgeKOAtGDUSNtJErYCKqBE8qsaT0cRqYhOioTKaJs3kqDFpmpmYqs1ETZxOTYT+VjYzrR3mgWX3v9/z3t/7xI5LdIqJm+wcHTfVeUDcbKco43ynSONKp37GGkNf43ZDhPGIIdz4tiHMeENhcfedQsd1OYeO7XI5Rex/n8NszKMekQGvsO5V83fNLOrRLluxL5c4mYlJIjUyItFdQxL8NSihtwYmROpXCbGKThhq6J842hCVGG/ol2gy9E3MMvRJnGUITyoxhCUtV2hStXolNSgk6bCCky4qKPG6ghPuGYLju5yCJnQ5n4DnIPy785lNBfREIbOJv6v5v5Q1eC5xycXGNGplAjEbNslZMSm+6p/SU5GpfdQvNVp9UgcrPHWkwlLHK9SUol6mDIWYZijYVKRA01IFmDaqh6lOfqZD8kl9U96pn8g35a78JnbKL7nL8Br+7odv1zx6wi7J5tOXYBVSdRH2zJ1LTxAXjtQ48jOYuPU1eyjMHKDe5lCFmCPV0zxQQeZhCjSPlb/5WT2VkS7fjBx5ZxTIM6NcHhnr5ZaxVa7mFjmb35Bz+odySbsl1ykP5TalS0eQpPvgb1xITyBBapdwR4BVvF7Ee3OwKwtbknluFHGJxZaw6c4KsPjIzxIsH0uEvC3R8rQMkYdllNws8XKxTJaTZZoMFr5kKQVVAHE6DTGVjWCYigDIugkeUOydOgT/3kXUI3Jw6zLuKSTIBrByOX1ZQT1iSzq2xGPLMORaf+ISwtHeVne5WHvIYGWQW7l0rQPB8O5GtlI4Vgp6NkmevQCsRkBu6haRsxAvM68w9Nhccn4EP+sAZu5eigxFdmypZDasZT6Bpbwu5D0LtpiwZSyxeZpnI7AngFy5lqCjSnwAl38xl2wxl20xg6yYy6+YZi6miOfRbPMwvIhDitC7hTsAQmruJQYf29tviMOcR2rG9yakaMM6+vIFyYYcrNpIT6zHleelTGxJxI3hK6UBHBXC897YLDsq0LgV6LkKLtdyFo/yGMClW04syhgsZRRyGUErK5OWbODQOgodIbmIjXHhlwT6B3zo1KukqhHu+hr6knBtrGVGv4Qb/J+DPZP4bCz2PI2NEdjUgxg5Az0GsahC31YFAHJSxWVfxaVfxSVTyYVTyXCppLEqyccanFm9mUJrIdEI1BWfIXLvMox/1h54dsJbx8ebtvB1sBhJaqWEMnk/AbuGgSjsCrZJ7kB2vOSAjUXUhh02FkJbL9AXsJTYyImNi8BGLGwUkY0g1vCF6j04eobm+4DCu0PiH6oJvh3byEM9b4NloJCQWXgv5Xf0AogBvYEXMpUFuhvbngSL6TaW0bqeBJW81FOjdSwm9VyIDdRFA7GoJ5h12/k+W/NW6nILvbH5gXY18FVKpWYnoWokRWAmr6eAODCI/8OBL0AqdIPyZlXmsn8SxGSvN83OEtjMktrCEtRMbewnJwcYwAcoogMEd38zn53nuc95/ntt57xazltL6y4GVpAB4lmsn9nHPOJxf1LotB+OA+AgOPR4+eeiAUccOOoAZa9jxOQEuTmJHadZPlpZis6Qk7MMvrMU1VkcP3MctLNAfaXNcG2ApwKOApANTzI8I+CJhCOQc50fnwv4GgKyG6dBK2DkIDC7hcnrDoF0AVwEbdTJZWr1Pez4EwtaBwPuKj1yjYK6hqPX+OLVDlXDuQK+YvzKwR8TnKPhiyZlPU9Jbq3/xWE//7wDb4K3HMLsHfAuuAzaHYLxz+BTYBcwf6d3vyEvt7DjDsP2FoPnFsV/G6dvn3msef8X7iAERKsTLfEIffdQJv0LLfOjZugeKuF7lMl36Lp/sunfQdHcRnX8AxX3LRrzJprmG5TR1xTMFyTsrxj/qTrQcjfRk4/0ESf/BXSAd8Efwf/b4KJ/K1AP0DT30Xd30VXfoXVvKZ2zp3F2nr5CsXyJUrqBovkcNXUd9fEZKuQTlNDHNOyHaN1raKsO1OIVEtdOoN7jyUvomjYY3gEXwTlw9gkbHoL74I78sDocdRoL3wi4JuCLCR8y9QF66n1U0lX0VAd2XMGOduy4jLZrY3C9jRK8iDp7i4a9QCz+QOGe4+d1knMGb1phOu3AcXDUYUMnYHLzhOAlhfLCp574EwXXM/CMgSMJjinELovzcznfyskFnF3C2aWU5lLOX6VT6LuTqMMTegWO7bRJC21ziqxcoqW+prV+0n5Ym8E+sAfY+Zna5FPEV/hKqZKPywrApwi4YuEaQcyMcCRzfhotMhX7czl7NmcX0KolnF/K+RWcvwrWdZxv06vaCkcTP4fVSCHvIFP1RLoOXju2OWD3/1twHbzvKG17W72B1m1VL/yJgm8wXKPgmID9KZydrr3YsZu8NFEfjdTHThTuDuxoIB71Wg3HBsZpLZXRQJW28KpVm4ioDW9r8LwG7hcduA0f04oaop0dbdf6eBy4418gnBHwxcA1FJ4xRDee81OwPw0vs7RZ04l6Hjz58BTDUwrPMs6uUjW/X+Cp9Vj7PFmxV0sl3bKGLlsN9y/4m6OV7e3NbUbmusdfy+Nx7INvIXBG4s9AeIbDM47KT8CPFDjSqMAsPJ4OTx4ZyIenBPYl8KwkK+vp3N9i0Q6ydIhOPscnH2kx3V0K9y/4mBHSzlVzgev3FOP1MKOt2cB9jg11csVPf3wLw6MB+DQInl/DE4c/ifCkwpMGT5aWY8dS7CinPsq0AJ4KJkgVr2yaz0nFeFVEhAsZYAVkfy61mQ+/HdeCGHVhjEKu3KNcdy2hXEu8t82T/RY7XpQn3gRxWh/4YuAaAtdIuIz4lIQfqVpIfSzAjhLqYx79UsTvAqzI5xtziJSVfOSR0ZlU9AwqLpf+yKESp8NvRzu851l/TjJKD4I9vK5nFXmZMV/NirTWlZWDnFSQk8XqB18sXENhGYVPRriS4DLBZYYrG66Z/OTDsxCe5bLgQTYVY6/g5wzHlWloU4bhhsxOd5Xu9BPoUhtrz1nWr9dYfZrRlI2spVu5Ymysh+u49lYQk8Weripx6qFCp97Kd46S1WWg8lyGaabraM1wG68ct2dlcZ+kae6ZmuoxXc95WJXpWSyzZ4XSvZ7XFK+XNcmrSSbvY0rxatNE7xtK9r4HOgEzE/7W0VzFXPN70ZQN44jBSGLA+2uwr5wclbCWzPHx0CzvIOX6hMviO0DZvoOU5TdcmX5jlPFUvNJ7TFSaf5om+2fL5D9LqQFFmhhYpuTAKiUF1iohaJfig45pfFCbjEFfgB9Al4yBXTrPynVyPHlgFW5Kog5ZA2uxZQN2rRzKCvofsssEKOrzDOPPf1GIIkYF5Fiu5VpguRdWLuUQZD0IG6kKHhHBMwiJEdBoDsQjNlUR432GMYbWs0RNNUaj0yTSZtLW8ZiYTDImGieZWq3NTDKNsfSHXWccO8wzu/x3932e7/3e9/veh7Gslr2ZHGhShZ+Pyv0CVeYfobH+Vo0emqTSoXaVBOSoOKBARYFOFQaWKz+oUiOCapQXXK/c4CXKNq/WMPNWOcz7lWE+K7v5C/Av2YN7DHtQj3GC9R+Eey+WYBujcDuvq7liX0FX0zDGX3RUM5ZNwEKMM/eT0+ynUeYQjQyJUmFIvPJDUjU81KG80OHKDStWdliZssInyhFercyIOtkjFivdskqpls1KYSBJijhj2CKuGokRd43E8B5TL46z7v3wdoxmtsUStI1hrmMEfAkdLwxnH9AxLRVrhI7SyL4qtAzSCEug8izhyrHEKsuSKEekXRmRObJHFRnp0WOMtOgKIzV6mpEcM89IjGk2bLErjPjYjUZcbKcRG/u+ERP7mRET809TTEyPKTa6x+PoSM4EePc8hc8pZ77ndUXvSO7EFvDZbHRMQUc5tVpsM5Rr9VaW1V+Z1hDZrVFKtcYrxZqq5LhhRlJcvmGLLzUS4p824hOmGNaEOUasrdGIti03omxvGBbbPiPCdsoIs11RmO2OEZ7wH1N4fI9HF2t+G95djHubKqhHsBxf+yLPGtBRi45KxsEyarWIvnEkeyktcbBSEoOUlBQhW5JV8UlJsiZnGLHJeUZMcokRnVJuRKZUGZbUWUZE6kIjLG2ZEZq2Qea0txScelKBqZcUlHrbCEq5bwpK7vE4zJr3wb9zIvU4iXOJMbyV94vRMh8dNeRoEns1jpopoFbtjj6y2X0UZx8qqz1UMfZoRdltsmSkKyIjxwjPGGmEZZYZIZmVMmfWKsixQIGOFg11rJe/Y698HSc0JPOifDNvyS/jvuFr7zEddFGPcG7HDm3Aor4Olk2hJ9BS9ytsITmZWCaNpV7yyUkaOYnJ6a/IbF9FZJsVlh2p0Jx4mXNSFZyTpcDcQgXkjpV/7gT55dZoSN5zGpz3igbmtWlAXof65x5Xv9y/yjvnew3IviefrB5jPzwd8G9j/G+fgdcCLaD5GelZnlejZeIEaTRaCa1kesdS5KnggkEKKghQQEG4/Ati5VeYpCGFmRpcOEIDC50aUFgh76Lp6ldUL6+il+RZtEZ9CnfLVPgO+EQeBTfUN/9HeY7o0W8Zt/fAv2Um5+Ns+hIL8CpomoXfQUs1n1WQlxJyNYw9S2B/QscY8ivtr0GlvvJxmuXtjFJ/Z4KecKbLy5mrvs4SeThdMo0mqaPxV6NfBBhGJ2amlIG9lOF71DcEZXIs/kX74NgF3+Z52K75nNH1aABNvJ/Hs2noKkdLISO5nbzEoCWIWvFxecrTNUgerkAZLg5TF4eqi8PEhb9z0dguxLpYoIsFuZrBKgJh3J7COJR9SIF9zQbfBcx28O+o4556jr58gbOhkfMJNGHLZvOsEi1j5kp55CkZLRFo9mN5T0zuw+E5QKryByEgCnDRVHHQV3HoVFHMlQiurAUErmyluDGzE5lOJpwluUyO45kix99TBxzb+MobSF1LylYtQcNS7glsSE0TX+WzYrRk8r048hLMsgaSG9NMhoyZXPC1DB21gYBc1JCLGnJRw+FbQ+HUsHkzED2jgU3F705fj5nEVE3DIE1lepzCXky+r92sdyvcG17mbGhhXkDuEl7rsIVT0TIOLcPRl0JuLOjxw6p5oUm9aOBibyAX9XjcegaPesv/Lpj5HCTzuYDqaKg6NrCOmniWxc1bw8GLiZ3zB5J8WZp1h3X8op3wbFlGT6zkbFhNX2IFF/J+5nJSxvMS5Geiz8r3ggjjjV49isUMYot9aGYu+UUMQ4siAXuyiLpoJhfNNF4zG9lEUhshWLiTS4CJdQET9PO3WMs97YBrMx+1I/G1teSA1zoGqKmU8Tie51FKSWgKXyEN5rseQP8HTw428tFKPlrJx3J0LGdPWjlMWslFKwXUyn4sI8ktW9jsQwxH3eAmF9NP2gbnJrZpzQY+Bgva2Ub+H48lLVonpYMo4I8+L6CHWPc4PAD1sY76aKM+2qjRNi6ZNnpkPXXRTi7aSOQ6gq/tJOnnOBCvgR+0jVJdv5l7CnnNYA7vJ22ihYEDWEEgz/oB9WKLG7TZg8H3cWwnJzsYkncG0PTo2EWf7GZP9nDYvUnTv0ni9rAfO0/wvav85o428rvVHB1LeTwfTOX9WJDD+4Rdknm3NABgbPg96HAP/nvBW27sewRvg04TAwED+gF0HIoB1MYRDtmuarAIkOQuevQIuTjypdYQ/1XiP0/sauAC+XAkEzuMmAM73Ybjd2A/OPDAABEXHHYbki63MerFUfAuYJk6Rb2eZhD8gJ49x1D0EXtynh7ppi66WXw3Pzx/Xq2spxG+WfBNYA3FcKbDFwnPEHhMRx7hOOaO/5Cj1xSdAqfdBvGc26z1GsY/gb+By+TkC8zLVwzs1+jXbzj4b3AgfPu6dJPE3nyH6V6PoQ/wwxFacCFJ+llZOLOR+oHZ/Q6T+j/wuX9nov+eCf87pv2buI1vmf5v4Hyu44K+xoV9iZ+4SnFcYcMukaiL+lAXdA1J/8bT4mnAR+AMeA88ruGeTLiPQbqLz7yNv7uFr/oOj3ldTqK4iF+pz3ESn+EuruCgLqPjIjou4Gf+gqv8BAfYjSs8r436WLtg34+PPEWKLukDovbyngYnwTHw+0c03Ac/Ak4NnJg3TihQX+HvruJnLuMxL5CLT/F1f8atdOOWPsbV/BEd59BxhkPzfVzlKQ6t93CDJ3GjJ2jYd2mg4+TiKBvZxa+OEPkwbIfAQdAJ9ro1/Ay4wcirWKdYnxd584UvHK4EuOw6qzx4SohfRuwK4lYRdzrrmEnsecRuIHYjsZew8hZKeDWl3E6b7KR1DtBKp2mpz3F8P/GkRzvAdrAV9PLfBtcfcIu1Cl6DvA1kTUHwRbOKZHgcxM8n9ij0l9GGFcSuIvYzxK6lbefSvg1wNMKxFI5WKuI3cGzmby+u9xiKPlUbbOvgXevGGtC7fqYJ9pRWAWfdJd+F1z0of9YSBlccPGlwZBG/AP2lxC8j0+OJX8nOT4OjBo65VGMDPE3EfxkFK/VrnrxGXawkSytomlZWu4yqa4H7IW7Ad8nNf9rdfr2t30l/dOhJOINZS6Q2yQaPnYg5rKMA/aPgGAfH0/+lu0yDor7vMP6sC8otIPfissAux3LsIssi7CJyyCGggODFFfHgUETAIoocjUYTSKLxBI8aj1pjNGma0XHaTDvVzPii0zbpq06nM830TdM0L9rMdDIeM/SDkmln2o7zda8/v+f5fc/ni9c3kQGt4HQyPrrB6efsA2TG5Asmo7A9SFQO4NlhvL1f32BzZPJL+/1CKf98ob28v9ACL79oyf46RZ2+TY1MycZ9ssBxgePhLqvBqKASanUYHqPwOAiPA8RlWL1gDPJvVPtgt5dT+rjRbhB6qJxuqruL6u8Cf95+iwT4JSPv/lLaHyP4Oq2NNo1/50fRIu4ZjA+juZGFO6WScdlUYR44HnBKwKnQADz64dEHjz3EpVc7wenTLhjtwCudnLSNUzvwcBsZ3kr0W8nNFvDn7THj9qextG3k2E3G/2Va/NlQRhujh7EN9mJuEwZmHH5LAiud0x3cyc2dvNyjBMRKsGrBatQr5Gk7/7fxawt/sQVPbcKLG4loExm9AY83UB8NdL0G8Ouxh8ule1ZGAS39KjbDqDvJd8dp8xP4Z4RWO6AA7hfB3eLBs4JlB8UJlhssL1ilYFWBtQ6sZrBaYbMTjH6tx3N1RLGGjFpLTlSRE1VkYCUdt4KqrJjvWbTxH2fhAyc+wM7w/k3k2BFk2SHkyCByoGfxIqIchC+jwDNTCTawMsDK4V75YBWBVQaDatUa6rXWsFlVi7apctEerTGOqMz4mkp8zmi1zw0VGx+oyPi5vMYv5fX5FqNngnmXEX+dvfYCI/YdN7Mc6TGBHBvGP33EaAcyrSXAV82+IWr0jdF63wTVLU5RzZJMVS9ZoUq/larwK1a5/xqV+tepJKBZxQEdKgrslSdwWIVBR7Uy6LTcQTeUF/RAuUGfa0XQV7w+weZ0H/zbyOCryK4Z7AQj9hhcxpClQ5n4gPHfYUaSE5u6ED9VB4erIjhO5SGJKglJ1eql2VoV6pI3tFCesFIVhFcrP7xR7mWtci3rUm7EfuVEvCpH5CllR15XZsQD2SN+J3vk18qIeMbnOX1cgDxgHbjCLnmunFxEeh3l8yF4DcCvCz+1Eq9GpHtVjFElkcFaFRklT+RyFURZlR9llzvKKVd0vnKjVyknplLOmHo5YrcqK3anMuMGZTdNKs10Uimma7LF3Vdy3GdKNn0la9xzWWPnDB9x95vgX64kF6qQebweWUMuMur74bEDHluzWZHI13ILO2e8v9ymcLlMsVphsshpSlF2fJay4l3KXO6V3VyudHOd0hI2KyVhu2yWfUq2TCjR8rYslndlttxTvOU3Wm75K/bMYE6YM3zAvW+AfRGpdRoJPFWL/GVFOgCPPnh0eliR8tDYyOSSdDRmsq+cicHKSoxSRmK80hKTlZpoV0pSjmxJBUpOLlWStUaJ1o2y2LbJbNur+JQxmVLeUqztimJsHyvK9mtF275UjPWpIdo6Z7iD3LwO7oV68rFBegObZFUchtNufnulhFwgR2rI1dXkqivTIHtqgFJSlsmaGqekVIsSU1OVkOaQOc2t5enFik+vlsnepFh7h6Iz+hSVMaqIjGkty7issIyfaKn9Vwq1/0Vh9icKT58z3ObOV8GfYRU52UxNYBO8/x7f9cCjg9g0E6u15EgxscnFJymOJbJkhcqcFa34LLNM2TbFZmcqJtulaEeRIh2VinA0KtzZplDnboXkHFJQzpQCnBfl7/xQS5yP5ef4swIc3yowe063uPMVMM8jvU+wlh3HxregMVlXu/FJO783waUaLkXEzYlPkvN9FOcKUnRuhCJdJkW4khTusissL0dL8woVnFeuwLz1CnC3yM/drcX5B+Sbf1xG96wMboSq+1MZ8v4ko+sb+eTO6eYG5D+YZ9uYD6ynx7CxduqS1agLXu1waUIOV8GlkLzJwicJ+CTC46fQwjAFe2IV6LHI35MqP69Di70r5estldFbJ4OXg4t2Yex5RSxrXhYUL+Lcg/j1oJYK2TcLnuoGOJfAPNNJXbIKvbaT9YvXIT53wacdbg0cVY6v3OulNHxiwieh5b5aUhosn7IoLSqjuZfRSMoo5HKCVQbJMoJcxgXKt2ODGHq+jElYinAvYUqX/JEEg0PxE10D/wKPne6iRyP9j+6GAzbYAwe+a+G3OrgUI8lzNhEH/BZNrgTWGWWoDSRZaaK1DLtadswaO7YCm09inFbDwzXsNTX92ARJxSJZzRJR9QmLHDtWxd+lNU/1LneeAfsUa9j0PjhA+TA2NEBv4LuNcKnCNwX4JQO+ZriE4zvfjQZ+ZL9sZqA0M2ybaaZNNLMmmkkTja+JhrcBshtw5IY92GEaHYtpAwtUPYvJOpRjHX6oe64fgH8e7Hf20xtYw46MwOEg/WmYmmAVqecKpRyRCxcboY2GcyB8EAQULgO+A9HRgS/aGXDtDLp2mkgbja2N5tJG0beS5K3dOJRDW9hrtrLYbb7HUot63IiSbXquS9z5LNgnR+EwDodJ+hOvPXzeAp9q0qkQLpnwNO+VwvCND7HSvPUy2Hv9eBgB1BNJITHguhn+3eRFF4XcReLsoth3QXwnl9yBItl+gcbHgrgN9dzxNzg/04VDcCBUJ47Qn3hkgvQd4H3n93EdXEpx4QqescInCq5++AfJ+m/bb8SIyRDCZ4jBNkR+DpGfg+TFAL4YoKAGCOI+HNpPXu6lNvqozz2PuQfbRO8TzfD1meNwmKYmsBHc1fM6PoBPNXxWwiedZ0xwCsZHiMj/tnH8MY4/xkMweIzjj3FEyBiCYAxfjFMfY8TjMM4dPSkdZLEdQcGPfIHT/6nz4J4+QRz4aQzr533HW8yoN6kFfnNgFniFYcY3wJu3qf9hL75HnE4hvqYRiNP4YxoRMkWNTDOIpimuaYI6xYOvs+seJy+P/YGL/0PnT9GbKNtXz+JSbAfvm05Tznyfy6uVV0a/fDHE/UubF7xn/4+do17OEZsZ6mUWHrPUySwxuUiju0RSXyTAszMUwkc89xl/87VO8fHYLO4hVXp43YJVY/lYKt/FXCQHMM3bpQXRT2qz8Ijl6qVd/Q+7trAc/BCf/AgetxAet8iN2wziO9TIXYr+Lr64y4Pv06ve+0JTnDvGmX2c2Y6tw7xYBuchORRwY/68Bbv5YvnhTOz2wjJyZ2Ep+s4+wEh7FkTEMvn6AB4/o2Y/YfD+glp9SI08ItEf4cxH/PHDTzUJ1iC8O7FG8ErAcoBjfk8K+Q5j/twPXyyAL8/+F9flHhV1nYbxh8sAcpm4DZcZBAYYYABhQGBGgeEiMuAFkFREkFQcb2mSRuYtb7mSGmle8ZJHLV3LTds0bduzZzPXdnOrTdutc1pbtV1PtbV76pTHtTb2g84fnf3jPT9m+M37PO/t+32fV3yC7FXsLEZpWZfB8Ym1QcF4AXsbexe7zMxcYTn9iN64yqxeY8Cv0/DXScD1U2zW+j/zQwFFoQiT9R+0xC101Tdoqn+xM/+TDfoztvibbNh/Z3f/FDVznf39GmrnE1TWxwzJRyixD1Cbl2mO9ynYn0jWuxB7B01xCW9vg/AH7A3sV9gZ7Kf4P2K3sK8VxvafqC/Y4W+iZ26gMT9RLV7G6UM2+g80FYzp+Pfiez5+u9GrPfodWuICKvBN9MR5PQ1OPyl5HlVzmhS9A+aXpGxA53zYJ7EXfsLhDsYNQpwCM0RX0TR/Qd9dRke8Ry4uya23UCYXUBFvoGN+g9J4HR6vweMcPM6Sj1fhcQZVdhp99woD+zJDdIoGfomCnuBXL5K142T4GIhHsUPYsz4Og7F/iXFikEsRXwD5igTPQhw2MllADC78V9EO9fBvwu8k/E7F7wPE4sX3fFp1Ef57iHylnkOlHqEmh9B4B/nmWVjuI6I9VHY3qIO2E9uOfQfm59hf72KLnN5rqdeox2l01SlycYK+OK4iuI/Edw3jV4/vRnxPxHcbI9uJ/1nai8bsh8du1OkudOYOavKMtmkrb/XBfIsukp3POM4G1OuzjRi3Br0kqsWo+Nr7l3fHIYiYosGzgJUBTh4Yxfgvg38N/OvxPx7/91P5KWBMA6NLm+HxJP3Rq8f0M3rjCb5ZR/RryNJqumIV0a7UbSo2QPcM3H1e9Y3Ped+YnfSN/yHmYz+52E0utjMjKBQym4/HEjDK4V8NhgeM8VqPwl2L4l0Dj8fhsYq6rNBiJmWFlvJWD2yXEM1iMttNthfp33oI7IU+u+wb5XM+/KO+I5Djk18GgRsFppmJsxJPNrEUgFFKLOXEUU20HnDGgdMCTis4neB4wVioBdRkPuzm4mUOEXnpoi6mZ6b+wfrxAzZAVzOrgRwtoRw/XDXHeB7k827wt/quoScUCm4sESWBlwGWHRwHOKXglINTzSrhoQLjwGnRbOoyC88zQZ6uh2G0Uh14asdrGxlupcMnU/1JdOIk8AftPEfpmQSOXdagwzz7WYm2wedJjlmua7ADiSYCb3FElkxcNrByiKmQmJzEUs5k1IBVD9Z4JmUiLNrB6cL/QrrlMU62DUzSdrr4CEzPaqyuaAyn3hjwB+3XXPWnWEePsnYc4DjdkcoVC5/1XL8ryAu3LbEGgxuF1wTwUql6Jlh5YBUSlxOsCrBGkYUGNYPWyLfjeHMM2Wkgcx6iGU1mR3HB1XByVOuPTPnn2B2MMwvcE1zzh/PvXbNbWY174bOa6+5RVtWFrItectJJTdoUQ3xm8KxgZYGVR+RFxOUCy00malXHp1reqCErVVTGTeUqqGYZPTGCS9fFtDs5AUo56Uv0LfajTudxfXK1HkQW7ML6hrNWwGUFa9Birrt5iew01Ks1JEDNfmHEFwuehdisxJZFbMNU7TdclX4j5PavUnmARyMDmuQKbFOpoUvFhm4NN6xSoWGLCoL2K99wUsMCLyrPcE25Qd8o1/BfvQzmURd1KKMOgysPq+g6uCxzsFOxInupUzvyoYU+aQg3qCY4QlVBJlUEJ6ksJF0jQuxyhhSodEiJioeUqyi0Vo6wcSoIm6xh4TOUG/6Q7BErlWXcLJtxvzIiTikt4veyGm8ozfit0iMG9BL4z1WwolQzi9gmVp61cFnKKriwkDWY2rRRr0ZWotGsimWRwSqNiFSxMV6FxmQ5IjOUH5mjvMhC5Ua5ZI+uVnb0GGXGTJQt5gGlxy6Q1bRcKaZNSjbtU1LsSZlj38I+lcV0S5bYAZ0A7zBatp81Z1sdvcBzNZ974PUg/GbAYzL9MpYeqUbGOBP95TCFKc8UoxyTWdlxqcqMy1JGXL7S40uUluCWNcGjlMQWJSdOU5J5vszmZUq09CrevFcm8y8Ua76oGPMN/r6FcXcS9yGw9zSwWyMRN2KPswo/grad56YX4DGJfmlAMlRmScXUJmdosGyW+5RmiVOqJUkpSelKTspV0tDhsgwtkzl5tBKTmxWf0i5TylzFpi5VdOpGRabukTH1hMJT3sT+JmPKd4pMHtDPifsguLuQAX1o2g08V7FyLUEuzoXHNOTr/fRIPdKpgh4ZTk6ybQFKsYYpyRojs9WsBKtV8WnZiktzyJQ+QjHpoxSd3qjIjDYZbXMUbutRaOYGDbHtUrDtuAy23yoo42MFZ3ytIekDOkb8B8Ddydr7FBJ1A7ZyAjPBd7P5XwccW+iTempTQU6K6OFM5sacPURxWVGKzUpQdHaKIrMzZbTnK8JeqjB7lUJzxiokp1VBubNkyF2igLz18stlh8xlUcxh4cthS7B/JX/7D3qe1X8/+DuQIVtaOZvRsyv4+2G4eMlLBzlpgUs9XMqpWwE5SWNu4hwGGfMjFJ4fp9CCoQopyFCwI08GR7ECHW75OxrkV8juWIg4LWKXLlrD3wiEQhZWx+vYhzhja8m/rSPg7wX7GdbuzR2cj9Ok5Ty7+eyFSztcWpqlOri46JtccpJMTqJdAQopCVNgaaz8SxleJ43iZIicNI+TRnfSVE5+7JzODxGqLnSFi1vIyfJcyhJc8meaCw7Ft3UI/H4wt/HqJiiv64IDz24+e+HT0S41804NXIvJWRZ9kliL7qv2V4Cbw9wdjXHRuFPuNW0lTVM5gs+85Ia8GyeVCzD2eXcfBWWRL2dLKLuCfSWNvK2D4O8Gc6uXewpJuG4e5xPWPQcOfNc2g7nETQU1KpgoWXFrIich1Ef1aEzPfRgHh4cDxMNB4uHgrUNL1DHgdTRVHUHU4bBuGYZwHM1mMAphUPM+w04equ7oAHHvAvtpqPaSsrXdcMC6F6E5HkT3waWOd5zIRTvuLHAxUuYA0qyWIGkCl+wELrhmLrpmDvcmDtcmGreJwW4ay+HGDxrReI2PYr3SeDTFWDa1hveIgS3O8732QXEHeH2L4dADh6XUAlvwCHMJl0bkSCXvFOImDS4m8hLSCT65UQeXWTvash0NM5VctA29d6i2MThTaN4pNNAUktfKD1u5gSejayYhIieyLbVcgvMX8Pxe/bTsdig+tZzziZKtpXV6eM4mda187+GnLrjY4WIhLxHw8SNvXOa8NGjoSi99MYuLbRZ90UVfdHHhdXGgzKSBZzJcMyA9nUCns5F07oQ/Aq7jItxvwveO/sd3mcBEfaZh/OEYgeGQY0YYrhmOQQQUGFQEBFQoKLVARbEKi9YDFQWLVi61KAWk1ovTatdVAxRtbNNTY1PotrHbbes2Nts1a2qz6Z51s7W722zdrmnY39hpYrrJhjyZ68/7PN97fe97HK4+eA/zc08n/elJ7irer+G7MrTk83sqfonBRyHoMeAvOdHowmNOoGM7OrajowEdDehoIC/q8UU9iVNPPLYhvg6DW6iNzUyMm5jeaz9H/x0NwdfXjQYGtydBEyGr5XMleoo6KCHKOqFdCtsr+ey5N1h9j/vfO9HGENiGjjZ0tDF4tFGrrVw2rfiilabXSuK3cJCmgzj6DI2Y+tzBRN/4tYbg7aNkesBuUH8YV5G+D/HofH5LQVPkAWKALjnR5Xr9MZzfd7kBLz4HEFh0dHPRdXEBd9MrulcBAtqFoztPUoCvEngm6n1faagXH/TzFuwA62hly3DXQpAGbCDoqOQO9AOcA2/v/0EfPhnAJ4PoGKRnDDCcDNFcjpPQgwR3AJJ+cqKXjerYFzo2hCwG6SaG+U28ruRzEZjN+3i+MwHPZ1zD/gkXOAaLFU0enPoRfuZaDnC3htExQn6MkBujNPpz1Mh5Evs8vhjjodEJnvlMPdjaja2toMpZuiALW4nYCuMxrzP3Fh6GDKdNF0Zdi8iYayE6fx+eBxxRL4CXwavouEgvv0j/vEytjlMjExTcBA6d4J8n3tET8GyHYy0ohycPjpQR6hD7xnP32b3gsvuiaxly2ncuhbQ8vQ4uuhYlJ7iSWCOktwElqA98WSYZgD6mf16nVj+luG+S7Ddx7s0Xmaz1P7grPzbCcLYQu/7BPvMlO8QtJtg/M0X/kUn+c/aH37FZfEaD+JQN57cU6SdsIR9TLNfYxj5ip/kViXGVgH2Isz5gp/glG90vsPYuDFfAOHgdvAzu5/4WfA2+ZJ+4JTN8MWL6hWsuPAvgWQxPGRyV2K3We2xTV2hW77CBvI2On6PjLXRMsIGOs5m+qUG9QWJcxnmXYL+ov+C2STaMSVzJ/ARG7tPwL0D3hldwGvQbdppr7HdXmd/fxxfvKhueRdgtwWY5Nis5RzU2H8VmLWHZypka2R6asf8ErF2E7yipcZJwjsH3Bil0g3S6Q3pNomySlJ4kxSfZPKV/gj8BOgYeI3yAiY/zhPKfMfAlw5OB7fmkRAF2S7Bbjt0V2K0iRddyno3Y30rqNmK/hdJop0R64OlHxRnK6iW88iGfbqsPXieOgSPg7/D9HjBR8ITwq+B1ppo3nCGkYyQ8djhmYn8OtnMpwUJsl2C7jHMsv7fNDrHbDaKjHx19NPNeteKFDh1ivzrIU0+h+gDR6oKtU98Rrcl72A+cvv8EvOdK5ddc6T8md3zmD18oXDZ4EjWgVOzPRX8u+guwvoSol8JRAccjcNTQMjfCsRX2ndjfgzcOaC/KdnOCVjzawmmbiPwuuH/Adfjed/G/4irDYVf7OY4v+vDFEXa7pxWLZ2fAkQZHJhy52kd+tJOne6mXPWy8behoRUcz+bFL9ahoJjL7udaOqIHTbMOzdbBtIfM2w73JhatwveVsJS7+s642SNvmnB7w+sE5Db5ouOLhSeIs6ZwlU4+jYyc6Gtk+t6OjAR3biEsd+bGZv1p+2YC6dXjpUU60hnj8hHhUU21VVOFq+J244i5dYiS7wCgyzHVzkmuHbs656eGgnTpto0aaZCHKNrjs8CTD44Alk3Pk4v1FWo8/1qFjLflRA0M136zmyUfwRSWWVmC1Ag8/TBMrJx5lVEIp/E6MB9LyGIHGuF5OmblSuHoPoacTLVzXcLtxGiPWQuAM51wxnCmBM6VwJgds8+DKhasAriUoKMMblXDV8G4TqnbqQU6yhHgUUylFVHAh2V9IPArIzQI0XGIMvGDjOuC6P8E4eCzq+2u3HW3N+IURE24DZ/THqhm+CK0kN5bTN5ah42F0lKHjIeVpKZZL+FvML0U8WYjiRXhuAfHIJ3NziXIOGZ9Nt8nSH8C/AT0rjmuHMfQ0O9wQOMxV24mW3ZHc5SbGHq6ctehYRUyWayp+nAZfJEyxcCXCNZMunsF5srQQpny+yeWJHHyRxX9m4sG5ZOocMiuDLpFOTqSTE2l0wjS6cqqzZ8I7ypX2U0bhfnCQ9/v5rpnxo4FrZiM+qWIkqWBcW0qdFCuQ84XCF8XJ4+CbAd8s+GbDlwPXIrhK4KnAfg2/1OGtZjKoiyeH8N45IjkObpBZt8ny/+gFxq1hRp0TrCW9oIf37WjZNZMRMIGZhjittDBfkycPGN2V5+mjbLdg+MI0xy1aGW7xSndPUqp7mmZ5ZCrFI09JnsVKNJQrwVCl+CmbFOe1SzFenbJ6DyrKa0yRU8YVPuW6LF5/k8X7Wz0P51lWs+P5jEigmz1uL6PoTsbiLYzoaxiRVxCbB8mbhcRmnr+n0ryNmukVrGRvi2b4WDXdxy67T7LijRmKNebI5lsoq1+povxWKcK/VpaAxxUa0ClzwKBMAecU7D+hIP8bCg64rRD/uzrHmHWaEWeogFxgPetiPdrD5x3o2MxuW5NKHMiXxeRNHjkym9gkBxsUH+inmKkmWaeGKzrQpsjAREUEpSo8aJ7CghcqNGSpzCErFWLaoCDTDgWaO+Rv7pev+Tn5mN+Uj+m6jKav5Gf6Ts9x9lNwDzB2HmKX7OR19wOMu+ioRV81Y8cycqSYHJlPjjiIzQzGImuot8LNgQozT1PotCiZp9llCk1RSOgcBYflKzBsifwtK+Qbvk4+EY/JO2KfpkT0yhAxIo/wy+DX8rT8VVMsdzXK+Z+Fu5+17Gn2yA7QWsLKwNi1kbG8ijiVE68iBysqsUnHJ9NZpaKsBpki/BQcYVJgZIQCImPlF5Uk3+gMGaNz5W0tlpe1QgbbWnnYGuQWw8JiY36zMaxZ2Xmt7JvWW1L0HQ1z7pOMvH3l1ARrQAevLYxb29Gygd9Wo7EcXxXhkxx8ko4WOyOqJcFdAbFGGWOD5R1nkVecTYb4RHnGp8vdniM3O860Y9DO/JjAMjudhWQ6i0MCA6qd4S/+mhT3BfhGZ+F6hkd7GXmfYpfdX4kG3jfw3Xq0rcIn5WgpQst8tMyidmKoGzM+MSb5yHNGoNySmJ2T2K2SKaRkEihlHq/8QzKHSakGddJMlskUboAUhuVkbqekjwgqGhK/0WnOfRzuo6xjPavZM6roDbw2rKQu0bIKLeWl1CVaMjlaEjoiydcgfGJwcNE4aB4Omr2DhHUQJAdFncGPDgLp4BAOjGUww2a0ABYnB0N7OgNxGrdlKhpm3dEp+AfhPYLLDtAQ20EzqOfzer5fzXpUyjML0OogZ+zkSSi145tH88yhmWf7A4o2m+LNpuFnJwEclc0DWQjP4jDZtYB5PpulLYtlIvMlae5/2a7z4KqrOwrg3xDIAkkgEJKQkAUREDEq0ChLgyxBNgWFCIISAUEBRZBVRYigRBASAwYFERNEVERhUKaFtlp3rWV02o6MM3XsdKq1Tu10sSpOO00/Ic+pOv3jm/fy3u/dc+53ufcciqkch/LT8QicRph1850NHq25EQevSxbgcL3z6bqICbYyXI3KpmojW+vKxqbgEpUpEWPo9jFdhXqMVo/RDvvRBmm0Zh6l2UfZwCgLjVohGMKRTNIIBqGCavnhJxb+Oh5mvx6AuU3JarVOjUtqjbjF+zlSOBWXShzLlbWfnBi3yMDFRSVByYypS/ayzsKlO0k9JqnHRPWYqCcmKt4ED0+wwIRbBX81nokbx6yMpdzG4DD669gFZwcrus0jtajWrNKTYvFyc4nLZbhV4Hi+rRiz6DpbH1xz5hILF7ZEuUimy8V0h/lVclElF1UO1yoH7TQ9MU0zTfWjqUCurBHU0RXU0uWvW5ySnvh1PLjMTKx0NmiZTWtxMEIrtPD8NZbBaazvy/28Hy75+Kbj40pWKDGvNQiNufpiTobo5nDXF9X6otrgVBvo2Qo3G9lrF9kUgFnOiJnM4tUv4U1NV52OnbAa4G5lvWo3OiM3uKvQne2zy29XMt+X4VgsL13wSVoabaKiNXBzNQs8btIbi/FYrD8X47HInC6Si4VmdOG0iBsRv0FfLjAb850R86j3uR/g/UU0wm4g2rZq2Q1iRa1HlK0Kl0pcBhFTvfHJkZsOOBGT3401iVjdGuqySl1WycdqvbHKjKyUi5UGaqWGWmETy4EtMxu3UPBLKPolf49GuA3b5MARdrvXxWjO2qJM9xojfPpr5R5+lo4XMf2/uDsR3/y/4ZvQpxsIn436Y6Pe2NAqSAzzRrnYaOjusqmaRpczB3Gn+Vz752hskIPtEevFMu/nKNeUeuODU5koEpm4xbejLhH134tvf94gJw14NLj473dmNeiL7XpzuyZrcF7W64m6l633UdTvRM+4rBQLvK9CcYwYJHr5v4uIb8eDZ4yHA17s/j/Ragz2JAxKU/uIZmdHswt3n8N1v4E+YNj3a4B9Hmp2dzW9H7V+d5vfLRIzxXhxkehjjRyR7Gglh9uiSTQnTIjrjwFsiwOJeCIRT4qD0WbYjuBx1NlxVG8cM6vHzcgJfXFCwU9wU8dfiTutvcTa1WKyGA6jv/XzrJ1y4HtrtpqgQ8IRE4db1xeOXXK9zaQ9nwjXIlvXZlyNYLymLm8RhG/rjXfV5D1DfcqcnnJWnDpE1cZ34t/iNO36Bf38N9r5LxTpp9Tjx1Ts77mED6n5D6j797mL3zgkfkX5v2NIT3JAJw3K27Gem9sUb2mMNxXtDQl7DclXffpyfIZSC1/XEifEUdHK4Bvs/4gvxF/Fp9Ge+u8Krzh+SwmfopJ/TTO/Q1H/gmN5nX94xSH5Eh4vOqhe4GV+hsdP8fgJHid4muO87o+jQUoeiWMS+JynjvJ4R/iaZyEeFPtFU4LDvxLYfxS/E6eiXbzLZ75NO79Bv79Kmb9ItZ+g5n/ETRyj8p/D46h8HOHqDnNez+LxjAPrEB5P8xNPGdQn+ZonNPLjcrFfkZplbS9P8QjU1nhINIrTMD9LYL8nTraWT7wQ6fbSDV6RkveFcb61L7b2JdYda91JZ9zjY7xMM8fXhMejXO5ePPbwdw/HWqNzD5x6OHu4zUOy8pr/PlWlFiPewtO2cD4tXF/It1YRbhE5bWupw+pxkJ85IBeP8ZhNHMpeNXmYr9uFx0N47ORlGjmvHRztdt6uga+qx6NOXbbGqtiiN+6FssmT92C9USbv0k01fM162OvEneLDBP4r4niizQ8mRm8vr7srcqxQCKd33K8mdfzlVjy2qMtm/VGrTzfFZBhVMGbCmAPjRusvtf5tcYdPb/PL1bK0UvWWQ7s1/hHLYC9NBHWr3m34zybG/NHEEbSD162LLHj5sIodzX1UeQCMQTCGyHYFjDEwxrsyJtv5NFWYBWMujEWuteUqs47b22J6dsnQ067cV03TJzq5xVNt8WZijI8kjoK9ieOw9bjdfOZKSIfZFV4BrBI4fa18HoxB9jBE1iviJh5zMR4L8bhBPubrj3mQ5mBQjd1sWbrGjmaqxwxo01X/qvjKky1n4ueu3edcu0+ltB2tDybwXVfyGvbZHm6GvXWH19Puesl0PzhlUAbbx5C4Tl2q5eNadZlFYF0NZbpPqjw5FeMr7GKKjF4uw5NM1AT1GG8Sx8NvjeNk8TOu/P2O092u3AYSdXNKG37r1Uxe2Weq1TrbWy68Ili97amfPZXBGgxrCKwRsCphTYR1JayZsObFOMzHnqnYFqfc7hhpgkeY+AonQYUTsQKH5x2hTxXrgVI18LqN/Lgbp7W4LJcX8sl+28lnR/vLlsM8CEWy3hvWObDKYA2GNSQuNS+VEEf7ZqQnK+RiuBWGqccQnXuRKpeb7sFOm8FOg0HxpWiJw2TX46TwHh5uBxm4hSS9C5c1uN3i6l3AQlAfVuxgn51gdpW/fFhFsHrDOgdyGbzB8IbFULu92BPlmA7WBQN1yAUm4nzzUaYnBuiJc83ouU7C/m6D/q3nNex9pN+uga55V0otSbwOl5Wu/cWk0Fw5mUEaTSFNxkWKnGbIZTd4Peyt2N7Ohtcf3gXwyv2tgFUJa7JPrz7TOX1V9GzVPcsJ0svUlzhtS0xkidOxxFlxEG5TuV7ka+vEPSTgWp8td9UulJPqIpoij67SN6PkZFhSKqRMOcyB1wNeCbw+8AbAG+jdUNkZBWuSb67Ccp5OXhoFSesjP6k+8pKaddUxHf6OFf5kN1/FE/D3kheNLMk2cTf5dwcuy+TlhgHqQJpOJcnGke0jyJEfdEqK81LS4pzkrOjTLid6tyuIXsmlUZLcN4ral0XP9uVR0GFE5HcYH3kp0yIn9brolrokstPWRVZaXWSmNken1GPRMeVkpKd+LP4Zj/Owe9iyB8iL+8TGkeahQi+wKAsGkePnsQP6ZazaDC9ss5b9s9tFaUZaFKZnRY+07pGXXhi56WdFTsdzo1vHQZHdaXh0zrg0MjKvjI5Z1ZHW+eZI7bI2OnTZFu27NEVyl+cjKeuXkZT5UbTL/DL2w9tNcm5nibbwbxu8riHHl+B1PX4z1WaKfqnUN8PU5kI56Wd2inKTIyc7LbKysiKzS15kZJdEp+x+kd71gkjrNjRSc8ZEh5wpkdz92kjKNV25RHkuwZxLnHUnerrzejl/iOj2eeyDv2tcm+TczKLWeF3NJi6pZAEuYUXUabJ6VeqRoXJyoX7t1xsHXLJ7pER6bmak5HWPDvlFkZzfJ9r1KIukAsUskNQC5rSQWS1kjno6bXrSb4V0ZKFTueAtgp3Hyf88muz9IfL/fo/fS3LWsGarvb8Zl7lyMsNSk+WqUk6G4TJQn/TBpQeZmlGaEu2L+Zpiw1OsUCXIlWiiUg+WKmqphUvpx17MWS8G5CyGoRexWkIIFr8h5KHo83jU3nfCrmdNa1mA9WKV9zf5bI4lZsjJZFzG4jIclzJbLNUnOXj8l/0ygc7xzOL4k1jTUaU1CbUUIWmQWLKoSlBClCIIErFEQiyfiBBRGV9SjRpZJGnEUmJvtWWUCWrrMBQtUhWjlE47TcdaS1pLgiLze77vS/It7/uZ6Zk5x5m+95x7Qu4/z3vv/7n3PvfWdKehuuFDSxqsGw3FjaRx49LcAbgDdiMQ96EoO5Y7y9qLLCvuvIYtGUhbMCm44oPrHZHHt3JDqEugb+Gynl12Bj91Q/ABX4ZhHwAvgfjiR554cHRD8rW2NzN3W2ZVL5qHJ83MkwL25IK8SGAvLs6LAvPkkj053IsZ1otl0YtlyZPFoA2DcSsmJQ/uwqNELAOykO9m0AznjsIHNB7V8f8Ifh86jL0TbrpyR+0Jy5U8cSZPnPiEeAkf/Nip/OoI4cuD40sz8eWS/Gh0vlyeLwT6EIhPBP9mnvdlIfPhVe7AgN6eiaEdPrQtEUtJmRy+mY6rc6FMzwoyg5+6KPJhDD2a1ag3vHTCj9Zw0pj7qUMOVYUT0Y3m2ZXG1ZXHpQv3EUDBBND8A2hwAexW/iS8P3/kzyH+U1BeQn/m+ZeZkl5iauqID34lYgkuZvPdNFI3hRLST8YHdLKOHkkqBeNbd3z0xteW3JcLYTnBCWMtzRN9FS56w0Vv7iOI++jFY9NLNhRyoieE9QQYGI5yYCC7ZiBLZXcWlm7seV2K8LVULGINzeKbqbH4wEOtZx1MQCdAXRi/74NvneGlDb42Jpza+FIl1PCI0cTRwY400hoouTkQLoLJzQHNjU1lABfWnwvsLy+Ug/olokwnfVmg+uzF5+/xsVTkQlEW30yldFJoI3pgcZRy5AyOxafu2L3hpwW+OsNXde6IwYVkQUejcCRGcicjuJNw7mQ4eTGcvAijkYRRo6EkUCgXOYxAhvKRofSpISxzg5neBjLNBpeKhfw6k7UrNYl8mCPErGTey9kcgz99ZpIHlFQrfGkIT7Vi+N5kw1BjHCwmmpQQxXj4iMaPaB63cTT0cQwkY+FiLIUURWFF4ewYDoqgPkfTp0Ztw/cz+H1b5PDNzBTygeEtGY2jfCLxZRC/f4XrawcvTfGnLv444i+DnVHjTTrdpNOkMhjGcS9x+BGHH3E096lwMZX6iOU+YnE8hoN11MYk+tTE4/hfLHJoXZnp9AZ0JjRNYJANxZcg3PXDt5aUkzM+VedPhdQk009zTTKpvlzJ0yTyNInHVk/P0vMg60lkPZc4m2ASyYlZ5OVMekTCZZGTxT1kY0KnYBq5gLTJIA/xqRX6PH45pZqGbKmpJk1TUPPfp8NJBn5k0MPTaPDp5EUGXCzgQtMJMm0V5+3hgfhOLMhldkOnoZGU7qAc7gBtizZBa+UYFo1KBcNyZVwApC420/L/LzEtKDwNIo8+mkf/zONO5MOwCi5WkoArAC9no1p2UswFm4COR4ehvfh7b342e4ccWGY6Z7lJ80wLiFyCCINFk0HQpGvNdJ0wLksfoLRlsUkO7/TPzdRqPg1mO3mxncTLB7zlgEjkXB3nhqN90U6c78b59TjXsfy8d01nyiWIazQsg7RbxnTjciaVFDMsSvIn4bFGGBdX6Bb70AP0joO8qUe4k+M8BCdI8EISoVAeaCkOVapWq17T6anfPV37mbrPPlfP2aX+8w0bNX6habPmLVq6vejRqrWnV9t2Hbx9/Dq+1Kmzf0CXbq90D+zZK+jVPn379R8QPGhwyJBhoWHhI0aOihgTGTUuevzESbrJU2Knxk2PnzHz9VmJs/VJb8x5M+WteX+cn5aekZmV/fbC3EWLl76zLG/FylVr1q57d/37H2zY+KdNm7f8eeu27R/v3LV7z1/27tt/4NODhz/7/Mixgi++PFF48tRXp8+cPffNt9/94/sf/nn+4qXLV65eu37jp59v3r5TUnrv/i8PHpX9u6LF/xuP38FRRlxDhlyLmOvIoH9P1A1k2E1k3K4E7i4jbyNDb0/svjL4l2X0XQm/h4y/NwS8JhkYKCkYCgfDJQmjJQtjoWGC5CFGEjENJhIkFX+Ai2RJxlzJRip0LJB85EhClsDIcknJasnJe5DyoWTlI2jJl7zskMR8AjN/ldQcktwchZzjkp2/SXq+hp+/S4KKYOiCpOhHyVExJN2SLN2VND18VBYTHd9e3nsVB2ZeB+tkUPi/5KuCsArGzCiz4MyWtP8ta8qkKXBmQ5k1Y1aElfMlHBwcHasYKKheo0bNmk7QIHmAiGfq1KkLFwYynF2go8HzEGJkBErgBFIkK4ZUMtJilUwGViDltX6ylKik4SNGRUSOjZ4wKSY2Lj5h1uykOSnzUtMzs3MWLXln+YpVa9a9R7nIasnfSoCG+KxSwhigISlkVhAkURImcRIokV64SHZcvkK4V68R8I3i4p+I+eatW7cJu6S09O7de8T+y4MHDx8+0uLXRBNNNNFEk18jtx9jL/nu5mMQt/5brmiiiSZPlty/UGrfvi13S4k9wMUlsTlF9gD3tuZuvmP3G/fO2/2CJppo8oRKyf71R+0CdiYGJxfasf+wuF+V0N12AIULJvaJ+8wO4OfCT5bmX7frRNljzJpoosmvkR+/tm//NH3KDjvmh7vf7Pp0wufqgCPJPRxEjzx1wLpwFyGavXlV1cE0v2pCVHv9ghrgXFxw19ZCJF9TAxxbnZ46KyBs3gM1QOnZc+cPrth1Xt1JTTT5TcrNA5vz7dlPZQZ7h9sZIL5N7yFEm0Wq+0PJu8OfEcIp5rga4HC8h0AGbFUDrAmSdtFxlYq9WO9sADTJVAGcNh4gqs1XAWzo4mREvKECOJoS+JwBMPWhCuLEign+Pt69x6fdVAvjYcH6let2nLqnZtdEkydQzm1bvdjOfHBzo+4VL9eRX6kCNkQ2pm46rFOzH5luKP9nk9Re9+U9jLU55ktle6HuKSPg1V3KgA/bGe3C531lgN5kF00WK9qv+ZUDaih3kI9FhSQqAkY2rQBEK3aQvdPLnRT9lDehojWjWlUzALzOKodR9sWi8YP7j5qRvUn9Nu5fvf6LqlETTf5jufHVwR0b1eeD82tiB3br4BqhNtyfSe9lKN+O25XtJbmmx9slSxmwb7Tp7RZxxYqAhR7llRWmuAndmFBRmz0PKgEOtKgAtFccUrIry7/hGiVAQCWgaraCvUiYyRwFwGhzgE4B0LyKGWDgIxv7xpW61pUA70sKR9zbN63js0a7g3OBUhhld/Zk6MJCRupmzV90ThEg5b424WhiIT8VnfxZzXYlPyth7JBA79dV7IcSO9c15GT3LxXtBfHupqSur1h6Jam+5Vnv+JYSYF9IZV1MsS2csrKcRpWAsKu29rvRZqUXpFAXp5ubAXyO2AI2m1f3CzttAUPMATXfswUIC1loY19sCbBdcyztIsrafsQK0N3mhBd6mcYTo3gWWwNul327NqpTA4PVoXYjL6UexDS3MSM5ad7bKzbsPKRo1+Q3JpePbVudlRQTqVA3Ug7ODfFpJBOvlm3WS9ka4VKekmPvK9iPRtetyNlOxxQA890rk7ruWoUDBpjXRbItYEl9c8BoW0CURWUF2zyfRa4WgG42PehDy9r0/MYaEGIJcLHh0qq6hfUwttoasMoKcMIakPK4T9gsSh5WgDhrwBtOtS0ANnNQacG+lTOHBbjVr9ewRdvOQSHTrQFGuX6qoODkN+eva3PK/4ncv3hq/6b9yrZL27Knh/ds37C6GKd43x9FVtS3r1KL2RRcmXDVl9vaT45xNEvJqbaADPPXXwRdt7Z/b9E/RDObVeqDBpZ1scEaMNmqcNKtAW5WgMlW9sP/Yr/ew3rMtjiAv4iZVO4N5VbuSq7TSBjXisidXErkWqKGECZNM0iSJkREGBSGTDm5dDgopMa9dCoNUjGiI9NBucyejNv7XWuf5+eZ5xnPmXN+68/W53nf3e9de++16N4cREAgBR0J2EOByS8I0imoS69/CgzzCGhJQM0cAtwI0Lui4f+sws77brpV1KDCWQrupx3fFezjNnHCNK+FS0I27pROlNr4K8Xt1LhNAd4udr0uybKpK8ZZ1X9VDTqS7S+iBum8qxd3nj8wQF1Q3fLZ212hJGscoSASb3/lWwqcSFXT3V3QmID+BGwheaUFmdYWUqBzGUEYBcoBBPEMrEeQzcDXZJUM0InRgoJ5BEylgPYHuynwJEA0IIB98KUETKFAWDdvXt+gQnnqoxpGTS06OzNQHvezfjyTcik7r7DkhSytjQ8dT26dP7Q1UZrK3B/sNapHqxqKpGMtj6MzO1Z+Ww1d6Z1Wfrvbqsvl41iav+CABcX6ah9ScY4kf7sNAW1LEKyhVa9LDsKZFCj7ELD2gLYguxhwQ8A6EHpI3WHAgvyfVSmoT4AlBXWeIZhGQe1HCLZpAgX6BOg/IItwJkDnLgFndIjIJUAsIyCdAhHiNWOSi5PLFE+frwJDN+7gQBsfMh5l/iM6dNEUh042D3my7Aff4R1qvf6UBuz2F8fG11Z/7CU0n9ofq2EoBRNIuZjcwvwhA1rVBxG40LwSgmAuA2R3r2fAFgFvD5oiSGNAwUHqFw7O4SPqM0DO2t4MRCLg52AYgkgGQhFcq0wB7ebsKVhFwCYKAggQfQhYREFyQwTTKRApryfGSvp1GjSzsGQ1VR5lTx4WFRU/eiZJaeMPxJPclNj1F2WZ3PjV3mN6mf1+Rqzg6UjHJqpvOYKmb7rghdLoJgH0RqKXewQral8EQxkYhoCND0prBN8xUOlnAKcYUE4DyONgO75DlwF/BGYMuCIYzEA/BLQTUxQrBFEMtEeQzc4H2uX0pKANAQEUmBOQ2YSAxgSIrwkwoECMIoIBMQXBDS4OT3WbOdvHf3nw2i0798VncqCN947Ciwe3BHiO7Go6SpI87D+iXY03H8Ikn6Yjyb0XQ/I+lcjHXoD5cFpwih0CGwY+eQxgAQPk7o7mYAeAixwsBlDCwVhcpQkDnRH0YsAQwST+DgS0cS+PBwBiOPgJwHXWqylp+A7exJxHsJiBVASJ7B3JCFhHqRwn4ERzAvYSICJqIgihQES1ADCFAfHiyzrliYrlLUoLi07dHDjQBon8lH2yPz88Fek7wcb81RBCt78oCx8G/eI8kj/chXzs3piPI59aUapj627NKlL5OwBvDoIB7OIA7+4MDqxxlfoM1EbQkT+iFIAjB/8EwNsg5RCAzRxEAEjkYBmAwnoMkM9lx8BMBPx8IOPB0SoUTEYgBlLgQsDmCgSMJICdpd0ouDEIQV0KRBF5BgNCnBxe3mnWbtym2zCPgN3pEqCN94pTYZ5jh/TvZd3RzLRutU9pNqQdfoiKBZB+1JdVXCwAS5ZX/AC4cTAEgOR8aAIghwPlKYhPOLgCgF+8ZJBy5yAQfycOpgE4wEF/AJlsa9IBw4KBBgj4KVYdwVIGqiA4osMEgtI+GoAI0gSu9dAAxFZ6EpZRscoQwRUKxH71zVTr0+MMlDe/zl/4hWyLO5X1b0lSG+8dxflZV348c/LYobjvo6KLMfdsg+fQLi3rVX33Ldwhv9KUlUtXAMNYnoy02zhQctXgpgQchEc05CAIwGAOJgGQtAfdAWznwAhAimSVAB5IVom/teQUewJAcorhRBnGQQaAJD7D4LRXyhdxGlfpx8BxBMnmFMQjEL4UfEdALq0afwJE+nAEgygQj/0aKIpuvZad7ZzmBO26wPLl8a8rt7VHx58dLzISdoQu8507a7qrs+Mwh342dpA+7Wdv+jH52klqILmZlXA1+EkCZsE7GnDQF4BkfKgPIFDyDgDxEgBNzHU+5ChZ8IhOHCQAGMPBVgB8a5IuJ5qD+QAu12dgBgBhzwBOe+IrBsYhONqYguEIxFQKbAlIoAOhOQEijH5zCkS42ducnmmX0YsYECmuzh6LVkTEJGaW8KQ2PmQ8L/4591rGpXNnzyQlJZ5+ALmsnd/McLS1atfSxLi2wasmHI6Y9B7VWUk2gifUYnlSLyMkoFQN1kgA9LTJErBXDUrYrlCU5bCI/hzgiOLFgT2A9RzgiHK0MgPGAPLaMKAHQHaUIlimCRwz0QBKnTUAsdVIAyjz0ABE1jjyOxRSkeuuqxgYtfjMbpzX8u0nC2j6ZZxNzi5ks482/uvixpmD0RHfBi5ZvMDby2OGu4enD6TXTu7dylAH6+GiGjjwmlai1UCy87CnTZcAJ1iEBQdWAMZxYAhAsvOw7GM0gfRGGsDTvhqAbIaBk1Ss5eA+gKTmDOQBKHNiIBMXsYGd+KkIbrBj7AACsZu2a4EEiC3tX2f0Ta2GeKyMuUWBiB83bX5A2M7D5/N/ZTlt/NWitKjg1o2c7MyMqxnZefcgVZSwwW/WxFEONj2sLTu0adWiefOWrcerweb21VjNtlaDHL4rlCrwDkuJACDZeQg2SMBzNUiSzDA31eC+ZBGn4B386sY2SHzDAUx7Yo8eAysApPFF+AEQkxjwRhBek4KpCNIHUzAUgQgzIaAtAcVzqr5L1jLvNzWUAJHvVd3YrEu/0dMXrd579g7NvowXJ89fL5YltPG/FvcyziTsj94WsW5NSFBgQGDwum0x6vQTf9cBXcwbG1b7qMK7qoIHdOYbS4Gmdb4EJKnBXgnYoQbZphwEwCIGcuAOYC4HQwBs4gDboKRmDLQEUDiAARxyJIuohmC7MRMIrrLzgQ4YQXU1gAw8Kut1ciRAHOn3MqFnbP75iFkrdqdKDoJD0xeujNyfmHabp7Tx/xi/lpY8uHenIO/23eKnJHU1LiLI9ws31/FjRg4bNMB+4JBRLu5H1GDFZ41YkzJZDU6wmlcUGzUo6ciBGSzClQMDAMGSdwA4yPYVATmfawBisiYQVFEDiG+jAeSN1QDEqnoUkA+WMgLTtTqWkkdsfjOi1DHrM/7LTUdzSF68WNWu++AJXv5r9yRep7nXcT77/n/IaEMbJO5mXTh97GDsvj27onZG7d5/5HQ6lNUdfw+nwTbdLdu2bta4gbGRkXHDJmad4QGSrYn7wlsT2MG3JoKL7TSAJ6M5uAtiMQdXcRG8PcAp6FwfBv4G4PFMBqLxt97I2pw1CFIdMV25aRgCsdrsTU6/Wc/xvpuP0q2e621YzaR9z6FTfdfFXioRkri6Mvz745fzy2Q5bWjjj8Wvz5+WPnsuSaQdiopYE7R08YK5sz29vOb4+K2M3Atgnb2VmalxLT0dVeGnqMGJ2nzz/qAGRbYcbIB3zOZgCYCN1RmYBeAkn8XGArjjzIA9/hJLWStmjSCGvaMFgizS5ui2HkB+7bC2b5M12zp4rIrLIiBjhoGi1DDpYOs8LzQ27bHgkTBx2sLgLXFnb72QJH+Pe5KxRRva+LPiYUFOxuVzyUknT/ymA0dPnr/+FK1V/XVKY1FmUkx4kK+Xh7u7p09wXH7bMhQVsfICrGg5Sx1FQQ9m+SCComA7Zu8AtQlyP4SAgv81LAQULNYmoOBEIAEFHyoEUGRlHJPQgnKxLVySV9s7b/Lu62gKbuQLAeX45I2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00000000..7a561d4e Binary files /dev/null and b/src/lib/pdf/templates/Leerseite_Datenblatt.pdf differ diff --git a/src/lib/validators/index.ts b/src/lib/validators/index.ts new file mode 100644 index 00000000..fb89fafd --- /dev/null +++ b/src/lib/validators/index.ts @@ -0,0 +1,255 @@ +import { + VerbrauchsausweisWohnenSchema, + AufnahmeSchema, + ObjektSchema, + GebaeudeBilderSchema, + RechnungSchema, + EventSchema, + BenutzerSchema, + GebaeudePlaeneSchema, + AnteilshaberSchema, + BedarfsausweisWohnenSchema, + VerbrauchsausweisGewerbeSchema +} from "@ibcornelsen/database/client"; +import { z } from "zod"; + +export const RechnungValidator = RechnungSchema.omit({ + aufnahme_id: true, + id: true, + benutzer_id: true +}) + +export const GebaeudePlaeneValidator = GebaeudePlaeneSchema.omit({ + id: true, + objekt_id: true +}) + +export const AnteilshaberValidator = AnteilshaberSchema.omit({ + benutzer_id: true, + id: true, + objekt_id: true +}) + +export const GebaeudeBilderValidator = GebaeudeBilderSchema.omit({ + id: true, + objekt_id: true +}) + +export const AufnahmeValidator = AufnahmeSchema.omit({ + id: true, + benutzer_id: true, + objekt_id: true, +}).merge( + z.object({ + verbrauchsausweis_wohnen: VerbrauchsausweisWohnenSchema.omit({ + id: true, + benutzer_id: true, + aufnahme_id: true, + }).nullable(), + bedarfsausweis_wohnen: VerbrauchsausweisWohnenSchema.omit({ + id: true, + benutzer_id: true, + aufnahme_id: true, + }).nullable(), + verbrauchsausweis_gewerbe: VerbrauchsausweisWohnenSchema.omit({ + id: true, + benutzer_id: true, + aufnahme_id: true, + }).nullable(), + rechnungen: z.array( + RechnungValidator + ), + events: z.array( + EventSchema.omit({ + benutzer_id: true, + id: true, + }).merge( + z.object({ + benutzer: BenutzerSchema.pick({ uid: true }), + }) + ) + ), + }) +); + +export const ObjektValidator = ObjektSchema.omit({ + benutzer_id: true, + id: true +}).merge(z.object({ + aufnahme: z.array( + AufnahmeValidator + ).nullable().optional(), + gebaeude_bilder: z.array( + GebaeudeBilderValidator + ).nullable().optional(), + gebaeude_plaene: z.array( + GebaeudePlaeneValidator + ).nullable().optional(), + Anteilshaber: z.array( + AnteilshaberValidator + ).nullable().optional() +})) + +/** + * Runtime überprüfung für den Verbrauchsausweis Wohnen + * Dieser Typ beinhaltet alle Daten bis auf die IDs aller Verlinkungen. + */ +export const VerbrauchsausweisWohnenValidator = + VerbrauchsausweisWohnenSchema.merge( + z.object({ + benutzer: BenutzerSchema.omit({ + id: true, + passwort: true + }), + aufnahme: AufnahmeSchema.omit({ + benutzer_id: true, + objekt_id: true, + id: true, + }).merge( + z.object({ + objekt: ObjektSchema.omit({ + benutzer_id: true, + id: true, + }).merge( + z.object({ + gebaeude_bilder: z.array( + GebaeudeBilderSchema.omit({ + id: true, + objekt_id: true, + }) + ) + }) + ), + rechnungen: RechnungSchema.omit({ + aufnahme_id: true, + benutzer_id: true, + id: true, + }).array(), + events: z.array( + EventSchema.omit({ + aufnahme_id: true, + id: true, + benutzer_id: true + }).merge(z.object({ + benutzer: BenutzerSchema.pick({ + uid: true + }) + })) + ) + }) + ) + }) + ).omit({ + benutzer_id: true, + id: true, + aufnahme_id: true, + }); + + export const VerbrauchsausweisWohnenBerechnungValidator2024 = z.object({ + endEnergieVerbrauchGesamt: z.number(), + primaerEnergieVerbrauchGesamt: z.number(), + energieEffizienzKlasse: z.string(), + co2EmissionenGesamt: z.number() + }) + + /** + * Runtime überprüfung für den Verbrauchsausweis Wohnen + * Dieser Typ beinhaltet alle Daten bis auf die IDs aller Verlinkungen. + */ +export const BedarfsausweisWohnenValidator = +BedarfsausweisWohnenSchema.merge( + z.object({ + aufnahme: AufnahmeSchema.omit({ + benutzer_id: true, + objekt_id: true, + id: true, + }).merge( + z.object({ + objekt: ObjektSchema.omit({ + benutzer_id: true, + id: true, + }).merge( + z.object({ + gebaeude_bilder: z.array( + GebaeudeBilderSchema.omit({ + id: true, + objekt_id: true, + }) + ) + }) + ), + rechnungen: RechnungSchema.omit({ + aufnahme_id: true, + benutzer_id: true, + id: true, + }).array(), + events: z.array( + EventSchema.omit({ + aufnahme_id: true, + id: true, + benutzer_id: true + }).merge(z.object({ + benutzer: BenutzerSchema.pick({ + uid: true + }) + })) + ) + }) + ) + }) +).omit({ + benutzer_id: true, + id: true, + aufnahme_id: true, +}); + +/** + * Runtime überprüfung für den Verbrauchsausweis Wohnen + * Dieser Typ beinhaltet alle Daten bis auf die IDs aller Verlinkungen. + */ +export const VerbrauchsausweisGewerbeValidator = + VerbrauchsausweisGewerbeSchema.merge( + z.object({ + aufnahme: AufnahmeSchema.omit({ + benutzer_id: true, + objekt_id: true, + id: true, + }).merge( + z.object({ + objekt: ObjektSchema.omit({ + benutzer_id: true, + id: true, + }).merge( + z.object({ + gebaeude_bilder: z.array( + GebaeudeBilderSchema.omit({ + id: true, + objekt_id: true, + }) + ) + }) + ), + rechnungen: RechnungSchema.omit({ + aufnahme_id: true, + benutzer_id: true, + id: true, + }).array(), + events: z.array( + EventSchema.omit({ + aufnahme_id: true, + id: true, + benutzer_id: true + }).merge(z.object({ + benutzer: BenutzerSchema.pick({ + uid: true + }) + })) + ) + }) + ) + }) + ).omit({ + benutzer_id: true, + id: true, + aufnahme_id: true, + }); \ No newline at end of file diff --git a/src/lib/zodGenerateDefaultSchema.ts b/src/lib/zodGenerateDefaultSchema.ts deleted file mode 100644 index 0f0667a6..00000000 --- a/src/lib/zodGenerateDefaultSchema.ts +++ /dev/null @@ -1,37 +0,0 @@ -import { z } from "zod"; - -export function zodGenerateDefaultSchema(schema: Schema): z.TypeOf { - switch (schema._def.typeName) { - case z.ZodFirstPartyTypeKind.ZodDefault: - return schema._def.defaultValue(); - case z.ZodFirstPartyTypeKind.ZodObject: { - // The switch wasn't able to infer this but the cast should - // be safe. - return Object.fromEntries( - Object.entries( - (schema as z.SomeZodObject).shape - ).map(([key, value]) => [key, zodGenerateDefaultSchema(value)]) - ); - } - case z.ZodFirstPartyTypeKind.ZodString: - return ""; - case z.ZodFirstPartyTypeKind.ZodNull: - return null; - case z.ZodFirstPartyTypeKind.ZodNullable: - return null; - case z.ZodFirstPartyTypeKind.ZodUndefined: - return undefined; - case z.ZodFirstPartyTypeKind.ZodNumber: - return 0; - case z.ZodFirstPartyTypeKind.ZodBoolean: - return false; - case z.ZodFirstPartyTypeKind.ZodOptional: - return undefined; - case z.ZodFirstPartyTypeKind.ZodNativeEnum: - return schema._def.values[0]; - case z.ZodFirstPartyTypeKind.ZodArray: - return []; - default: - throw new Error(`Unsupported type ${schema._def.typeName}`); - } -} \ No newline at end of file diff --git a/src/modules/BedarfsausweisWohnen/BedarfsausweisWohnenModule.svelte b/src/modules/BedarfsausweisWohnen/BedarfsausweisWohnenModule.svelte index 59d6157c..3a0b7036 100644 --- a/src/modules/BedarfsausweisWohnen/BedarfsausweisWohnenModule.svelte +++ b/src/modules/BedarfsausweisWohnen/BedarfsausweisWohnenModule.svelte @@ -37,13 +37,11 @@ export let ausweis: BedarfsausweisWohnenClient; export let user: BenutzerClient = {} as BenutzerClient; - let Energieausweis = "Bedarfsausweis Wohngebäude"; - - let gebaeude_aufnahme_allgemein = ausweis.gebaeude_aufnahme_allgemein || {}; + let aufnahme = ausweis.aufnahme || {}; let gebaeude = - ausweis.gebaeude_aufnahme_allgemein?.gebaeude_stammdaten || {}; + ausweis.aufnahme?.objekt || {}; let images: (UploadedGebaeudeBild & { base64?: string })[] = - ausweis.gebaeude_aufnahme_allgemein?.gebaeude_stammdaten + ausweis.aufnahme?.objekt ?.gebaeude_bilder || []; let daemmungsBreiten = [0, 0.02, 0.05, 0.08, 0.12, 0.16, 0.2, 0.3, 0.4]; @@ -70,7 +68,7 @@ // const result = await verbrauchsausweisWohnenSpeichern( // ausweis, // gebaeude, - // gebaeude_aufnahme_allgemein, + // aufnahme, // images, // user // ); @@ -79,7 +77,7 @@ // // Sonst müsste er alles neu eingeben... // ausweis.uid = result.uid; // gebaeude.uid = result.gebaeude_uid; - // gebaeude_aufnahme_allgemein.uid = result.gebaeude_aufnahme_uid; + // aufnahme.uid = result.gebaeude_aufnahme_uid; // window.history.pushState( // {}, // "", @@ -163,15 +161,13 @@
- -
- +
+ +
@@ -193,8 +189,8 @@ @@ -202,6 +198,15 @@ + + + + +
- - - - - + +
+
+ +
diff --git a/src/modules/Dashboard/DashboardAusweiseModule.svelte b/src/modules/Dashboard/DashboardAusweiseModule.svelte index c85ff5b4..6a4d97c2 100644 --- a/src/modules/Dashboard/DashboardAusweiseModule.svelte +++ b/src/modules/Dashboard/DashboardAusweiseModule.svelte @@ -1,9 +1,8 @@ - - - - -
-
-
-
- A - Prüfung der Ausweisart -
- Vermietung, Verkauf oder sonstiges - Baujahr Heizung nicht kleiner als Baujahr GebäudeBaujahr nach 1977 oder saniert oder mehr als 4 - WohneinheitenHeizung min. 3 Jahre altVerbrauchsausweis zulässig -
-
-
- B - Prüfung der Adresse, Wohnfläche, Keller und Dach -
- PLZ gültigKlimafaktorernWohnfläche passt zu Wohneinheiten -
-
-
- C - Prüfung der Verbrauchsangaben -
- Verbrauchsmenge schlüssigVerbrauchsabweichung im RahmenEndenergieverbrauch schlüssig -
-
-
- D - Prüfung Warmwasser und alternative - Energieversorgung -
- Warmwasseranteil schlüssig -
-
-
- E - Prüfung von Gebäudetyp, Lüftung, Kühlung und - Leerstand -
- Leerstand nicht größer als 30% -
-
-
- F - Prüfung des Sanierungsstandes und der Gebäudebilder -
- Mindestens ein Bild pro Abschnitt vorhandenAngaben zum Sanierungsstand vorhandenBei Baujahr vor 1978 Dach oder Geschossdecke min. - 12 cm gedämmt -
-
-
-
-
- - - - - - - - - - - - - - - - - -
- - - - -
Produkt:
Verbrauchsausweis
Beschreibung: -
- Registrierung beim DiBt
- Prüfung durch Diplom Ingenieur
- Energieausweis Vorschau als PDF
-
-
Netto-Preis
- {(price * 0.81).toFixed(2) + "€"} -
19% gesetzl. MwSt.
- {(price * 0.19).toFixed(2) + "€"} -
Preis inkl. MwSt.
- {price + "€"} -
-
-
-

- Hiermit bestelle ich folgende Version des Energieausweises: -

-
- - - - - - - - - - - - -
Verbrauchsausweis online für {prices[0]} € inkl. - MwSt. als PDF per E-Mail -
Verbrauchsausweis online inkl. Beratung für {prices[1]} - € inkl. MwSt. als PDF per E-Mail -
Verbrauchsausweis offline für {prices[2]} € inkl. - MwSt. als PDF per E-Mail (Sie schicken uns 3 Verbrauchsabrechnungen)
-
- -

Zusatzleistungen

-
- - {#each services as service} - - - - - {/each} -
{service.name} -
-
-
-
-
- - -
- - - -
-
-
- - - diff --git a/src/modules/RegisterModule.svelte b/src/modules/RegisterModule.svelte index ced0a062..73564763 100644 --- a/src/modules/RegisterModule.svelte +++ b/src/modules/RegisterModule.svelte @@ -1,8 +1,8 @@ - - -
- -
-
- - -

- Bitte warten sie, ihr Ausweis wird nun erstellt. -

-
- -
-
-

Verbrauchsausweis erstellen - 45€

- -
- - -
- -
-
-
- -
- - -
-
- -
- - - - - -
- - - -
- -
- - Bitte geben Sie hier die Straße und Hausnummer des Gebäudes - ein. - -
- -
-
- - -
- -
- -
- - Ort des Gebäudes wird automatisch ermittelt. - -
- -
-
- -
- - Bitte geben Sie hier die beheizte Wohnfläche in m² ein. - Dabei handelt es sich um die Wohnfläche abzüglich - vorhandener Flächen die sich außerhalb des Gebäudes - befinden. (Balkone, Terassen,etc.). - -
- -
-
- - -
- -
- -
-
- - -
- -
- -
-
- - -
- - Bitte geben Sie hier die beheizte Gesamtfläche in m² ein - (wenn bekannt). Dabei handelt es sich um die Wohnfläche + - weiterer Flächen innerhalb des Gebäudes (z.B. Fläche des - beheizten Kellers). Diese Fläche wird dann im Energieausweis - als energetische Nutzfläche (An) ausgewiesen. - -
- -
-
-
- -
- - - -
- -
- -
- - - -
- -
-
- - -
-
- - -
-
- - -
- - Wenn bekannt geben Sie den Anteil der Warmwasser-Versorgung - hier ein. Standardmäßig wird ein Anteil von 18% angenommen. - - - -
- -
- - Wenn bekannt geben Sie den Anteil der Warmwasser-Versorgung - von der zusätzlichen Heizquelle hier ein. Standardmäßig wird - ein Anteil von 18% angenommen. - - -
- - -
- - Bitte setzen Sie den Haken falls nachhaltige CO2-Effiziente - Heizungssysteme vorhanden sind. Das wäre beispielsweise bei - Pelletofen, Wärmepumpe, BHKW, Solarsystem, etc. der Fall. - -
- - - - -
-
-
- -
- - - -
- -
- - Bitte wählen Sie hier den Gebäudetyp aus. - -
- -
-
- - -
- - Bitte geben Sie hier den Gebäudeteil ein. In den meisten - Fällen handelt es sich um das Gesamtgebäude. Sollte es sich - allerdings um ein Gebäude mit mehr als 10% Gewerbeanteil - handeln, so sollten 2 Ausweise erstellt werden. In diesem - Fall wählen Sie Gebäudeteil 'Wohnen' bzw. Gebäudeteil - 'Gewerbe'. - -
- -
-
- - -
- - Bitte geben Sie hier ein ob über die Fenster natürlich - belüftet wird oder über eine Lüftungsanlage. - -
- -
-
- - -
- - Bitte geben Sie an ob das Gebäude im Sommer zusätzlich - gekühlt wird. - -
- -
-
- - -
- - Bitte geben Sie hier den Leerstand in % des Gesamtzeitraumes - (3 Jahre) ein. Zum Beispiel 4 Monate Leerstand in 36 Monaten - wären dann ca. 11%. - -
- -
-
-
- -
- - - -
-
- - -
-
-
- - - {#each Object.entries($notifications) as [uid, notification] (uid)} - - {@html notification.subtext} - - {/each} - - {#if auditBedarfsausweisBenoetigt(ausweis, gebaeude_aufnahme_allgemein)} - - Sie benötigen einen Bedarfsausweis. Bitte führen Sie hier Ihre Eingabe für den Bedarfsausweis fort. - - {/if} - - {#await auditPlzNichtErkannt(gebaeude_aufnahme_allgemein) then result} - {#if result} - - Die Postleitzahl konnte nicht zugeordnet werden. Bitte prüfen - Sie die Eingabe. Sollte die Postleitzahl korrekt eingegeben - sein, werden wir den Ort händisch zuordnen. - - {/if} - {/await} - - {#if auditHeizungGebaeudeBaujahr(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.HEIZUNG_GEBAEUDE_BAUJAHR); - gebaeude_aufnahme_allgemein = gebaeude_aufnahme_allgemein; - }, - type: "warning", - }} - > - Sie haben angegeben, dass ihre Heizung vor ihrem Gebäude konstruiert - wurde. Sind sie sich sicher, dass das stimmt? - - {/if} - - {#if auditHeizungJuengerDreiJahre(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.HEIZUNG_JUENGER_DREI_JAHRE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Ihre Heizungsanlage ist jünger als 3 Jahre. Für den - Verbrauchsausweis müssen Sie mindestens 3 Verbrauchsjahre eingeben - die den aktuellen Stand des Gebäudes abbilden. Ein Verbrauchsausweis - ist daher nicht möglich. Bitte klicken Sie - hier um zum Eingabeformular für den Bedarfsausweis - zu gelangen. - - {/if} - - {#if auditZeitraumAktuell(ausweis, gebaeude)} - { - hidden.add(AuditType.ZEITRAUM_AKTUELL); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Verbrauchszeiträume sind nicht aktuell genug. Das Ende des - letzten Verbrauchszeitraumes darf nicht mehr als 18 Monate - zurückliegen. Ein Verbrauchsausweis ist mit diesen Zeiträumen daher - nicht möglich. Bitte klicken Sie hier um - zum Eingabeformular für den Bedarfsausweis zu gelangen. - - {/if} - - {#await auditKlimaFaktoren(ausweis, gebaeude) then result} - {#if result} - { - hidden.add(AuditType.KLIMA_FAKTOREN); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Verbrauchszeiträume sind zu aktuell und es liegen noch keine - Klimafaktoren dazu vor. Bitte verschieben Sie die - Verbrauchszeiträume 1 Jahr nach hinten. Wenn das nicht möglich - ist, klicken Sie - hier um zum Eingabeformular für den - Bedarfsausweis zu gelangen. - - {/if} - {/await} - - {#if auditWohnFlaeche(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.WOHN_FLAECHE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Wohnfläche ist viel zu klein. Bitte überprüfen Sie Ihre Eingabe - nochmal und stellen sicher, daß sich Ihre Angaben auf das gesamte - Gebäude beziehen. - - {/if} - - {#if auditWarmWasser(ausweis)} - { - hidden.add(AuditType.WARM_WASSER); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Bitte überprüfen Sie nochmal die Höhe des Warmwasseranteils. Dieser - scheint nicht ganz im Rahmen zu liegen. - - {/if} - - {#if auditLeerStand(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.LEER_STAND); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Bei Leerstand größer als 30% darf kein Verbrauchsausweis ausgestellt - werden. Bitte klicken Sie hier um zum Eingabeformular - für den Bedarfsausweis zu gelangen. - - {/if} - - {#if auditVerbrauchAbweichung(ausweis, gebaeude_aufnahme_allgemein).length > 0} - { - hidden.add(AuditType.VERBRAUCH_ABWEICHUNG); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Abweichung der Verbräuche zwischen Zeitraum {auditVerbrauchAbweichung( - ausweis, - gebaeude_aufnahme_allgemein, - )[0]} und {auditVerbrauchAbweichung(ausweis, gebaeude_aufnahme_allgemein)[1]} beträgt mehr - als 30% und sie haben keinen Leerstand angegeben. Sind sie sich sicher, - dass das stimmt? - - {/if} - - {#await auditEndEnergie(ausweis, gebaeude, gebaeude_aufnahme_allgemein) then result} - {#if result} - { - hidden.add(AuditType.END_ENERGIE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Endenergie liegt außerhalb des normalen Rahmens. Bitte - nochmal überprüfen. Bei Passivhäusern oder ganz alten - unsanierten Gebäuden ist so eine Abweichung durchaus möglich. - - {/if} - {/await} - - {#if auditWohnflaecheGroesserGesamtflaeche(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.WOHNFLAECHE_GROESSER_GESAMTFLAECHE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Wohnfläche darf nicht größer als die Nutzfläche sein. - - {/if} - - - diff --git a/src/modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule.svelte b/src/modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule.svelte index 2fe247f2..2990e24a 100644 --- a/src/modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule.svelte +++ b/src/modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule.svelte @@ -1,9 +1,9 @@ @@ -192,16 +183,16 @@

Energiesausweis erstellen

-

{Energieausweis} {PRICES.VerbrauchsausweisWohnen[0]} €

- +

{ausweisart} {PRICES.VerbrauchsausweisWohnen[0]} €

+
@@ -217,10 +208,10 @@ @@ -229,7 +220,7 @@ @@ -238,8 +229,8 @@ bereich="C" title="Eingabe von 3 zusammenhängenden Verbrauchsjahren" > @@ -257,16 +248,16 @@ @@ -275,9 +266,9 @@ @@ -285,9 +276,9 @@ @@ -296,19 +287,19 @@
@@ -324,7 +315,7 @@ {/each} - {#if auditBedarfsausweisBenoetigt(ausweis, gebaeude_aufnahme_allgemein)} + {#if auditBedarfsausweisBenoetigt(ausweis, aufnahme)} {/if} - {#if gebaeude_aufnahme_allgemein.nutzflaeche && gebaeude_aufnahme_allgemein.flaeche && gebaeude_aufnahme_allgemein.flaeche === gebaeude_aufnahme_allgemein.nutzflaeche} + {#if aufnahme.nutzflaeche && aufnahme.flaeche && aufnahme.flaeche === aufnahme.nutzflaeche} - Die angegebene Gesamtfläche ist gleich der angegebenen Wohnfläche, in den meisten Fällen sollte die Gesamtfläche größer sein. + Die angegebene Nutzfläche ist gleich der angegebenen Wohnfläche, in den meisten Fällen sollte die Nutzfläche größer sein. {/if} - {#if typeof gebaeude_aufnahme_allgemein.einheiten === "number" && gebaeude_aufnahme_allgemein.einheiten < 1} + {#if typeof aufnahme.einheiten === "number" && aufnahme.einheiten < 1} {/if} - {#await auditPlzNichtErkannt(gebaeude_aufnahme_allgemein) then result} + {#await auditPlzNichtErkannt(objekt) then result} {#if result} { hidden.add(AuditType.HEIZUNG_GEBAEUDE_BAUJAHR); - gebaeude_aufnahme_allgemein = gebaeude_aufnahme_allgemein; + aufnahme = aufnahme; }, type: "warning", }} @@ -406,7 +398,7 @@ {/if} - {#if auditHeizungJuengerDreiJahre(gebaeude_aufnahme_allgemein)} + {#if auditHeizungJuengerDreiJahre(aufnahme)} { hidden.add(AuditType.HEIZUNG_JUENGER_DREI_JAHRE); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} @@ -429,7 +421,7 @@ {/if} - {#if auditZeitraumAktuell(ausweis, gebaeude)} + {#if auditZeitraumAktuell(ausweis, objekt)} { hidden.add(AuditType.ZEITRAUM_AKTUELL); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} @@ -451,7 +443,7 @@ {/if} - {#await auditKlimaFaktoren(ausweis, gebaeude) then result} + {#await auditKlimaFaktoren(ausweis, objekt) then result} {#if result} { hidden.add(AuditType.KLIMA_FAKTOREN); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} @@ -476,7 +468,7 @@ {/if} {/await} - {#if auditWohnFlaeche(gebaeude_aufnahme_allgemein)} + {#if auditWohnFlaeche(aufnahme)} { hidden.add(AuditType.WOHN_FLAECHE); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} @@ -505,7 +497,7 @@ dismissable: true, onUserDismiss: () => { hidden.add(AuditType.WARM_WASSER); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} @@ -515,7 +507,7 @@ {/if} - {#if auditLeerStand(gebaeude_aufnahme_allgemein)} + {#if auditLeerStand(aufnahme)} { hidden.add(AuditType.LEER_STAND); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} @@ -535,7 +527,7 @@ {/if} - {#if auditVerbrauchAbweichung(ausweis, gebaeude_aufnahme_allgemein).length > 0} + {#if auditVerbrauchAbweichung(ausweis, aufnahme).length > 0} { hidden.add(AuditType.VERBRAUCH_ABWEICHUNG); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} > Die Abweichung der Verbräuche zwischen Zeitraum {auditVerbrauchAbweichung( ausweis, - gebaeude_aufnahme_allgemein + aufnahme )[0]} und {auditVerbrauchAbweichung( ausweis, - gebaeude_aufnahme_allgemein + aufnahme )[1]} beträgt mehr als 30% und sie haben keinen Leerstand angegeben. Sind sie sich sicher, dass das stimmt? {/if} - {#await auditEndEnergie(ausweis, gebaeude, gebaeude_aufnahme_allgemein) then result} + {#await auditEndEnergie(ausweis, objekt, aufnahme) then result} {#if result} { hidden.add(AuditType.END_ENERGIE); - gebaeude = gebaeude; + objekt = objekt; }, type: "warning", }} @@ -582,24 +574,19 @@ {/if} {/await} - {#if auditWohnflaecheGroesserGesamtflaeche(gebaeude_aufnahme_allgemein)} + {#if auditWohnflaecheGroesserGesamtflaeche(aufnahme)} { - hidden.add(AuditType.WOHNFLAECHE_GROESSER_GESAMTFLAECHE); - gebaeude = gebaeude; - }, - type: "warning", + dismissable: false, + type: "error", + selector: "input[name='nutzflaeche']" + }} > Die Wohnfläche darf nicht größer als die Nutzfläche sein. {/if} - - - + \ No newline at end of file diff --git a/src/modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule_V01.svelte b/src/modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule_V01.svelte deleted file mode 100644 index 7f1d7f63..00000000 --- a/src/modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule_V01.svelte +++ /dev/null @@ -1,736 +0,0 @@ - - - -
- -
-
- - -

- Bitte warten sie, ihr Ausweis wird nun erstellt. -

-
- - - -
- -
- -
-
-
- -
- -
- -
- - Prüfung der Ausweisart - -
- - - -
- Eingabe der Gebäudeadresse - Angaben zu Wohnfläche, Keller und Dachgeschoss - -
- -
- -
- - -
- - Bitte geben Sie hier die Straße und Hausnummer des Gebäudes - ein. - -
- -
-
- - -
- - -
- - -
- - Ort des Gebäudes wird automatisch ermittelt. - -
- -
-
- -
- -
- - -
- - Bitte geben Sie hier die beheizte Wohnfläche in m² ein. - Dabei handelt es sich um die Wohnfläche abzüglich - vorhandener Flächen die sich außerhalb des Gebäudes - befinden. (Balkone, Terassen,etc.). - -
- -
-
- - -
- - Bitte geben Sie hier die beheizte Gesamtfläche in m² ein - (wenn bekannt). Dabei handelt es sich um die Wohnfläche + - weiterer Flächen innerhalb des Gebäudes (z.B. Fläche des - beheizten Kellers). Diese Fläche wird dann im Energieausweis - als energetische Nutzfläche (An) ausgewiesen. - -
- -
-
- - -
- -
- -
-
- - -
- -
- -
-
- - - -
- - -
- -
- Eingabe von 3 zusammenhängenden Verbrauchsjahren - -
- -
- - -
-
- - Eingabe Warmwasseranteil und Verwendung von alternativenEnergieversorgungssystemen - -
- - - -
-
- - -
-
- - -
-
- - -
- - Wenn bekannt geben Sie den Anteil der Warmwasser-Versorgung - hier ein. Standardmäßig wird ein Anteil von 18% angenommen. - - - -
- -
- - Wenn bekannt geben Sie den Anteil der Warmwasser-Versorgung - von der zusätzlichen Heizquelle hier ein. Standardmäßig wird - ein Anteil von 18% angenommen. - - -
- - -
- - Bitte setzen Sie den Haken falls nachhaltige CO2-Effiziente - Heizungssysteme vorhanden sind. Das wäre beispielsweise bei - Pelletofen, Wärmepumpe, BHKW, Solarsystem, etc. der Fall. - -
- - - - -
-
- - -
- - - - -
- -
-
- - - {#each Object.entries($notifications) as [uid, notification] (uid)} - - {@html notification.subtext} - - {/each} - - {#if auditBedarfsausweisBenoetigt(ausweis, gebaeude_aufnahme_allgemein)} - - Sie benötigen einen Bedarfsausweis. Bitte führen Sie hier Ihre Eingabe für den Bedarfsausweis fort. - - {/if} - - {#await auditPlzNichtErkannt(gebaeude_aufnahme_allgemein) then result} - {#if result} - - Die Postleitzahl konnte nicht zugeordnet werden. Bitte prüfen - Sie die Eingabe. Sollte die Postleitzahl korrekt eingegeben - sein, werden wir den Ort händisch zuordnen. - - {/if} - {/await} - - {#if auditHeizungGebaeudeBaujahr(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.HEIZUNG_GEBAEUDE_BAUJAHR); - gebaeude_aufnahme_allgemein = gebaeude_aufnahme_allgemein; - }, - type: "warning", - }} - > - Sie haben angegeben, dass ihre Heizung vor ihrem Gebäude konstruiert - wurde. Sind sie sich sicher, dass das stimmt? - - {/if} - - {#if auditHeizungJuengerDreiJahre(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.HEIZUNG_JUENGER_DREI_JAHRE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Ihre Heizungsanlage ist jünger als 3 Jahre. Für den - Verbrauchsausweis müssen Sie mindestens 3 Verbrauchsjahre eingeben - die den aktuellen Stand des Gebäudes abbilden. Ein Verbrauchsausweis - ist daher nicht möglich. Bitte klicken Sie - hier um zum Eingabeformular für den Bedarfsausweis - zu gelangen. - - {/if} - - {#if auditZeitraumAktuell(ausweis, gebaeude)} - { - hidden.add(AuditType.ZEITRAUM_AKTUELL); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Verbrauchszeiträume sind nicht aktuell genug. Das Ende des - letzten Verbrauchszeitraumes darf nicht mehr als 18 Monate - zurückliegen. Ein Verbrauchsausweis ist mit diesen Zeiträumen daher - nicht möglich. Bitte klicken Sie hier um - zum Eingabeformular für den Bedarfsausweis zu gelangen. - - {/if} - - {#await auditKlimaFaktoren(ausweis, gebaeude) then result} - {#if result} - { - hidden.add(AuditType.KLIMA_FAKTOREN); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Verbrauchszeiträume sind zu aktuell und es liegen noch keine - Klimafaktoren dazu vor. Bitte verschieben Sie die - Verbrauchszeiträume 1 Jahr nach hinten. Wenn das nicht möglich - ist, klicken Sie - hier um zum Eingabeformular für den - Bedarfsausweis zu gelangen. - - {/if} - {/await} - - {#if auditWohnFlaeche(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.WOHN_FLAECHE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Wohnfläche ist viel zu klein. Bitte überprüfen Sie Ihre Eingabe - nochmal und stellen sicher, daß sich Ihre Angaben auf das gesamte - Gebäude beziehen. - - {/if} - - {#if auditWarmWasser(ausweis)} - { - hidden.add(AuditType.WARM_WASSER); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Bitte überprüfen Sie nochmal die Höhe des Warmwasseranteils. Dieser - scheint nicht ganz im Rahmen zu liegen. - - {/if} - - {#if auditLeerStand(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.LEER_STAND); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Bei Leerstand größer als 30% darf kein Verbrauchsausweis ausgestellt - werden. Bitte klicken Sie hier um zum Eingabeformular - für den Bedarfsausweis zu gelangen. - - {/if} - - {#if auditVerbrauchAbweichung(ausweis, gebaeude_aufnahme_allgemein).length > 0} - { - hidden.add(AuditType.VERBRAUCH_ABWEICHUNG); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Abweichung der Verbräuche zwischen Zeitraum {auditVerbrauchAbweichung( - ausweis, - gebaeude_aufnahme_allgemein, - )[0]} und {auditVerbrauchAbweichung(ausweis, gebaeude_aufnahme_allgemein)[1]} beträgt mehr - als 30% und sie haben keinen Leerstand angegeben. Sind sie sich sicher, - dass das stimmt? - - {/if} - - {#await auditEndEnergie(ausweis, gebaeude, gebaeude_aufnahme_allgemein) then result} - {#if result} - { - hidden.add(AuditType.END_ENERGIE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Endenergie liegt außerhalb des normalen Rahmens. Bitte - nochmal überprüfen. Bei Passivhäusern oder ganz alten - unsanierten Gebäuden ist so eine Abweichung durchaus möglich. - - {/if} - {/await} - - {#if auditWohnflaecheGroesserGesamtflaeche(gebaeude_aufnahme_allgemein)} - { - hidden.add(AuditType.WOHNFLAECHE_GROESSER_GESAMTFLAECHE); - gebaeude = gebaeude; - }, - type: "warning", - }} - > - Die Wohnfläche darf nicht größer als die Nutzfläche sein. - - {/if} - - - diff --git a/src/pages/DIN18599/berechnungstabellen/index.astro b/src/pages/DIN18599/berechnungstabellen/index.astro index 46db0994..e93dd257 100644 --- a/src/pages/DIN18599/berechnungstabellen/index.astro +++ b/src/pages/DIN18599/berechnungstabellen/index.astro @@ -2,7 +2,7 @@ import Layout from "#layouts/Layout.astro"; import { berechnungNutzenergiebedarfHeizen } from "#lib/Berechnungen/BedarfsausweisWohnen/BerechnungNutzenergiebedarfHeizen.js" -import A12BerechnungNutzenergiebedarf from "#components/Tabellen/A12BerechnungNutzenergiebedarf.svelte"; +import A12NutzenergiebedarfHeizung from "#components/Tabellen/A12NutzenergiebedarfHeizung.svelte"; import { BedarfsausweisWohnenClient, GebaeudeAufnahmeClient } from "#components/Ausweis/types"; import A1AnlagenBeschreibung from "#components/Tabellen/A1AnlagenBeschreibung.svelte"; import A1AllgemeineAnlagenbeschreibung from "#components/Tabellen/A1AllgemeineAnlagenbeschreibung.svelte"; @@ -19,9 +19,8 @@ import A13RechnerischeLaufzeitHeizung from "#components/Tabellen/A13Rechnerische import A14AufwandszahlenMittlereBelastung from "#components/Tabellen/A14AufwandszahlenMittlereBelastung.svelte"; import A15AufwandszahlenGesamtErzeugernutzWaerme from "#components/Tabellen/A15AufwandszahlenGesamtErzeugernutzWaerme.svelte"; -const gebaeude_aufnahme: GebaeudeAufnahmeClient = { flaeche: 152 } - const ausweis: BedarfsausweisWohnenClient = {}; +const gebaeude_aufnahme: GebaeudeAufnahmeClient = { flaeche: 152 } --- diff --git a/src/pages/ORG_index.astro b/src/pages/ORG_index.astro deleted file mode 100644 index 3a36d2e5..00000000 --- a/src/pages/ORG_index.astro +++ /dev/null @@ -1,365 +0,0 @@ ---- - -import { BoxWithHeading } from "@ibcornelsen/ui"; -import Widget from "#components/Widget.svelte"; -import Layout from "#layouts/Layout.astro"; -import FeatureCard from "#components/FeatureCard.svelte"; - - ---- - - -

Energieausweis online erstellen

- - - -

GEG gilt ab 1. Mai 2021 und löst die EnEV ab

- -
    -
  • - Erhöhte Sorgfaltspflicht bei der Erstellung der Energieausweise. - Insbesondere zur Einschätzung der Modernisierungsempfehlungen - werden jetzt Fotos der relevanten Bereiche von Dach, Fenster, - Heizung und Außenwand benötigt. -
  • -
  • - Die Primärenergiefaktoren zur Ermittlung des Gebäudekennwerts - werden jetzt direkt im GEG (§22 Primärenergiefaktoren) geregelt. - Dadurch wird mehr Transparenz und Nachvollziehbarkeit - geschaffen. Auch findet die Verwendung von Biogas aus dem - Erdgasnetz jetzt angemessen Berücksichtigung. -
  • -
  • - Die lokale Erzeugung von Strom über eine PV-Anlage wird besser - berücksichtigt und kann vom Jahres-Primärenergiebedarf abgezogen - werden (bis 45%). -
  • -
  • - Die Angabe der CO2-Emission des Gebäudes im Energieausweis wird - verplichtend eingeführt. -
  • -
-
- -

- Energieausweis nach aktueller GEG (vormals EnEV) geprüft vom Diplom - Ingenieur -

-
- Energieausweis online erstellen -
Sie möchten Ihren Energieausweis online erstellen? - Auf dieser Seite finden Sie alle nötigen Informationen hierzu. Sollten Sie - sich nicht sicher sein welchen Energieausweis Sie benötigen, können Sie sich bei uns umfassend informieren. Wir haben fürs - Sie alle wichtigen Informationen rund um die GEG und zur - Energieausweis Pflicht zusammengetragen. - Zusätzlich haben wir die entscheidenden Informationen auf übersichtlichen Merkblättern - im PDF Format zum Download zusammengefasst. Sollten Sie noch Fragen zum Thema - Energieausweis online erstellen haben, stehen wir Ihnen gerne telefonisch unter - folgender Nummer: 040/209 339 850 zur Verfügung. -
Mit dem Energieausweis werden Wohngebäude und Nichtwohngebäude - nach den Vorgaben der Energieeinsparverordnung EnEV - energetisch bewertet. Das DIBt - (Deutsches Institut für Bautechnik) regelt die Grundsätze zur Ausstellung, Berechnung - und der Qualitätssicherung. Der Energieausweis beschreibt die entsprechenden - Energiekennwerte auf einer Farbskala, grün (A+/Effizienzhaus), gelb (D) und rot - (H / unsaniert). Es wird grundsätzlich zwischen zwei Energieausweisarten unterschieden: -
-
- -

- Der verbrauchsbasierte Energieausweis wird als Verbrauchsausweis bezeichnet. Dies ist der „kleine“ Energieausweis und kann bei Vermietung - und Verkauf in den meisten Fällen verwendet werden. Hier gehts direkt - zum Eingabeformular
Energieausweis online erstellen -


-

-

- Der bedarfsbasierte Energieausweis wird als Bedarfsausweisbezeichnet. Dies ist der „große“ Energieausweis und kann immer - verwendet werden. Bei Neubau und Modernisierung ist er zwingend - vorgeschrieben. Hier gehts direkt zum Eingabeformular
Energieausweis online erstellen -

-
-
-
- -
Unsere Leistungen:
-
Prüfung durch Diplom Ingenieur
-
Energieausweis Vorschau als PDF
-
Ausweisdokument als PDF per E-Mail
-
Registrierung beim DiBt
-
Bearbeitung innhalb 24h
-
rechtssicher nach aktueller EnEV
-
telefonische Beratung
-
- -
Unsere Leistungen:
-
Prüfung durch Diplom Ingenieur
-
Energieausweis Vorschau als PDF
-
Ausweisdokument als PDF per E-Mail
-
Registrierung beim DiBt
-
Bearbeitung innhalb 24h
-
rechtssicher nach aktueller EnEV
-
telefonische Beratung
-
- -
Unsere Leistungen:
-
Prüfung durch Diplom Ingenieur
-
Energieausweis Vorschau als PDF
-
Ausweisdokument als PDF per E-Mail
-
Registrierung beim DiBt
-
Bearbeitung innhalb 24h
-
rechtssicher nach aktueller EnEV
-
telefonische Beratung
-
-
-
- -

Unterschied: Verbrauchsausweis und Bedarfsausweis

Grundsätzlich unterscheidet - man beim Energieausweis zwischen Verbrauchsausweis und Bedarfsausweis.

- Was ist ein Verbrauchsausweis? -

- Der Verbrauchsausweis gibt den Energieverbrauch der Gebäudebewohner in den vergangenen - drei Jahren für Heizung und Warmwasserbereitung an. Um den Energieverbrauchskennwert zu ermitteln, wird der tatsächliche Energieverbrauch mithilfe eines standortbezogenen - Klimafaktors bereinigt. Der Durchschnittswert wird dann durch die sogenannte - energetische Gebäudenutzfläche (An) geteilt. So führt beispielsweise ein - hoher Verbrauch in einem einzelnen harten Winter nicht zu einer schlechteren - Beurteilung des Gebäudes. Der tatsächliche Energieverbrauch in einem Gebäude - oder einer Wohnung kann aufgrund des Witterungseinflusses vom - Energieverbrauchskennwert abweichen.Das Ergebnis im Verbrauchsausweis ist - stark vom individuellen Nutzungsverhalten der Bewohner abhängig. Wird in - einem energetisch schlechten Gebäude kaum geheizt, so kann der - Energieausweis trotzdem sehr gut ausfallen.

- Was ist ein Bedarfsausweis? -

Der Bedarfsausweis entsteht auf Grundlage einer technischen Analyse der Bausubstanz und der Heizungsanlage eines Gebäudes und ist unabhängig vom individuellen Nutzerverhalten. Die Farbverlaufsskala - im Bedarfsausweis weist zwei verschiedene Werte aus, die sehr unterschiedlich - ausfallen können – einen Wert für den Endenergiebedarf und einen für den Primärenergiebedarf. - Zusätzlich wird noch ein Kennwert für die energetische Qualität der Gebäudehülle - dargestellt.Der Energiebedarf gibt die nach technischen Regeln berechnete, vom - konkreten Gebäude jährlich benötigte Energiemenge für Heizung, Lüftung und Warmwasserbereitung - an. Dabei werden bei der Berechnung standardisierte Randbedingungen – beispielsweise - eine Innentemperatur von 19 Grad im beheizten Bereich des Gebäudes – zugrunde - gelegt. Am Endenergiebedarf sollten sich Hausbewohner orientieren, wenn sie ihren - künftigen Energieverbrauch und die Energiekosten abschätzen wollen.Der Primärenergiebedarf - bildet die Gesamtenergieeffizienz eines Gebäudes ab. Er berücksichtigt neben - der Endenergie auch die so genannte „Vorkette“ (Erkundung, Gewinnung, Verteilung, - Umwandlung) der jeweils eingesetzten Energieträger (z.B. Heizöl, Gas, Strom, - erneuerbare Energien).Besonders niedrig fällt der Primärenergiebedarf aus, wenn - erneuerbare Energien (solare Strahlungsenergie, Geothermie, Energie aus Biomasse) - für die Energieversorgung im Gebäude eingesetzt werden. Am Primärenergiebedarf - können Verbraucher erkennen, wie umweltfreundlich ihr Gebäude ist.

- Fazit – Verbrauchsausweis / Bedarfsausweis -

Geht es um den tatsächlichen Verbrauch der Energie, der den Aufwand für - Heizung und zentrale Warmwasserbereitung der vergangenen drei Jahre berücksichtigt, - wird der Energieverbrauchskennwert für den Verbrauchsausweis ermittelt. Bei gewerblichen - Objekten wird zusätzlich der Verbrauch für Beleuchtung und Klimatisierung mit - eingerechnet. Anhand der Zeiträume und der Lage des Gebäudes (Postleitzahl) werden - diese Daten ausgewertet und sowohl zeit-, als auch klimabereinigt zur Bewertung - der vorhandenen energetischen Qualität herangezogen.Für das Ausstellen des Bedarfsausweis - wird der rechnerische Energiebedarf unter standardisierten Randbedingungen benötigt. - Daten rund um Bausubstanz, Gebäudehülle und Heizanlage fließen in die Berechnung - mit ein. Bedarfsausweise widerspiegeln die tatsächliche energetische Qualität - eines Gebäudes damit wesentlich besser als die Verbrauchsausweise. - -
-
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- Energieausweis online erstellen - Verbrauchsausweis -
Verbrauchsausweis Wohngebäude
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-
    -
  • - 3 zusammenhängende Heizenergieverbräuche müssen eingegeben - werden. -
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  • - Wohnfläche, Baujahr Gebäude und Baujahr Heizung müssen - eingegeben werden. -
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- Energieausweis online erstellen - Bedarfsausweis -
Bedarfsausweis Wohngebäude
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    -
  • - Die verwendete Heizungsanlage (Standardkessel, - Brennwertkessel, etc.) muß eingegeben werden. -
  • -
  • - Grundrissgeometrie sowie Baujahr Heizung und Gebäude müssen - eingegeben werden. -
  • -
  • - Bedarfsausweis bei allen Gebäuden möglich. Die Berechnung ist umfangreicher - und besser vergleichbar. -
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- -
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- Energieausweis online erstellen - Bedarfsausweis Gewerbe -
Bedarfsausweis Gewerbe
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    -
  • - Aktuelle Grundriss- und Ansichtspläne werden für die - Zonierung benötigt. -
  • -
  • - Baubeschreibung (z.B. aus der Baugenehmigung) mit Angabe der - verwendeten Baustoffe und TGA. -
  • -
  • - Angabe vom Baujahr der Heizung, Gebäude und Klimaanlage. -
  • -
  • - Bedarfsausweis Gewerbe bei allen Nichtwohngebäuden möglich (kann immmer verwendet - werden). -
  • -
- -
-
- -
-

Energieausweis online erstellen

Soll Wohneigentum veräußert oder bauliches - Teileigentum zum Erwerb angeboten werden, muss dem möglichen Käufer oder Leasingnehmer - auf Verlangen unverzüglich ein - Energieausweis gezeigt werden. - In den meisten Fällen ist hier ein Verbrauchsausweis ausreichend. Auch - Mietern oder Pächtern soll der Energieausweis unmittelbaren Aufschluss über - die energetischen Bedingungen des Gebäudes aufzeigen.Kommt der Anbieter der - offerierten Immobilie diesem Auftrag nach der Energieeinsparverordnung nicht - nach, drohen Bußgelder bis zu 15 000 Euro. Als Ausnahmen gelten Gebäude mit - nicht mehr als 50 m² Fläche sowie Baudenkmäler (§ 16 Abs. 4 EnEV).Die Deutsche Energie-Agentur GmbH (dena) empfiehlt bei Wohngebäuden generell den Bedarfsausweis. Er erlaubt eine - nutzerunabhängige Bewertung des Gebäudes. Zusätzlich können bei der - Erstellung eines Bedarfsausweises die Empfehlungen für Modernisierungen auf - der Basis einer technischen Analyse des Gebäudes ermittelt werden. -
-

Zusammenfassung: Was ist ein Energieausweis?

-
    -
  • - Der Gesetzgeber hat zwei Arten des Energieausweises bestimmt: Den - Verbrauchsausweis und den Bedarfsausweis. -
  • -
  • - Je nach Gebäudeart, Baujahr, Nutzungsart gilt es verschiedene - Kriterien für den Energieausweis zu beachten. -
  • -
  • - Der Energieausweis ist ein Mittel, das als Starter für - Energiesparmaßnahmen definiert werden kann. -
  • -
  • - Mit Hilfe des Energieausweises kann sich der Marktwert einer - Immobilie erhöhen. -
  • -
  • - Der Energieausweis offenbart bauliche Mängel, die eine - Energieverschwendung mit sich bringen. -
  • -
  • - Im Energieausweis werden Sanierungs- bzw. Modernisierungsvorschläge - dokumentiert. -
  • -
  • - Anhand des Energiepasses lässt sich der energetische Zustand - verschiedener Gebäude miteinander vergleichen. -
  • -
-
diff --git a/src/pages/ORG_welcher-energieausweis.mdx b/src/pages/ORG_welcher-energieausweis.mdx deleted file mode 100644 index a710bb34..00000000 --- a/src/pages/ORG_welcher-energieausweis.mdx +++ /dev/null @@ -1,128 +0,0 @@ ---- -layout: ../layouts/Layout.astro -title: "Welcher Energieausweis?" ---- - -import WelcherAusweisWidget from "#widgets/WelcherAusweisWidget.svelte"; -import TextboxCardTemplate from "#components/design/content/TextboxCardTemplate.svelte"; - -# Welcher Energieausweis ist der richtige? - -## Machen Sie hier den Online Check, welcher Energieausweis der richtige ist: - -Falls Sie nicht wissen sollten welchen Energieausweis Sie benötigen, können Sie -hier ganz einfach den Gebäudetyp und die entsprechende Maßnahme angeben und -bekommen als Ergebnis, den für Sie pasenden Energieausweis angezeigt. - - - -## Bei Vermietung und Verkauf Ihres Wohnhauses ist der Verbrauchsausweis Wohngebäude ausreichend - -In den meisten Fällen können Sie bei Vermietung oder Verkauf Ihrer Immobilie den -einfacheren Energieausweis erstellen lassen. Dieser Ausweis ist -verbrauchsorientiert und benötigt als Berechnungsgrundlage 3 zusammenhängende -Jahre der Heizenergieabrechnugen des Gebäudes. Wenn Ihnen also diese 3 -Abrechnugsjahre vorliegen, und es gab dazwischen keine grundlegenden -Sanierungsmaßnahmen bzw. Heizungsaustausch, dann steht der Dateneingabe nichts -im Wege. Laut GEG (vormals EnEV) gibt es nur eine rechtliche Ausnahme, bei der -es nicht zulässig ist einen Verbrauchsausweis bei Vermietung und Verkauf zu -verwenden. Dies ist dann der Fall, wenn Ihr Gebäude gänzlich unsaniert ist, vor -1978 gebaut wurde und weniger als 5 Wohneinheiten besitzt. In diesem Fall oder -bei unvollständigen Verbrauchsabrechnungen (z.B. bei Leerstand), kann der -Bedarfsausweis Wohngebäude erstellt werden. - ---- - -## Bei Neubau, Modernisierung, Änderung oder Erweiterung Ihres Wohnhauses benötigen Sie den Bedarfsausweis für Wohngebäude - -Im der aktuellen GEG ist geregelt, wie bei Änderungen im Baubestand zu verfahren -ist. In §46-51 des GEG ist festgelegt welche Mindestanforderungen bei -Änderungen, Erweiterungen und Ausbau eingehalten werden müssen. Außerdem wird -beschrieben unter welchen Voraussetzungen ein Bedarfsausweis erstellt werden -muß. Dies ist z.B. nicht der Fall wenn nur einzelne Bauteile wie Dach, Außenwand -und Fenster erneuert werden oder die Erweiterung < 50 m² ist. Dann muß nur ein -Bauteilnachweis geführt werden.Bei Austausch der Heizungsanlage muß in jedem -Fall ein Bedarfsausweis erstellt werden. Es kann auch vorkommen, daß bei -Einzelmaßnahmen eine komplette Bedarfsberechnung durchgeführt werden muss wenn -der Bauteilnachweis die EnEV-Anforderungen nicht erfüllt. Bei -genehmigungspflichtigen Neubaumaßnahmen ist es vorgeschrieben vor Baubeginn -einen GEG-Nachweis (früher Wärmeschutznachweis) zu erstellen. Aus der -GEG-Berechnung kann später nach Fertigstellung der Bedarfsausweis erstellt -werden. In § 15-19 des GEG ist geregelt welche Anforderungen für Wohngebäude -eingehalten werden müssen. - ---- - - - - - - -Sollten Sie den Bedarfsausweis nur für Vermietung und Verkauf benötigen, dann -können Sie den Ausweis bei uns auch online erstellen lassen. Die Eingabedaten -werden dann nach einem vereinfachten Verfahren erhoben. - ---- - -## Bei Vermietung und Verkauf Ihres Gewerbegebäudes benötigen Sie den Verbrauchsausweis Nichtwohngebäude (Gewerbe) - -Bei Vermietung oder Verkauf Ihrer Gewerbeimmobilie können Sie den einfacheren -Energieausweis erstellen lassen. Der gewerbliche Verbrauchsausweis benötigt als -Berechnungsgrundlage den Stromverbrauch und den Heizenergieverbrauch des -Gebäudes. Es werden 3 zusammenhängende Jahre der Heizenergieabrechnugen und der -Stromabrechnung des Gebäudes benötigt. Wenn Ihnen also diese 3 Abrechnugsjahre -vorliegen und die Verbräuche lassen sich eindeutig zuordnen, dann steht der -Dateneingabe nichts im Wege.Es dürfen keine grundlegenden Sanierungsmaßnahmen -bzw. Heizungsaustausch während dieses Zeitraums durchgeführt worden sein. Wenn -diese Voraussetzungen nicht vorliegen, oder keine vollständigen -Verbrauchsabrechnungen vorliegen (z.B. bei Leerstand), dann kann alternativ der -Bedarfsausweis Nichtwohngebäude (Gewerbe) erstellt werden. - ---- - -## Bei Neubau, Modernisierung, Änderung oder Erweiterung Ihres Gewerbegebäudes benötigen Sie den Bedarfsausweis für Nichtwohngebäude (Gewerbe) - -In §46-51 des GEG ist festgelegt welche Mindestanforderungen bei Änderungen, -Erweiterungen und Ausbau eingehalten werden müssen. Außerdem wird beschrieben -unter welchen Voraussetzungen ein Bedarfsausweis erstellt werden muß. Dies ist -z.B. nicht der Fall wenn nur einzelne Bauteile wie Dach, Außenwand und Fenster -erneuert werden oder die Erweiterung < 50 m² ist. Dann muß nur ein -Bauteilnachweis geführt werden.Bei Austausch der Heizungsanlage muß in jedem -Fall ein Bedarfsausweis erstellt werden. Es kann auch vorkommen, daß bei -Einzelmaßnahmen eine komplette Bedarfsberechnung durchgeführt werden muss wenn -der Bauteilnachweis die EnEV-Anforderungen nicht erfüllt.Bei Neubauten ist es -vorgeschrieben vor Baubeginn einen GEG-Nachweis (früher Wärmeschutznachweis) zu -erstellen. Aus der GEG-Berechnung kann später nach Fertigstellung der -Bedarfsausweis erstellt werden. Im §18-19 des GEG ist geregelt welche -Anforderungen für Nichtwohngebäude eingehalten werden müssen. - ---- - - - - -Sollten Sie den Bedarfsausweis nur für Vermietung und Verkauf benötigen, dann -können Sie den Ausweis bei uns auch online erstellen lassen. Die Eingabedaten -werden dann nach einem vereinfachten Verfahren erhoben. - - diff --git a/src/pages/api/aufnahme/[uid].ts b/src/pages/api/aufnahme/[uid].ts new file mode 100644 index 00000000..f2f3bed4 --- /dev/null +++ b/src/pages/api/aufnahme/[uid].ts @@ -0,0 +1,97 @@ +import { AufnahmeClient, OptionalNullable, UUidWithPrefix, ZodOverlap } from "#components/Ausweis/types.js"; +import { exclude } from "#lib/exclude.js"; +import { authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { AufnahmeSchema, prisma } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PATCH = defineApiRoute({ + input: AufnahmeSchema.omit({ + id: true, + uid: true, + benutzer_id: true, + objekt_id: true, + }), + output: z.void(), + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const { uid } = ctx.params + + const aufnahme = await prisma.aufnahme.findUnique({ + where: { + uid, + benutzer_id: user.id + }, + }); + + if (!aufnahme) { + throw new APIError({ + code: "NOT_FOUND", + message: "Aufnahme mit dieser UID existiert nicht oder gehört nicht dem aktuellen Benutzer." + }) + } + + await prisma.aufnahme.update({ + where: { + uid + }, + data: input + }) + }, +}); + +export const GET = defineApiRoute({ + meta: { + description: "Gibt eine spezifische Aufnhame eines Objektes des Benutzers zurück.", + tags: ["Aufnahme"], + headers: { + "Authorization": { + description: "Ein gültiger Authentifizierungstoken", + required: true, + allowEmptyValue: false, + examples: { + Bearer: { + value: "Bearer eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9..." + } + } + } + } + }, + output: ZodOverlap>(AufnahmeSchema.omit({ + id: true, + objekt_id: true, + benutzer_id: true + }).merge(z.object({ + uid_objekt: UUidWithPrefix + }))), + middleware: authorizationMiddleware, + async fetch(input, context, user) { + const { uid } = context.params; + + const aufnahme = await prisma.aufnahme.findUnique({ + where: { + uid, + benutzer_id: user.id + }, + include: { + objekt: { + select: { + uid: true + } + } + } + }); + + if (!aufnahme) { + throw new APIError({ + code: "NOT_FOUND", + message: "Aufnahme mit dieser UID existiert nicht oder gehört nicht dem aktuellen Benutzer." + }) + } + + return exclude({ + uid_objekt: aufnahme.objekt.uid, + ...aufnahme + }, ["id", "objekt_id", "benutzer_id", "objekt"]) + }, +}); diff --git a/src/pages/api/aufnahme/index.ts b/src/pages/api/aufnahme/index.ts new file mode 100644 index 00000000..789da870 --- /dev/null +++ b/src/pages/api/aufnahme/index.ts @@ -0,0 +1,60 @@ +import { UUidWithPrefix } from "#components/Ausweis/types.js" +import { authorizationMiddleware } from "#lib/middleware/authorization.js" +import { AufnahmeSchema, ObjektSchema, prisma } from "@ibcornelsen/database/server" +import { APIError, defineApiRoute } from "astro-typesafe-api/server" +import { z } from "zod" + +export const PUT = defineApiRoute({ + input: z.object({ + aufnahme: AufnahmeSchema.omit({ + id: true, + uid: true, + benutzer_id: true, + objekt_id: true, + }).merge(z.object({ + baujahr_klima: z.array(z.number().int().positive()).optional() + })), + uid_objekt: UUidWithPrefix + }), + output: z.object({ + uid: UUidWithPrefix + }), + middleware: authorizationMiddleware, + async fetch(input, context, user) { + const objekt = await prisma.objekt.findUnique({ + where: { + uid: input.uid_objekt, + benutzer: { + id: user.id + } + } + }) + + if (!objekt) { + throw new APIError({ + code: "NOT_FOUND", + message: "Objekt konnte nicht gefunden werden oder gehört nicht diesem Benutzer." + }) + } + + const aufnahme = await prisma.aufnahme.create({ + data: { + ...input.aufnahme, + benutzer: { + connect: { + id: user.id + } + }, + objekt: { + connect: { + uid: input.uid_objekt + } + } + }, + }) + + return { + uid: aufnahme.uid + } + }, +}) \ No newline at end of file diff --git a/src/pages/api/auth/access-token.ts b/src/pages/api/auth/access-token.ts new file mode 100644 index 00000000..96d77b5b --- /dev/null +++ b/src/pages/api/auth/access-token.ts @@ -0,0 +1,124 @@ +import { z } from "zod"; +import moment from "moment"; +import { prisma } from "@ibcornelsen/database/server"; +import { encodeToken } from "../../../lib/auth/token.js"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { TokenType } from "#lib/auth/types.js"; + +export const GET = defineApiRoute({ + meta: { + description: + "Erstellt, basierend auf einem existierenden und gültigen Refresh Tokens, einen neuen Access Token, welcher zur Authentifizierung genutzt werden kann. Der resultierende Access Token ist nur 2 Tage gültig und muss danach neu generiert werden. Diese Funktion gibt ebenfalls einen neuen Refresh Token zurück, der alte wird dadurch invalidiert.", + tags: ["Benutzer"], + summary: "Access Token anfragen.", + }, + input: z.object({ + refreshToken: z.string(), + }), + output: z.object({ + accessToken: z.string(), + accessTokenExpiry: z.number(), + refreshToken: z.string(), + refreshTokenExpiry: z.number(), + }), + + async fetch(input, ctx) { + /** + * Wir benutzen rolling refresh tokens, also löschen wir den alten Token und stellen einen neuen aus, + * damit dieser nicht geklaut werden kann. + */ + const response = await prisma.refreshTokens.findUnique({ + where: { + token: input.refreshToken, + }, + }); + + if (!response) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Der gegebene refresh token ist nicht gültig.", + }); + } + + if (response.expiry < new Date()) { + // Falls der Token abgelaufen ist, müssen wir ihn löschen. + await prisma.refreshTokens.delete({ + where: { + id: response.id, + }, + }); + throw new APIError({ + code: "BAD_REQUEST", + message: "Der gegebene refresh token ist nicht gültig.", + }); + } + + // TODO: Das können wir später implementieren, falls wir das wirklich brauchen. + // if (response.ip !== opts.ctx.ip) { + // // Falls der Token nicht von der selben IP Adresse kommt, müssen wir ihn löschen. + // await prisma.refreshTokens.delete({ + // where: { + // id: response.id + // } + // }) + // throw new APIError({ code: "BAD_REQUEST", message: "Der gegebene refresh token wurde von einer anderen IP-Adresse ausgestellt, aus Sicherheitsgründen haben wir uns entschieden diesen zu invalidieren." }); + // } + + const user = await prisma.benutzer.findUnique({ + where: { + id: response.benutzer_id, + }, + }); + + if (!user) { + // Falls der Nutzer nicht mehr existiert müssen wir den Refresh Token invalidieren. + await prisma.refreshTokens.delete({ + where: { + id: response.id, + }, + }); + throw new APIError({ + code: "BAD_REQUEST", + message: "Der gegebene refresh token ist nicht mehr gültig.", + }); + } + + // Wir löschen den alten Token. + await prisma.refreshTokens.delete({ + where: { + id: response.id, + }, + }); + + const refreshTokenExpiry = moment().add(30, "days"); + const refreshToken = encodeToken({ + uid: user.uid, + typ: TokenType.Refresh, + exp: refreshTokenExpiry.unix(), + }); + + // Und erstellen einen neuen + await prisma.refreshTokens.create({ + data: { + benutzer_id: user.id, + expiry: refreshTokenExpiry.toDate(), + ip: ctx.clientAddress ?? "", + token: refreshToken, + }, + }); + + const accessTokenExpiry = moment().add(2, "days").unix(); + const accessToken = encodeToken({ + uid: user.uid, + typ: TokenType.Access, + exp: accessTokenExpiry, + }); + + return { + accessToken, + accessTokenExpiry: accessTokenExpiry, + refreshToken, + refreshTokenExpiry: refreshTokenExpiry.unix(), + }; + }, +}); diff --git a/src/pages/api/auth/refresh-token.ts b/src/pages/api/auth/refresh-token.ts new file mode 100644 index 00000000..3e754e13 --- /dev/null +++ b/src/pages/api/auth/refresh-token.ts @@ -0,0 +1,84 @@ +import { z } from "zod"; +import moment from "moment"; +import { prisma } from "@ibcornelsen/database/server"; +import { encodeToken } from "../../../lib/auth/token.js"; +import { validatePassword } from "../../../lib/password.js"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { TokenType } from "#lib/auth/types.js"; +import { UUidWithPrefix } from "#components/Ausweis/types.js"; + +export const GET = defineApiRoute({ + meta: { + description: + "Erstellt sowohl einen neuen Refresh Token als auch einen Access Token für den gegebenen Benutzer. Der Refresh Token kann später für die Erstellung neuer Access Token genutzt werden.", + tags: ["Benutzer"], + summary: "Refresh Token anfragen.", + }, + input: z.object({ + email: z.string().email(), + passwort: z.string().min(8).max(100), + }), + output: z.object({ + uid: UUidWithPrefix, + accessToken: z.string(), + refreshToken: z.string(), + refreshTokenBase64: z.string(), + accessTokenBase64: z.string(), + exp: z.number(), + }), + async fetch(input, ctx) { + console.log(input); + + // Falls der Nutzer nicht existiert, wird eine Fehlermeldung zurückgegeben. + const user = await prisma.benutzer.findUnique({ + where: { + email: input.email, + }, + }); + + if (!user) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Benutzer konnte nicht gefunden werden.", + }); + } + + // Falls das Passwort nicht stimmt, wird eine Fehlermeldung zurückgegeben. + if (!validatePassword(user.passwort, input.passwort)) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Benutzer konnte nicht gefunden werden.", + }); + } + + const refreshTokenExpiry = moment().add(30, "days"); + const accessToken = encodeToken({ + uid: user.uid, + typ: TokenType.Access, + exp: moment().add(30, "minutes").valueOf(), + }); + const refreshToken = encodeToken({ + uid: user.uid, + typ: TokenType.Refresh, + exp: refreshTokenExpiry.valueOf(), + }); + + const { id } = await prisma.refreshTokens.create({ + data: { + token: refreshToken, + benutzer_id: user.id, + ip: ctx.clientAddress ?? "", + expiry: refreshTokenExpiry.toDate(), + }, + }); + + return { + uid: user.uid, + accessToken, + refreshToken, + refreshTokenBase64: Buffer.from(refreshToken).toString("base64"), + accessTokenBase64: Buffer.from(accessToken).toString("base64"), + exp: refreshTokenExpiry.valueOf(), + }; + }, +}); diff --git a/src/pages/api/bedarfsausweis-wohnen/index.ts b/src/pages/api/bedarfsausweis-wohnen/index.ts new file mode 100644 index 00000000..e69de29b diff --git a/src/pages/api/bilder/[uid].ts b/src/pages/api/bilder/[uid].ts new file mode 100644 index 00000000..eaa8afb6 --- /dev/null +++ b/src/pages/api/bilder/[uid].ts @@ -0,0 +1,84 @@ +import { authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { GebaeudeBilderSchema, prisma } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; +import isBase64 from "is-base64"; +import { fileURLToPath } from "url"; +import { writeFileSync } from "fs"; +import { UUidWithPrefix } from "#components/Ausweis/types.js"; + +export const PATCH = defineApiRoute({ + input: GebaeudeBilderSchema.pick({ + kategorie: true, + }).merge(z.object({ + base64: z.string() + })), + output: z.void(), + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + if (!UUidWithPrefix.safeParse(ctx.params.uid).success) { + throw new APIError({ + code: "BAD_REQUEST", + message: "UID konnte nicht verifiziert werden." + }) + } + + const image = await prisma.gebaeudeBilder.findUnique({ + where: { + uid: ctx.params.uid, + objekt: { + benutzer_id: user.id + } + } + }) + + if (!image) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Bild existiert nicht oder gehört einem anderen Benutzer." + }) + } + + const base64 = input.base64; + + if (!isBase64(base64, { mimeRequired: true })) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Das Bild ist nicht base64.", + }); + } + + const dataWithoutPrefix = base64.replace( + /^data:image\/\w+;base64,/, + "" + ); + const buffer = Buffer.from(dataWithoutPrefix, "base64"); + + if (input.kategorie !== image.kategorie) { + await prisma.gebaeudeBilder.update({ + where: { + id: image.id + }, + data: { + kategorie: input.kategorie + } + }); + } + + const filePath = fileURLToPath(new URL(`../../../../../persistent/images/${image.uid}.webp`, import.meta.url)); + + try { + // Wir optimieren das Bild und konvertieren es in WebP + // TODO: Sharp scheint nicht zu funktionieren, wir müssen das nochmal testen + // const optimizedBuffer = await sharp(buffer).webp({ quality: 80 }).toArray(); + + writeFileSync(filePath, buffer) + } catch(e) { + // Und geben einen Fehler zurück + throw new APIError({ + code: "INTERNAL_SERVER_ERROR", + message: "Bild konnte nicht gespeichert werden.", + }); + } + }, +}) \ No newline at end of file diff --git a/src/pages/api/klimafaktoren.ts b/src/pages/api/klimafaktoren.ts new file mode 100644 index 00000000..2ae9418b --- /dev/null +++ b/src/pages/api/klimafaktoren.ts @@ -0,0 +1,77 @@ +import { z } from "zod"; +import moment from "moment"; +import { prisma } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; + +export const GET = defineApiRoute({ + input: z.object({ + plz: z.string().min(4).max(5), + startdatum: z.coerce.date(), + enddatum: z.coerce.date(), + genauigkeit: z.enum(["months", "years"]), + }), + + output: z.array( + z.object({ + month: z.number(), + year: z.number(), + klimafaktor: z.number(), + }) + ), + + async fetch(input, ctx) { + const start = moment(input.startdatum); + const end = moment(input.enddatum); + + if (start.isSameOrAfter(end)) { + throw new APIError({ + code: "PRECONDITION_FAILED", + message: "Das Startdatum kann nicht vor dem Enddatum liegen.", + }); + } + + const intervals = []; + + let currentDate = start.clone(); + while (currentDate.isSameOrBefore(end)) { + let copy = currentDate.clone(); + intervals.push(copy); + currentDate.add(1, input.genauigkeit); + } + + let klimafaktoren = await prisma.klimafaktoren.findMany({ + where: { + plz: input.plz, + month: intervals[0].month(), + OR: intervals.map((date) => { + return { + year: date.year(), + }; + }), + }, + }); + + if (!klimafaktoren) { + throw new APIError({ + code: "NOT_FOUND", + message: + "Die Klimafaktoren konnten nicht geladen werden. Das kann daran liegen, dass sie für diesen Zeitraum oder Ort nicht verfügbar sind.", + }); + } + + // NOTE: Sollten wir hier lieber den Output padden und trotzdem die gefundenen zurückgeben? + if (klimafaktoren.length !== intervals.length) { + throw new APIError({ + code: "NOT_FOUND", + message: + "Für diesen Zeitraum konnten nicht alle Klimafaktoren gefunden werden.", + }); + } + + return klimafaktoren.map((klimafaktor) => ({ + month: klimafaktor.month, + year: klimafaktor.year, + klimafaktor: klimafaktor.klimafaktor, + })); + }, +}); diff --git a/src/pages/api/objekt/[uid]/bilder.ts b/src/pages/api/objekt/[uid]/bilder.ts new file mode 100644 index 00000000..2f478df3 --- /dev/null +++ b/src/pages/api/objekt/[uid]/bilder.ts @@ -0,0 +1,127 @@ +import { authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { GebaeudeBilderSchema, prisma } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; +import isBase64 from "is-base64"; +import { fileURLToPath } from "url"; +import { writeFileSync } from "fs"; + +export const PUT = defineApiRoute({ + input: GebaeudeBilderSchema.pick({ + kategorie: true, + }).merge(z.object({ + base64: z.string() + })), + output: z.object({ + uid: z.string({ description: "Die UID des Bildes." }) + }), + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const base64 = input.base64; + + if (!isBase64(base64, { mimeRequired: true })) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Das Bild ist nicht base64.", + }); + } + + let objekt = await prisma.objekt.findUnique({ + where: { + uid: ctx.params.uid, + benutzer_id: user.id + }, + }); + + if (!objekt) { + throw new APIError({ + code: "NOT_FOUND", + message: "Objekt nicht gefunden oder gehört einem anderen Benutzer.", + }); + } + + const dataWithoutPrefix = base64.replace( + /^data:image\/\w+;base64,/, + "" + ); + const buffer = Buffer.from(dataWithoutPrefix, "base64"); + + const bild = await prisma.gebaeudeBilder.create({ + data: { + kategorie: input.kategorie, + objekt: { + connect: { + id: objekt.id, + }, + }, + }, + select: { + uid: true, + }, + }); + + const filePath = fileURLToPath(new URL(`../../../../../persistent/images/${bild.uid}.webp`, import.meta.url)); + + try { + // Wir optimieren das Bild und konvertieren es in WebP + // TODO: Sharp scheint nicht zu funktionieren, wir müssen das nochmal testen + // const optimizedBuffer = await sharp(buffer).webp({ quality: 80 }).toArray(); + + writeFileSync(filePath, buffer) + } catch(e) { + console.log(e); + + // Bild wurde nicht gespeichert, wir löschen den Eintrag wieder + await prisma.gebaeudeBilder.delete({ + where: { + uid: bild.uid + } + }) + // Und geben einen Fehler zurück + throw new APIError({ + code: "INTERNAL_SERVER_ERROR", + message: "Bild konnte nicht gespeichert werden.", + }); + } + + return { + uid: bild.uid + }; + }, +}) + +export const GET = defineApiRoute({ + middleware: authorizationMiddleware, + output: z.array(GebaeudeBilderSchema.pick({ + kategorie: true, + uid: true + })), + async fetch(input, ctx, user) { + const { uid } = ctx.params; + + const objekt = await prisma.objekt.findUnique({ + where: { + uid, + benutzer_id: user.id + }, + select: { + benutzer_id: true, + gebaeude_bilder: { + select: { + kategorie: true, + uid: true + } + } + } + }) + + if (!objekt) { + throw new APIError({ + code: "FORBIDDEN", + message: "Objekt existiert nicht oder gehört einem anderen Benutzer." + }) + } + + return objekt.gebaeude_bilder + }, +}) \ No newline at end of file diff --git a/src/pages/api/objekt/[uid]/index.ts b/src/pages/api/objekt/[uid]/index.ts new file mode 100644 index 00000000..30097039 --- /dev/null +++ b/src/pages/api/objekt/[uid]/index.ts @@ -0,0 +1,86 @@ +import { ObjektClient, OptionalNullable, ZodOverlap } from "#components/Ausweis/types.js"; +import { exclude } from "#lib/exclude.js"; +import { authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { ObjektSchema, prisma } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PATCH = defineApiRoute({ + input: ObjektSchema.omit({ + uid: true, + id: true, + benutzer_id: true + }), + output: z.void(), + headers: { + "Authorization": z.string() + }, + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const objekt = await prisma.objekt.findUnique({ + where: { + uid: ctx.params.uid, + benutzer: { + id: user.id + } + } + }) + + if (!objekt) { + throw new APIError({ + code: "NOT_FOUND", + message: "Objekt konnte nicht gefunden werden." + }) + } + + await prisma.objekt.update({ + where: { + uid: ctx.params.uid + }, + data: input + }) + }, +}) + +export const GET = defineApiRoute({ + meta: { + description: "Gibt ein spezifisches Gebäude des Benutzers zurück.", + tags: ["Gebäude"], + headers: { + "Authorization": { + description: "Ein gültiger Authentifizierungstoken", + required: true, + allowEmptyValue: false, + examples: { + Bearer: { + value: "Bearer eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9..." + } + } + } + } + }, + output: ZodOverlap>(ObjektSchema.omit({ + benutzer_id: true, + id: true + })), + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const { uid } = ctx.params; + + const objekt = await prisma.objekt.findUnique({ + where: { + uid, + benutzer_id: user.id + }, + }); + + if (!objekt) { + throw new APIError({ + code: "NOT_FOUND", + message: "Objekt mit dieser UID existiert nicht oder gehört nicht dem aktuellen Benutzer." + }) + } + + return exclude(objekt, ["benutzer_id", "id"]) + }, +}); diff --git a/src/pages/api/objekt/index.ts b/src/pages/api/objekt/index.ts new file mode 100644 index 00000000..4d241001 --- /dev/null +++ b/src/pages/api/objekt/index.ts @@ -0,0 +1,53 @@ +import { UUidWithPrefix } from "#components/Ausweis/types.js"; +import { authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { ObjektSchema, prisma } from "@ibcornelsen/database/server"; +import { defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PUT = defineApiRoute({ + input: ObjektSchema.omit({ + id: true, + uid: true, + benutzer_id: true + }), + output: z.object({ + uid: UUidWithPrefix + }), + middleware: authorizationMiddleware, + async fetch(input, context, user) { + const objekt = await prisma.objekt.create({ + data: { + ...input, + benutzer: { + connect: { + id: user.id + } + } + }, + }) + + return { + uid: objekt.uid + } + }, +}) + +export const GET = defineApiRoute({ + input: z.object({ + limit: z.number() + }), + output: z.array(ObjektSchema), + middleware: authorizationMiddleware, + async fetch(input, context, transfer) { + const objekte = await prisma.objekt.findMany({ + take: input.limit, + where: { + benutzer: { + id: transfer.id + } + } + }) + + return objekte + }, +}) \ No newline at end of file diff --git a/src/pages/api/postleitzahlen.ts b/src/pages/api/postleitzahlen.ts new file mode 100644 index 00000000..f49d64f4 --- /dev/null +++ b/src/pages/api/postleitzahlen.ts @@ -0,0 +1,49 @@ +import { z } from "zod"; +import { prisma } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; + +export const GET = defineApiRoute({ + input: z.object({ + plz: z.string().min(1).max(5), + limit: z.number().int().max(50).min(1).default(10).optional(), + }), + output: z.array( + z.object({ + plz: z.string().min(4).max(5), + stadt: z.string(), + bundesland: z.string(), + landkreis: z.string(), + lat: z.number(), + lon: z.number(), + }) + ), + async fetch(input, context) { + const plz = input.plz; + + const postleitzahlen = await prisma.postleitzahlen.findMany({ + where: { + plz: { + startsWith: plz, + }, + }, + take: input.limit, + select: { + plz: true, + stadt: true, + bundesland: true, + landkreis: true, + lat: true, + lon: true, + }, + }); + + if (postleitzahlen.length === 0) { + throw new APIError({ + code: "NOT_FOUND", + message: "Postleitzahl nicht gefunden", + }); + } + + return postleitzahlen; + }, +}); diff --git a/src/pages/api/ticket/index.ts b/src/pages/api/ticket/index.ts new file mode 100644 index 00000000..30266906 --- /dev/null +++ b/src/pages/api/ticket/index.ts @@ -0,0 +1,74 @@ +import { z } from "zod"; +import { TicketsSchema, prisma } from "@ibcornelsen/database/server"; +import { defineApiRoute } from "astro-typesafe-api/server"; +import { maybeAuthorizationMiddleware } from "#lib/middleware/authorization.js"; +import { UUidWithPrefix } from "#components/Ausweis/types.js"; + +export const PUT = defineApiRoute({ + meta: { + contentTypes: ["application/json"], + description: + "Erstellt ein neues Support Ticket und weist den Ersteller diesem zu, falls ein Authorization Header mitgegeben wurde.", + summary: "Erstellt ein neues Support Ticket.", + tags: ["Tickets"], + }, + input: TicketsSchema.omit({ + bearbeiter_id: true, + benutzer_id: true, + created_at: true, + deleted_at: true, + id: true, + prioritaet: true, + status: true, + uid: true, + updated_at: true, + }), + output: z.object({ + uid: UUidWithPrefix, + }), + middleware: maybeAuthorizationMiddleware, + async fetch(input, ctx, user) { + if (user === null) { + // Der Benutzer ist nicht authentifiziert. + // Wir erstellen das Ticket anonym. + const ticket = await prisma.tickets.create({ + data: { + beschreibung: input.beschreibung, + email: input.email, + titel: input.titel, + metadata: input.metadata, + }, + select: { + uid: true, + }, + }); + + return { + uid: ticket.uid, + }; + } + + // Der Benutzer ist authentifiziert. + // Wir verlinken den Benutzer und das Ticket. + const ticket = await prisma.tickets.create({ + data: { + benutzer: { + connect: { + id: user.id, + }, + }, + beschreibung: input.beschreibung, + email: input.email, + titel: input.titel, + metadata: input.metadata, + }, + select: { + uid: true, + }, + }); + + return { + uid: ticket.uid, + }; + }, +}); diff --git a/src/pages/api/user/index.ts b/src/pages/api/user/index.ts new file mode 100644 index 00000000..10ed09c1 --- /dev/null +++ b/src/pages/api/user/index.ts @@ -0,0 +1,42 @@ +import { UUidWithPrefix } from "#components/Ausweis/types.js"; +import { hashPassword } from "#lib/password.js"; +import { prisma } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PUT = defineApiRoute({ + input: z.object({ + email: z.string().email(), + passwort: z.string().min(6), + vorname: z.string(), + name: z.string() + }), + output: z.object({ + uid: UUidWithPrefix + }), + async fetch(input) { + const user = await prisma.benutzer.findUnique({ + where: { + email: input.email + } + }) + + if (user) { + throw new APIError({ + code: "CONFLICT", + message: "Email Adresse ist bereits vergeben." + }) + } + + const { uid } = await prisma.benutzer.create({ + data: { + email: input.email, + passwort: hashPassword(input.passwort), + vorname: input.vorname, + name: input.name + } + }) + + return { uid } + }, +}) \ No newline at end of file diff --git a/src/pages/api/user/self.ts b/src/pages/api/user/self.ts new file mode 100644 index 00000000..57b6d837 --- /dev/null +++ b/src/pages/api/user/self.ts @@ -0,0 +1,23 @@ +import { BenutzerSchema } from "@ibcornelsen/database/server"; +import { z } from "zod"; +import { defineApiRoute } from "astro-typesafe-api/server"; +import { authorizationMiddleware } from "#lib/middleware/authorization.js"; + +export const GET = defineApiRoute({ + meta: { + description: + "Gibt die Daten des momentan eingeloggten Benutzers zurück. Falls der Authorization Key invalid ist wird stattdessen null zurückgegeben.", + summary: "Gibt die Daten des eingeloggten Benutzers zurück.", + tags: ["Benutzer"], + }, + + input: z.void(), + output: BenutzerSchema.omit({ + passwort: true, + id: true, + }).or(z.null()), + middleware: authorizationMiddleware, + async fetch(input, ctx, transfer) { + return transfer; + }, +}); diff --git a/src/pages/api/verbrauchsausweis-gewerbe/[uid].ts b/src/pages/api/verbrauchsausweis-gewerbe/[uid].ts new file mode 100644 index 00000000..88ffad33 --- /dev/null +++ b/src/pages/api/verbrauchsausweis-gewerbe/[uid].ts @@ -0,0 +1,217 @@ +import { OptionalNullable, UUidWithPrefix, VerbrauchsausweisGewerbeClient, ZodOverlap } from "#components/Ausweis/types.js"; +import { exclude } from "#lib/exclude.js"; +import { authorizationHeaders, authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { prisma, VerbrauchsausweisGewerbeSchema } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PATCH = defineApiRoute({ + input: VerbrauchsausweisGewerbeSchema.omit({ + uid: true, + id: true, + benutzer_id: true, + aufnahme_id: true, + }), + output: z.void(), + headers: { + "Authorization": z.string() + }, + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const objekt = await prisma.verbrauchsausweisGewerbe.findUnique({ + where: { + uid: ctx.params.uid, + benutzer: { + id: user.id + } + } + }) + + if (!objekt) { + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden oder gehört einem anderen Benutzer." + }) + } + + await prisma.verbrauchsausweisGewerbe.update({ + where: { + uid: ctx.params.uid + }, + data: input + }) + }, +}) + +export const DELETE = defineApiRoute({ + meta: { + description: "Storniert einen Ausweis" + }, + headers: authorizationHeaders, + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const { uid } = ctx.params; + + if (!UUidWithPrefix.safeParse(uid).success) { + throw new APIError({ + code: "BAD_REQUEST", + message: "UID konnte nicht verifiziert werden." + }) + } + + // Wir holen uns den Verbrauchsausweis + // Dieser MUSS mit dem Nutzer verknüpft sein. + const ausweis = await prisma.verbrauchsausweisGewerbe.findUnique({ + where: { + uid, + }, + include: { + aufnahme: { + select: { + storniert: true + } + } + } + }); + + if (!ausweis) { + // Falls wir den Ausweis nicht finden können, werfen wir einen Fehler + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden.", + }); + } + + // Wir dürfen den Ausweis nur stornieren, wenn er noch nicht ausgestellt wurde + // Außerdem müssen wir schauen, ob wir Admin oder der Besitzer des Ausweises sind. + if ((ausweis.benutzer_id !== user.id) && user.rolle !== "ADMIN") { + // Falls der Ausweis nicht dem Nutzer gehört, werfen wir einen Fehler + throw new APIError({ + code: "FORBIDDEN", + message: "Ausweis gehört nicht dem Nutzer.", + }); + } + + // if (ausweis.erledigt) { + // // Falls der Ausweis bereits ausgestellt wurde, werfen wir einen Fehler + // throw new TRPCError({ + // code: "BAD_REQUEST", + // message: "Ausweis wurde bereits ausgestellt.", + // }); + // } + + if (ausweis.aufnahme.storniert) { + // Falls der Ausweis bereits storniert ist, werfen wir einen Fehler + throw new APIError({ + code: "BAD_REQUEST", + message: "Ausweis wurde bereits storniert.", + }); + } + + await prisma.aufnahme.update({ + where: { + id: ausweis.aufnahme_id + }, + data: { + storniert: true + } + }) + + // Wir erstellen ein Event, dass der Ausweis storniert wurde + // Dann können wir das in der Historie anzeigen + await prisma.event.create({ + data: { + title: "Ausweis storniert", + description: ((user.rolle === "ADMIN") && (ausweis.benutzer_id !== user.id)) ? "Ausweis wurde von einem Administrator storniert." : "Ausweis wurde vom Besitzer storniert.", + benutzer: { + connect: { + id: user.id + } + }, + aufnahme: { + connect: { + id: ausweis.aufnahme_id + } + } + } + }) + }, +}) + +export const GET = defineApiRoute({ + meta: { + description: "Gibt ein spezifisches Gebäude des Benutzers zurück.", + tags: ["Gebäude"], + headers: { + "Authorization": { + description: "Ein gültiger Authentifizierungstoken", + required: true, + allowEmptyValue: false, + examples: { + Bearer: { + value: "Bearer eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9..." + } + } + } + } + }, + output: ZodOverlap>(VerbrauchsausweisGewerbeSchema.merge(z.object({ + uid_aufnahme: UUidWithPrefix, + uid_objekt: UUidWithPrefix, + uid_benutzer: UUidWithPrefix.optional() + })).omit({ + id: true, + aufnahme_id: true, + benutzer_id: true + })), + middleware: authorizationMiddleware, + async fetch(input, context, user) { + const { uid } = context.params; + + if (!uid) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Missing uid in request params" + }) + } + + const ausweis = await prisma.verbrauchsausweisGewerbe.findUnique({ + where: { + uid, + benutzer_id: user.id + }, + include: { + benutzer: { + select: { + uid: true + } + }, + aufnahme: { + select: { + uid: true, + objekt: { + select: { + uid: true + } + } + } + } + } + }); + + if (!ausweis) { + // Falls wir den Ausweis nicht finden können, werfen wir einen Fehler + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden.", + }); + } + + return { + uid_aufnahme: ausweis.aufnahme.uid, + uid_objekt: ausweis.aufnahme.objekt.uid, + uid_benutzer: ausweis.benutzer?.uid, + ...exclude(ausweis, ["id", "aufnahme_id", "benutzer_id", "aufnahme"]) + } + }, +}); diff --git a/src/pages/api/verbrauchsausweis-gewerbe/index.ts b/src/pages/api/verbrauchsausweis-gewerbe/index.ts new file mode 100644 index 00000000..39106375 --- /dev/null +++ b/src/pages/api/verbrauchsausweis-gewerbe/index.ts @@ -0,0 +1,150 @@ +import { UUidWithPrefix } from "#components/Ausweis/types.js"; +import { authorizationHeaders, authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { prisma, VerbrauchsausweisGewerbeSchema } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PATCH = defineApiRoute({ + fetch(input, context) {}, +}); + +export const PUT = defineApiRoute({ + meta: { + contentTypes: ["application/json"], + description: + "Erstellt einen neuen Verbrauchsausweis für Gewerbegebäude nach dem Schema der EnEV von 2016. Als Input wird ein bestehendes Gebäude benötigt. Falls keine UID einer bestehenden Gebäudeaufnahme mitgegeben wird, wird automatisch eine erstellt.", + tags: ["Verbrauchsausweis Wohnen"], + }, + input: z.object({ + ausweis: VerbrauchsausweisGewerbeSchema.omit({ + id: true, + benutzer_id: true, + uid: true, + aufnahme_id: true + }), + uid_aufnahme: UUidWithPrefix + }), + output: z.object({ + uid: UUidWithPrefix, + objekt_uid: UUidWithPrefix, + aufnahme_uid: UUidWithPrefix, + }), + headers: authorizationHeaders, + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const aufnahme = await prisma.aufnahme.findUnique({ + where: { + uid: input.uid_aufnahme + } + }) + + if (!aufnahme || aufnahme.benutzer_id !== user.id) { + throw new APIError({ + code: "FORBIDDEN", + message: "Aufnahme konnte nicht gefunden werden oder gehört nicht zu diesem Benutzer." + }) + } + + const createdAusweis = await prisma.verbrauchsausweisGewerbe.create({ + data: { + ...input.ausweis, + benutzer: { + connect: { + id: user.id, + }, + }, + aufnahme: { + connect: { + uid: aufnahme.uid, + }, + }, + }, + select: { + uid: true, + aufnahme: { + select: { + uid: true, + objekt: { + select: { + uid: true, + }, + }, + }, + }, + }, + }); + + return { + uid: createdAusweis.uid, + objekt_uid: createdAusweis.aufnahme.objekt.uid, + aufnahme_uid: createdAusweis.aufnahme.uid, + }; + }, +}); + +export const GET = defineApiRoute({ + meta: { + description: "Gibt ein spezifisches Gebäude des Benutzers zurück.", + tags: ["Gebäude"], + headers: { + Authorization: { + description: "Ein gültiger Authentifizierungstoken", + required: true, + allowEmptyValue: false, + examples: { + Bearer: { + value: "Bearer eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9...", + }, + }, + }, + }, + }, + middleware: authorizationMiddleware, + async fetch(input, context, user) { + const { uid } = context.params; + + const ausweis = await prisma.verbrauchsausweisGewerbe.findUnique({ + where: { + uid, + }, + include: { + benutzer: true, + aufnahme: { + include: { + objekt: { + include: { + gebaeude_bilder: true, + }, + }, + rechnungen: true, + events: { + include: { + benutzer: { + select: { + uid: true, + }, + }, + }, + orderBy: { + date: "asc", + }, + }, + }, + }, + }, + }); + + if ( + !ausweis || + (ausweis.benutzer_id !== null && ausweis.benutzer_id !== user.id) + ) { + // Falls wir den Ausweis nicht finden können, werfen wir einen Fehler + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden.", + }); + } + + return ausweis; + }, +}); diff --git a/src/pages/api/verbrauchsausweis-wohnen/[uid].ts b/src/pages/api/verbrauchsausweis-wohnen/[uid].ts new file mode 100644 index 00000000..fa5dc51b --- /dev/null +++ b/src/pages/api/verbrauchsausweis-wohnen/[uid].ts @@ -0,0 +1,217 @@ +import { OptionalNullable, UUidWithPrefix, VerbrauchsausweisWohnenClient, ZodOverlap } from "#components/Ausweis/types.js"; +import { exclude } from "#lib/exclude.js"; +import { authorizationHeaders, authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { prisma, VerbrauchsausweisWohnenSchema } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PATCH = defineApiRoute({ + input: VerbrauchsausweisWohnenSchema.omit({ + uid: true, + id: true, + benutzer_id: true, + aufnahme_id: true, + }), + output: z.void(), + headers: { + "Authorization": z.string() + }, + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const objekt = await prisma.verbrauchsausweisWohnen.findUnique({ + where: { + uid: ctx.params.uid, + benutzer: { + id: user.id + } + } + }) + + if (!objekt) { + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden oder gehört einem anderen Benutzer." + }) + } + + await prisma.verbrauchsausweisWohnen.update({ + where: { + uid: ctx.params.uid + }, + data: input + }) + }, +}) + +export const DELETE = defineApiRoute({ + meta: { + description: "Storniert einen Ausweis" + }, + headers: authorizationHeaders, + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const { uid } = ctx.params; + + if (!UUidWithPrefix.safeParse(uid).success) { + throw new APIError({ + code: "BAD_REQUEST", + message: "UID konnte nicht verifiziert werden." + }) + } + + // Wir holen uns den Verbrauchsausweis + // Dieser MUSS mit dem Nutzer verknüpft sein. + const ausweis = await prisma.verbrauchsausweisWohnen.findUnique({ + where: { + uid, + }, + include: { + aufnahme: { + select: { + storniert: true + } + } + } + }); + + if (!ausweis) { + // Falls wir den Ausweis nicht finden können, werfen wir einen Fehler + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden.", + }); + } + + // Wir dürfen den Ausweis nur stornieren, wenn er noch nicht ausgestellt wurde + // Außerdem müssen wir schauen, ob wir Admin oder der Besitzer des Ausweises sind. + if ((ausweis.benutzer_id !== user.id) && user.rolle !== "ADMIN") { + // Falls der Ausweis nicht dem Nutzer gehört, werfen wir einen Fehler + throw new APIError({ + code: "FORBIDDEN", + message: "Ausweis gehört nicht dem Nutzer.", + }); + } + + // if (ausweis.erledigt) { + // // Falls der Ausweis bereits ausgestellt wurde, werfen wir einen Fehler + // throw new TRPCError({ + // code: "BAD_REQUEST", + // message: "Ausweis wurde bereits ausgestellt.", + // }); + // } + + if (ausweis.aufnahme.storniert) { + // Falls der Ausweis bereits storniert ist, werfen wir einen Fehler + throw new APIError({ + code: "BAD_REQUEST", + message: "Ausweis wurde bereits storniert.", + }); + } + + await prisma.aufnahme.update({ + where: { + id: ausweis.aufnahme_id + }, + data: { + storniert: true + } + }) + + // Wir erstellen ein Event, dass der Ausweis storniert wurde + // Dann können wir das in der Historie anzeigen + await prisma.event.create({ + data: { + title: "Ausweis storniert", + description: ((user.rolle === "ADMIN") && (ausweis.benutzer_id !== user.id)) ? "Ausweis wurde von einem Administrator storniert." : "Ausweis wurde vom Besitzer storniert.", + benutzer: { + connect: { + id: user.id + } + }, + aufnahme: { + connect: { + id: ausweis.aufnahme_id + } + } + } + }) + }, +}) + +export const GET = defineApiRoute({ + meta: { + description: "Gibt ein spezifisches Gebäude des Benutzers zurück.", + tags: ["Gebäude"], + headers: { + "Authorization": { + description: "Ein gültiger Authentifizierungstoken", + required: true, + allowEmptyValue: false, + examples: { + Bearer: { + value: "Bearer eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9..." + } + } + } + } + }, + output: ZodOverlap>(VerbrauchsausweisWohnenSchema.merge(z.object({ + uid_aufnahme: UUidWithPrefix, + uid_objekt: UUidWithPrefix, + uid_benutzer: UUidWithPrefix.optional() + })).omit({ + id: true, + aufnahme_id: true, + benutzer_id: true + })), + middleware: authorizationMiddleware, + async fetch(input, context, user) { + const { uid } = context.params; + + if (!uid) { + throw new APIError({ + code: "BAD_REQUEST", + message: "Missing uid in request params" + }) + } + + const ausweis = await prisma.verbrauchsausweisWohnen.findUnique({ + where: { + uid, + benutzer_id: user.id + }, + include: { + benutzer: { + select: { + uid: true + } + }, + aufnahme: { + select: { + uid: true, + objekt: { + select: { + uid: true + } + } + } + } + } + }); + + if (!ausweis) { + // Falls wir den Ausweis nicht finden können, werfen wir einen Fehler + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden.", + }); + } + + return { + uid_aufnahme: ausweis.aufnahme.uid, + uid_objekt: ausweis.aufnahme.objekt.uid, + uid_benutzer: ausweis.benutzer?.uid, + ...exclude(ausweis, ["id", "aufnahme_id", "benutzer_id", "aufnahme"]) + } + }, +}); diff --git a/src/pages/api/verbrauchsausweis-wohnen/index.ts b/src/pages/api/verbrauchsausweis-wohnen/index.ts new file mode 100644 index 00000000..4d384540 --- /dev/null +++ b/src/pages/api/verbrauchsausweis-wohnen/index.ts @@ -0,0 +1,150 @@ +import { UUidWithPrefix } from "#components/Ausweis/types.js"; +import { authorizationHeaders, authorizationMiddleware } from "#lib/middleware/authorization.js"; +import { prisma, VerbrauchsausweisWohnenSchema } from "@ibcornelsen/database/server"; +import { APIError, defineApiRoute } from "astro-typesafe-api/server"; +import { z } from "zod"; + +export const PATCH = defineApiRoute({ + fetch(input, context) {}, +}); + +export const PUT = defineApiRoute({ + meta: { + contentTypes: ["application/json"], + description: + "Erstellt einen neuen Verbrauchsausweis für Wohngebäude nach dem Schema der EnEV von 2016. Als Input wird ein bestehendes Gebäude benötigt. Falls keine UID einer bestehenden Gebäudeaufnahme mitgegeben wird, wird automatisch eine erstellt.", + tags: ["Verbrauchsausweis Wohnen"], + }, + input: z.object({ + ausweis: VerbrauchsausweisWohnenSchema.omit({ + id: true, + benutzer_id: true, + uid: true, + aufnahme_id: true + }), + uid_aufnahme: UUidWithPrefix + }), + output: z.object({ + uid: UUidWithPrefix, + objekt_uid: UUidWithPrefix, + aufnahme_uid: UUidWithPrefix, + }), + headers: authorizationHeaders, + middleware: authorizationMiddleware, + async fetch(input, ctx, user) { + const aufnahme = await prisma.aufnahme.findUnique({ + where: { + uid: input.uid_aufnahme + } + }) + + if (!aufnahme || aufnahme.benutzer_id !== user.id) { + throw new APIError({ + code: "FORBIDDEN", + message: "Aufnahme konnte nicht gefunden werden oder gehört nicht zu diesem Benutzer." + }) + } + + const createdAusweis = await prisma.verbrauchsausweisWohnen.create({ + data: { + ...input.ausweis, + benutzer: { + connect: { + id: user.id, + }, + }, + aufnahme: { + connect: { + uid: aufnahme.uid, + }, + }, + }, + select: { + uid: true, + aufnahme: { + select: { + uid: true, + objekt: { + select: { + uid: true, + }, + }, + }, + }, + }, + }); + + return { + uid: createdAusweis.uid, + objekt_uid: createdAusweis.aufnahme.objekt.uid, + aufnahme_uid: createdAusweis.aufnahme.uid, + }; + }, +}); + +export const GET = defineApiRoute({ + meta: { + description: "Gibt ein spezifisches Gebäude des Benutzers zurück.", + tags: ["Gebäude"], + headers: { + Authorization: { + description: "Ein gültiger Authentifizierungstoken", + required: true, + allowEmptyValue: false, + examples: { + Bearer: { + value: "Bearer eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9...", + }, + }, + }, + }, + }, + middleware: authorizationMiddleware, + async fetch(input, context, user) { + const { uid } = context.params; + + const ausweis = await prisma.verbrauchsausweisWohnen.findUnique({ + where: { + uid, + }, + include: { + benutzer: true, + aufnahme: { + include: { + objekt: { + include: { + gebaeude_bilder: true, + }, + }, + rechnungen: true, + events: { + include: { + benutzer: { + select: { + uid: true, + }, + }, + }, + orderBy: { + date: "asc", + }, + }, + }, + }, + }, + }); + + if ( + !ausweis || + (ausweis.benutzer_id !== null && ausweis.benutzer_id !== user.id) + ) { + // Falls wir den Ausweis nicht finden können, werfen wir einen Fehler + throw new APIError({ + code: "NOT_FOUND", + message: "Ausweis konnte nicht gefunden werden.", + }); + } + + return ausweis; + }, +}); diff --git a/src/pages/dashboard/index.astro b/src/pages/dashboard/index.astro index 30a7137a..d5f5836c 100644 --- a/src/pages/dashboard/index.astro +++ b/src/pages/dashboard/index.astro @@ -1,8 +1,9 @@ --- -import { createCaller } from "#lib/caller"; +import { createCaller } from "../../astro-typesafe-api-caller.js"; import UserLayout from "../../layouts/UserLayout.astro"; import { validateAccessTokenServer } from "#server/lib/validateAccessToken"; import DashboardModule from "#modules/Dashboard/DashboardModule.svelte"; +import { API_ACCESS_TOKEN_COOKIE_NAME } from "#lib/constants"; const accessTokenValid = await validateAccessTokenServer(Astro); @@ -12,8 +13,16 @@ if (!accessTokenValid) { const caller = createCaller(Astro); -const user = await caller.v1.benutzer.self(undefined); -const gebaeudeArray = await caller.v1.gebaeude.getMany({ limit: 5 }); +const user = await caller.user.self.GET.fetch(undefined, { + headers: { + "Authorization": `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } +}); +const gebaeudeArray = await caller.objekt.GET.fetch({ limit: 5 }, { + headers: { + "Authorization": `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } +}); --- diff --git a/src/pages/dev/datenblatt-viewer.astro b/src/pages/dev/datenblatt-viewer.astro new file mode 100644 index 00000000..8239074d --- /dev/null +++ b/src/pages/dev/datenblatt-viewer.astro @@ -0,0 +1,9 @@ +--- +import BlankLayout from "#layouts/BlankLayout.astro"; + + +--- + + + + \ No newline at end of file diff --git a/src/pages/dev/pdf-viewer.astro b/src/pages/dev/pdf-viewer.astro new file mode 100644 index 00000000..aa439e6e --- /dev/null +++ b/src/pages/dev/pdf-viewer.astro @@ -0,0 +1,9 @@ +--- +import BlankLayout from "#layouts/BlankLayout.astro"; + + +--- + + + + \ No newline at end of file diff --git a/src/pages/energieausweis-erstellen/bedarfsausweis-wohngebaeude/index.astro b/src/pages/energieausweis-erstellen/bedarfsausweis-wohngebaeude/index.astro index 14795f3e..7f4ed33a 100644 --- a/src/pages/energieausweis-erstellen/bedarfsausweis-wohngebaeude/index.astro +++ b/src/pages/energieausweis-erstellen/bedarfsausweis-wohngebaeude/index.astro @@ -7,7 +7,7 @@ import { createCaller } from "#lib/caller"; const uid = Astro.url.searchParams.get("uid"); let ausweis: Partial = { - gebaeude_aufnahme_allgemein: { gebaeude_stammdaten: {} }, + aufnahme: { objekt: {} }, energiequelle_2_nutzung: [] } as Partial; diff --git a/src/pages/energieausweis-erstellen/verbrauchsausweis-gewerbe/index.astro b/src/pages/energieausweis-erstellen/verbrauchsausweis-gewerbe/index.astro index 5385ba22..dc6fbafb 100644 --- a/src/pages/energieausweis-erstellen/verbrauchsausweis-gewerbe/index.astro +++ b/src/pages/energieausweis-erstellen/verbrauchsausweis-gewerbe/index.astro @@ -7,7 +7,7 @@ import { createCaller } from "#lib/caller"; const uid = Astro.url.searchParams.get("uid"); let ausweis: VerbrauchsausweisGewerbeClient = { - gebaeude_aufnahme_allgemein: { gebaeude_stammdaten: {} }, + aufnahme: { objekt: {} }, } as VerbrauchsausweisGewerbeClient; const caller = createCaller(Astro); diff --git a/src/pages/energieausweis-erstellen/verbrauchsausweis-wohngebaeude/index.astro b/src/pages/energieausweis-erstellen/verbrauchsausweis-wohngebaeude/index.astro index 9b090337..6381e601 100644 --- a/src/pages/energieausweis-erstellen/verbrauchsausweis-wohngebaeude/index.astro +++ b/src/pages/energieausweis-erstellen/verbrauchsausweis-wohngebaeude/index.astro @@ -1,24 +1,73 @@ --- import AusweisLayout from "#layouts/AusweisLayoutDaten.astro"; import VerbrauchsausweisWohnenModule from "#modules/VerbrauchsausweisWohnen/VerbrauchsausweisWohnenModule.svelte"; -import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; -import { createCaller } from "#lib/caller"; +import { AufnahmeClient, ObjektClient, UploadedGebaeudeBild, VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; +import { createCaller } from "../../../astro-typesafe-api-caller.js"; +import { API_ACCESS_TOKEN_COOKIE_NAME } from "#lib/constants"; +import { validateAccessTokenServer } from "#server/lib/validateAccessToken"; const uid = Astro.url.searchParams.get("uid"); -let ausweis: VerbrauchsausweisWohnenClient = { - gebaeude_aufnahme_allgemein: { gebaeude_stammdaten: {} }, -} as VerbrauchsausweisWohnenClient; +let ausweis: VerbrauchsausweisWohnenClient = {} as VerbrauchsausweisWohnenClient; +let aufnahme: AufnahmeClient = {} as AufnahmeClient; +let objekt: ObjektClient = {} as ObjektClient; +let bilder: UploadedGebaeudeBild[] = [] + +const valid = validateAccessTokenServer(Astro); const caller = createCaller(Astro); if (uid) { - ausweis = await caller.v1.verbrauchsausweisWohnen.get({ - uid: uid, - }); + if (!valid) { + return Astro.redirect( + `/auth/login?redirect=${Astro.url.toString()}` + ); + } - if (!ausweis) { - // Der Ausweis scheint nicht zu existieren. - // Wir leiten auf die generische Ausweisseite ohne UID weiter. + try { + ausweis = await caller["verbrauchsausweis-wohnen"]._uid.GET.fetch(null, { + headers: { + authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + }, + params: { + uid + } + }); + + aufnahme = await caller.aufnahme._uid.GET.fetch(null, { + headers: { + authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + }, + params: { + uid: ausweis.uid_aufnahme + } + }) + + objekt = await caller.objekt._uid.GET.fetch(null, { + headers: { + authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + }, + params: { + uid: ausweis.uid_objekt + } + }) + + bilder = await caller.objekt._uid.bilder.GET.fetch(null, { + headers: { + authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + }, + params: { + uid: ausweis.uid_objekt + } + }) + + if (!ausweis) { + // Der Ausweis scheint nicht zu existieren. + // Wir leiten auf die generische Ausweisseite ohne UID weiter. + return Astro.redirect( + "/energieausweis-erstellen/verbrauchsausweis-wohnen" + ); + } + } catch(e) { return Astro.redirect( "/energieausweis-erstellen/verbrauchsausweis-wohnen" ); @@ -27,5 +76,5 @@ if (uid) { --- - + diff --git a/src/pages/index.astro b/src/pages/index.astro index 4cf84d42..1069f057 100644 --- a/src/pages/index.astro +++ b/src/pages/index.astro @@ -1,8 +1,8 @@ --- import Layout from "#layouts/Layout.astro"; -import ProduktVergleich from "#content/ProduktVergleich.svelte"; -import ProduktVergleichGewerbe from "#content/ProduktVergleichGewerbe.svelte"; -import WelcherAusweisWidget from "#widgets/WelcherAusweisWidget.svelte"; +import ProduktVergleich from "#components/design/content/ProduktVergleich.svelte"; +import ProduktVergleichGewerbe from "#components/design/content/ProduktVergleichGewerbe.svelte"; +import WelcherAusweisWidget from "#components/widgets/WelcherAusweisWidget.svelte"; import TextboxCardTemplate from "#components/design/content/TextboxCardTemplate.svelte"; --- @@ -18,19 +18,7 @@ import TextboxCardTemplate from "#components/design/content/TextboxCardTemplate.

Machen Sie hier den online Check welcher Energieausweis der Richtige für Sie ist:

- - - +

Erfüllen Sie die gesetzlichen Vorgaben des GEG 2024. Mit uns profitieren Sie von:

diff --git a/src/pages/kundendaten.astro b/src/pages/kundendaten.astro index 5e4f140d..50cbaf4c 100644 --- a/src/pages/kundendaten.astro +++ b/src/pages/kundendaten.astro @@ -3,30 +3,65 @@ import KundendatenModule from "#modules/KundendatenModule.svelte"; import AusweisLayout from "#layouts/AusweisLayoutPruefung.astro"; import { Enums } from "@ibcornelsen/database/client"; -import { createCaller } from "#lib/caller"; +import { createCaller } from "../astro-typesafe-api-caller"; +import { API_ACCESS_TOKEN_COOKIE_NAME, API_REFRESH_TOKEN_COOKIE_NAME } from "#lib/constants"; +import { validateAccessTokenServer } from "#server/lib/validateAccessToken"; // Man sollte nur auf diese Seite kommen, wenn ein Ausweis bereits vorliegt und in der Datenbank abgespeichert wurde. const uid = Astro.url.searchParams.get("uid"); +const valid = await validateAccessTokenServer(Astro) -if (!uid) { +if (!uid || !valid) { return Astro.redirect("/404"); } -const caller = createCaller(Astro); -const ausweis = await caller.v1.verbrauchsausweisWohnen.get({ - uid +const caller = createCaller(Astro) + +const ausweis = await caller["verbrauchsausweis-wohnen"]._uid.GET.fetch(undefined, { + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + }, + params: { + uid + } }) -const user = await caller.v1.benutzer.self(); +const aufnahme = await caller.aufnahme._uid.GET.fetch(undefined, { + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + }, + params: { + uid: ausweis.uid_aufnahme + } +}) + +const objekt = await caller.objekt._uid.GET.fetch(undefined, { + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + }, + params: { + uid: aufnahme.uid_objekt + } +}) + +const user = await caller.user.self.GET.fetch(undefined, { + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } +}); + +aufnahme.ausweisart = "VerbrauchsausweisWohnen" -if (!ausweis) { + + +if (!ausweis || !user) { return Astro.redirect("/404"); } --- - + diff --git a/src/pages/pdf/ansichtsausweis.astro b/src/pages/pdf/ansichtsausweis.astro index 67711326..d8f47231 100644 --- a/src/pages/pdf/ansichtsausweis.astro +++ b/src/pages/pdf/ansichtsausweis.astro @@ -1,10 +1,16 @@ --- -import { createCaller } from "#lib/caller"; -import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; +import { AufnahmeClient, BenutzerClient, getAusweisartFromUUID, ObjektClient, UploadedGebaeudeBild, VerbrauchsausweisGewerbeClient, VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; +import { API_ACCESS_TOKEN_COOKIE_NAME } from "#lib/constants"; import { pdfVerbrauchsausweisWohnen } from "#lib/pdf/pdfVerbrauchsausweisWohnen"; +import { Enums } from "@ibcornelsen/database/client"; +import { createCaller } from "src/astro-typesafe-api-caller"; const base64 = Astro.url.searchParams.get("base64"); -let ausweis: VerbrauchsausweisWohnenClient | null = null; +let ausweis: VerbrauchsausweisWohnenClient | VerbrauchsausweisGewerbeClient | null = null; +let aufnahme: AufnahmeClient = {} as AufnahmeClient; +let objekt: ObjektClient = {} as ObjektClient; +let user: BenutzerClient = {} as BenutzerClient; +let images: UploadedGebaeudeBild[] = [] if (base64) { const buffer = Buffer.from(base64, "base64"); const json = buffer.toString("utf-8"); @@ -16,14 +22,61 @@ if (base64) { return Astro.redirect("/404"); } + const ausweisart = getAusweisartFromUUID(uidAusweis) + const caller = createCaller(Astro); - ausweis = await caller.v1.verbrauchsausweisWohnen.get({ - uid: uidAusweis + if (ausweisart === Enums.Ausweisart.VerbrauchsausweisWohnen) { + ausweis = await caller["verbrauchsausweis-wohnen"]._uid.GET.fetch(undefined, { + params: { + uid: uidAusweis + }, + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } + }); + } else if (ausweisart === Enums.Ausweisart.VerbrauchsausweisGewerbe) { + ausweis = await caller["verbrauchsausweis-gewerbe"]._uid.GET.fetch(undefined, { + params: { + uid: uidAusweis + }, + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } + }); + } + + + if (!ausweis) { + return Astro.redirect("/"); + } + + aufnahme = await caller.aufnahme._uid.GET.fetch(undefined, { + params: { + uid: ausweis.uid_aufnahme + }, + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } + }); + + objekt = await caller.objekt._uid.GET.fetch(undefined, { + params: { + uid: ausweis.uid_objekt + }, + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } + }); + + user = await caller.user.self.GET.fetch(undefined, { + headers: { + Authorization: `Bearer ${Astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value}` + } }); } -const pdf = await pdfVerbrauchsausweisWohnen(ausweis); +const pdf = await pdfVerbrauchsausweisWohnen(ausweis, aufnahme, objekt, images, user); return new Response(pdf, { headers: { diff --git a/src/pages/pdf/datenblatt.astro b/src/pages/pdf/datenblatt.astro index 5cc883d6..b24d89ae 100644 --- a/src/pages/pdf/datenblatt.astro +++ b/src/pages/pdf/datenblatt.astro @@ -1,11 +1,7 @@ --- -import { generate } from "@pdfme/generator"; -import VerbrauchsausweisWohnen2016Template from "../../data/templates/verbrauchsausweis-wohnen-2016.json"; -import { convertAusweisData } from "#lib/AusweisData"; -import { variable } from "#lib/pdf/plugins/variables"; -import { text, image } from "@pdfme/schemas" -import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; +import { BenutzerClient, VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; import { createCaller } from "#lib/caller"; +import { pdfDatenblattVerbrauchsausweisWohnen } from "#lib/pdf/pdfDatenblattVerbrauchsausweisWohnen"; const base64 = Astro.url.searchParams.get("base64"); let ausweis: VerbrauchsausweisWohnenClient | null = null; @@ -24,25 +20,11 @@ if (base64) { ausweis = await caller.v1.verbrauchsausweisWohnen.get({ uid: uidAusweis - }) + }); } -if (!ausweis) { - return Astro.redirect("/404"); -} +const pdf = await pdfDatenblattVerbrauchsausweisWohnen(ausweis); -const pdf = await generate({ - template: VerbrauchsausweisWohnen2016Template, - plugins: { text, image, variable }, - inputs: [convertAusweisData(ausweis)], - options: { - author: "IB Cornelsen", - creationDate: new Date(), - creator: "IB Cornelsen", - language: "de", - title: "Verbrauchsausweis Wohnen 2016", - }, -}); return new Response(pdf, { headers: { diff --git a/src/pages/welcher-energieausweis/index.astro b/src/pages/welcher-energieausweis/index.astro index b77d1163..6bead70d 100644 --- a/src/pages/welcher-energieausweis/index.astro +++ b/src/pages/welcher-energieausweis/index.astro @@ -1,6 +1,6 @@ --- import Layout from "#layouts/Layout.astro"; -import WelcherAusweisWidget from "#widgets/WelcherAusweisWidget.svelte"; +import WelcherAusweisWidget from "#components/widgets/WelcherAusweisWidget.svelte"; import TextboxCardTemplate from "#components/design/content/TextboxCardTemplate.svelte"; --- diff --git a/src/pages/widgets/[vermittler].astro b/src/pages/widgets/[vermittler].astro index d6a04040..12c3691c 100644 --- a/src/pages/widgets/[vermittler].astro +++ b/src/pages/widgets/[vermittler].astro @@ -1,7 +1,6 @@ --- -import Layout from "#layouts/WidgetLayout_1.astro"; -import WelcherAusweisWidget from "#widgets/WelcherAusweisWidget_1.svelte"; +import WelcherAusweisWidget from "#components/widgets/WelcherAusweisWidget.svelte"; const { vermittler } = Astro.params; diff --git a/src/server/lib/validateAccessToken.ts b/src/server/lib/validateAccessToken.ts index d284d478..408e45a8 100644 --- a/src/server/lib/validateAccessToken.ts +++ b/src/server/lib/validateAccessToken.ts @@ -1,8 +1,9 @@ -import { createCaller } from "#lib/caller.js"; import { API_ACCESS_TOKEN_COOKIE_NAME, API_REFRESH_TOKEN_COOKIE_NAME, API_UID_COOKIE_NAME } from "#lib/constants.js"; import type { AstroGlobal } from "astro"; import moment from "moment"; - +import { createCaller } from "../../astro-typesafe-api-caller.js" +import jwt from "jsonwebtoken" +import { TokenData, TokenType } from "#lib/auth/types.js"; export async function validateAccessTokenServer(astro: AstroGlobal) { const accessToken = astro.cookies.get(API_ACCESS_TOKEN_COOKIE_NAME)?.value; @@ -17,12 +18,14 @@ export async function validateAccessTokenServer(astro: AstroGlobal) { } if (accessToken) { - const { valid } = await createCaller(astro).v1.benutzer.validateAccessToken({accessToken}) + const { exp, typ, uid } = jwt.decode(accessToken, { + json: true + }) as TokenData - if (!valid) { - astro.cookies.delete(API_ACCESS_TOKEN_COOKIE_NAME); + if (exp > Date.now() && typ === TokenType.Access) { + return true; } else { - return true + astro.cookies.delete(API_ACCESS_TOKEN_COOKIE_NAME); } } @@ -32,7 +35,7 @@ export async function validateAccessTokenServer(astro: AstroGlobal) { // Wenn das nicht klappt, dann müssen wir uns neu anmelden. // TODO: Schlägt fehl! Ich habe keine Ahnung warum. Ich habe das Gefühl, dass das an der Astro-Implementierung liegt. Der Refresh Token updated sich nicht richtig.... try { - const { accessToken: newAccessToken, accessTokenExpiry, refreshToken: newRefreshToken, refreshTokenExpiry } = await createCaller(astro).v1.benutzer.getAccessToken({ + const { accessToken: newAccessToken, accessTokenExpiry, refreshToken: newRefreshToken, refreshTokenExpiry } = await createCaller(astro).auth["access-token"].GET.fetch({ refreshToken }) diff --git a/tests/bilder/upload.test.ts b/tests/bilder/upload.test.ts index 76c94eb8..191b0e9b 100644 --- a/tests/bilder/upload.test.ts +++ b/tests/bilder/upload.test.ts @@ -1,9 +1,7 @@ import { Enums } from "@ibcornelsen/database/client"; import { test, describe, expect } from "bun:test"; import {faker} from "@faker-js/faker"; -import { client } from "src/trpc"; -import { createTRPCProxyClient, httpBatchLink } from '@trpc/client'; -import type { AppRouter } from '@ibcornelsen/api'; +// import { client } from "src/trpc"; import { Buffer } from 'buffer'; describe("Bilder hochladen", async () => { diff --git a/tests/verbrauchsausweis-wohnen/ausweis-pdf.test.ts b/tests/verbrauchsausweis-wohnen/ausweis-pdf.test.ts index 9cabf3d3..a75b2b86 100644 --- a/tests/verbrauchsausweis-wohnen/ausweis-pdf.test.ts +++ b/tests/verbrauchsausweis-wohnen/ausweis-pdf.test.ts @@ -1,11 +1,11 @@ import { test, describe, expect } from "bun:test"; -import { pdfVerbrauchsausweisWohnen } from "#lib/pdf/pdfVerbrauchsausweisWohnen"; -import { verbrauchsausweisWohnenFaker } from "#lib/faker/verbrauchsausweis-wohnen"; -import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types"; +import { pdfVerbrauchsausweisWohnen } from "#lib/pdf/pdfVerbrauchsausweisWohnen.js"; +import { fakeVerbrauchsausweisWohnen } from "#lib/faker.js"; +import { VerbrauchsausweisWohnenClient } from "#components/Ausweis/types.js"; describe('Verbrauchsausweis Wohnen PDF', async () => { - const ausweis: VerbrauchsausweisWohnenClient = verbrauchsausweisWohnenFaker(42); + const ausweis: VerbrauchsausweisWohnenClient = fakeVerbrauchsausweisWohnen(42); test("Ausweis Erstellung", async () => { const pdf = await pdfVerbrauchsausweisWohnen(ausweis); diff --git a/tests/verbrauchsausweis-wohnen/energieverbrauch.test.ts b/tests/verbrauchsausweis-wohnen/energieverbrauch.test.ts index 4351804b..f46c9ff9 100644 --- a/tests/verbrauchsausweis-wohnen/energieverbrauch.test.ts +++ b/tests/verbrauchsausweis-wohnen/energieverbrauch.test.ts @@ -1,6 +1,6 @@ import { test, describe, expect } from "bun:test"; -import { endEnergieVerbrauchVerbrauchsausweis_2016 } from "#lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016"; -import { importVerbrauchsausweisWohnenAltesSystem, verbrauchsausweisWohnenImportTranslate } from "#lib/altes-system/import"; +import { endEnergieVerbrauchVerbrauchsausweis_2016 } from "#lib/Berechnungen/VerbrauchsausweisWohnen/VerbrauchsausweisWohnen_2016.js"; +import { importVerbrauchsausweisWohnenAltesSystem, verbrauchsausweisWohnenImportTranslate } from "#lib/altes-system/import.js"; describe('Energieverbrauch', async () => { const request = await importVerbrauchsausweisWohnenAltesSystem(); @@ -17,7 +17,7 @@ describe('Energieverbrauch', async () => { let missingKlimafaktoren: boolean = false; test("Klimafaktoren", async () => { - console.log("PLZ: " + ausweisNeu.gebaeude_aufnahme_allgemein.plz) + console.log("PLZ: " + ausweisNeu.aufnahme.plz) console.log("Startdatum: " + ausweisNeu.startdatum) expect(berechnungen?.klimafaktoren).toHaveLength(3) try { diff --git a/tsconfig.json b/tsconfig.json index 17f56b38..a1619adc 100644 --- a/tsconfig.json +++ b/tsconfig.json @@ -27,19 +27,9 @@ "#modules/*": ["./src/modules/*"], "#client/*": ["./src/client/*"], "#server/*": ["./src/server/*"], - "#style/*": ["./src/style/*"], - - "#footer/*": ["./src/components/design/footer/*"], - "#header/*": ["./src/components/design/header/*"], - "#content/*": ["./src/components/design/content/*"], - "#sidebarCards/*": ["./src/components/design/sidebars/cards/*"], - "#sidebarLeft/*": ["./src/components/design/sidebars/left/*"], - "#sidebarRight/*": ["./src/components/design/sidebars/right/*"], - - "#ausweise/*": ["./src/pages/energieausweis-erstellen/*"], - "#labels/*": ["./src/components/labels/*"], - "#widgets/*": ["./src/components/widgets/*"] + "#style/*": ["./src/style/*"] }, "types": ["cypress", "cypress-file-upload", "bun-types", "svelte"] - } + }, + "include": ["src/**/*", "tests/**/*"] }