# Invoice Configure settings for your invoices [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/KJm9rwRPeBmqYofEfPOJL.png) Configure invoice settings](https://app.getopenpay.com/business-settings?tab=invoice) All of these can be previewed on the configuration page ## Business Address You may change your shown business address here ### Email receipts and invoices when paid Enabling this will email your customers upon payment. This will not happen in sandbox or staging environments 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)]() ### Tax IDs You can show your tax ID per country here. For countries where you have multiple IDs, you can set a default option. 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### Custom Invoice Footer Adding one will place centered text at the bottom of the PDF. 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)]() # Overview Create an account and learn how to build on OpenPay. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Create your OpenPay account](https://getopenpay.us.auth0.com/u/signup?state=hKFo2SB0bmNzMkxmVHhIVEdTbnlxcTZPamE2dHNkMHRfWV9nTqFur3VuaXZlcnNhbC1sb2dpbqN0aWTZIHFzU19VNy05S2tGaGVJbjFmRl94LUhZckwzdG1VaGk1o2NpZNkgU2w1TERBOUxtbzUySjFnWmg2TTlKUkVhS1pSSnhLd08) ## Set up your account [Settings Configure your brand, invoice, dunning, billing portal, hosted checkout, and notification settings. ](/get-started/set-up-your-account/settings/)[Payment Service Providers ](/get-started/set-up-your-account/payment-service-providers/)[Product catalog Build your ideal product catalog with OpenPay using any pricing model—tiered, usage-based, flat-rate, and more. Automate recurring billing, payments, and invoicing, all while offering coupons, free trials, and prorations to scale your business. ](/get-started/set-up-your-account/product-catalog/)[Migration Easily migrate your historical subscription and billing data from any platform into OpenPay.](/get-started/set-up-your-account/migrate-to-openpay/) ## Start accepting payments (no code) [Payment Links ](/get-started/start-accepting-payments-no-code/payment-links)[Create a New Subscription](/get-started/start-accepting-payments-no-code/subscription-management/create-a-new-subscription) ## Integrate with OpenPay [**Check out our developer resources guide here**](https://docs.getopenpay.com/developer-resources/openpay-sdks)** **to** **explore libraries and tools for interacting with your OpenPay integration. [API Keys Begin by generating API keys that you'll use to follow along the guide. ](/get-started/integrate-with-openpay/api-keys)[Collecting Payments There are many ways to start a subscription or collect a payment. You can choose the one that best works for your environment. ](/get-started/integrate-with-openpay/collecting-payments/)[Customer Billing Management ](/get-started/integrate-with-openpay/customer-billing-management/)[Webhooks Webhooks are powerful tools for reacting to events regarding your users' activity. If you have in-house systems that you would like to use to monitor new subscriptions, webhooks are the best way to do it.](/get-started/integrate-with-openpay/webhooks/) # Branding Customize your default brand elements to control how OpenPay products are presented to your customers. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Configure brand settings](https://app.getopenpay.com/business-settings?tab=brand) Here you can edit your Account name, your Company Icon and Logo, branding color, Legal Business Name, Privacy Policy link, Terms of Service link, and Billing Descriptor (currently only for Airwallex payments). There is also a preview for an Invoice and Checkout page. ## Custom domain **Note that this can only be configured for Production accounts.** We highly recommend setting up a custom domain for your payment links so that they will be more recognizable to your customers. **To do this, add a CNAME that points **`https://pay.companyname.com`** to **`https://cde.getopenpay.com`**, then reach out to our team to complete the custom domain registration.** ### Cloudflare configuration If you use Cloudflare to set up your custom domain, **you will need to disable the proxy (grey cloud ☁️) for the **`pay.companyname.com`** CNAME.** **We will not be able to register your custom domain if you do not follow these steps:** 1. Go to your **Cloudflare dashboard** for `companyname.com` 2. Go to the **DNS** tab 3. Find the CNAME record for `pay` 4. Click the **orange cloud icon** next to it to **turn it grey** **(disable the proxy)** 5. Wait a few minutes for DNS to propagate This will make DNS resolve `pay.companyname.com` directly to `cde.getopenpay.com`, without Cloudflare sitting in the middle. As long as you're pointing to `cde.getopenpay.com` and we've issued an SSL certificate for your custom domain (which we will once the proxy is disabled), **your users will still get a secure HTTPS connection** - just directly from our servers, not through Cloudflare. ## Apple Pay Merchant ID association key This is what we’ll use to enable Apple Pay for your chosen payment processors: [Payment service providers OpenPay integrates with top payment processors and gateways, each offering a distinct combination of features, global coverage, and multi-currency support, delivering a seamless, secure, and global payment processing experience.](/get-started/set-up-your-account/payment-service-providers/) # Dunning Configure your dunning settings to leverage OpenPay’s fully automated failed payment recovery using a combination of AI-powered smart retries, emails, and payment links. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Configure dunning settings](https://app.getopenpay.com/business-settings?tab=dunning) ## Email settings In order to enable OpenPay’s dunning emails we will need to know the following: * **Who should the email sender be?** (we recommend using a “real person’s” email here instead of a team email as that tends to increase email open/click rates) * **Let us know what DNS provider you use (**[**support@getopenpay.com**](mailto:support@getopenpay.com)**), and we will send you instructions from SendGrid to add DNS records to authenticate your domain and improve email deliverability.** * **Who should the email reply-to be?** (you can use a generic team email for this - ex: ) * **What should the email sender signature be? **(ex: Jane Doe, Head of Customer Success) * **Does anyone need to be cc’d or bcc’d on these emails?** ## Advanced settings Toggling this **ON** means that as soon as a customer updates their payment method, all of their outstanding past due invoices will be paid using that payment method. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/rToor3GQJd0Te7RMIvEUz.png)]() Toggling this **ON **means that once a customer updates their payment method and pays their past due invoice, their billing period will **shift forward to begin on the date that they updated their payment method.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/PVdMAGELU2r-matxm2PI5.png)]() # Notifications Track your customers' payments in real-time using OpenPay's Slack and email notifications. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Configure notification settings](https://app.getopenpay.com/business-settings?tab=notifications) ## Slack * [**Create a Slack app**](https://api.slack.com/messaging/webhooks) * Choose a workspace to associate your app with, then click **Create App** (from scratch) * Activate incoming webhooks [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/q1EP0zTKuZ85tsMt-lUPd.png)]() * Scroll down and click **Add New Webhook to Workspace** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4PuJ3e0U6PZsbwVh1BSgW.png)]() * Select the channel you want the notifications to go to and then click **Allow** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/uWJ4uJEdtJdU03RwFygJx.png)]() * Copy the webhook URL and paste it under "Slack Webhook URLs" in your OpenPay Slack notification settings, and then click **Update** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/W2AtxyU2ARJw3_EHoS5Ne.png)]() **You will now be notified about all successful and failed payments in the Slack channel that you specified.** ## Email * [**Navigate to your notifications here**](https://app.openpaystaging.com/business-settings?tab=notifications) * Add all the email addresses that you want to receive notifications, and then click **Update** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/k9dhUejAxP7ziWPNp2Sua.png)]() **You will now be notified about all successful and failed payments in the email inboxes that you specified.** # Settings Configure your brand, invoice, dunning, billing portal, hosted checkout, and notification settings. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Configure your settings in OpenPay ](https://app.getopenpay.com/business-settings?tab=brand)[Branding ](/get-started/set-up-your-account/settings/branding)[Dunning ](/get-started/set-up-your-account/settings/dunning)[Notifications ](/get-started/set-up-your-account/settings/notifications)[Payment Routing OpenPay offers a variety of flexible payment routing options you can leverage to boost acceptance rates, reduce fees, and optimize your global payment stack. ](/get-started/set-up-your-account/settings/payment-routing)[Subscriptions These settings let you control how customers can buy products, when they're charged, and how their payment methods are verified.](/get-started/set-up-your-account/settings/subscriptions) # Payment routing OpenPay offers a variety of flexible payment routing options you can leverage to boost acceptance rates, reduce fees, and optimize your global payment stack. ### **Default only** Always routes payments to a single, designated primary processor. Simple to set up, but doesn’t adapt to failures or performance changes. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/gJ_cw35xZ_y8HhbJRKfVC.png)]() ### **Default with recency fallback** Attempts the default processor first, but falls back to the most recently added processor if the initial attempt fails—helpful in dynamic or inconsistent payment environments. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/KLGw0FdJRniN-CrXieI5q.png)]() ### **Random uniform** Distributes payment attempts evenly across all available processors. Useful for load balancing or testing processor performance without bias. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/RlR9FMBME4htT58HN1Kv4.png)]() ### **Random weighted** Routes payments based on pre-configured weights per processor (e.g., 65% to Processor A, 30% to Processor B, 5% to Processor C). This allows controlled testing or prioritization of preferred processors. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/G9Bkivajzf35LFFFTKyYl.png)]() ## Custom Custom Routing gives you full control over how payments are directed across your connected processors. This lets you optimize for cost, approval rates, regional coverage, and compliance requirements — all without changing your checkout flow. **You can define routing logic based on several parameters:** ### **1. Payment Method** Route transactions according to the payment method selected by the customer (e.g., card, ACH, wallet, BNPL, etc.).\ Use this to: * Send cards to one processor and bank transfers to another. * Route alternative payment methods (APMs) to region-specific providers. ### **2. CIT vs MIT** Differentiate between **Customer-Initiated Transactions (CIT)** and **Merchant-Initiated Transactions (MIT)**.\ This distinction is critical for recurring billing and card-on-file payments.\ Use this to: * Route initial authorizations (CITs) through one provider. * Route recurring charges (MITs) through a lower-cost or higher-approval processor. ### **3. Card Setup Phase** Checkout can be configured in two distinct phases: * **Setup Phase** – Used to tokenize or pre-authorize cards with a specific processor. * **Charging Phase** – Used to capture or charge those same cards with a different processor. This separation allows you to benefit from the strengths of multiple processors — for example, setting up cards in a provider with strong 3DS support, while routing live charges through one optimized for better acceptance or lower fees. ### **4. Card Type** Route transactions based on whether the card is **credit** or **debit**.\ Use this to: * Send debit cards to processors with strong bank network connectivity. * Route credit cards to providers offering lower interchange or better risk handling. ### **5. Card Country** Automatically route transactions according to the card’s issuing country.\ Use this to: * Localize processing for higher approval rates (e.g., route EU cards to an EU acquirer). * Ensure regional compliance (e.g., domestic routing requirements). * Manage currency and cross-border costs effectively. # Loop Crypto Custom Integration ## Prerequisites Install the required dependencies: ```plaintext npm install @getopenpay/openpay-js-react @loop-crypto/connect ``` plaintext ## Example ```plaintext import { ElementsForm, FieldName, SubmitMethods } from '@getopenpay/openpay-js-react'; import { initLoopConnect, LoopConnectPayIn } from '@loop-crypto/connect'; import { useState, useEffect } from 'react'; function LoopCheckoutForm() { const [error, setError] = useState(undefined); const [amount, setAmount] = useState(undefined); const [isLoopInitialized, setIsLoopInitialized] = useState(false); const [createdCustomer, setCreatedCustomer] = useState(null); const [createdPaymentMethod, setCreatedPaymentMethod] = useState(null); const [isAuthorized, setIsAuthorized] = useState(false); const onLoad = (totalAmountAtoms: number) => { setAmount(`$${totalAmountAtoms / 100}`); }; const onCheckoutError = (message: string) => { setError(message); }; const onCheckoutSuccess = (invoiceUrls: string[]) => { console.log('Payment successful! Invoice URLs:', invoiceUrls); }; return ( setError(undefined)} onLoad={onLoad} onValidationError={(message) => setError(message)} onCheckoutSuccess={onCheckoutSuccess} onCheckoutError={onCheckoutError} > {({ submitWith, loop }) => { useEffect(() => { if (loop?.isAvailable && loop.config) { initLoopConnect({ jwtToken: loop.config.apiToken, entityId: loop.config.entityId, merchantId: loop.config.merchantId, environment: loop.config.environment, onInitialized: () => setIsLoopInitialized(true), onInitFailed: (detail) => { submitWith(SubmitMethods.loopCrypto, { success: false, failureDetails: detail, }); }, }); } }, [loop]); if (!loop?.isAvailable) { return
Loop Crypto is not available for this checkout
; } if (!isLoopInitialized) { return
Loading Loop widget...
; } return ( <>
{ const minCustomer = { customerId: customer.customerId, customerRefId: customer.customerRefId, }; const paymentMethod = customer.paymentMethods[0]; setCreatedCustomer(minCustomer); setCreatedPaymentMethod(paymentMethod); if (isAuthorized) { submitWith(SubmitMethods.loopCrypto, { success: true, customer: minCustomer, paymentMethod: paymentMethod, }); } }} onPayInAuthorizationConfirmed={(detail) => { setIsAuthorized(true); if (createdCustomer && createdPaymentMethod) { submitWith(SubmitMethods.loopCrypto, { success: true, customer: createdCustomer, paymentMethod: createdPaymentMethod, }); } }} onPayInStateChange={(detail) => { console.log('Loop state:', detail.state, detail.message); }} onPayInFailed={(detail) => { submitWith(SubmitMethods.loopCrypto, { success: false, failureDetails: detail, }); }} />
{error && {error}} ); }} ); } export default LoopCheckoutForm; ``` plaintext ## Key Components ### LoopConnect Please see the office docs of LoopConnect here: ### LoopConfig The `LoopConfig`object provided by `ElementsForm `contains: ```plaintext interface LoopConfig { isAvailable: boolean; config?: { apiToken: string; entityId: string; merchantId: string; environment: string; }; widget?: { paymentUsdAmount: number; suggestedAuthorizationUsdAmount: number; minAuthorizationUsdAmount: number; customerRefId: string; allowCustomerToChooseAuth: boolean; }; } ``` plaintext ## Submission Flow The Loop integration follows a two-step confirmation flow: 1. **Customer Creation**: Widget creates a Loop customer and payment method 2. **Authorization Confirmation**: Blockchain confirms the authorization Both callbacks (`onPayInCustomerCreated` and `onPayInAuthorizationConfirmed`) must fire before submitting. The order can vary, so track both states and submit when both are complete. ## Best Practices 1. **State Management**: Track customer creation and authorization separately as they can happen in any order 2. **Form Validation**: Validate required form fields before enabling the widget 3. **Loading States**: Show appropriate loading indicators during initialization and submission # Adyen Enable Adyen as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ] Generate keys in AdyenHook up to OpenPay To enable secure communication between OpenPay and your Adyen account, make sure to add your Adyen API and Client keys, as well as your merchant account into OpenPay. [**Sign in to Adyen**](https://ca-live.adyen.com/) * Go to [**Developers **](https://ca-live.adyen.com/ca/ca/config/api_credentials_new.shtml?tab=0)**→**[** API credentials**](https://ca-live.adyen.com/ca/ca/config/api_credentials_new.shtml?tab=0), and click **Create new credential** * Create a web service user credential type and write “OpenPay” in the description [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/kof46TSLO5-S0sTDySaJj.png)]() * Under **Server settings** **→** **Authentication** select the **API key** tab * Click **Generate API key **and **copy down the key (you will need to add this in OpenPay)** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/_VfYvwjtYDeAHi9gl6Gsz.png)]() * Under **Client settings → Authentication **select the **Client Key** tab * Click **Generate client key **and **copy down the key (you will need to add this in OpenPay)** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/7jRBfs57AgwZqAyIbRLk2.png)]() * Add the following allowed origins: * [**https://app.getopenpay.com/**](https://app.getopenpay.com/) * [**https://connto.getopenpay.com/**](https://connto.getopenpay.com/) * [**https://cde.getopenpay.com/**](https://cde.getopenpay.com/) * Click **Save changes** * **Copy down your merchant account name (you will need to add this in OpenPay)** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/Niph3YBuqaqvk1OGV-QTR.png)]() * Go to [**Developers **](https://ca-live.adyen.com/ca/ca/config/accountapi.shtml)**→**[** API URLs**](https://ca-live.adyen.com/ca/ca/config/accountapi.shtml) * **Copy down your Live Endpoint Prefix (you will need to add this in OpenPay)** - Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor - Select **Adyen**, and enter your **API Key, Merchant Account name, and Client Key** - Specify your environment type and region - Enter your **Live Endpoint Prefix** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/zIAnN5nx2a03GRyKPrxrQ.png)]() * Toggle on credit card as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/8Ox5--z7CLECcto9khp8t.png)]() * Click **Create** # Airwallex Enable Airwallex as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ] Generate keys in AirwallexHook up to OpenPay To enable secure communication between OpenPay and your Airwallex account, make sure to configure your client ID and API key in OpenPay. [**Sign in to Airwallex**](https://www.airwallex.com/app/login) * Find your unique client ID from the [**Airwallex web app**](https://www.airwallex.com/app/login?redirect=/app/dashboard)** → Account → Developer → API Keys** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/56Jf4HeMavsThAp5Alm3U.png)]() * Select **Create restricted API Key** * Enter a name for the restricted key in the Name field (ex: **"OpenPay Airwallex credentials"**). * Specify the scope, i.e, the resources accessible to the API key in Access (**edit and view for everything payments related**) - Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor - Select **Airwallex**, and enter your **Client ID and API key** - Specify your environment type [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/vEDcMp9WaJT114sUBtuu0.png)]() - Toggle on credit card as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/ohoA0J3ki2P5CPtUcl4vj.png)]() * Click **Create** ## Enable Apple/Google Pay \[x]\[ ] Enable Apple PayEnable Google Pay **NOTE**: In order to enable Apple pay, you must have your own custom domain. ### **Retrieve Apple Pay merchant ID association key from Airwallex** * Expand the **Apple Pay** payment method in the Airwallex dashboard: **Payments → Payment methods** * Click **Manage** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/bvQ2l9sqLZw3_xk_82a_z.png)]() * Click **Add domain** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/1mLmsLGrrRLLM0WM5MdW8.png)]() * Enter your custom domain [**configured here**](https://app.getopenpay.com/business-settings?tab=brand) (ex:) * Download the domain verification file * The downloaded file is a zip, so you will need to decompress it [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/5VCzAZPeOnvTTo2P56uBo.png)]() #### **If you are using OpenPay’s hosted checkout, then add your Apple Pay merchant ID association key to OpenPay** [Hosted checkout form This is the simplest and most popular approach. From your pricing page, a customer can click a “Pay” button and be directed to our hosted checkout form - we will handle everything from there.](/get-started/integrate-with-openpay/collecting-payments/hosted-checkout-form) * Go to your OpenPay [**brand settings**](https://app.getopenpay.com/business-settings?tab=brand) * Upload your key file (downloaded from Airwallex) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/3aTm27fCTSlp-TfiqJrtV.png)]() **If you are using OpenPay’s embedded checkout elements, then host the key file at the path that Airwallex describes:** [Embedded checkout form For maximum styling and customizability, you can embed our payment form on your website.](/get-started/integrate-with-openpay/collecting-payments/embedded-checkout-form) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/y1zKDl92mhcQpcL9JCnwK.png)]() #### **Add domain in Airwallex** * Go back to this window in Airwallex and host the key file at the path specified * Click **Add** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/isFLWJd6NqkChiMo0S69v.png)]() * If you are successful, you will be able to see the added domain here: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/1Mqwia-nJ7tNKO2C7w49F.png)]() #### **Complete setup** * Enable Apple Pay in Airwallex [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/Qmd-FjBfzlJrWPJdjrfpL.png)]() ### **Enable Apple Pay in OpenPay** * Enable Apple Pay [**in OpenPay in your Airwallex payment processor settings**](https://app.getopenpay.com/payment-processors) * Add your Airwallex account ID and merchant name (to display to users in payment request UI) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/gVxXsXz5TpeylnSr0RWDY.png)]() * You can find your Airwallex account ID in your Airwallex **Settings** **NOTE**: In order to enable Google pay, you must have your own Google Pay wallet console account. * Enable Google Pay [**in OpenPay in your Airwallex payment processor settings**](https://app.getopenpay.com/payment-processors) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/Qmd-FjBfzlJrWPJdjrfpL.png)]() ### **Enable Google Pay in OpenPay** * Add your Airwallex account ID and merchant name (to display to users in payment request UI) * Add your Google pay merchant ID [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/WIn3zubVOLFt7kE58InHi.png)]() * You can find your Airwallex account ID here [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/SPOcdamXZSD3xy4XTmUvp.png)]() * You can find your Google pay merchant ID from your [**Google Pay wallet console account**](https://pay.google.com/business/console) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/30S8tpdeQilTUU72QMYKl.png)]() We recommend registering after you complete your staging integration, as you will need to provide screenshots of successful Google Pay usage on your website to be approved. Approval time usually takes a couple hours. * After approval, update your [**Airwallex processor settings in OpenPay**](https://app.openpaystaging.com/payment-processors) with your Google Pay Merchant ID (Merchant ID is optional for test mode) [**Learn how to implement Apple/Google Pay using OpenPay.js here.**](https://docs.getopenpay.com/developer-resources/openpayjs/guide-js/apple-google-pay-submission) [**Learn how to implement Apple/Google Pay using OpenPay React here.**](https://docs.getopenpay.com/developer-resources/openpay-react/guide-react/apple-google-pay-submission) # Checkout.com Enable Checkout.com as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ] Generate keys in Checkout.comHook up to OpenPay To enable secure communication between OpenPay and your [**Checkout.com**](http://Checkout.com) account, make sure to configure your public key, secret key, and processing channel ID into OpenPay. [**Sign in to Checkout.com**](http://dashboard.checkout.com/) * Select the **Developers icon **in the top navigation bar and open the **Keys tab** * Select** Create a new key** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/Qz5Y-wnETODXn3mfrhhA9.png)]() * Create a **Secret key** * For secret API and access keys, copy the secret value securely – you will only see this value once. Public API keys can be viewed at any time after creation. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/UYFFniMXhoG8sY6P3JUVI.png)]() * Select **Submit** to create the key * **Copy your publishable key, secret key, and processing channel ID (you will need to add these to OpenPay)** - Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor * Select **Checkout**, and enter your** Public key, Secret key, and Processing channel ID** * Specify your environment type [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/0RFSvp5pzaSgtglzwxQ7H.png)]() * Toggle on credit card as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/8Ox5--z7CLECcto9khp8t.png)]() * Click **Create** # PayPal Enable PayPal as one of your payment service providers in OpenPay. \[x]\[ ] PrerequisitesHook up to OpenPay ### Enable Vault Access Our PayPal integration uses PayPal API v3 and Vault feature to manage payment tokens. You need to enable Vault access before processing transactions. Please follow the following steps to enable Vault in your PayPal developer account. * Go to App & Credentials and go to the app you want to integrate with. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/c1ZHg69TV9NKiSJWHzJK3.png)]() * Once you’re in the app’s page, scroll down to see “Features” section [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/aHAzCObixwOp43GwRGNPh.png)]() * Enable “Vault” [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/IBN87lM4KEmaK3jTLUnNH.png)]() * Click “Save Changes”. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/upaPe1vlH7cOYwaabJSME.png)]() **If this doesn’t work for you for some reasons, please reach out to PayPal support **[**requesting vault v3 API access**](https://developer.paypal.com/docs/api/payment-tokens/v3/#:~:text=The%20Payment%20Method%20Tokens%20API%20is%20available%20in%20the%20US%20only)**.** ### Get Credentials from PayPal To enable secure communication between OpenPay and your PayPal account, make sure to add your PayPal Client ID and Client secret key into OpenPay. [**Sign in to PayPal Developer**](https://developer.paypal.com/dashboard/) * Make sure on the top right you are toggled onto** Live mode** (the screenshots below are from a sandbox account, but you need to be in **Live mode **to retrieve **Live API credentials**). * Navigate to [**Apps & Credentials**](https://developer.paypal.com/dashboard/applications/sandbox) * Click **Create App** on the top right, and select **Merchant **as the app type [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/UD67BwLCuG6eHZOfex7qZ.png)]() * Your API credentials have now been created [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/dUX3xyHpnuT5X-qzaERyk.png)]() * **Copy both the Client ID and Secret key (you will need to add these to OpenPay)** - Select **PayPal**, and enter your** Client ID and Secret key** - Specify your environment type [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/FklPfEu9W8uFl1XN5CtYb.png)]() * Toggle on PayPal as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/VGjF1JTSEO_YWfeu4ROJj.png)]() - Click **Create** # CCBill Enable CCBill as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ] Configure CCBill accountHook up to OpenPay ## Open a CCBill merchant account If you do not have a CCBill Merchant account, contact [CCBill Sales](https://ccbill.com/contact) or use the [APPLY NOW](https://ccbill.com/merchants) button on the CCBill website. ## Register app with CCBill Before accessing the API, you need to register your application with [CCBill Merchant Support](https://ccbill.com/contact) and inform them you need a RESTful API setup on your merchant account. Once the setup and registration are complete, the CCBill Merchant Support team will provide **frontend **and** backend credentials**. These credentials are required to generate [OAuth bearer tokens](https://ccbill.com/kb/authorization-bearer) to authenticate and authorize your API requests. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/y9u0gbEO-ne_DQWLBI4xl.png)]() In addition, the support team will set up a test account that allows you to test API calls and responses and optimize the RESTful API integration before going live. ## OpenPay requirements You will need to contact the CCBill Merchant Support team to request the following: * RESTful API credentials (**both frontend and backend**) * DataLink credentials * Whitelist OpenPay IP addresses ### Enabling RESTful API and DataLink credentials You can provide the CCBill Merchant Support team with the following: * [**OpenPay's proof of PCI compliance**](https://drive.google.com/drive/folders/1_EbtM0mgX0QL2-WoxnoFc-U2ltkhGC0F?usp=drive_link) ### Whitelist OpenPay IP addresses These are all the OpenPay IP addresses that need to be whitelisted: * 34.41.255.60 * 35.232.190.60 * 35.223.158.89 * 34.41.32.197 - Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor. * Select **CCBill**, and fill in required fields * CCBill will provide you with separate sub-account IDs for tokenization and transactions, along with the corresponding credentials. # Package Charge a fixed price for a group or bundle of units, rather than charging per individual unit. A package pricing model is a pricing strategy where businesses bundle multiple products or services together into a single package at a set price. For businesses, the package pricing model can drive higher average order values, streamline purchasing decisions, and appeal to customers with different needs and budgets. Lets say a pet supply business sells a bag of cat litter for $12 USD. They may also offer a 6-month supply package for $60 USD. This model allows customers to purchase a larger volume of offerings—often at a discounted rate compared to buying them individually. The goal is to provide greater value to customers while encouraging them to buy more. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/SKMGiiUT6pLVMHh1UMGrv.png)]() Purchases are rounded up by default, so using the example above, a customer buying 9 units will pay $120 USD. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/p7t2M_wV25DoZMq0zggqV.png)]() # Graduated Charge different rates for consumption within each usage tier, allowing customers to pay progressively higher or lower prices only for the units that fall within each tier. Graduated pricing is a pricing model where the cost per unit changes based on the quantity purchased, with different price tiers applied to different ranges of usage or volume. In this model, each unit within a specific tier is charged at a particular price, and the price adjusts when the purchase or usage moves into the next tier. For example, a utility company might use graduated pricing for water consumption: * First 100 gallons: $2 per gallon * Next 100 gallons (101–200 gallons): $1.50 per gallon * Above 200 gallons: $1 per gallon In this scenario, if in a given month a customer uses 150 gallons of water, the first 100 gallons would be charged at $2 per gallon, and the next 50 gallons (which fall within the second tier) would be charged at $1.50 per gallon. **So the customer’s total for that month would be $275.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/1Hl4o6RVmWNKT0KgxVzG3.png)]() The key feature of graduated pricing is that **different portions of the total usage are charged at different rates.** As usage increases and moves into higher tiers, the cost per unit decreases for those additional units. This is particularly useful when you want to create incentives for customers to use or buy more, but with a structure that rewards **incremental increases in quantity.** # Metered billing Learn how to bill customers according to their usage of your product or service in OpenPay. Metered billing is a way of charging customers based on what they actually consume, whether that's the number of hours they use a service, the amount of data they use, or how much of a product they consume. Think of it like paying for electricity: the more you use, the higher your bill. ## Create & manage meters via admin console \[x]\[ ]\[ ]\[ ] Create a MeterCreate a Metered PriceCreate a Sub & Report UsageRetrieve Usage Meters are linked to prices to determine the billing amount—they define how meter events are aggregated over a billing period. Meter events capture the actions customers take in your system. For example, let's say you are a cloud service provider—your meter events would track the amount of data (GB) a customer uses in storage. The meter is the total data (GB) consumed over a month. In the admin console, head over to the [**Meters tab **](https://app.getopenpay.com/meters?page=1\&pageSize=10)to add a new meter. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/pVIUNHh0M_I-Zkw-lfNnH.png)]() * **Display name:** the name of the meter for organization purposes (ex: Storage License) * **Event name:** the name to display in meter events when reporting usage to OpenPay (ex: storage\_gb) * **Aggregation formula:** how the system will aggregate usage events * **Sum** adds up the value from each event (ex: bytes, API calls) * **Count** simply counts events (ex: number of logins) * **Event payload customer mapping key:** specifies which field in your event data identifies the customer (ex: customer\_id) * **Event payload value key:** specifies which field contains the actual usage value - only relevant for **sum aggregation** (ex: "data\_gb" for storage or "duration\_seconds" for time) Using the cloud service provider example, you can create a Basic product with a metered price where the cost per unit decreases as the total amount of storage used increases, billed at a monthly interval. **Read more on volume pricing models here:** [Volume Charge a fixed rate per unit based on the total volume purchased.](/get-started/set-up-your-account/product-catalog/pricing-models/volume) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/0ZOPfR57DNxqcVjayFn65.png)]() [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/W5EgsnEh9s47aIpoIFW-Y.png)]() You can create a subscription for this metered billing product either via the admin console, a checkout payment link, or the API. [Create a new subscription Subscriptions grant customers access to your products or services for a set duration. Using OpenPay, you can streamline recurring billing, offer trial periods, and tailor subscription options to meet the specific needs of each customer. ](/get-started/start-accepting-payments-no-code/subscription-management/create-a-new-subscription)[Payment links Easily create a fully functional payment page in just a few seconds and share the link with your customers—no code necessary.](/get-started/start-accepting-payments-no-code/payment-links) To report usage via the admin console, head over to the [**Meters tab**](https://app.getopenpay.com/meters?page=1\&pageSize=10), click into a specific meter and select the "create meter event" button from the available dropdown options on the top left block. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/8M9DUzy7K5yRm8_8jFfSJ.png)]() [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/qQFCkUZOUUHnzUQvR3v7Z.png)]() In the [**Meters tab**](https://app.getopenpay.com/meters?page=1\&pageSize=10), click into a specific meter and look up any customer/date range to retrieve their usage. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/iDC34oU1IzkejT1361BYw.png)]() ## Create meters via API ### Install and import our client For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay` ```python from getopenpay.client import ApiKeys, OpenPayClient from getopenpay.models import ( BillingMeterAggregationFormula, CalendarIntervalEnum, CreateBillingMeterEventRequest, CreateBillingMeterRequest, CreateCustomerRequest, CreatePriceRequest, CreateProductRequest, CreateSubscriptionRequest, PriceTierParams, PriceTypeEnum, PricingModel, SelectedPriceQuantity, UsageTypeEnum ) OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaysandbox.com' # production environment production_host = 'https://connto.getopenpay.com' client = OpenPayClient(api_keys=api_keys, host=sandbox_host) ``` python ### Create billing meter ```python create_billing_meter_request = CreateBillingMeterRequest( event_name="TODO_EVENT_NAME", aggregation_formula=BillingMeterAggregationFormula.SUM, display_name="TODO_METER_DISPLAY_NAME", event_payload_customer_mapping_key="TODO_CUSTOMER_ID", event_payload_value_key="value", ) billing_meter = client.billing_meters.create_billing_meter( create_billing_meter_request=create_billing_meter_request ) ``` python ### Create a product ```python product = client.products.create_product( CreateProductRequest( name='Volume usage based', description='For personal use', account_sku='970000000001', features=['Priority support'], unit_label='seat', is_active=True ) ) ``` python ### Create a price ```python create_price_request = CreatePriceRequest( product_id=product.id, is_active=True, unit_amount_atom=None, currency="usd", pricing_model=PricingModel.VOLUME, # Bill every month price_type=PriceTypeEnum.RECURRING, billing_interval=CalendarIntervalEnum.MONTH, billing_interval_count=1, # Volume based amount price. # First 100 units are priced at $10 each # Rest are priced at $50 each price_tiers=[ PriceTierParams(units_from=0, units_upto=100, unit_amount_atom=1000), PriceTierParams(units_from=101, unit_amount_atom=5000) ], usage_type=UsageTypeEnum.METERED, meter_id=billing_meter.id, ) price = client.prices.create_price_for_product( create_price_request=create_price_request ) ``` python ### Create a customer ```python customer = client.customers.create_customer( CreateCustomerRequest( first_name='John', last_name='Doe', line1='123 Main St', city='Anytown', state='Anystate', country='US', zip_code='12345', email='john.doe@example.com' ) ) ``` python ### Create a subscription ```python # Create a subscription create_request = CreateSubscriptionRequest( customer_id=customer.id, payment_method_id='TODO_PAYMENT_METHOD_ID', selected_product_price_quantity=[ SelectedPriceQuantity(price_id=price.id, quantity=0), # initial quantity should be 0 ], total_amount_atom=0 ) # Create the subscription subscription_response = client.subscriptions.create_subscriptions( create_request ) subscription = subscription_response.created[0] print(subscription.status) ``` python ### Create a billing meter event ```python # now create a usage entry create_billing_meter_event_request = CreateBillingMeterEventRequest( event_name=billing_meter.event_name, payload={ billing_meter.event_payload_customer_mapping_key: customer.id, billing_meter.event_payload_value_key: 10 } ) _ = client.billing_meter_events.create_billing_meter_event( create_billing_meter_event_request=create_billing_meter_event_request ) ``` python ### Preview upcoming invoice ```python # preview upcoming invoice invoice = client.invoices.preview_next_invoice(subscription.id) print(invoice) ``` python # Product bundles A product bundle is a group of products shown together on the checkout page. Each product in the bundle can offer multiple billing options, which customers can toggle between. You can also present multiple bundles on a single checkout page, giving customers flexibility to choose the one that fits them best. ## Creating a product bundle To create a product bundle, head over to the **products bundles tab** and click \[+Add Product Bundle] on the top right. **You can exclude specific prices from a product bundle and set a default price for each product**—this is the price shown first when a customer opens the checkout link for that bundle. ## Creating a checkout link using product bundles ## Example checkout session with product bundles ### Possible customer actions * Toggling between bundles * Removing products from cart * Changing individual product billing periods * Changing the billing period of all products in cart globally # Contracts Contracts let you lock in customers for a set number of renewals at specific prices. While under contract, customers cannot cancel their subscription until the contract term ends. ## Set a contract for a given price [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/RBivMbWhsgZicwCsCgOKG.png)]() * **If Auto Renew is ON**, the subscription will continue to renew on its regular billing cycle (e.g. monthly) after the contract period ends, but without the contract terms. * **If Auto Renew is OFF**, the subscription will automatically end when the contract period is over. # Product catalog Build your ideal product catalog with OpenPay using any pricing model—tiered, usage-based, flat-rate, and more. Automate recurring billing, payments, and invoicing, all while offering coupons, free trials, and prorations to scale your business. Your product catalog consists of** product and price objects**, which define what you sell and how you price it. In OpenPay, the product catalog hierarchy is as follows: **Products **>** Prices **>** Add-ons** ## Create a product and price \[x]\[ ] Create via admin consoleAPI Recipe To create a product, head over to the [**products tab**](https://app.getopenpay.com/products) and click \[+Add Product] on the top right. Once you have created your product, click into the product details to **create the prices** for that product. ### **Install and import our client** For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay` ```python # Products and Prices are most commonly created via our UI from getopenpay.client import ApiKeys, OpenPayClient OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaystaging.com' # production environment production_host = 'https://connto.getopenpay.com' client = OpenPayClient(api_keys=api_keys, host=sandbox_host) ``` python ### **Create a product** The Product object is the foundation of every subscription. It is a representation of the service you want to offer on your platform. Define the attributes of your product. You can link it to an SKU in your existing system, list the features that differentiate this product from the others, and even choose what each unit of this product should be called. ```python product = client.products.create_product( CreateProductRequest( name='Standard license', description='For personal use', account_sku='970000000001', features=['Priority support'], unit_label='seat', is_active=True ) ) ``` python ### **Create a price** Define the value of your Product with a Price object. Our API gives you the ability to create prices as simple or as complex as you want, from basic flat-rate models to tiered models that charge based on usage. ```python price_amount_atom = 9000 # = $90.00 price = client.prices.create_price_for_product( CreatePriceRequest( product_id=product.id, unit_amount_atom=price_amount_atom, is_active=True, # Simple pricing model with a flat rate and 7-day trial pricing_model=PricingModel.STANDARD, trial_period_days=7, # Bill every month price_type=PriceTypeEnum.RECURRING, billing_interval=CalendarIntervalEnum.MONTH, billing_interval_count=1, # Require a minimum of two months' commitment contract_term_multiple=2, contract_auto_renew=True, ) ) ``` python ## Key things to note * In OpenPay, products can be **deactivated** but not permanently deleted. This is intentional, as deleting products that may already be referenced in subscriptions, invoices, or reports could cause data inconsistencies or break critical records.\ By allowing deactivation instead, we ensure the product is **no longer available for use** while preserving the historical data needed for billing accuracy, audit trails, and reporting integrity. - You can create subscriptions for your customers using your prices by following this guide: [Create a new subscription Subscriptions grant customers access to your products or services for a set duration. Using OpenPay, you can streamline recurring billing, offer trial periods, and tailor subscription options to meet the specific needs of each customer.](/get-started/start-accepting-payments-no-code/subscription-management/create-a-new-subscription) * You can create add-on prices by following this guide: [Add-ons Add-ons are supplementary charges applied on top of a subscription's main price.](/get-started/set-up-your-account/product-catalog/add-ons) * You can create product families by following this guide: [Product families Product Families let you group related products into a hierarchy, making it easy to enforce upgrade-only contracts. For example, you can allow customers to move up from Silver to Gold, while preventing downgrades from Silver to Bronze.](/get-started/set-up-your-account/product-catalog/product-families) * You can create product bundles by following this guide: [Product bundles A product bundle is a group of products shown together on the checkout page. Each product in the bundle can offer multiple billing options, which customers can toggle between. You can also present multiple bundles on a single checkout page, giving customers flexibility to choose the one that fits them best.](/get-started/set-up-your-account/product-catalog/product-bundles) # Migrating from Stripe Migrate your customers' billing information from Stripe to OpenPay. ### **Request payment data export from Stripe** In order to migrate your customer payment information over to OpenPay, we'll need you to [**reach out to Stripe**](https://support.stripe.com/contact/email?topic=migrations) and **request a payment data export for OpenPay.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/rydUzDeTsWci-nwiKd8wa.png)]() [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/uuPsb6PBaKGVADqbDv0G9.png)]() **You'll want to provide Stripe's team with:** * **OpenPay’s PGP Key:** [PGP encryption Industry-standard protocol that safeguards your data, maintaining privacy and integrity throughout transmission. OpenPay employs PGP encryption to ensure the highest level of security for sensitive communications.](/get-started/set-up-your-account/migrate-to-openpay/pgp-encryption) * [**OpenPay's proof of PCI compliance**](https://drive.google.com/drive/folders/1_EbtM0mgX0QL2-WoxnoFc-U2ltkhGC0F?usp=drive_link) **This is the message you can write in the text box:** > OpenPay's PCI attestation here: \ > OpenPay's PGP encryption key here: Stripe will prepare an encrypted JSON export file containing your data, including the card details of your customers, email addresses, and any attached metadata. They will then arrange a secure transfer with OpenPay, and we will use this file to import the data into our system. ### **Complete transition to OpenPay** * Once we receive everything above from you, we will migrate all of your customers/subscriptions/products/prices over to OpenPay * We will then mark everyone as **manual collection** in OpenPay (so no one will automatically start being billed yet) * Once we’ve verified all information has been successfully migrated over, we will have you **cancel all of your subscriptions in Stripe** * Finally, we will mark everyone as **auto collection** in OpenPay - **billing will resume uninterrupted** # Migrating from Chargebee Migrate your customers' billing information from Chargebee to OpenPay. ## Export products and subscriptions from Chargebee To get started, we’ll need exports of your **products** and **subscriptions** from Chargebee. 1. In Chargebee, go to **Settings > Import & Export Data**. [![Screenshot 2025-09-23 at 10.04.08 AM.png](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/a5KuFLtGpgBKLLdztuHum.png)]() 2. Under **Product Catalog**, click **Download data**. 3. Next, export subscriptions: click **Select criteria to export**. [![Screenshot 2025-09-23 at 10.04.42 AM.png](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4PAdYmzFdJ49qSfRfDWMm.png)]() 4. Use the following criteria to export **all active subscriptions**: [![Screenshot 2025-09-23 at 10.05.15 AM.png](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/dHzyKC08XMyj0mJAiLdL8.png)]() 5. Once complete, download the ZIP files and share them with the OpenPay team. ## Export customer and payment method data * We’ll also need exports of your **customers** and **payment methods** from Stripe or any other processor connected to Chargebee. * Please refer to the processor-specific export guide for detailed steps. # Payment service providers OpenPay integrates with top payment processors and gateways, each offering a distinct combination of features, global coverage, and multi-currency support, delivering a seamless, secure, and global payment processing experience. **In order to accept payments, you will need to add at least one payment processor.** [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Add a PSP in OpenPay](https://app.getopenpay.com/payment-processors) ## Select the PSP you want to add below for instructions [Stripe Enable Stripe as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/stripe)[Airwallex Enable Airwallex as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/airwallex)[Authorize.net Enable Authorize.net as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/authorize.net)[Adyen Enable Adyen as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/adyen)[Pockyt Enable Pockyt as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/pockyt)[Loop Enable Loop as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/loop/)[Checkout.com Enable Checkout.com as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/checkout.com)[Cybersource Enable Cybersource as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/cybersource)[PayPal Enable PayPal as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/paypal)[NMI Enable NMI as one of your payment service providers in OpenPay. ](/get-started/set-up-your-account/payment-service-providers/nmi)[CCBill Enable CCBill as one of your payment service providers in OpenPay.](/get-started/set-up-your-account/payment-service-providers/ccbill) ## How to choose a PSP | Business Characteristic | Recommended Processors | Why It Fits | | ---------------------------------------------------------------- | -------------------------------------------------------------------------- | ------------------------------------------------------------------ | | **You’re a SaaS or subscription business** | **Airwallex, Stripe**, [**Checkout.com**](http://Checkout.com), **Adyen** | Seamless recurring billing, strong API support, global coverage | | **You’re a startup or marketplace** | **Stripe**, [**Checkout.com**](http://Checkout.com) | Fast onboarding, flexible APIs, marketplace payouts | | **You sell internationally (multi-currency)** | **Airwallex**, **Adyen**, [**Checkout.com**](http://Checkout.com) | Global acquiring and FX optimization | | **You operate primarily in the U.S.** | [**Authorize.net**](http://Authorize.net), **Stripe**, **PayPal**, **NMI** | Strong domestic coverage, stable card processing | | **You’re an enterprise or global retailer** | **Adyen**, [**Checkout.com**](http://Checkout.com), **Cybersource** | Enterprise-grade tools, multi-region acquiring, advanced reporting | | **You’re in a high-risk industry (e.g. adult, content, gaming)** | **CCBill**, **NMI** | High-risk merchant onboarding, flexible routing | | **You want to accept crypto or stablecoins** | **Loop Crypto** | Native crypto payment acceptance | | **You want to reduce FX and payout costs** | **Airwallex** | Low-cost global transfers, wallet infrastructure | | **You want the highest consumer trust / conversion rate** | **PayPal** | Familiar brand, buyer protection, high customer adoption | | **You need strict compliance and enterprise risk tools** | **Cybersource**, **Adyen** | Visa-backed fraud prevention, advanced KYC controls | # Migrate to OpenPay Easily migrate your historical subscription and billing data from any platform into OpenPay. [Migrating from Stripe Migrate your customers' billing information from Stripe to OpenPay. ](/get-started/set-up-your-account/migrate-to-openpay/migrating-from-stripe)[Migrating from HubSpot Migrate your customers' billing information from HubSpot to OpenPay. ](/get-started/set-up-your-account/migrate-to-openpay/migrating-from-hubspot)[Migrating from Chargebee Migrate your customers' billing information from Chargebee to OpenPay. ](/get-started/set-up-your-account/migrate-to-openpay/migrating-from-chargebee)[Migrating from Recurly Migrate your customers' billing information from Recurly to OpenPay. ](/get-started/set-up-your-account/migrate-to-openpay/migrating-from-recurly)[Migrating from Spiffy Migrate your customers' billing information from Spiffy to OpenPay. ](/get-started/set-up-your-account/migrate-to-openpay/migrating-from-spiffy)[Migrating from Woocommerce](/get-started/set-up-your-account/migrate-to-openpay/migrating-from-woocommerce) # Migrating from Spiffy Migrate your customers' billing information from Spiffy to OpenPay. ### Exporting Products, Customers, and Subscriptions You may export these from Spiffy’s webapp. Just go to each respective section and there will be an export button. 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### **Request a payment data export from Stripe** In order to migrate your customer payment information over to OpenPay, we'll need you to [**reach out to Stripe**](https://support.stripe.com/contact?email=true\&subject=Migration+away+from+Stripe) and **request a payment data export for OpenPay.** **You'll want to provide Stripe's team with:** * [OpenPay’s PGP key](https://docs.getopenpay.com/get-started/set-up-your-account/migrate-to-openpay/pgp-encryption) - [**OpenPay's proof of PCI compliance**](https://drive.google.com/drive/folders/1_EbtM0mgX0QL2-WoxnoFc-U2ltkhGC0F) Stripe will prepare an encrypted JSON export file containing your data, including the card details of your customers, email addresses, and any attached metadata. They will then arrange a secure transfer with OpenPay, and we will use this file to import the data into our system. # Payment links Easily create a fully functional payment page in just a few seconds and share the link with your customers—no code necessary. OpenPay supports all popular payment methods, including credit/debit cards, Apple/Google pay, ACH, and crypto. You can use payment links to accept payments and securely capture payment information. ## Checkout links vs payment details links \[x]\[ ] Checkout LinksPayment Details Links **This is useful for when you are trying to generate ad-hoc checkout pages for customers. **[**You can configure your checkout settings here.**](https://app.getopenpay.com/business-settings?tab=checkout) **Before you create a checkout payment link, you must have at least one product and price:** [Product catalog Build your ideal product catalog with OpenPay using any pricing model—tiered, usage-based, flat-rate, and more. Automate recurring billing, payments, and invoicing, all while offering coupons, free trials, and prorations to scale your business.](/get-started/set-up-your-account/product-catalog/) ## Creating checkout payment links for select products ## Creating checkout payment links for product bundles **Learn more about product bundles here:** [Product bundles A product bundle is a group of products shown together on the checkout page. Each product in the bundle can offer multiple billing options, which customers can toggle between. You can also present multiple bundles on a single checkout page, giving customers flexibility to choose the one that fits them best.](/get-started/set-up-your-account/product-catalog/product-bundles) Once a customer has submitted the checkout form, this will automatically sync into our system and you will see the customer in your OpenPay admin console with the subscription or one-time price that they purchased (under subscriptions and payments). **This is useful for when you are trying to capture payment method details from your customer.** In the admin console, you can navigate to the [**payment links tab**](https://app.getopenpay.com/payment-links) and click \[🔗 Update payment method] to generate a payment details link. Once a customer has submitted the payment details form, this will automatically sync into our system and you will see the customer in your OpenPay admin console with their newly attached payment method. ### Key things to note * We can customize these payment link pages to align with your brand identity (i.e., add logos and change button colors). * To set up a custom domain (ex: [**_https://pay.yourwebsite.com/_**](https://pay.yourwebsite.com/)), you will need to add a `CNAME`that points `https://pay.yourwebsite.com` to `https://cde.getopenpay.com` * All of your enabled payment options (ex: credit card/apple pay/ACH/crypto/etc.) will be shown. * If a customer already has an existing record, and they submit new payment details, their submitted details will be added as an additional payment method to their existing profile. * If a customer does not have an existing record, their submitted details will create a new customer profile in your admin console. * This is the type of link that your customers are sent in OpenPay's dunning emails to capture updated payment methods for recovering failed payments. ## Customize payment link payment methods You can customize the available payment methods shown to your customers in your payment links. Direct debit methods vary by country—for example, ACH in the U.S. and EFT in Canada. You can create payment links in specific currencies and enable only the direct debit methods relevant to each region, ensuring customers see the appropriate option based on their location. ## Test transactions for multiple payment processors **We highly recommend running a test transaction with each new processor that you add.** Let’s say you have three processors - Airwallex, Loop, and Stripe: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/kg1nbS6WqDWoGE8Z3T3Tp.png)]() The processor that is set to **Default** will always be where payments are **routed to first**. So if you wanted to test Stripe specifically, you would set that processor as your default, and then buy something via a checkout link: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/EaZWCK3AOrPKn54I3m5ya.png)]() Once you’ve checked out, you can click into the **details page of that payment** [**(from here)**](https://app.getopenpay.com/payments?page=1\&pageSize=20), and see if it went through the processor that you expect: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/BvAUgRVp_S9pAyRLwupcY.png)]() In some cases, you might notice a payment fails with one processor but goes through with a different one. This cascading behavior is part of how OpenPay ensures you have the **highest possible payment acceptance rate.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/lkvF0HiCZuggcgnGeZULG.png)]() ### Key things to note * We can customize these payment link pages to align with your brand identity (i.e., add logos and change button colors). * To set up a custom domain (ex: [**_https://pay.yourwebsite.com/_**](https://pay.yourwebsite.com/)), you will need to add a `CNAME`that points `https://pay.yourwebsite.com` to `https://cde.getopenpay.com` * All of your enabled payment options (ex: credit card/apple pay/ACH/crypto/etc.) will be shown. * If a customer already has an existing record, and they submit new payment details, their submitted details will be added as an additional payment method to their existing profile. * If a customer does not have an existing record, their submitted details will create a new customer profile in your admin console. * This is the type of link that your customers are sent in OpenPay's dunning emails to capture updated payment methods for recovering failed payments. # Update a subscription Effortlessly manage your subscriptions with OpenPay's "Update Subscription" feature. Whether you're upgrading, downgrading, or adjusting billing terms, you can easily tailor each subscription to perfectly match your needs. \[x]\[ ]\[ ] Available updatesAdmin consoleAPI ### **Types of changes you can make** Subscription updates can be applied either immediately, at the next renewal date, or on a specified billing date. Prorated charges can be issued on a specified schedule as well. #### **Types of changes** * Price/add-on price * Price/add-on price quantity * Remove add-ons * Collection method * Net-terms * Cancellation at period end * Coupons * Billing date (change the existing billing schedule and determine when the next invoice will be generated) * Pause/resume #### **Proration options** 1. **None**: The customer will only be charged for their full subscription value on their next scheduled renewal date. 2. **Upfront**: The customer will only be charged for the prorated amount now. They will be charged for their full subscription value on their next scheduled renewal date. 3. **Add on renewal**: The customer will be charged for the prorated amount and their full subscription value on their next scheduled renewal date. **You can update subscriptions in OpenPay via the admin console or the API.** To update a customer's subscription, navigate to their customer details page ([**from the customer's tab**](https://app.openpaystaging.com/customers)) and click on the subscription you want to update. That will open the details page of that particular subscription, where you can select the "update subscription" button from the available dropdown options on the top left block. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/bTj5dSGv3YGgZCD9l2KKW.png)]() In the example below, we are going to: * Cancel the customer’s Plan A (monthly) at the end of their billing period * Upgrade the customer onto Plan A (yearly) at the end of their billing period * Add a coupon (`TAKE20`) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/FlSOwHsLV2EZvcfxZW9YN.png)]() [Here is the API reference on updating subscriptions.](https://docs.getopenpay.com/openpay-api#tag/subscriptions/put/subscriptions/{subscription_id}) # Credits & debits A credit reduces the amount a customer owes on an invoice, while a debit increases the amount due. ## Issuing a credit or debit * Head over to the customer’s detail page and click on the pencil icon in the **invoice credit balance** field [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/r0OzI_JeWA1nnoXFZLMp6.png)]() * Select **Credit** or **Debit** and apply the new balance [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/87j2voGy2z_XeD3-U9YOG.png)]() Once you add a credit or debit to a customer, **it will apply to their future invoices.** [**You can also manage credits using our API.**](https://docs.getopenpay.com/openpay-api#tag/credit-notes/POST/credit-notes/) ## Removing a credit or debit * Head over to the customer’s detail page and click on the trash can icon in the **invoice credit balance** field [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/Q8MXfEAOVZgfCrb0mCSXN.png)]() # Creating a subscription with a one-time implementation fee Let’s say you sell a service for a **$100 one-time implementation fee on top of a $20/month recurring subscription fee.** In this case, we recommend creating two prices: 1. **One-time fee** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/IoLA2hqnuyw5xhU0tZK-6.png)]() 2. **Subscription fee** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/fe3MHxtBh_sTTYVgwR4XI.png)]() **You can then create a checkout link that includes both of these prices in one complete checkout:** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4HK_UEb0PjXAsuCx1Y1zq.png)]() # Create a one-off invoice Create one-off invoices to charge customers for ad-hoc or custom amounts outside of their regular billing cycle. * Create a one-time price [Product catalog Build your ideal product catalog with OpenPay using any pricing model—tiered, usage-based, flat-rate, and more. Automate recurring billing, payments, and invoicing, all while offering coupons, free trials, and prorations to scale your business.](/get-started/set-up-your-account/product-catalog/) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/YTZvpya8LUZwwyHrW1UVB.png)]() * Create an invoice for your customer using the price that you created (make sure you finalize the invoice) - Select your collection method (auto if you are charging a card they have on file or manual if they are paying you out of band) * You can either charge the customer for the invoice using a payment method they have on file, or mark the invoice as **paid out-of-band** # Splitting a payment over a set duration Let’s say you sell a service that costs $1500 and you want to **split that payment up equally over 3 months**. At the end of the 3 months, the customer’s total payment will be complete. In this case, we recommend creating a price for $500/month, and **setting a contract term multiple of 3**. This will make it so that the customer’s $500/month subscription will end as soon as they have paid you $1500. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/m3nMycNAy9y3t4nH-V_nY.png)]() # Adding a webhook 1. Click the **Developer Icon** on the right of the top navigation bar and select the **Webhooks tab** 2. Click **Create Webhook** 3. Enter your webhook endpoint URL, give it a short name, and specify which events you want the endpoint to receive. We select **all** events for you by default, but you can narrow it down to a specific set of events. # Supported event types You have the option of specifying which object events your webhook should be notified about. These event types are declared in the `type` field of the parsed `data` string in the event payload. In our example in the _Webhook payload format _tab, it's `customer.updated`. We emit `created`, `updated`, and `deleted` events for each of your objects, which means you will receive events such as `coupon.created` and `customer.updated` as these operations happen. The supported objects are: * `account` * `api_token` * `charge` * In addition to `created`, `updated`, and `deleted`, we also emit `succeeded`, `failed`, `pending` and `refunded` for different statuses of `charge` lifecycle. * `coupon` * `credit_note` * `credit_note_item` * `customer` * `customer_balance_transaction` * `discount` * `invite` * `invite_item_discount` * `invoice` * In addition to `created`, `updated`, and `deleted`, we also emit `upcoming`, `finalized`, `paid`, `past_due`, `voided` and `uncollectible` for different statuses of `invoice` lifecycle. * `invoice_discount` * `invoice_item` * `payment_intent` * In addition to `created`, `updated`, and `deleted`, we also emit `succeeded`, `processing`, `requires_action` and `failed` for different statuses of `payment_intent` lifecycle. * `payment_method` * `payment_processor` * `price` * `product` * `promotion_code` * `refund` * `customer.subscription` * In addition to `created`, `updated`, and `deleted`, we also emit `trial_will_end`, `trialing`, `activated`, `past_due`, `paused`, `resumed` and `canceled` for different statuses of `subscription` lifecycle. * Note: `customer.subscription.created` will be emitted for mere creation of a subscription in incomplete state. If the intention to listen to an event is customer successfully subscribing to a product, then one should listen for `customer.subscription.trialing` and `customer.subscription.activated` according to respective subscription status. * `subscription_item` * `user` * `user_login` * `user_record` * `user_record_summary` * `webhook_endpoint` # Caveats #### **HTTPS only** Since events can potentially contain sensitive data, such as customer information, we require that all webhooks use SSL (i.e., use HTTPS). You will **not** be able to add insecure HTTP URLs as webhook endpoints. #### **POST requests only** OpenPay makes requests to webhook endpoints using the HTTP **POST** method. Make sure that your webhook endpoint is equipped to listen for this type of request. Other request types like GET are currently **not** supported. # PostHog for Hosted Checkout How to integrate your PostHog account with your Hosted Checkout page ## About this Integration OpenPay offers a native integration with PostHog, specifically designed for **Hosted Checkout**. **Note:** This integration is **not required** for **Embedded Checkout**, as PostHog can be directly integrated into your own webpage. This integration enables you to publish events from your Hosted Checkout page to your PostHog instance. It is particularly useful if you want to maintain a unified user journey across the onboarding and checkout flow. ## Configuration Steps 1. **Enable the Integration:** Navigate to **Business Settings > Checkout > Advanced Settings**, then toggle **Enable PostHog Analytics for Hosted Checkout**.**:** 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)]() 2. **Add Your API Key:** After enabling, enter your **PostHog Project API Key** (typically prefixed with `phc_`). You can find this key in your PostHog project's settings: [![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8YAAAHeCAYAAABZixIeAAAMQGlDQ1BJQ0MgUHJvZmlsZQAASImVVwdYU8kWnluSkEBooUsJvQnSCSAlhBZAehFEJSQBQokxEFTs6KKCaxcL2NBVEcUOiAVFFAuLYO+LBRVlXSzYlTcpoOu+8r35vrnz33/O/OfMuTP33gFA7SRHJMpD1QHIFxaK40ID6WNTUumkXkAABoAG9IAuh1sgYsbERAJYhtq/l3fXASJtrzhItf7Z/1+LBo9fwAUAiYE4g1fAzYf4EAB4FVckLgSAKOXNpxSKpBhWoCWGAUK8UIqz5LhKijPkeJ/MJiGOBXErAEoqHI44CwDVTsjTi7hZUEO1H2InIU8gBECNDrFffv4kHsTpENtAGxHEUn1Gxg86WX/TzBjW5HCyhrF8LrKiFCQoEOVxpv2f6fjfJT9PMuTDClaVbHFYnHTOMG83cydFSLEKxH3CjKhoiDUh/iDgyewhRinZkrBEuT1qyC1gwZwBHYideJygCIgNIQ4R5kVFKviMTEEIG2K4QtCpgkJ2AsR6EC/kFwTHK2w2iyfFKXyh9ZliFlPBn+OIZX6lvu5LchOZCv3X2Xy2Qh9TLc5OSIaYArFFkSApCmJViB0LcuMjFDaji7NZUUM2YkmcNH4LiOP4wtBAuT5WlCkOiVPYl+UXDM0X25wtYEcp8IHC7IQweX6wVi5HFj+cC9bJFzITh3T4BWMjh+bC4wcFy+eOPeMLE+MVOh9EhYFx8rE4RZQXo7DHzfh5oVLeDGK3gqJ4xVg8qRAuSLk+nikqjEmQx4kX53DCY+Tx4MtAJGCBIEAHElgzwCSQAwQdfQ198E7eEwI4QAyyAB84KJihEcmyHiG8xoNi8CdEfFAwPC5Q1ssHRZD/OszKrw4gU9ZbJBuRC55AnA8iQB68l8hGCYe9JYHHkBH8wzsHVi6MNw9Waf+/54fY7wwTMpEKRjLkka42ZEkMJgYRw4ghRFvcAPfDffBIeA2A1QVn4F5D8/huT3hC6CI8JFwjdBNuTRSUiH+Kcgzohvohilxk/JgL3ApquuOBuC9Uh8q4Dm4AHHA36IeJ+0PP7pBlKeKWZoX+k/bfZvDD01DYkZ3IKFmXHEC2+Xmkqp2q+7CKNNc/5kcea8ZwvlnDPT/7Z/2QfR5sI362xBZiB7E27BR2HjuGNQA61ow1Yu3YcSkeXl2PZatryFucLJ5cqCP4h7+hJyvNZIFTrVOv0xd5XyF/qvQdDViTRNPEgqzsQjoTfhH4dLaQ6ziS7uLk4g6A9Psif329iZV9NxCd9u/cvD8A8G0eHBw8+p0LbwZgvyfc/ke+czYM+OlQBuDcEa5EXCTncOmFAN8SanCn6QNjYA5s4HxcgAfwAQEgGISDaJAAUsAEGH02XOdiMAXMAHNBKSgHy8BqsB5sAlvBTrAHHAAN4Bg4Bc6Ci6ATXAN34OrpAS9AP3gHPiMIQkKoCA3RR0wQS8QecUEYiB8SjEQicUgKko5kIUJEgsxA5iHlyApkPbIFqUH2I0eQU8h5pAu5hTxAepHXyCcUQ1VQLdQItUJHoQyUiUagCeh4NAudjBaj89El6Fq0Gt2N1qOn0IvoNbQbfYEOYABTxnQwU8wBY2AsLBpLxTIxMTYLK8MqsGqsDmuCz/kK1o31YR9xIk7D6bgDXMFheCLOxSfjs/DF+Hp8J16Pt+JX8Ad4P/6NQCUYEuwJ3gQ2YSwhizCFUEqoIGwnHCacgXuph/COSCTqEK2JnnAvphBziNOJi4kbiHuJJ4ldxEfEARKJpE+yJ/mSokkcUiGplLSOtJvUTLpM6iF9UFJWMlFyUQpRSlUSKpUoVSjtUjqhdFnpqdJnsjrZkuxNjibzyNPIS8nbyE3kS+Qe8meKBsWa4ktJoORQ5lLWUuooZyh3KW+UlZXNlL2UY5UFynOU1yrvUz6n/ED5o4qmip0KSyVNRaKyRGWHykmVWypvqFSqFTWAmkotpC6h1lBPU+9TP6jSVB1V2ao81dmqlar1qpdVX6qR1SzVmGoT1IrVKtQOql1S61Mnq1ups9Q56rPUK9WPqN9QH9CgaThrRGvkayzW2KVxXuOZJknTSjNYk6c5X3Or5mnNRzSMZk5j0bi0ebRttDO0Hi2ilrUWWytHq1xrj1aHVr+2prabdpL2VO1K7ePa3TqYjpUOWydPZ6nOAZ3rOp90jXSZunzdRbp1upd13+uN0AvQ4+uV6e3Vu6b3SZ+uH6yfq79cv0H/ngFuYGcQazDFYKPBGYO+EVojfEZwR5SNODDitiFqaGcYZzjdcKthu+GAkbFRqJHIaJ3RaaM+Yx3jAOMc41XGJ4x7TWgmfiYCk1UmzSbP6dp0Jj2PvpbeSu83NTQNM5WYbjHtMP1sZm2WaFZittfsnjnFnGGeab7KvMW838LEYozFDItai9uWZEuGZbblGss2y/dW1lbJVgusGqyeWetZs62LrWut79pQbfxtJttU21y1JdoybHNtN9h22qF27nbZdpV2l+xRew97gf0G+66RhJFeI4Ujq0fecFBxYDoUOdQ6PHDUcYx0LHFscHw5ymJU6qjlo9pGfXNyd8pz2uZ0x1nTOdy5xLnJ+bWLnQvXpdLlqivVNcR1tmuj6ys3eze+20a3m+409zHuC9xb3L96eHqIPeo8ej0tPNM9qzxvMLQYMYzFjHNeBK9Ar9lex7w+ent4F3of8P7Lx8En12eXz7PR1qP5o7eNfuRr5svx3eLb7Uf3S/fb7Nftb+rP8a/2fxhgHsAL2B7wlGnLzGHuZr4MdAoUBx4OfM/yZs1knQzCgkKDyoI6gjWDE4PXB98PMQvJCqkN6Q91D50eejKMEBYRtjzsBtuIzWXXsPvDPcNnhrdGqETER6yPeBhpFymObBqDjgkfs3LM3SjLKGFUQzSIZkevjL4XYx0zOeZoLDE2JrYy9kmcc9yMuLZ4WvzE+F3x7xICE5Ym3Em0SZQktiSpJaUl1SS9Tw5KXpHcPXbU2JljL6YYpAhSGlNJqUmp21MHxgWPWz2uJ809rTTt+njr8VPHn59gMCFvwvGJahM5Ew+mE9KT03elf+FEc6o5AxnsjKqMfi6Lu4b7ghfAW8Xr5fvyV/CfZvpmrsh8luWbtTKrN9s/uyK7T8ASrBe8ygnL2ZTzPjc6d0fuYF5y3t58pfz0/CNCTWGusHWS8aSpk7pE9qJSUfdk78mrJ/eLI8TbC5CC8QWNhVrwR75dYiP5RfKgyK+osujDlKQpB6dqTBVObZ9mN23RtKfFIcW/Tcenc6e3zDCdMXfGg5nMmVtmIbMyZrXMNp89f3bPnNA5O+dS5ubO/b3EqWRFydt5yfOa5hvNnzP/0S+hv9SWqpaKS28s8FmwaSG+ULCwY5HronWLvpXxyi6UO5VXlH9ZzF184VfnX9f+Orgkc0nHUo+lG5cRlwmXXV/uv3znCo0VxSserRyzsn4VfVXZqrerJ64+X+FWsWkNZY1kTffayLWN6yzWLVv3ZX32+muVgZV7qwyrFlW938DbcHljwMa6TUabyjd92izYfHNL6Jb6aqvqiq3ErUVbn2xL2tb2G+O3mu0G28u3f90h3NG9M25na41nTc0uw11La9FaSW3v7rTdnXuC9jTWOdRt2auzt3wf2CfZ93x/+v7rByIOtBxkHKw7ZHmo6jDtcFk9Uj+tvr8hu6G7MaWx60j4kZYmn6bDRx2P7jhmeqzyuPbxpScoJ+afGGwubh44KTrZdyrr1KOWiS13To89fbU1trXjTMSZc2dDzp5uY7Y1n/M9d+y89/kjFxgXGi56XKxvd28//Lv774c7PDrqL3leauz06mzqGt114rL/5VNXgq6cvcq+evFa1LWu64nXb95Iu9F9k3fz2a28W69uF93+fGfOXcLdsnvq9yruG96v/sP2j73dHt3HHwQ9aH8Y//DOI+6jF48LHn/pmf+E+qTiqcnTmmcuz471hvR2Ph/3vOeF6MXnvtI/Nf6semnz8tBfAX+194/t73klfjX4evEb/Tc73rq9bRmIGbj/Lv/d5/dlH/Q/7PzI+Nj2KfnT089TvpC+rP1q+7XpW8S3u4P5g4Mijpgj+xXAYEUzMwF4vQMAagoANHg+o4yTn/9kBZGfWWUI/CcsPyPKigcAdfD/PbYP/t3cAGDfNnj8gvpqaQDEUAFI8AKoq+twHTqryc6V0kKE54DNUV8z8jPAvynyM+cPcf/cAqmqG/i5/ReRD3xtCfAiJgAAAIplWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAAACQAAAAAQAAAJAAAAABAAOShgAHAAAAEgAAAHigAgAEAAAAAQAAA8agAwAEAAAAAQAAAd4AAAAAQVNDSUkAAABTY3JlZW5zaG904PofrgAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAdZpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDYuMC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+NDc4PC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjk2NjwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlVzZXJDb21tZW50PlNjcmVlbnNob3Q8L2V4aWY6VXNlckNvbW1lbnQ+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgr7dV84AAAAHGlET1QAAAACAAAAAAAAAO8AAAAoAAAA7wAAAO8AAHTVxgecuwAAQABJREFUeAHsnQWYFTcXhs/izt+WtlBaWFyKFHd3d3d3d4q7W3F3l+LuUChSCqWFogUqlEJxtz8ntxkys/eu3nuZ3f3yPOxkkkwm82buMN+c5MTn7r1bbwkBBEAABEAABEAABEAABEAABEAABMIpAR8I43Da87hsEAABEAABEAABEAABEAABEAABSQDCGDcCCIAACIAACIAACIAACIAACIBAuCYAYRyuux8XDwIgAAIgAAIgAAIgAAIgAAIgAGGMewAEQAAEQAAEQAAEQAAEQAAEQCBcE4AwDtfdj4sHARAAARAAARAAARAAARAAARCAMMY9AAIgAAIgAAIgAAIgAAIgAAIgEK4JQBiH6+7HxYMACIAACIAACIAACIAACIAACEAY4x4AARAAARAAARAAARAAARAAARAI1wQgjMN19+PiQQAEQAAEQAAEQAAEQAAEQAAEIIxxD4AACIAACIAACIAACIAACIAACIRrAhDG4br7cfEgAAIgAAIgAAIgAAIgAAIgAAIQxrgHQAAEQAAEQAAEQAAEQAAEQAAEwjUBCONw3f24eBAAARAAARAAARAAARAAARAAAQhj3AMgAAIgAAIgAAIgAAIgAAIgAALhmgCEcbjuflw8CIAACIAACIAACIAACIAACIAAhDHuARAAARAAARAAARAAARAAARAAgXBNAMI4XHc/Lh4EQAAEQAAEQAAEQAAEQAAEQADCGPcACIAACIAACIAACIAACIAACIBAuCZgS2H8++9/0OefJwzTHfP06VN69uwZffDBB2H6OvniwkJ//vPPbYoVKyZFjx49zPcXLhAEQAAEQAAEQAAEQAAEwhsB2wljFlHfHz1GVapWCnFfvH37VoqyJ0+ekK9vYooaNWqI63RHBZcuXaaePfrQ69evqXWbFlSsWBF3VGvLOtzZn+/rAletXEM9evSmmDFj0uYt6ylRoi/eV1NwXhAAARAAARAAARAAARAAAQ8QsJ0wXrN6HSUU1uKcObMH+3KvXv2NJk2cQr/9ds1UB1tnq1WrTKVKlzClB2fn2bPn9PLlC3lo7Nix/VTx6tUrYqswhxgxYlDEiBGNMkuXriAWWxzSp/+SBg3ub+SFtUhI+nPWrDk0fNgoA0n8+PFlPEqUyJQ5cybKmi0LlSpVwuNW98aNmtG+fQfkuUeOHEbVqlcx2uTpCI8qePHCcZ/FiRPH06dD/SAAAiAAAiAAAiAAAiAQLgnYThhPnPCNsBZXDvZQ6kMHD9PYsRP97cy8+fJQly4d/C0TUGbrVu3pr79uymLLli+iaNHM1uiZM+bQ1q3bZX6vXt0oe45sRpU3b/4tLcZPnj6hHt27UJasmY28sBYJSX+OGjWWpk+b6S+SJEl8afmKJfTxx/H8LReSTBbF3br2pAQJ4tO8+bPoo48+Ckl1QTq2WrVadPLED/KYX86dFvdZtCAdj8IgAAIgAAIgAAIgAAIgAAIBE7CVMOZht2tWr6UOHdsF3HInJXjodI0adenli5cyN0OG9FS0WGExLzQanTl9ljZu3GwcNXTYQEqbNo2xH9RI82atieedcnAmjKdNnUk7duyS+VZhLBPFH26vj4+P2g1z25D2py6MU6RITpUqVaAXL1/SwYOHDLHI0JIk8aVdu7d5lOX76quKFarSmTM/8WUShLHEgD8gAAIgAAIgAAIgAAIg4HYCthLGPOyWQ3DnF58/9yv16tVX1pEsWVIaM3aEjKs/u3ftpcmTp8nd/AXyUadOfgX4jRu/06kffqS7d+9Sxq8yUJo0qU1zk69cuUrXrl2n2bPmEc9d5tCyVTOKEiXKf2Wj0I8/nqHt23bSr79ekPlFixamtF+mkRbH1KlT0Z07d4TYOSvzUqVKSZ99lkDGL168JOdE806uXDno2dNndOrUaXm+Dz/8QFqWEyb8TJa1/rl16x86fvwEPbj/gFKKOrNkyURXLou2Xr8ui2bPnlXOkVXH8RDdc7+cp8uXr9C9e/cpsW8iYvHJc7HdFULan7ownjV7GhUpUtho2vXrN6hggaLG/s5dW4n7/O+/b9Hp02dkerp0aYmHHx8/doLOn/+VcgqmmTJ9ZRzDQ91/+uks/XDyFMWJG0cwy0zJkyczDXvnwhcuXDSG5WfPno3+97+4Rh0c4bnizPL774/J+yCbYJ0yZQqKECGCqZzaUeV/OHVK3ENP6Utxb6RL96VpSDjfCzwlYNjQEcTXymHipHHyXuTh9wkSOO4ZVSe2IAACIAACIAACIAACIAACwScQKGF89uzP8sU9KKcJzjEspHKIucXB9Ui9c+dumjplhmxmpsxfUb9+vU1NZkFy9uwvMi12rFiUNFkSI//27TvUuVN3evjwoZGmIix8S5QoJndZEG/evFVlmbZc7qOPPqShQ0aa0tUOz5vu0bMrHT3yPY0cOVYmV6xUnho0qCvjPC967979Mt6sWWOaO3eBFF3qeN62b9+GChUuYCTxXGb+GHDp4mUjjSPJUySjL774nPbucdQ3YGBfypgxvSzD4n5A/yFOr7VIkULUomVTihw5sqm+4OyEtD/9E8bcno4du9KG9Rtl09Tc392791Czpq1kWrt2rWnVqrV086ZjyDuPROjQoa3MmzdvIQ0eNFTG9T/sYItHALBQVUFvx5q1K0zi+tix49SkcQt6/PixKi63PNx66bKF8mODnsHW7gb1m+hJRnzK1ElyzjQnTJo0hSaMn2Tk6REWyOXKldGTEAcBEAABEAABEAABEAABEAgBgQCFMQvcvn0GUo2a1aim+BdQUOUHD+lvEhcBHRfSYbdcP9fRrm0n41RsqS1foawUiEaik8ijR4+pfbvO0krM2ZGFc6cPhaMutj6q0KNHF2lxXLliNa1fv8mwFnM+O9fi0K5dK4opBPeI4aPp+fPnhqjl+iJHiiwsnoWocZMGgRLGskLxh512saBXgffnL5gtlw7itNGjxtF33x1V2S63ShjzkGB9uHnSpEmkVfXnX34xhqDXqVuLqobQK7g7+lMXpFaLMV8oc545c7a85j59egm2DUkXxjJD+6OE8WoxXL97t15GDjv14g8iStyyOF6/YQ0xGw56O3RhzCMCqlapaRzHFnf+UMGWXg4sjjdsXGNYd0+d+pGqVK4h8/gPn4fnDPMIAhXmzJkhPnwUpIULF9PcOfMNazHnK2/Yg4cMoHz58nISAgiAAAiAAAiAAAiAAAiAgBsIBCiM+RzLl6+iFeJfQOJYieKAyjlrNwspdyzT1LVLTzk8WD8Hiw8ewpwnby7Kmze3HwdG+nzgQoUKUPsObeThly5dFk6XHAKK61i2fKFRbUjmGAfGYsxieuTIoXJoMw/3HTJkhCFc+/TpKYdVs9ftTh27GW1ia3L+AnmlN+zp02bR4cNHjDwljM+dO0+9e/WT6Txcu7sQ/BzYYt5bWJ5fiPnZvmJYNZcPSXBHf+qC1CqMWYBm+iq7IUqVYLUK46bC8l6vXh05XJ2Hj79584YyZshqXNqChXOkyOT6+HyzZ82Vefnz5xUfIObIuN4OdR7O0Of/zpg51Vh2a+3ab6lrlx7y2Oo1qtKIEQ7LdOlS5eWQbs7oLpyuNWveRM6L3rF9J7Vu3V6W5+HifK0q6OfAHGNFBVsQAAEQAAEQAAEQAAEQcC+BQAljPmVA4jgkopjr52G3IV2miethS+2woaMMh0WcZg316tWmylUqGslthZX5DyHM2Rq7ctUS09xQXTSzYIkX7yN5nKeFsbWNbB39/vvj8txNmzWiMmVKSede3D4ObI1uKyzWKrCVuVHD5sZwaSWMf/75HPX52rE8FFs0e/Ts4me4r6ojJFt39KcuSNnay8PZX718RUePfk8bNmwSw+J/Npr464Wzcvi3Lozz5s1DCxc5hK4qeFSskV27Vj2526BBPeo/oI/Kktbe/PmKGEOvL176Rd4TejuUMGaRnTZNRnkst2va9MlGPRxRgjZJEl/avWe7nEuc7kvH/GYepv3t+tWm+4wt33/+8Zf8aNNTeDFXQdXD+xDGigq2IAACIAACIAACIAACIOBeAoEWxnxaV+I4pKKY6w7Jsj58vDWwBXTP7r107NgJ6ThJH47MZRs1qi+HWXN61Sq1jMOtaxLrc467dO0oLc5c2NPCeOCgvsRetVXgec08v5lDg4b1qGLFctKRGDsU48COxNihmB5GjhgjROQxmaSE8Uvh1blhg2amoeBsnU4tHHblyZOb8ubLbXLSpdcXlLg7+lMXpP6de+myRca617ow7tq1E7Vu09J0qL428sSJY6lc+bKm/LZtOtCWLdtkmnLopbdDCeMzZ36S4lcdnCSJr4rKrRpOzTs/nj4uRzGoYdT169cNtEUewtiEFTsgAAIgAAIgAAIgAAIg4BECQRLG3AKrOHaHKHbHfFT/6PDwWbaU8pq4f/75lyzKnqCnTJ0o5nf+S02bmMWTq7oaNW5A5cs7nB55WhgPGz5IerlWbdkuhtvy8GgOShjrzrp4XWZen1kP+vxjJYw5n+dOjx83yfCarR/DVvP+/b+m9BnS6clBirurP3VBam0Az8/NnTsntWjRjDILD9wq6MK4T9/e1Fj0mR6GDB4mnZpx2qLF8+THAD1/QP/Bcn4vpy1ePJ9y58nldI7x9m07qFWrdvqhLuN79u6QrFu1dDj+UnOdXR6gZUAYazAQBQEQAAEQAAEQAAEQAAEPEQiyMOZ2KHHMQ0JZGAdnTrF+PTzslkNwl2lSdfGyNo//8w7MjpAiRYqksuSWh0vzsGkV1q5bIed4Vq9eR87fZcvpTDFX1FWIHTuWsZSPHYQxLwk1fbpDLBcvXpRatW5uNJ0/BjRu1ILu378v03RhrArdu3uPTv14Wi5ZdGD/IcPJFzsTW7J0vioW5K27+lMXxt26dabi/3kGjyz69XPhcdvZckgBCePVq9aI+b0Ob+VDhg6k2rVrmq6vYYMmdODAIZn2/bHD9PHH8ZwKY/bsXbRISVmuatXK1Ku3Y06xqTKxw+tU8/JOPB+8cKHiMrt8hXI0YcIYa1Gn+xDGTrEgEQRAAARAAARAAARAAATcSiBYwphbwIJ4xfLV9KVYKzYw3qr9azULqZAs06TqZiuoEjUtW4ollko6llhS+bowTpAgPk2d5lgOp2ePPob1dOasKUIMfawOkdbVa0LUcEj7ZVrDG7QujKdN/4bix//UOIYj+txka1sC43wrMBZjFmddOr8TZD2EIy3m+Pz5C+lEarcYSq6CEsZ//PGnXLeY05Mk8RUetaNzlJ49e0716zc2HHwtWjxXXGssmRfUP+7qT10YW51vuWpTQMKYnY+VKV1BHs7LZy0SVmG2knNgNvnyFpJx9lT93ZH9Mq63Qw2lVk68+EMMfyBau26l6UMMr5v8rxiNEDFSROK1j9kbODv94vJs7d63f6f0Ws0n4OHtdes0pBs3fpdz2DdsXCvPy390YXzo8F7hRMz5OtbGAYiAAAiAAAiAAAiAAAiAAAgEmUCwhXGQz+TiAHcNu+XqdcdSvF9BWOayZc8qhEgMunjxklj+ZoEQgM84S+Y1bORwwrR+/UaaP2+RTP9ALNPUtl1L8vX1lR6Ev5k01Thm5qyp0oLIBVmQsjDlwHOBy5YrLZf34XWMOSxevEw6FOM4Wx3rCodfvr6J5ZI77hLGXPcosR7yEbEusgos8qzzqTlPCeN169bTwgVLZHFe67hLl4706aef0NmffhbrPg+S6cxg7jzHetAyIQh/3NmfuiB1lzBm79O6g61atWoQ//vnn39ovFg3mD/4cNDnAevtUMKYy3Tu1I2+/XYDR8V89XJiWHdT+vDDD2nfvv3Uq6fDqVeKFMlp2/ZN0nLcoX1n2rhxsyyfLVtW6f08erTotGLlKlq1co1Mb9ykIfHSUyo0btRM1HdA7vI5alSvSilSJhcCOp4qgi0IgAAIgAAIgAAIgAAIgEAICdhCGLtjmSbFYdCgYXTqhx/VrtMte2MePmKwIXK5kG5tdnZQtepVxLDbGkYWi0sWmXpo2UpYqf8b7vvTmbOG0FRl2ELZo2fXQK1jHBiLMdfLQq/P1wMMi7c6V7JkSck3SWJSzrmUMGaLZaNGzQ3LsCqvb/W51Hp6YOIsjN3Vn7ogdZcw5mvgDxoVylcxht1br4u9Wc+eM52iRIkis/R26ML4yZOnVK9uQ+L1iV2F1auXG3OgmX2d2g1cekzn+3LNmuWUKHEio7oZM2bTyBGjjX2OTJw0jsqVc8x1N2VgBwRAAARAAARAAARAAARAIFgE3rsw5mG37limSb/6DRs2C4vtUj/ij62p2bJloQ4d2/pZy5iHus6fv4iOfHdUWA9vG9Wxl+oGDepSkaKOIbYqg4e/Lpi/mHbs3GWcp03bllS0aGFVRFoHV61cayyZlEc4curarZNcdomXX+JQsVJ5WT/HJ38zjXbvdgx/tgrjXbv20JTJ07kYNW7SwI8w+vffu3Ty5A/06NEjSp4smXSeNXHCZMPaOGhwf0qf/kt5PM87njhxCp05/ZPJusyW4pYtm1L2HNlkueD8cWd/jhkznqZOcVxzYIXx3j37qEmTFrLpzpxvqWviIdXsjG2PKM+ClUOSJL7E61h3FlZ0nmetgithzPn37t2nceMm0IH9B4nnuKvA6yB3FfOieZi1Hu7evUvjxk6kgwcPmcrz+sVDhw2iTz75WC8uh1lPE+1ctHCJcBR3R+ZNnjKRSpd2zG82FcYOCIAACIAACIAACIAACIBAsAi8d2HsjmV9XF05O5e6cvUqvRBzbhOLYcw8D5idIQUUHj16LIfW8hDowMyz5aHLPOc0cuTITqtm0c3r77JzL3cGFvBbt2yXVX4a/xPDWs0JvJ5zndoNDeG7dNkCih7dMZ9YtYHbdfv2bSEMn1BCMXfVHe3zZH+qdrtzywzYys3D7XkYtLPQsWNX2iCG23Pg9Yf1ZbT08uzt+9mzp+I+i09Ro0bVs5zGufyLFy8oYcLPnDoSsx4U0H1mLY99EAABEAABEAABEAABEACBwBF4r8LYncNuA3e5YasUD6OuXbuBYbFmi3TGjBnolpgve/jQd/TXXzflBfOw6jFjR3j84sNaf168cJEWLlpCS8R8cQ481PnI0QMmJ1seh4oTgAAIgAAIgAAIgAAIgAAIeJzAexXGHr+6cHACHsI7STgIc+Zwiy+fHWvx/GKr1+xwgCbEl8iOtdjBlgo9enaTDrbUPrYgAAIgAAIgAAIgAAIgAAJhgwCEcRjoRx6Su2bNOrpy+aq0EvOw4OTJk1HKVCmpTJmSLod4h4FL9+gl8DzgWTPnyo8L+Qvkk/N61dJOHj0xKgcBEAABEAABEAABEAABEPAqAQhjr+LGyUAABEAABEAABEAABEAABEAABOxGAMLYbj2C9oAACIAACIAACIAACIAACIAACHiVAISxV3HjZCAAAiAAAiAAAiAAAiAAAiAAAnYjAGFstx5Be0AABEAABEAABEAABEAABEAABLxKAMLYq7hxMhAAARAAARAAARAAARAAARAAAbsRgDC2W4+gPSAAAiAAAiAAAiAAAiAAAiAAAl4lAGHsVdw4GQiAAAiAAAiAAAiAAAiAAAiAgN0IQBjbrUfQHhAAARAAARAAARAAARAAARAAAa8SgDD2Km6cDARAAARAAARAAARAAARAAARAwG4EIIzt1iNoDwiAAAiAAAiAAAiAAAiAAAiAgFcJQBh7FTdOBgIgAAIgAAIgAAIgAAIgAAIgYDcCEMZ26xG0BwRAAARAAARAAARAAARAAARAwKsEIIy9ihsnAwEQAAEQAAEQAAEQAAEQAAEQsBsBCGO79QjaAwIgAAIgAAIgAAIgAAIgAAIg4FUCEMZexY2TgQAIgAAIgAAIgAAIgAAIgAAI2I0AhLHdegTtAQEQAAEQAAEQAAEQAAEQAAEQ8CoBCGOv4sbJQAAEQAAEQAAEQAAEQAAEQAAE7EYAwthuPYL2gAAIgAAIgAAIgAAIgAAIgAAIeJUAhLFXceNkIAACIAACIAACIAACIAACIAACdiMAYWy3HkF7QAAEQAAEQAAEQAAEQAAEQAAEvEoAwtiruHEyEAABEAABEAABEAABEAABEAABuxGAMLZbj6A9IAACIAACIAACIAACIAACIAACXiUAYexV3DgZCIAACIAACIAACIAACIAACICA3Qj4XLry81u7NQrtAQEQAAEQAAEQAAEQAAEQAAEQAAFvEfB5+OgehLG3aOM8IAACIAACIAACIAACIAACIAACtiMAYWy7LkGDQAAEQAAEQAAEQAAEQAAEQAAEvEkAwtibtHEuEAABEAABEAABEAABEAABEAAB2xGAMLZdl6BBIAACIAACIAACIAACIAACIAAC3iQAYexN2jgXCIAACIAACIAACIAACIAACICA7QhAGNuuS9AgEAABEAABEAABEAABEAABEAABbxKAMPYmbZwLBEAABEAABEAABEAABEAABEDAdgQgjG3XJWgQCIAACIAACIAACIAACIAACICANwlAGHuTNs4FAiAAAiAAAiAAAiAAAiAAAiBgOwIQxrbrEjQIBEAABEAABEAABEAABEAABEDAmwQgjL1JG+cCARAAARAAARAAARAAARAAARCwHQEIY9t1CRoEAiAAAiAAAiAAAiAAAiAAAiDgTQIQxt6kjXOBAAiAAAiAAAiAAAiAAAiAAAjYjgCEse26BA0CARAAARAAARAAARAAARAAARDwJgEIY2/SxrlAAARAAARAAARAAARAAARAAARsRwDC2HZdggaBAAiAAAiAAAiAAAiAAAiAAAh4kwCEsTdp41wgAAIgAAIgAAIgAAIgAAIgAAK2IwBhbLsuQYNAAARAAARAAARAAARAAARAAAS8SQDC2Ju0cS4QAAEQAAEQAAEQAAEQAAEQAAHbEYAwtl2XoEEgAAIgAAIgAAIgAAIgAAIgAALeJABh7E3aOBcIgAAIgAAIgAAIgAAIgAAIgIDtCEAY265L0CAQAAEQAAEQAAEQAAEQAAEQAAFvEoAw9iZtnAsEQAAEQAAEQAAEQAAEQAAEQMB2BCCMbdclaBAIgAAIgAAIgAAIgAAIgAAIgIA3CUAYe5M2zgUCIAACIAACIAACIAACIAACIGA7AhDGtusSNAgEQAAEQAAEQAAEQAAEQAAEQMCbBCCMvUkb5wIBEAABEAABEAABEAABEAABELAdAQhj23UJGgQCIAACIAACIAACIAACIAACIOBNAhDG3qSNc4EACIAACIAACIAACIAACIAACNiOAISx7boEDQIBEAABEAABEAABEAABEAABEPAmAQhjb9LGuUAABEAABEAABEAABEAABEAABGxHAMLYdl2CBoEACIAACIAACIAACIAACIAACHiTAISxN2njXCAAAiAAAiAAAiAAAiAAAiAAArYjAGFsuy5Bg0AABEAABEAABEAABEAABEAABLxJAMLYm7RxLhAAARAAARAAARAAARAAARAAAdsRgDC2XZegQSAAAiAAAiAAAiAAAiAAAiAAAt4kAGHsTdo4Fwi8JwJv3ryhq1evms7+ySefUOzYsU1p2AEBEAABEAABEAABEACB8EgAwjg89jquOUACBw4cpI4dOgVYLnbsOJQxYwZKkzYNpUmTmnLlyklRo0YN8DhvF3j69BmlSpnGdNrJUyZR+fLlTGnhYWfC+Im0cOEi41JLlixJw4YPMfY5Uqd2PTp37pwpTd/hfv/sswT0afxPKXfu3JQvX15KkCC+XgRxEAABEAABEAABEACBUEQAwjgUdRaa6j0CGzZspLZt2gf5hEmSJKERI4dJgRzkgz14QGgWxg8ePKCDBw8ZdGLGjEkFCxYw9oMa6d2rDy1evMQ4rGzZMjR12mRjnyN58xSg69evm9IC2ilevBj16dubfH19AyqKfBAAARAAARAAARAAAZsRgDC2WYegOfYgEFxhrFq/dNliyps3j9p979vQLIzPnTtPJYqXMhjyx4f9B/YY+0GNeEoYq3a0bdeGOnfuSJEiRVJJ2IIACIAACIAACIAACNicAISxzTsIzXs/BJwJ43jxPvLTmNu37/hJ4wS2ah79/jDFjRvXab63E50J42nTp1CZMqW93ZQgn88Owpj7M3r0aLLtrvpcv7C6devQ0GGDycfHR08ONfEzZ36ipUuWyfZmyJBebmvXqRVq2o+GggAIgAAIgAAIgEBQCUAYB5UYyocLAs6E8fUbZudVDOLZs+d08uRJGjRwsJiTet7Epm+/PtSsWRNT2vvaef36NR0/fsJ0+kyZvrLlfGhTI8WOHYSxdT72nTt36Pq163T8xEkaP24CPX782Npsat+hHXXt2tlPup0TlCD+6exZP82sU7sWQRz7wYIEEAABEAABEACBMEIAwjiMdCQuw70EAiuM1VlZKBUrWoJ0ayI74lqx0mF1U+WwDToBOwpj/Sru379PkydPpRnTZ+rJMr55y0ZKnz6dn3Q7JrAo7tXra9m09OnSGSL47E9naclSx33M6TyHHgEEQAAEQAAEQAAEwhoBCOOw1qO4HrcQCKow5pMOGjSEZs+aY5yfh17/cMphpb18+TL99ts1Iy9p0iTEc2U5sPA7duwY/f77H/TBBx9Q/vz5KF26L42yKvLq1SvpEOrX8xfo/Pnz9FLsf5YgASURdeXIkT3AOa3ffXeEnj59qqqTDsJixIhh7Fsjz58/p19/vUC//PwLXb5yhf4nhoXHF56Xs2fLRl8k+sJa3N99o+2ivl/P/0pv376l5CmSU/LkySWHaNHMnrw5//Dh74jbwOcfPXqsUT9zHT1mlLHPkWzZslKcOHFMaa52gjPH2Goxdlb34MFDadbM2aasypUr0oSJ401pdtzRRbEry3CZMuVl04cPH0pqeLUdrwVtAgEQAAEQAAEQAIHgEIAwDg41HBPmCQRHGE+dOp1GDB9pYqOGX48bO54mTJhk5PXs2Z3q1qtDPbr3os2btxjpHOnUqQN1Es6bVOA1iJctXU5DhgxzOmSXy/Ec2NatW1LLVi0ocuTI6lDT1uppee++XZQsWTJTGd559OgR9enTj9auWecnTyVkz56NhgwdTKlTp1JJTrcscFetWkP9+w3wt+08H7dy5UpGHdfER4R8+Qoa+wFFgmKZ9ZQwZhFfvlxFP0Pqjxw9TAkTfhbQJbzXfCV6XYlibhzPOWbLMazG77WrcHIQAAEQAAEQAAEPEYAw9hBYVBu6CQRHGLdu1ZY2bdpsXHjWrFlo7brVct8qjFnA7t61my5evGSUVxF9bjLPY+3WrQcdOXJUZfu7zSDWVJ42bQp98cXnfsoFRhifPfsztWzROtBLFY0YMcwYcms94d9/35Jt37d3nzXL6X7JkiXkesLx4sUT1vXfKH++Qk7LOUu0gzDmdh0/fpyqVK5uauLIkcOpVu2apjS77ShHW2oOMVuQrVZhZVWGMLZb76E9IAACIAACIAAC7iAAYewOiqgjzBEIqjDeK8Rfg/qNTBwaN25IAwb2l2lWYWwqaNkZNWoE1axVQzr24mWKrl716/TLcohpN4UYorxh47fSiqxnBCSMWchmy5pDP0TGefh0sqRJ6caN350K5gUL51GhQgVNx7GluGaN2oEW9OpgFvbffrtGDCv/PVQKY2fev9u0bU09enRTl2ibLQtdnj+sxLBqmCsBrCzG/lmVVR3YggAIgAAIgAAIgEBoIwBhHNp6DO31CgFnwpjXJtbDk8dP6N69e/TdkSNOhx3Pmz+HihQpLA/xTxhXrFiBChYqIJYDik7nxXzjkqVKUpo0qWnkyNE0RTh10gMLRx5qnTZtWuIh1jz/dsyYsX6G71arXpXGjh2tH0oBCeOuXbvTyhWrjGNYEI8bN8a0HjOLpm6inO6Bm4dxnzj5vUmIr1y5mrp2MYtBrq9//76UIX16ihU7Fp0+fYZGjRojxZlxUhEZP2EslStXVlqNOf3ypSvUokUro0iiRIlo7rxZxj5HEiVKTNZ5yqYC2o6nhlKrUxTIX9j0MaNs2TI0ddpklW2LrRK/3Bh9zrCebrUMB2a4tS0uDo0AARAAARAAARAAgWAQgDAOBjQcEvYJOBPGQbnqylUqiTnF44xDXAnjwUMGUoMG9Y1yKsJOr9jLtR5qi+VyuLx1DjHPbe3WtYewtK7Xi9Ox40cpfvxPjTT/hDEPoS5dqqxRliM7d22nVKlSmtJ4hy3LBQsUNs0ZVlZuzn/y5AllyZzdlM+CfsmShX7WdWYLa7VqNeiMEMkqFC1WhObOfefEyu5eqVW71dY6pD6d8Eq9RXintkvQxa9u/dXTraK4Z4/exEs46eXtcj1oBwiAAAiAAAiAAAi4gwCEsTsooo4wRyAkwpiF0PLlS0xekp0J4/LlyxF7O3YW5s9fQP36DjCy4glPzIcPH6ToMaIbaXqElwzKmSOPSYx2796V2rZrYxTzTxhPmviNsDy/E/L6MHCjAi1ivZ48eXLTMnHNHE79cIoqVKislSbasGEdfSXWTXYWDh06TLVr1ZVZPC87T5481KVrJ6NoaBPG7dt1NH2k4KHtu/fsNK7nfUecWX4DI4qtYvl9XwfODwIgAAIgAAIgAALuJABh7E6aqCvMEAiOMOYhxQPFnOIqVStTxIgRTSysQpIz169fS5kyZzKVUzvWYc26Qy5VxrqdKLxejxXer1UoU6Y0TZs+Re36O5S6bZv2Qry+s2rytVidLxkVicjFixdNazazcFdLU/FwbG6/CpkyZaL1G9aqXT9btZQTD5GOFCmSn/zQJoyLFC5mcqqWL19e4c15kZ/reh8JzuYJQxS/j57AOUEABEAABEAABOxGAMLYbj2C9tiCgDNh3KXLOyumamR0sQ5w0iS+ci3hL774gqJEiaKyTFurMGYReOjwflMZfYedbunzeBeLYci8vrF/Yfu2HdSsWQujCM9T3r5jq7Hvn8XYKuaMg4IQuXzlghzmPWjgYJo9e65xZK1aNWnkqOHGflAjoUkYP3v2nFKmSG26ROuwelOmF3d0Abx58wbjzMqC7MwizEKajxsxcphRHhEQAAEQAAEQAAEQCIsEIIzDYq/imkJMwJkwVmsSB6dyqzDOXyA/LV68wGVVaVKnMw2L3rJ1E6VL96XL8pxx4vgJsRZwNaMMO7s6duyIse+fMM6cKavJAmwcFITIlasXpcXXan0OqVfm0CSM2aFYubIVTNQGDupPjRo1NKW9jx1n1mJuBwtfztPFL+9bvVW/jzbjnCAAAiAAAiAAAiDgLQIQxt4ijfOEKgKeFsYBWVGtFuMZM6ZRqdIl/WW4du066tihs1HG6sTKP2FsPV+r1i0pWbJkRl0BRSJGjEBVqjjmFQ8bNoKmT5thHBJSr8yhRRjzkHBew/jUqVPGtXNk3/7dlFQsd/W+g7IYO7MM621TjrZ0b9V6PuIgAAIgAAIgAAIgEBYJQBiHxV7FNYWYgKeFcefOHamjWHbJVWjVsg1t3rzFyG7atDH1E0sd+Re6detBK5avNIp07NieOmvDv/0Txi2at6KtW7cZx44cOZxq1a5p7Fsj7AmbhSDPRbaGRQsX09dfv2srW66/++6g0/nDfCx7sV7/7QZKnToVpRL/Yojh6XoILcJ4wviJYnmrCXrTyU4eqZUw5gbqQ6n1BitRHJB41o9BHARAAARAAARAAATCAgEI47DQi7gGtxPwtDDu2bM7tW7zbm1e6wUsXrSEevfuY0ref2APJUmSxJSmdn755RyVLFFa7crtjJnCyizWRFbBP2FsPR/Pgd65c5tLL9jTp8+kYUOHEzvW4rnPJUoWN4Z6O/NKrS/npNqjttY1j9kz9dp1q1U2OVu66sLF84Fet9io6L+Iu9cx5iWn5s6ZK9edtp6LPXWzx267BFfCVw2n5iWZIIrt0ltoBwiAAAiAAAiAgDcJQBh7kzbOFWoIvG9h/OjRI0qbJr2JFy/7M33GVEqRIoUpndcgbtmiNV2/ft1IZyvt3r27TBZd/4Txw4cP6cu0GYzjOVKxYgU579RqweXzVatawzQHesiQQVS/QT3j+LJinq2+NjFblqdOm0yFChU0ynDk8uXLVLZMBVNdjRo1oIGDBhjl7t69SxkzZDb2OTJnziwqVryoKS2wO+4Qxuxk6/ffb9DJEz8IQTzK6fzsypUr0oSJ77yEB7Z9niynW435PCyCObAg5gBRLDHgDwiAAAiAAAiAQDgkAGEcDjsdlxwwgfctjLmFM2bMoqFD/HoDrlGzuhx2zEsbsbOn1avW+LmgpcsWU968eUzp/gljLmhd7onTWGA3bNiAkvj60tXffqP9+/bTkSNHOcsILHp5qabo0aMZadu2bqfmzVsa+yrCS0hlzZaFYseOQ2d/Oku8XrM1OHM0ZnVGxscwh4SffUYs1LuJNZtTpUpprcrpfnCEcbx4H9EHH3wg63soPlrc/Oum07pVYq5cOWnhovkUNWpUlWSrrXLEpTeqTu1acLilA0EcBEAABEAABEAgXBGAMA5X3Y2LDSwBOwjjt2/fUpvW7WjTps2BbbYsV7duHRo2fIifYwISxq9fv5bLPe3audvPsf4lTJn6DZUrV9ZPkbFjxtPEiZP8pPuXYJ0XrcpavXqrdLVlEVqwYAG16+82OMLY3wotmV27dqZmzZuZPhRYithmly3IHPxbs9o2jUVDQAAEQAAEQAAEQMCDBCCMPQgXVYdeAnYQxkyPnVx9880UmjTxmwBhsuV2wIB+VL1GNfLx8fFTPiBhzAc8fvyYBg8aSkuXLvNzvLME6zxmvQwLe3ZINV78C0xo0bK5cNrVy2nR+/fvU/VqNU1rO+sFv5k8kSpUKK8nuYx7Shiz9+3eov2ff57Q5bmRAQIgAAIgAAIgAAIgYE8CEMb27Be06j0TYA/N7KlZBRad58475mGqtKBsp06ZRiNGjDIO6T+gLzVp0tjYDyjCQ6YXL15i8jqtjkmTJjVlyZKF2rVvSwnE0GdXIXv2XKYhwHv37XK5JNOhQ4eJl3/iObRXr141VcnDiuvVqyuG3damTz/9xJTnbOc3MQR78uSpdPzYCT91cfmq1apQq1Yt/Mydttb14MEDYsvx3LnzrVk0bfoU4mHagQn9+w2gefPeDeGuVr0qjR072nRogfyFnbZVFWIG6dKnF21OTqlSpqS0X6Y1nI+pMtiCAAiAAAiAAAiAAAiEHgIQxqGnr9BSEJBLJP3zz226c+cORYwYUayPmyRQ81hv375NmTNlMxE8cHAv+Yq5wwEFFqSXL12mmLFi0mdiTm+sWLECOsRlPntwZidhbAlny+qHH37osqyrDHZ89eeff9Ddf+/SR0Kgfv755y6XgnJVB9JBAARAAARAAARAAARAQCcAYazTQBwEwigBXhOZ10bWw6XLv1KUKFH0JMRBAARAAARAAARAAARAIFwSgDAOl92Oiw4vBC5dukQnT56ikSNGmpYU4iHAu/fsDC8YcJ0gAAIgAAIgAAIgAAIg4C8BCGN/8SATBEI3gcyZspoEsbqaMWJObXUxtxYBBEAABEAABEAABEAABECACMIYdwEIhGECzoRx/gL5aZFY3siZ5+owjAKXBgIgAAIgAAIgAAIgAAIuCUAYu0SDDBAI/QSsnqh79upBzZs3hbOq0N+1uAIQAAEQAAEQAAEQAAE3EoAwdiNMVAUCdiOwd+8+eiY8QSdNllR4oE4cKA/WdrsGtAcEQAAEQAAEQAAEQAAEPE0AwtjThFE/CIAACIAACIAACIAACIAACICArQlAGNu6e9A4EAABEAABEAABEAABEAABEAABTxOAMPY0YdQPAiAAAiAAAiAAAiAAAiAAAiBgawIQxrbuHjQOBEAABEAABEAABEAABEAABEDA0wQgjD1NGPWDAAiAAAiAAAiAAAiAAAiAAAjYmgCEsa27B40DARAAARAAARAAARAAARAAARDwNAEIY08TRv0gAAIgAAIgAAIgAAIgAAIgAAK2JgBhbOvuQeNAAARAAARAAARAAARAAARAAAQ8TQDC2NOEUT8IgAAIgAAIgAAIgAAIgAAIgICtCUAY27p70DgQAAEQAAEQAAEQAAEQAAEQAAFPE4Aw9jRh1A8CIAACIAACIAACIAACIAACIGBrAhDGtu4eNA4EQAAEQAAEQAAEQAAEQAAEQMDTBCCMPU0Y9YMACIAACIAACIAACIAACIAACNiaAISxrbsHjQMBEAABEAABEAABEAABEAABEPA0AQhjTxNG/SAAAiAAAiAAAiAAAiAAAiAAArYmAGFs6+5B40AABEAABEAABEAABEAABEAABDxNAMLY04RRPwiAAAiAAAiAAAiAAAiAAAiAgK0JQBjbunvQOBAAARAAARAAARAAARAAARAAAU8TgDD2NGHUDwIgAAIgAAIgAAIgAAIgAAIgYGsCEMa27h40DgRAAARAAARAAARAAARAAARAwNMEIIw9TRj1gwAIgAAIgAAIgAAIgAAIgAAI2JoAhLGtuweNAwEQAAEQAAEQAAEQAAEQAAEQ8DQBCGNPE0b9IAACIAACIAACIAACIAACIAACtiYAYWzr7kHjQAAEQAAEQAAEQAAEQAAEQAAEPE0AwtjThFE/CIAACIAACIAACIAACIAACICArQlAGNu6e9A4EAABEAABEAABEAABEAABEAABTxOAMPY0YdQPAiAAAiAAAiAAAiAAAiAAAiBgawIQxrbuHjQOBEAABEAABEAABEAABEAABEDA0wQgjD1NGPWDAAiAAAiAAAiAAAiAAAiAAAjYmgCEsa27B40DARAAARAAARAAARAAARAAARDwNAEIY08TRv0gAAIgAAIgAAIgAAIgAAIgAAK2JgBhbOvuQeNAAARAAARAAARAAARAAARAAAQ8TQDC2NOEUT8IgAAIgAAIgAAIgAAIgAAIgICtCUAY27p70DgQAAEQAAEQAAEQAAEQAAEQAAFPE4Aw9jRh1B8qCVy5coWePHnqtO2RI0cmX9/EFDVqVKf5nk58+/YtrVyxyjhNrlw5KVHiRMZ+aI/w9f388y/GZaRIkdxf1o8fP6arV38zylsjH3/8MX366SfWZLn/+vVr+vXXC/TmzRu5H9C5uNDZsz/Tz+Ifh+TJk1GWrFlkHH9AAARAAARAAARAAASCTuDvv2/RP//84/TACBEiUMKEn1HcuHGd5rszEcLYnTRRV5ghkDdPAbp+/bq/15MmTWqqWq0qNW3amHx8fPwt685MFnG+iZMZVc6YOY1KlSpp7Hs7wu158eKlPC1jCOkHgxPHT1DlytWMy5g4aTxVqlTR2LdGNmzYSG3btLcmm/ZjxoxJuXLnpP79+lJi8VFDhT///Ity5sitdunAwb3io4evse8sMmXyVBo5crTMaty4IQ0Y2N9ZMaSBAAiAAAiAAAiAAAgEgkDvXn1o8eIl/paMnyA+FS1ShPr2/Zqix4jub9ngZkIYB5ccjgvTBAIjjBWAihUr0MhRIyh69GgqyaNbuwnj0z+epnLlHMKVLa679+wM0fV37drdZBHPnj0brV6z0mWdgRHG6mAWyHPmzqLcuXPJJAhjRQZbEAABEAABEAABEHg/BAIjjFXL2DA1Z+5s+vzzhCrJbVsIY7ehREVhiYAujNOlTycstO+sjDzM9+rVq6bLrVylEk2YMM6U5qkdqzBevGQh5c+fz1OnC7Bedwrjhw8f0pdpM/g55779uylp0qR+0jnBKozLli1jlHvy9Ant2b3X2FeRvft2UbJkyQjCWBHBFgRAAARAAARAAATeDwFdGMeL9xHlzJnTaMjNmzfpxImTxj5H2Hp8+PAB4umN7gwQxu6kibrCDAFdGI8YMYxq16llurYLFy7QwAGD6eDBQ0b6D6eOU7x48Yz98BJxpzBevmwFde/e0w+6tu3aiPSuftI5QRfGbBE+d/6sqdyTJ09oy5at1LnTu+ObNmtC/fr1gTA2kcIOCIAACIAACIAACHifgC6My5cvR5OnTDI14tatWzR9+kyaPWuOkT5nziwqVryose+OCISxOyiijjBHICBhzBd88eJFKlK4uHHta9euoqzZstL1a9fpsRBjHL744nOKFSsW3b17l3744ZRw6PWEUqdORSlSpDCO48irV6/ot99+E3VeotixY9NXX2WUx5kKaTuXL1825vUmSZKEokXz6whM1cnOpViwp0v3JbFwDEx4+vQZ8TnYCdmHH34onEwllw6s9LnUt2/fFo4SbhMLYyVmEyVKRLNmzzBOkTRpkiDNOS5btgKdOX1GHs9tZcdaHPjr4ffHjjj9MhiQMJYViD88D5nLcsiXLy8tWbrII8L4zp07dOvWOwcS3HZ2AKaHZ8+eC6dfv9K1a9ekJTxVqpR+ro3vmZs3/5aH8T3E95KzwKMXuD4OiYUTthgxYjgrhjQQAAEQAAEQAAEQsCWBgIQxN5rfa7Nny0m3b9+R19CjRzdq07a12He8j3Iiv7Oyw9Xnz5/L9262Nn/22WeUI0d2eYz+h9+z+B2ZnX59+WVa4vdpCGOdEOIg8B+BwAjje/fuUYb0mQxmCxfNp4IFC1Cd2vUMS/K8+XPojvgB87xZFXhO8qRvJshdFjQTJkykqVOmqWxjy0O4a9aoTnXr1SH2yKcHvX3bd2wlnm+hwsuXL2ns2PFO6+RyHTt1cOmsi69pwIBBtHbNOlWdseUHBrc7Y0bHUOcZM2bR0CHDjHxnETVk2VmeNe3cufNUongpI3nzlo1UpnQ5Y9/Vl8HACuPBg4fSrJmzZX0ZxDVs2rTe7cKYPVZXq1rDJOiXr1hKKVOmlOdl0dyjey/ascPvPGwW632EQwnVl7Nnz6FBA4fI41hcHzt+lCJFimTw4Mj9+/cpfbqvjLQtWzfJDyBGAiIgAAIgAAIgAAIgYHMCgRHGfAn8nsjvixxYFLM41p2itmzVgsqUKU2NGjY2BLR1NOEpYajq2bO3UY+sTPzhchDGiga2IKAR0IWns6HUXFQXZLx/+LuD0qqnC+PqNaqZHElxuXr16tLQYYPpjz/+pNq16vqZr8xl9FC8eDGaPmOqSRTp7dOFMQulRg2b+JmLodfH8fYd2gmx3tmUzA+aOrXrGg8SU6a2M2jwAGrYsAG5WxgPGjiYZs+eK8+UVSyBtHbdaurZozctXbpMphUtVoTmCmcL1qD3g/Xhp8q+ePGCSpUsIy3ynFajZnUaPXqkW4Xx0aPfU/VqNdUppZV7jRhFwB8UOLBorl+vQYB8+WNKkSKF5RfQzJmyGfUtWDiPChUqaOxzZPGiJdS7dx+ZxoKa7wUEEAABEAABEAABEAhNBAIjjG9cv0F58uQ3LmvCxHFiFZNKJmHM78yHD39nGCi4MI9mPHR4vzxOF9FGRVoEwliDgSgIKAK68OwkLKw1a70TPDzEeMvmrSa38mzRO/nDcblsky6MVX38oyxcuBA9eHCfsmfPTrVq1xQCuSEd2H9AFSF24JVD5D0Sw4c3bdxMp06dMvKsQlZvny6MBw0aYsy/YJE4cNAAypo1M92/d5+WLltOK5a/8+6sBBifhIenVKxYxRjGzGksHjNnyiTXFF6zZq3pIXPmp1NiuPAtOnDgEP1+44YQrPP5EPm1rYsmuKuIa/rggw9knn9/2HKe6assxjnGjB1N1atXpZPC2UKlSlWNQ9lqGj/+p8Y+R3RhzPs85FqFp8L51oEDB2n16rWmaxszZhTxRwt3Od/atnU7NW/eUp1WPoTZUqw8JvJ6yey5++xPjvnPPBqgW7cuQjT7imXBbtCE8RONjxncb3v37ZbX2b5dR/r22/WyXv4COm36FOMcHNG/nA4ZMojqN6hnyscOCIAACIAACIAACNidgC6MeQQdvweqwEOdd+3cRctXrKSbf91UyaQcszoTu/wuVbpMKYoaJap8N2eDlPWdkt/N+V0zfoIEdP7cOWmcgTA28CICAu8I6MLzXarrmC4yrcK4oLDyzZg+1bTm2ubNW6hVyzZGhfPmzaYiRYsY+yxUBwuRO2/eAiPt9JkfDJGpt08JY56jnD9fIaO83iaVqLdNWWU5b+XK1dS1SzdVjKzWSR4CzOdUc3579uxOrdu0kuXd4XzLyuOXcz/JOdZv376lfHkLGmtK6+dVjbUKY5XuaptJiP01a1dKC7w7hHHq1KmNOdZ8Tl6yaumyJXKOi2rD2rXrqGOHdxb6Eye/p08++URlS65Zs+Qw+PLHmE6dO9KRI0epRvV3jt9+PH1Szp/hA9kCXbpUWaMO/ljxv//9z9hHBARAAARAAARAAARCAwFdGAemva1at6RevXrIolZhzB6rV65cRr6+vqaqCuQvbIzSZPE9Y+Y0kz8fdqwLYWxChh0QcBDQhad/TPiLVJ8+valO3dpGMV18cqIzK6f+AFDDeo0K/ouwA6wCBQoZX8dGCytnDWHl5KC3TwnjFStWUbf/5jKzBXvxkkX/1fRus2/ffhoxfKSR8NPZHylu3LhyDvRKcTwHfQ60UVBEWDwfEl642dqZM2cOypAhvcx2hzDWmbElly26KkybNoOGDxshd/lhd/ToYdOc66AIY34QjhJDqBMm/EzWF1JhrNqotsxm8eIFhnhV6R07djbmbfMwn85dOqksYztOzAtXc4/VsGhemos/dly/fl2W063CA/oPNCz1rvrMqBwREAABEAABEAABELApAf29OKAm8nS+r/v0Mpy7WoUxC95SpUqaqvlLWJpzZM9lpB04uNePcOZMCGMDESIg8I6ALjx5qIU+fDdq1Kjyx5QiZXLiNXOtSzTpIo/zp06b/K7i/2K692WrtVgvrD8olJMBztfbp4Tx0KHDhWV6pn54gHF1bGnh5EoN81VzNgI8+L8CIRXG7MU7b94CxunYRX+uXDmNfRav5YS3ahWWLV8i5pjkVrt+hlJnz/5uXi4XYo/QbMXNnCWzdI5mHCgi7hbG1cSQnLHa8B91Ln3Is0oLaHv9hmOtbJ53zfOvOSjBzB9NMmfKaliYly5bLBjmCahK5IMACIAACIAACICA7Qjo77tsdGIv0SpEjBiREn6ekJInS0aFxLRE5aRU5evC2JWz0r1791GD+o3kIepdSh2vbyGMdRqIg8B/BHTh6cr5litYujDmeaTt2rf1UzRN6nSGqNkovCMrT8/WghMnTJIepjm9du1aNGKkwwu03j4lbjt37kqrV62xVuHvvjq33p7FSxZS/vz5/D1OzwypMOb5tePGObx06/W6iluto7rFmB+m1nWMXdXD6e4WxlwnzwPm+cB6YBGrlhfQ0/2LK2HMw9gzfZXVKLpt+xa6dOmSXH6KE9mKfuTIIeL/OBBAAARAAARAAARAILQR0IWxs3WM/bseXRiz4YQNKNawbOly4cG6l0wuXKQQzZ/vcPZqLQdhbCWCfRAQBHThGRJhPG78GKpatYofproF0ZmQUgfoYrdvvz7UrFkTmaW3Twlj3WJcuXJFatqsqarG5ZbXJ+Y1kPX2jBo1Qjgbq+HyGGtGSIQxz6XW16Sz1u1qX59v/b6FccmSJeSySTwfWIWDB/dRYt/EatfEd/CQgZQlSxYjz1mERa7+RVR3wtVU3APnfjknvS7ysa4+vjirF2kgAAIgAAIgAAIgYDcC7hLGrkbu7d61mxo1crwX82oh+w/scYoAwtgpFiSGdwK68AyJMHY1TFoXvPkL5JfzUq3MecFydjylHF7pw2X19ilhrDvQ4rmuGzd+68eKeO23azRnzjzKlj2r9I7Ni6Bz0IUXD0Vevead92rVrvHCqrtt23Zi51XsYbt4iWIySxfGbL08pnmFVse62vKc5/r1GhrZfG5Xlk9deLK4bNCgvjzufQpjnrPMjsp4kXieC6z6itdJXrt2FUWJEkW2Ue/vZs2bUl+xXrE17N69R3qm5kXo2TFarFixjCLWpaCMDBE5IuZcqznTejriIAACIAACIAACIBAaCLhLGLdo2Zy+/tphGdav2+qgdp1YEjSLeOVgpVIAADSVSURBVNeyBghjKxHsg4AgoAvPEAnj/9aktUK1Cp0uwhlT23ZtDFH477//Uvv2nYzlnHjOxMFD++VySFyX3j4ljB8+fEhfps1gnIrnJHO9kSJFkmlsna1Zo7YQrsflPou3TWIYNwerQO3evav0Oh0hQgSZz2scs1VZhZ7CE2Br4RGQg/Vho9qjyvq3Zc/c7JGag6vhL+r4fn0HiKEvDi/dPGd4956dMut9CuPGjRvSgIH9ZTt4Wai6dRxinRN0AWz1Lj137iwqWqyoPI7/8NJX7C1RCWv2+M0euFWweudW6ezxfKEQ5gggAAIgAAIgAAIgEFoJuEsYt2zVgnr37ukUA6/yoYwsbDWeO28WJRPzllXYsmUrnG8pGNiCgE5AF56eEMYsdFq2aE1bt24zTss/0qzZstDLFy9pp1ivTYkkLmBdeklvny5EZ86cTUMGDzXq5OG4eYVVk+epbt+2w1Sn7rWPvR9XrVLdWEuXK+Bjecjvzz//YlpTmfOOn/jeWI7oxYsXwiFCKk42Ajsduy7WNx4vhpKnSJHCSNcjbBHPnOmdo6yJk8aLNYsr6kVM8R9P/Ujly1cy0tginvGrjCbnW96eY6wLY27YMOE9e7rwoq2C6jfu7yZNmol1+HarLOKRAunSfUnnz5+nPbv3Gukc4bWYEwjrux5mz54jnHAN0ZNo+oypVLr0uw8WpkzsgAAIgAAIgAAIgEAoIOANYXz69BmTM1fGUrRYEfrk40+Il2o6ceIkhHEouFfQxPdAQBeenhDGfEksfJs2aW7MFXV1mV+L5aBatGhmytbbpwtjFmBf9+4rhmYvMZW37ugerlUeDwdmcXzx4iWV5HTrzDmXvqSSftAKsY6c7mFaz7MKvV9//cW01rNeVsX1Nejq1q1Dw4YPsZUwfv78uRD3VQ0P3yzU9+7bLb2aP3jwQDhQq0dnxIPZv2C1JquyVidcXDeva8xe0hFAAARAAARAAARAILQS8IYwZjZskGrRvJVLTBhK7RINMsIzAV14BlUYN2zY2LAAOhOROle21K4SnqTZKcBBsUawshKz6OGhxT16dnNqcc0u1mK7KdZk46ALY1X3zh27xNzXRXRSfP1SdXIei9TmQmQXKVJYFTVtWdgtWLCIVixf4UcgV65SSQ6fTpkypekYtcNDibuKdZRVuzhdnxetyqmtvkRUrVo1aeSo4SrL5dZqEb9y9aJ8yLVp3U4eE1SL8c2bf0vnX+qErta1U/m81dtgtRhzvnVouT7cmYezz5u3gDZt3OzHCs98W7RobnK6xfXpobIQ3fxFkwM74eonHLIhgAAIgAAIgAAIgEBoJsBGnUWLFstLCKpXav29jKcl8nRA/wK/py0U77pHvz9mGDK4PI+UhDD2jxzyQMCLBNjay0ItYsQI9MknDqdYzk7Plt2MGTIbWXv37TLNkTAyRISF9+83ficfHx+5rE/kyJH1bH/jLJL/+usvih49hlgLOB6p+cb+HfTy5UspjF++eikcQiWENdMfWDwE/YYYbh4rVuxA8bVajJ19EPHndMgCARAAARAAARAAARDQCDx58oT+ufWPfEfmEXgQxhocREHA7gTY+jtlyjSa/M0Uo6kXL52HADVohN3IvHnzqX+/gfICdcdpYfeKcWUgAAIgAAIgAAIg4D0CEMbeY40zgUCICFy/dp3y5i1gqoPX0J05a7opDTthk0CRwsWM4e1BXWs6bBLBVYEACIAACIAACICA+whAGLuPJWoCAY8SYI95RYuUMM7BSzht3LQBa9gaRMJuRF8rmq/y7M+nKU6cOGH3gnFlIAACIAACIAACIOBlAhDGXgaO04FAcAncEHOFeZ3cxL6JxTJHX1GTpo0pduzYwa0Ox4UiAuzYbP36DbLF7ByiadMmoaj1aCoIgAAIgAAIgAAI2J8AhLH9+wgtBAEQAAEQAAEQAAEQAAEQAAEQ8CABCGMPwkXVIAACIAACIAACIAACIAACIAAC9icAYWz/PkILQQAEQAAEQAAEQAAEQAAEQAAEPEgAwtiDcFE1CIAACIAACIAACIAACIAACICA/QlAGNu/j9BCEAABEAABEAABEAABEAABEAABDxKAMPYgXFQNAiAAAiAAAiAAAiAAAiAAAiBgfwIQxvbvI7QQBEAABEAABEAABEAABEAABEDAgwQgjD0IF1WDAAiAAAiAAAiAAAiAAAiAAAjYnwCEsf37CC0EARAAARAAARAAARAAARAAARDwIAEIYw/CRdUgAAIgAAIgAAIgAAIgAAIgAAL2JwBhbP8+QgtBAARAAARAAARAAARAAARAAAQ8SADC2INwUTUIgAAIgAAIgAAIgAAIgAAIgID9CUAY27+P0EIQAAEQAAEQAAEQAAEQAAEQAAEPEoAw9iBcVA0CIAACIAACIAACIAACIAACIGB/AhDG9u8jtBAEQAAEQAAEQAAEQAAEQAAEQMCDBCCMPQgXVYMACIAACIAACIAACIAACIAACNifAISx/fsILQQBEAABEAABEAABEAABEAABEPAgAQhjD8JF1SAAAiAAAiAAAiAAAiAAAiAAAvYnAGFs/z5CC0EABEAABEAABEAABEAABEAABDxIAMLYg3BRNQiAAAiAAAiAAAiAAAiAAAiAgP0JQBjbv4/QQhAAARAAARAAARAAARAAARAAAQ8SgDD2IFxUDQIgAAIgAAIgAAIgAAIgAAIgYH8CEMb27yO0EARAAARAAARAAARAAARAAARAwIMEIIw9CBdVgwAIgAAIgAAIgAAIgAAIgAAI2J8AhLH9+wgtBAEQAAEQAAEQAAEQAAEQAAEQ8CABCGMPwkXVIAACIAACIAACIAACIAACIAAC9icAYWz/PkILQQAEQAAEQAAEQAAEQAAEQAAEPEgAwtiDcFE1CIAACIAACIAACIAACIAACICA/QlAGNu/j9BCLxN48eIFvXnzliJE8KEoUaL4e/Znz57L/IgRI1DkyJH9LYvMsEfg6tWrNHDgYPrf//5HEyaMC9QF/njqR+rQoTNlzJiBJk4aTz4+PoE6zi6F7t27R02bNKdnz5/TnDmz6NNPP7FL0zzajm1bt9PyFSsod+7c1Lx5U7efq3mzlvTi5QsaOXKEbZmG9nvX7Z0WTiq8efNvmjdvPp05fYbuP3hAvXv3pLx584Tqq384shnRq5cUo+UIivhRfHktj6Z1p9e//kAxGg+kyBkc1/f6xkV6snAo+cSMS7E6TrTtNb95+C89HN2S6MVzitVthnFNtm0wGgYCGoFXr17Rq1evxfsQUdSoUbUcv1H1jh6Ysn6PDjgFwjhgRigRzgh07tyVVq9aQ/HifUSHDh+gGDFiOCVw5MhRqlG9lsybPmMqlS5dymk5JIZuAo8ePaJnz55RtGjRKFasWKaLOfXDKapQobK8V344dcKU52qnf78B4iVzgczef2APJUmSxFVRW6Zv3bqNWjRvJds2eswoqlGjmoy/fv2a7t69K+MffPABRYwY0ZbtD26jpk2bQcOHjaDKVSoF+iNIUM6V6AvHfWDneyK037tB6Q+UdRDgD2Fly1Sg69evG0jCwv93d5vnlNcTZ8BSivhZUnpz9xbd71FepkVOm8MQwS/Pn6BH49qST+So9L8p+w0Gdou8OLyJHi8YIpsVvXpHila05ntr4qsLP4To3JFSZg7R8Tg49BFYuXI1de3STTZ8y9ZNlC7dl04v4t9//6U8ufPT48ePqWHDBjRo8ACn5UKSCGEcEno4NkwS+PvvW5Qtaw55ba3btKKePbv7uU7+YlWsaElii2H+Avlp8WKH0PFTEAmhnkC/vgNo/vwFTh/CwRHGp4XVpXOnLpTxq4w0duzoUGcxvn//PrVs0ZqeC4sxvyB/8onDYqz/bo6f+N62Vs/g3pAQxkSh/d4Nbt+H5+O2b9tBzZq1kAjmzZtNufPkER8Jo4a655a1D63CmPMfz+xDL88dp1hN+lOkdLnlIaFFGL99dI8ejmktrOAvKFbnqRThw/czkufZxtn0VPwLaYjddSpBIIeUYug5nj+ss5GBR6VkypSJ1n27WozajODnAnr26E1Lly6jmDFj0tHvD1PcuHH9lAlpAoRxSAni+DBJYMGChdS3T395bbv37KAUKVKYrnP69Jk0bOhwmXbg4F7y9fU15WMn7BBwtzAOO2TMVwJhbOYR1L3QYDEO6jWhfOgnMGH8RBo3bgIVLVaE5s4NueCxCxFnwthZ20KLMHbWdm+nsaWYxXn0ck0pUirXVl8WzxyiiXLOgqrDVb6zY5AW+gmcPfszlS5VVl7IGDEarfp/o9HUlSlDBO9PnjKJypcvp7LcuoUwditOVBZWCPB8h4oVq8ivV7ly5RRzC5caX8j/+ONPypXTMf+oR49u1Kat+EprCWxNu3DhIiVK9IXLL1ovX76Ucyp4LrOzORUqP3LkSBQpUiTLGfzfZavetWvXKXnyZC6Hgus18Byyv//+Wwj8xC7b+/TpM3lI9OjR5Pbpk6d04eJFYRn8VFoHAztX9s2bN8La+MJUl94W/nL44sVLOcfbGRe21l++fEUwiyL4JgoUm99++40iRohIX4j+CGxQ/AcOGCS/UNauXYv6D+gnD+dz89dM9aDmYfdqKLVizx9TFCv9nG/fvhVDsx1z053lM58b12/QQzGEO1myZE7r0OtTcb5nX758JXhE9DPfnZm9fv3GaR7fqzynXh2n6uF58zzHnvf5Xub7UH0gUveCshzx/t9/36T8+QrJ5vDHok8/je+yD1WdCRLEJx527c4QmN+e6gO+Z/kaONy+fZv4t504cSI5Z9zaJmcWY8VB3Q/WY9Q9pJ/HWkbt+yeM1XlcPSu47f/8c5tSpkzhZwh7QL83Pr+6B1SfqzZZt4obp+v3rmqfSgvus8F6Pnc/l9S97Yojn19dS5Qokf2wtLZP3+ff/XXxu+U+cPbc4rLq/DpnfjbxOfnjquKn12uNB+dZZq2D9wP6nah7d/So0TR79lw5YqaXmFvMIahs3op5r69vnKeInyYmn1j/k3VY/7wV8319Xr+itz4RyCeK4zeplzHyI0Umn4iO/w/fivI+4ri34tnuE1n4AxH/d7y+do7eRopCkRKl1A/3E3cmjN+KOf4+b14TieNF58tjnAnjNw/+pTe3blDEhMnIJ7p5eo060duXz0Vdb97V9fwJvbr2q7DkfkoR4n2mijm2z5/S6z+vCLDRKGICXyJxPdYQqGsV9cgg6pGTNa2ViP3Xf14V/CJQBNEXAQXm8eb3i0RiGHkE0S7F3dVxShgHZO1lYcxlY3WZ6rQq7hsW1xDGTvGE6cShwuA0Qxie2CL83ZGDxvsBPzvLlC5H586dp3z58tLiJQuNd3IdCP8f/uTJY/nu5MziHND/h/z+CWGsE0UcBDQC+terbyZPFMM8HPOPeH4lz7PkuaE7d20zOeji9MWLltDBg4eMmjIIJ0ulSpYgHpati0d2ZtK/30AqU6Y0TZs+xSivIuyMZ9u27TRq1AiqWauGSna55ZdWfnnfsmWrFPSqYIoUyaWgy58/n0qSW37QzJw5m76ZNFnO11CZ8YVYGTxoIJUoWVwlSdGQOVM2uX/4u4PUvVsPOnz4OyOfBeq48WMoe3ZHGSPDSURx5QffufNn/ZTgYctspa1YsQJN+maCkc8v/92796RdO3cbaRypVr0qDRCCNXbs2KZ0flEdN3Y8bRUMb/51U+ZxO4sXL0rdunWl6DGim8pbd2bPnkODBg6xJsv9HTu3UerUqUzCeO261dS6dTs6+9O7a8qaNYvo26mmYcUHDhykunXqC5GZnHbv2WnUz+J19Oix8v7h+TMqcB1jxo6ipEmTqiSn24kTJomh2eOparUqwsIzxlSmTu168p50NienbNkK8n6ZMHEcVa5ciQb0HygsQ/Opbbs2FFUIYx4dwe1JkyY1bd+x1RFPnU7W/8Op42J+dTxSos50UrFjvbf5P7VpU6fTzp27jHuOfx8VK5anpk2bWA8P0n5Qfntbt4h50i1aEZ976NDB1L5dRzktQp2Q/+MdKX53n3+eUCXJ35Y+x5iFRYrkqWX+7NkzqXiJYkZZFekmficrlq+UX7b5C7d/QTG0zjHesGEjtW3TXh46evRIqlGzuozzf/DcN5s2bTbuOf5NFStWlDp2am/cL+rjDR+k+ktW8N8ffm7kyJFb/kZGjBhGtes4/CboZVTc2b3Lv0t3PRv4PJ58LqmPG9bfnro+/iCVJ09+uetspJAqp7bcB1OnTKMt4rmv/+55ek3dOrWpZKkSqqjc6r+txOJZNHLkKPFsvWOUadq0MXXr3s2PQA7ps8w4gYgE9neiLMX6sSq+avUKcc9kV7sutzzv9dmuZfT6j8tGGRaGUbIUoehV25nE27NNc+jphlkUKcVXFLvbdKO8irCzrFeXf6IY4rioxevI5Mez+tKL4zspav6K5BMpKj3bv1qK4whx41Hc0ZvUoU63zoTx/Z4V6M2/f1PMRv0oSq7S8jhdGMcZsEQOt3517bxRJ4vjaOWaUJTMhY00jtzrVILePr5PMZsMoOf71si2c3pUUW8MUT+HV9cv0JOZven1rd/lvvrDDGK1EdNsYrz7Py2ga3379BHd61BUVhF31CaK8L94qjp6+/AuPVk2ll6ePUxvnznEc4QYscRw8TwUs14P0SizH5U39/6hx1N70KvffjHq4EhkMbycr8cnZhxTutqBMFYksA0ugSdPnlBe8Qzm5yIbI0aMHCar0kdxWkdp8vNx1MgxtH//AcMXAv9fWKhQQWrXvq18d1HtCcz7J4SxooUtCDghMHjwUJolxCNbBPft30M/CGdL9es1lCXXrF1J2bK9E4K7xMt+48bC0+V/gedJXLhwwRAAbFlmC7MKAQnjhg0b057dewMtjEeOHE1TJju+wPJDIZmwFvN8DRX0l2pO69ixM61ds05m8/V98UUiOnXqlCouxToLGw7//PMPZcnseBFigcQCh18u2dmS/mJ37PhRih//U6MOZ5GAHkws1ocI7rowZgcwhQsVledSD7w7d+4QO0DjwG3ZuWu7MSeFRWaD+o0M8c4fMfhLoHIgU1J8qOCPEf45iNq5YxfNmDGTfv75F9mHzEiJU54bnFhY13XRwaKb60+XPh1dvXLV6Hc+9+YtGwzHXXv37pNts76c1xft3SfyOPCwxQjCcsIfH5RIPnL0MCVMaLE0yNKOP0ePfk/Vq9X04wiM/6NJncrhyII/ehw7dsQ4Sgre/0Su6rv+/RzOwbjdPIeeA1+bbxJfOZeenZGlTZNepiuh1bhxU/rj9z/kfcEZLDijCc+SuXPnos5dOsmyf/75l3DiU864X7jM5UuXjevr179PsMVxUH97LA74Axf3KVvrmAO3R/+9cD9u3PitcY8oUaU73+oinIWsEk5DKleuSBMmjpfXqf6wcP4qYxZZ97z5c6hIEfOLsyqnts6E8ebNW6hVyzayyBhxz1UXH4FU4I8+E8THEA58HfETJDDEGffX+g1r6aOPPpL3fa5ceaXwtT4D+FieN1xOfByR8TM/GF/oZYLlj7N7153PBj6dJ59LbG1Voxr27d9t/J7VZbJldNDAwfI3vGXLRpXscjt8+Ej5oYcL8HMpZcqUpmeotd/Vb0s9K5w9p5s2a0L9+vUxzumOZ5mqLCi/E/4gs3DBIqfPvwED+7t0jqPO9eLYdno82zEdidMiCivp67t/S+HK+1HyVRCirBdHZQhQGA9tKCyu583CWMwJfnFil/QYzSKUAws+nw8TUJx+i+S+qz9BFcZsQfaJFkuKXXbE5RMrrnTYpeqP3WMmRUqWQe0awpi9Wau2cTxKjhIUo2ZnITrP0cNhjYzyzOfN/TvElmYOLO7jDFvrsISLfZ7/7N+1vn3ykO51dHyc04UxW30fCnbSIi3q4Tb4vH1Nb5484tOINqd3fIj4z0rN3q0f9KzkaIe4Zr6mtw/u0uubv8nyEWJ/SHHHiI8O4v8na4AwthLBfnAI6M+p9evXUkLxgbpA/sLy/9Lu3bvKj/aqXh59V7dOPfFec1wm8TvOB2KVEH5H5cD/N67f8K14v/1c7gfm/RPCWKLCHxBwToBfmPPlLWB8vTp06LAUP7Vq1RQWpeHGQRfFkOIihYvLfTXklofFsfWDX5x79HC8ACirHBd0pzBeu3YddRRLAHEYMmSQtPpEihSJWFAOGTKMVq5YJV/cTv14Ug4d1V8Q9bkaDx8+pHbtOkhBXlB8bVu4cJ6sU3/55Ze5dd+ukRZTFpssTps1bSEfWh07tjeEkDzQyZ/APJiswnjNmrXUqWMX8fIfX1jRN9OHH34oa9a589AaZRVnizNbnrmt34oHa6pUKWV5XchaH7BOmiqTVF3OrK16ffyyu2btKmkdZlG0a9duQ9ToL8jOxMV1Mew9r7jPOGzctF4u5cRxHpJatmx5unjxErXv0I66dnX0MedZg27BPHhwnxTuXEadT5XXBQHfz7Vr1TVZr9XLO5dnwTdw0ADT8HpnwpjL+jfHmF/uWXzxf1b8wWjhonmyTra48QiLPn0cFpTAWqL4fCro90Bgf3tKGHMdLIiXLl1EceLEkbxXrVpttGfpssXGsjTOhDF/uKhV02G9+vXCOZOlb9++/fIjGt+DZ3465Wd4u2q/2lqFsd5G/TfK5XXBPGXqN+IeKSNHo/DvtGqVGvKDRp48uWnZ8iWy+vFijuh4MVeULeFLxLXqQX1QK1WqJM2YOU3P8hNX95L+UcedzwZvPJcqV6pKJ06clB8prdNg1OiJwUMGUoMG9f1cv56ge1Fl7+xVhLdyfubyb7Zf/wFypACX139v+m+Lnyf8MYiP4d/OmDFjjWPO//qzMQVGPX9C+iwLzu+E26/EP1uz+/Xvy0kBBraEPhzi4Bc5U36KJZY/oqhihI74/+K5sCA/WTNZ1hGjdleKWtDxsSckwpgri5wmG8VsOoh8YgduakaQhfF/V83niJJNWGaFMGTL6sPhTaRA9okWnViQ+kSLKUsqizHvsEU5evF6goEY4vxfeDSps7DgfkcRPviE2DO2HJItRm+8PH2QHk3tLkvF7jJFzNXNIuNKGPOOs2t1JYyN44TIjd1jNkXyTSPrU5Zw3olWrBZFr9ZBpj/fs5KeLB8nriM6xRksHCDF/Uim630aq9UIipypoEzX/7hLGD8a21o63sJQap1u+IqrEZP8gTqp+EjPH+r4Y/2OnVtNU1XUx2mmo7873bp1i+rVbSDfOfg4NbozMO+fEMbh617D1QaDAFsOmzR5ZwnmFxR97gNXqYbd8o94nRhSa51j1rtXH2FtW0JsqZw5yzFMzJ3CmC12PMTYKti5bSzued1ZXn+yb9+viedM8/yxP/74Q3wEj2R8SeOyHNRwSY5f/e2StJjpL7+6uOcyHNTLk3XorCPX/DcwDyarMFbzTnSxrmplqzUPpeG5quyhkMWWb+JkMlsXNqo8fyTo2rW7FESbhAgNKKgX04CEMfd7FjHsWQ/q4d5FWE07iI8GHJyJi91CRDdq1FTmX7x03nT/sEWT5+9Gjx7DNCRbFrb8UecbP2GseFGvLHPZAsaWMLZC8z2iv/QrwaSPZlAv7yz0eciSdZ5OcISx3ueHDu+Xlky96cpK6MoLvF7WGg/Ob08XnYcPH/Az97y0mMvEQ2P5I1P9BuKFVgRnwpg/DLEHex41YR1OrYZRWy2A1varfV0Y/3r+glgruaXMmjlzup8hufx73rFjp1gPuz116eqwyKt6rly5QgULFJG7P/9yRk4x0NOUlZ8L6MOoeU3qYsUdQzFVXdats3vXnc8GbzyX1O9fF/d8nTdu/C6WAcknL1lnZGWg9tUz19lzgT9SlS9XUb6U6b839dviD3xHjhySz1ZVHz/D0qf7Su7ylAUemePOZ1lwfifcGPVsD4owfrphJj3bNNch+oaskksdqevk7aNpPejlqf0Oa2WPWTIrJMKYrcRxx+9wasXUz6vHgyOMo5WoS9GrtNWroTd/X6P7fWvINF7nmJd64qCEsfww0GqUTNP/8PJQb58+Fow+9jNP+UHvyvT69p8UrUxjil6huTxMCVxX1+pUGL99Q3db5JbHx2o9iiJ/lV9vAj3buYyerpoo5z3HHeH4v/DJvEH0/MgWOUc7dp+FpvI8t/rto/sUIc4HTueKu0sYm06KnXBJgEeY5RRTfPSwes1K03Q9/v83iW9yWcTZEnLXfrsmPgYXlPnbtm+htGnTkP4u4mwqH49YhDDWqSMOAi4IqBdRznYmDHmO4rffrqfOnTuK+X2OL696Vcoyx8M6lJMmdwrjNGI4LAtgZ0JQb4erOIuvB0I4P378SL7MqeGbSqTpL7/WOZBc5wohNrsJscnzYXmurX8hMA8mqzDeuHETtRHzdznwEGuec82WR2fOanQRwMIuqvaVno/nfGXlU9fH6a5CYIXxhYvnDUdOqq5Ro8bQ5G+myHmhPIyVgzNx8ZeYA50jey6Zz9fVvEVTOQw5qI6pli5ZJpYX6206X948BeQoh127t1PRIiWocJFCwpo+V55LWc9WrFwmP5hwonp5r1+/Hg0ZOkiW0/8ERxgrMcKCYP36dXp1Mr582XJp0dStnOvWfUvMxVngIeVqzn9wfntKGOu/R/08Sqh3Er/lTuI3zcGZMOb0sWPG08SJk0zDqdlCnjFDZvmb3CyG5KYXH8wCCkoY8/JwI0Y4XqT1kQb68er3zr4Psmd3THHQ89W9pL9IVChfWQ7z1YdTnznzkxjeXl6OrPjx9EnTBxm9PhV3du+689mgzqO2nngu6QJUt+Yq4Vi8eDGaPWemaoLLreoDdszIUwasQd0X+px/9dvSh+Prx2XOlFV+ZGFLP/8W3PksC87vhNsWHGHM6/6yRTJq4epy2LB+jRx/+eMBaRXV1wYOiTCOkqUwxWwxzHoaf/eDI4zjDFpOEeP7+qn3Qb+acqgxi1gWsxyUMI5Zr7cYNl7ezzGmBPGC/+bJfSIxvJkF7sPxbeVcYJ2fEsaurtWZMOa53Q8GOka0xBm4zM8Hitd/XKFHU7rKpvAazdwfLw6up8eLHKPhIqfOSlGL1qLI7GGaLf4BBHcJ49d/XRVOyJIEcDZkh3UC6h2Zr5N9a6h3KHXdly9fpkIFHR9znb1/cTn1/56aihSY908IY0UYWxDwh4AStlzk2vUrJidanKbEh7OvVpyvC58TJ7+Xa7+qH70rK2tg5xjrXrJV3XzOgAIP32OHTbt27zacU1mPUcJRf/nVh/mp8spBkKeEMQ9JZ8dbq1etUaeUWx4aWqVqZSpVqpQhkvVhpqbCTnaUZcZJlpEUGGHsSmCxYzN2qKU/1J2JCz6ZErXGiUWErUZVqlahSpUq0Mcff6xnOY2rL6QsQHkusdpX95i6T/k/EbYWpkrpGFan+pkrVS/v7HyLh5tbQ3CEcZ+v+4lh+eYhvNZ61f71G1dltEb1WsYccpWntsoRGO+rawrKb08JYx5G7WzUgBrhERhhfOnSJTH/3TG3Tw2nVqMurFZJ1X5nWyWM9Txn1mx9yLpe1llct1YuW7pcTunQh1OrDzeNGzcknjcaUHB277rz2cDn98ZzSYlEfVUBNYx6xoxpVKp0SX9ROHueWw9Qz0QexscfEzkE9NtS97ISxu58lqm6g/I74TYHRxjf71hUzmGN2eBripKnHFdjCm+ENfS+sIpyiDtig1xzNyTCmJ1vxajb03SOgHaCI4w/mPGdU6u0cowVJUNeitl2jDy1Esauhh1zoed7V9HzA9+anJPp7XYmjF1dqzNh/OLgBiFyA/fBIE6vORQxifBFIUQ6i+WXZ9/5ouA2sZOxqAUqCedhZVyK5OAKY+WlWl678Ar++u8bFLP1SIqU1OHLQmeCePghoE8P27J1kx+/Bs6esVY66v9yNbIHwthKCPsgEEwCyrERH65e3PWq1EsHO3RiEWINunhVw/TcJYx5LkXWLI7hW0e//44++yyB9fR+9vllvlzZitKixZn88vbll2nlMjU8NJlfyDgoweTOl9/APJisFmPZGPHnJzG8lS2J+8X8TZ53qwJbWRctni/niaqHJedZ18FT5Y8e+Z5y5spBbYVDNF4mxb/gLWHMbeDhQzzygJ1P8DxIFXj4vprXrdJcbdW9+J0YqnlAeGlkC7L6WqqcyfHIAnY8xuLTaiEL6OU9OMJY/efEbXbWJ7du/UOPxPz2pMmSirmWDmspz+H8Uwz3dxbYE3bdeg5LiLreoPz23CmMuX1KVKnh1D2696JlwgreVzhRaiacKQUmOBPG/AHgW2Fh10dG6KKMp2bEievXQ6y6v3nesHL6xf4GMqTPJJvCzyB2zKW8Uetzs/xrq6eFsbeeS2r+9//Zu9boqKorfIAkTIYIKWsh+KJLLehSC9IlWm2XNVJBArJKUVsBDShvEcurAYK8E0QCAgJKeQkEKS8r8n5ZXNjWiDVaxTY+EAMqWJYakggmAbq/Pd2XM3funTszmQksOOdH7uvcc+/duefO+c7e+/tk4kLCqNHPIvGc65MT+94udExx2LDhVfXE4Cf52xorMI7ntyyWfoJ3oUbA2MVbevq/h1VpTiC3uNEzG4lBuQmFXnuwUue6k2+5gcVw73JMwPiFvxErVr2QZsWbq4dNewFjAdPSWL0rWzCTdB1/QwXiMpSaAmOA7u8Lnua2Ulr9gpf2P9WfvKeSftJa+ShEXPfSVn/6nqp8/RVVtb9QgZBLCkjCLslZyiResk+W8QDGp0qK1WkKMU/tOkj5Ogby1KV9s7y4LIDUmmuvackP7eTEkIlDpH0hRcupjMoew3KbMvkbyfjTeIydLGn2GQvYLOAFjJ1CL/UmxIOkexYFGDvlzeJcyXOMRK5JQvCWEVlWRsZd+qUd1yXMD57FdWtXq+ak3SqluPgjdc+vO/BmIoExLnDw809DclhlIKazUsu96csjpL286qVVHIKL/eId08MPPz3wkSfpkd6m03ptAmP9+mCT3vDKq+RxzufwSj0/Xa9nX5ecYoTZbt60hSW/Csl7DM1giXwYOGiA8qemsrzT1Km5qkfP7lYziQDGkCxCzq3urbQuWMOVWPpevIHxyoKX1OjRORxO/QyFzEsYtTB9R/KIAowxidGq1U9V+3sCXkv0g9lzng2KUpEwXqe89nDXGjRwMMs7ISTtBpoIgy6k7tEMdy6OJRoY19Z3CREot7b9OfcrhFPjuSZOmKzEq+BlBxyXb65b+op44zERJJM9Xn1LwKt4jOP5LYuln+A55XscTY5x+awnVdWHhap+xv3K/1Bo1ElV0R7KMx7FobsI4UWxgDHpD9tzW3G8NLsLk1wFyTX9n6m5toBxwwmrVL3Lr8btBJXScQ+q00dKCMwNJDCXxcfCAWPdu+sj6Slfl35B2s1l+QNJ57eoxsD41OFP1PFJPfl+0ufvJUmr5KD7jnTj9LGvKB95JXm4A2lSesi43kaswFjaAOlWVfE7vJk2eIZKdgHzUt8sL2wLeAFjqGaArRpForXsFpFJa+FdEWCMem7jTwOM7VY028YCDhbwAsaivQsPxKbNG4M8PGhu2LARHAYsIa3Yt2P7TpKn6cdMy4Xk6dU1jiFF1ObmW1AtIrkm5ARj9gztz39+blBb8PCBNRrkW3mk2Xpzm5vZUwg26f4D+qmcnNF8HfmzePESHiRiOxHA+JtvvmEZG7QPTWSh0cc2wnvvI9IayObowPif5D09RaRa15JHEZ4uvQjhlBCP6YQMTjmayFssLCxkNljkBtrJpfS2sS7AWP/fSZ2id4oo1/W3IRJJcjzSUGrIen33XSmF2DcJ8WDLuyXh0dK221LAC3IbEXquhx1D2qBli+sZDEFWC++AXRPQa/AeicfYPrsLTz9AGIqThw1e0OLiYiZQa03hzdEUsU80fS/ewBhRFgDDKCDLAnEWtGwLCpZF/CgCjCWHX2bD0cBYIs3r1y9AzoZt4TzABMfo0dnYFVTwf0UYWhvq6yCkk7J792uqd6/HeIKizc/aqDmzn1Ojx4xSAwf2lyphl/JuiacVleMZTSLh87XxXRLAh3DqHUSwCKk6SIPALpEU+e7oaRJyHpip7723E7ODQyf74UcC4MSrb9mBcTy/ZbH0EzyP2CkaYCwgl6V98taHhN6WzxnKobq6ZnHlm6SRvmQisyGnz6bQ8zp1xJwkY3RMlY7szNvnEhjrHly5OR18pg2bq5CXixIOGFcTG3UZsVKjpM/cFkRkBXml74ZkcEizfj3xSrtNAuhg25JrorDkbwcEPMUN+k1RKbfYyPV+OKEq9/+DCLaTVHLrX3KYeNW/SfbmVLWqdxV5sEkySi+iJZ3cmpjGHw8lFKsJMBZQnNY/V5UvyFEGGOuWvzjXvYAxyAlvvKEVRz46cf/oTPw7dm5jJZVIxp8GGF+c75t56igt4AWM9ZkrALqJk8bzIB8gbMWKAtblxSUhh4LwRhRdogcyPFm9HuFBLMhhhg/DYG0n14vEYywgGyegrb59+6hUfyrLNQHYITwX3mpo4YIxe9KkKWrRwsW8b9fuHZb8ka4fh7YSAYzRrnhbIDPzx+wRDAbhxQFR1UySlkHRgbFo/IL1e/26NfxsqHOImGS7dXuAc6ThVeva9TfYrSR0F6GR8KIj9xkAGAAGxwA64Cn7655dnsBYmJvRFj6uOpCPFzB+4YU/0aTFVCZBguax6CXDazxo0GCWzxLgzw8Y5o+uW4xqduZiAVU45hSC5DV4dwPGArrRLvKTId2VkpKCTQZpmR07c/g7gPoiYkAWO+LHq89j/RlEROOx44bpTyx9L97AGPcik1NyX3aJJdnvtrQDY9QDCdf8ec/zKbpnUg+xzcuboh4gfWP0awwkFtC7BG8lij21AscRTl1BRH1SvPSxpR6WiQbGtfldgnRYh/YdrcdDX9j7xp6gSUXroMOKPnExfsJTqkcP8vz56isMvJBTv2nTZu7PkJeD5jmKV9+yA2OcE69vWSz9BNePBRhDM/f4hEAUCoCinySO6jZsTB+CE+rE1mXq5JYX0bRqkDWWcpADgBc6uSCxQvG1+53yZfZi6aUzZd9yzmv1gf187FwCY9yAv2e2SrmjM3tfcc/l0wdxqDGzRU/baE0ChAPG0CsuHUm5ulR8nXqr1C59GZSeqTiuymcNYb1mHKsxMKY2hAGccmcIzOar5Bsp7QpSU8QwXbFgjKr++F0Oi06fuZX3Q2YL0kyQkWpEZGOqvh+3QuzbJep4bhaTgvm7jySZrW68X/8TKzAWUHzJiPmqbpMrOTrADoyXLVuunp76DEtRQl3DlAvfAl7AGBbQ+UtAhHjbbbdymtjBgwdV1iOP8vgAYw6QYCYlJbHRvMafBhhf+O+WecI4WMALGOMSEqYql8NAq6SkRDZDdDPhHYUMFCR0pKADizC5nB8JMMb5CxYsVLmkWSzlagJ+GAxJQWitMPkKoJNjqFtWdpxDC/XzEgWMFxIon0zgXAo8UMivxYBdrq8DY10vFudAcgpAF/tRcM6mzRtYmgbbYAWGZ2zv3jewyQPU5s2vsmyLfTpjL7bdioTBy3F4bgHOr6L2xI56iLzUwzJSjzEiBDAoFsCCCQD26P79Td4HUI6PfqTe1B7dH7aeff3La1Tbtm2t2/rzqtVMZIYdTl4gr8G7GzBGe8IAiXXcc/ceD7FEGLbx/+3c6T5+x7CN9xt5zvKOYvvlv6xlYjocj6ZE2/cSAYx1yS3ce3Hxh9YETiTP4gSMMVnUi95j5IrDnttJckLSHmTCRtrGO/PZgc+sd8juZZZ6uTQBA/CMorOAy/Fwy0QDY+lPcg+J/i4BGMv3NlJdc7k3LOFxz8+fae2Sb7bs0Nnesc+rbzkB43h+y6LtJ7jnWIAxzhPmaayjADieJtZlKb57upN27hDZRLgQawJXH/zQ2gePJbzFKHL+uQTGAIuQWQLIrJOcwiBRbhbh30kUBi4lHDBGnbK8R5X1rGjPl6bOVBAzNRV51ngAY3igy/J6nyX4omvVTfuRZVdcL23Isyr5ptuxSjrKb1hM1dhmFm76rcVkB0qdBo1UI0hwNWjI2/Y/yN1mFmv7AYfttOHzlQ6Kk1oGom4cqlqT6Tj2wf73mE/EqZ7Zd+FYIBJgjDqPkXzhHkqHQcHvJDg5IKGIgvHaxo0bgnggvMafBhiz6cwfY4HwFnjrrX3q/m4Pcqdz0j6Ts0HqgnxKLAXkIK+yQ4f2lh6q1MUSHuVsYlveSWRLUh+Dq7ypU9SSJUvZUxgpMEZ7yHXcsmWrBYqwD8y7mGHFTJpe8EwjR2RbwATHevbsofr0fdTSQRVgfOzYMfphCoArp1wO8WBFwkot94BBJcL75AOG/ePGP8XanU7kWwjHxcBSJ6UCIM3MzFRjckYpvz8wsy3tlxGZ03PkgQZRlwx+cezudhnkVR8ewnAo5zktVywvYC1gAXE7d21X113XUr1b9K7q0qUrf3zBAm0vTsBYgLYe4ozzYGN49+Fp0gvud9LECRYg0o+5rYv0DH4k/vV+UVCe9eHDX6g7bqewOSpOoeaSo+zGSq17pNF2enq6dRuYpZ1FTOcvrw9IMiEiAKH9UhAyjh+l1wnoHdGkmOApfmLI4xExb0tb9mU0fW/b1u0c7uz2voqXbqgm1yQTT25SO7pEk1N4rf1+7dtOwBh1QJrVngAc7IV3Zit5IDEphIk1fCMQLYLQaSmoM3ToH0K0j+W4HtbuFH4m9ZyWTu9uvL8Ntfld0tNGnBjAnWxg3wdPFt4nmaRDn7vrrl+ph7r/Xt15Z0AXWc7x6ltOwBjnxvNbFk0/wbWnTZuu5s2drwZQuP0YCruPplS+85r6YfcaVX3gfQ4NxrlgN0ZILzylIYU8yuXzRqqqj4us+gCJfvIsw8tc/fl/VBAwXjSeiarcwotD2td2hCXfIg93yq3tuTY8qmXTB3CId8OJqxV0fiFFJQXEVamZWSrppjtkFy9Lh2eyJ9mNlfpM5Q+qYvE41nOWE+VZK/ftUpVv7wr2GHs865mTFRSC3Y6bajRji0IYuxR4ok+sm0Ph628GAeKkH19POeDDVT0b+zOIt75fOlmd+vqwNMH54Mj59WflkC0aWPvtK2CYRoH3OFwBCPbd14frhQPE0saM/IAsnv03RY6b5YVnAUwMX3N1C36w3a/tUC1aBNbtT4qx8xxSAIEj5AMaJ6IAEN+dkcHSlxKBp58XbvxpgLFuKbNuLBAnCyA37DCF+TZt1ixE29bpEqj/BQEWH810QZZHzzd2qu+1D4D76NEjxFB9uRXO6nYOQrcRYtys2WUR3atbO7HuB8MrQAXIoSTUJVxb+Fh++cWXyt/AT6HgwTlQbuchvLGivEJd2vRST61WtzYARE6SXVEQpp6ogusg5xZL2MQrBzpR91GTdvH/xEwuwnvd/qfyjE3pfwLPcbxKtH0vXtfVWZ/XrlsdMhEVr+s4tYP+fuTIV+xtBzALV3SvISb5vOqHayuRx2rjuySDbUSgwLtbk4JUgq+PHlVXXHlFXN9n+z3F41uGNmu1n7AET4mq1/gyCs312R8pdBv1vz5EhFR+CultQm7Ks/nGoZXPwR4C8KeIWbtu0+YMGGt0B/SsYOlWyT4OX070syKMW50sV3UaN/O89zOUa4x7AxAGc/i5LuhjSFcwxVjAzQIYy1ZWVgV5iN3qYr/T+NMA43AWM8eMBYwFjAWMBYwFPCyASYzx4yZyBISbNrJHE7VyGIRcXYjcDhEUj5NUGYinLtaiczwsX/Eie3kvVluY5zYWMBYwFjAWCFjAAGPzJhgLGAsYCxgLGAvEaAEwziO/SVICClYuDwmhjbHpuJ12qOSQyhk7Tu2j9AmEncFLDKKpSCMu4nYj50FD8JgjxUHCz6GB/sqG9TWO0jkPHs3cgrGAsYCxgLFADS1ggHENDWhONxYwFjAWMBa4eC0gmsLId88lhmhhnT+fLKJrk4Oka9asGaply7NEQefTvSb6XgpWrKRc2bF8GWiDT8+fFiRplejrm/aNBYwFjAWMBc5fC/wPAAD//3mhayEAAEAASURBVOxdB5gUxda9JElmJRjAHJ/vIcZnwJzFhP7mLOYECkZEMIMomFExZ1EUA5gwoD4D5izBAAaioKAiaf46td72Tm3PTM/s7Ozs7qnv2+2eynUqnrq3qhvMnjMrJTREgAgQASJABIhA3ghMnz5dmjdvLi1btsw7bKkCLFiwQGbOnClLLLGkNGvWtFTJlmU6c+f+JXPmzJall15aGjduXJZ5ZKaIABEgAkSgZhBoQGJcM8AzVSJABIgAESACRIAIEAEiQASIABEoDwRIjMujHpgLIkAEiAARIAJEgAgQASJABIgAEaghBEiMawh4JksEiAARIAJEgAgQASJABIgAESAC5YEAiXF51ANzQQSIABEgAkSACBABIkAEiAARIAI1hACJcQ0Bz2SJABEgAkSACBABIkAEiAARIAJEoDwQIDEuj3pgLogAESACRIAIEAEiQASIABEgAkSghhAgMa4h4JksESACRIAIEAEiQASIABEgAkSACJQHAiTG5VEPzAURIAJEgAgQASJABIgAESACRIAI1BACJMY1BDyTJQJEgAgQASJABIgAESACRIAIEIHyQIDEuDzqgbkgAkSACBABIkAEiAARIAJEgAgQgRpCgMS4hoBnskSACBABIkAEiAARIAJEgAgQASJQHgiQGJdHPTAXRIAIEAEiQASIABEgAkSACBABIlBDCJAY1xDwTJYIEAEiQASIABEgAkSACBABIkAEygMBEuPyqAfmgggQASJABIgAESACRIAIEAEiQARqCAES4xoCnskSASJABIgAESACRIAIEAEiQASIQHkgQGJcHvXAXBABIkAEiAARIAJEgAgQASJABIhADSFAYlxDwDNZIkAEiAARIAJEgAgQASJABIgAESgPBEiMy6MemAsiQASIABEgAkSACBABIkAEiAARqCEESIxrCHgmSwSIABEgAkSACBABIkAEiAARIALlgQCJcXnUA3NBBIgAESACRIAIEAEiQASIABEgAjWEAIlxDQHPZIkAESACRIAIEAEiQASIABEgAkSgPBAgMS6PemAuiAARIAJEgAgQASJABIgAESACRKCGECAxriHgmSwRIAJEgAgQASJABIgAESACRIAIlAcCJMblUQ/MBREgAkSACBABIkAEiAARIAJEgAjUEAIkxjUEPJMlAkSACBABIkAEiAARIAJEgAgQgfJAgMS4POqBuSACRIAIEAEiQASIABEgAkSACBCBGkKAxLiGgGeyRIAIEAEiQASIABEgAkSACBABIlAeCJAYl0c9MBdljMDChQtl7tzfZd78+bJgwXxZuGihNCjj/DJrRIAIEAEiQASIABEgAkQgDoGUs2zUsJE0btxEFmvSRJo1aymNGjWK81pjdjW19iYxrrEqZ8K1AYE5c36TP/6cI0susYy0aLGENG3azA8mtSHvzCMRIAJEgAgQASJABIgAEQgRgJDnr7/myh9/zJbfZs+UFs0Xl8UXXzL0ViO/a3LtTWJcI1XORMsdgVRqkfz620xp0mQxWW7ZttK4UeNyzzLzRwSIABEgAkSACBABIkAE8kJgwcIFMuOXyTJ//jxZasllpEGDhnmFL5bnclh7kxgXqzYZT51CYNavM6S5Uy1Zbtk2dapcLAwRIAJEgAgQASJABIgAEQgRmPHLFPnTHR1ceqnlQqeS/C6HtTeJcUmqmonUJgSgwtGgYQNp02rl2pRt5pUIEAEiQASIABEgAkSACBSMwJRpP0hqUarkatXlsvYmMS646TBgXUQAh/2xY9a+3VpUn66LFcwyEQEiQASIABEgAkSACMQiALXqiZPGeY3JUl3IVU5rbxLj2GZBy/qKwO+//+Zu5msiyy/Xtr5CwHITASJABIgAESACRIAI1FMEps+YLAsXzpeWLUtzGVc5rb1JjOtpo2ex4xGYOWuG3yVr0bxlvAfaEgEiQASIABEgAkSACBCBOorAH3/+7rUnl1m6NGeNy2ntTWJcRxs1i1UYAtOmT3Zq1Gvyk0yFwcdQRIAIEAEiQASIABEgArUYAXzKaeKk8dJq+dJoT5bT2pvEuBY3XGa9+AhMnvqjrLna+sWPmDESASJABIgAESACRIAIEIFagMD4b7+Qtq1XKklOy2ntTWJckipnIrUFgSmOGK9BYlxbqov5JAJEgAgQASJABIgAESgyAhMcMW5TImJcTmtvEuMiNyRGV7sRKKfOWbuRZO6JABEgAkSACBABIkAEaiMCJMa1sdaYZyJQZARIjIsMKKMjAkSACBABIkAEiAARqFUIkBjXqupiZolA9SBAYlw9uDJWIkAEiAARIAJEgAgQgdqBAIlx7agn5pIIVCsCJMbVCi8jJwJEgAgQASJABIgAEShzBEiMy7yCmD0iUAoESIxLgTLTIAJEgAgQASJABIgAEShXBEiMy7VmmC8iUEIESIxLCDaTIgJEgAgQASJABIgAESg7BEiMy65KmCEiUHoESIxLjzlTJAJEgAgQASJABIgAESgfBEiMy6cumBMiUGMIkBjXGPRMmAgQASJABIgAESACRKAMECAxLoNKYBaIQE0jQGJc0zXA9IkAESACRIAIEAEiQARqEgES45pEn2kTgTJBgMS4TCqC2SACRIAIEAEiQASIABGoEQRIjGsEdiZKBMoLARLj8qoP5oYIEAEiQASIABEgAkSgtAiQGJcWb6ZGBMoSARLjsqwWZooIEAEiQASIABEgAkSgRAiQGJcIaCZDBMoZARLjcq4d5o0IEAEiQASIABEgAnUPgY8++qjKhdpwww2rHIdGQGKsSPBJBOoxAiTG9bjyWXQiQASIABEgAkSACJQQgbPOOkuKQYo1y0cddZTgr6qGxLiqCDI8EagDCJAY14FKZBGIABEgAkSACBCBeoMAiOXHH39cqbxJCCLCFlPSWikTWSzuuecewV+xzbXXXlvlMpEYF7tWGB8RqIUIkBjXwkpjlokAESACRIAIEIF6hQAI7b333ptT2grS26FDh1gpKuKAxPbll1+uEeyUGIPAI49VNYpHMaTGJMZVrQ2GJwJ1AIHaQownTZok33//vSy55JLyn//8pw4gzyLURgTGjh0rU6dOlVVWWUXatWtXrUX47bff5JNPPvFpbLnlltKwYcNqTY+RJ0Pgvffek7lz58oGG2wgSy+9dBTol19+kbfeeiv6rS+dOnXy45b+rm1PLe+///1vWWqppWpb9jPm94cffpDvvvtOllhiiYIX6IsWLZJ33nlHFi5cKB07dpSWLVtmTI8OxUVg4sSJgr9ll11W1l9//eJGXoaxFap+bAmjkmIUr6aIsZbD5qsqcBczPhLjqtQEwxKBOoJAbSHG119/vfTp00e23npreeqpp8oS/f79+wvITDaz//77+wVUNj9J3WbNmiVDhgyRDz74QMaNGyfLL7+8rLHGGnLwwQd7nDSezz//XB566CH9meiJOLDwz9dUJa3rrrtOpk2b5pNs0KCBJ56rr7666F9cXr755hu58847vdOpp54qK6ywQpo3xId4YY4//nhPaPGOMAhrDRbIq666qoAAZFpo7bvvvjJ69Gi5+OKL5cwzz7TBY98fffRRT26xeMMEnskMGDBAUJ/rrbeeHHbYYd7ba6+9Jvvtt59//+mnn6RZs2aZgleynzx5stx+++2C+pgwYYInZiDzINg77LCDx7RSIGfxxRdfyHPPPSdvv/22d95iiy1k9913l3XXXTfOe0F2SfoJIl588cXlvPPO82mAeFx66aWyYMEC2XPPPQX5ytegXG+88YYPts0228guu+ySbxTeP+oS5umnn5atttrKv+Pfu+++K7vttlv0W19eeOEF2WSTTfRn9KxK20AkwAJxoK7GjBkjK620kmy22WaCNrr22mtH6VTlBWm0bt3aRwH8EH8+BmVHf4kzF1xwgbRo0SLN6bLLLvObDtYS7R5jwL/+9a9YAov2/frrrwsI/Lfffis///yztGnTRtZcc0054IADZNttt7XRRe9XXnmlXH311bL55pvLyJEjI/t8XjDeY8yAQR6Qx9C88sorMmrUKFlsscWkd+/eobPP95NPPuntUf7QfP311zJ8+HDfvn788Uef3//+97/yf//3f9KoUaPQu/9d3W1j2LBhMn78eJ/WpptuKttvv31aPqZMmZKmLouxOdumwcyZM+Waa67xcSy33HLSvXv3tPjifvTt29eP7XvttVdaWup39uzZgrEmlUrJIYccEls3KMPdd9/tg6CNHXvssRq8Ss+vvvpK7r//fh8H+uXJJ59ccHy5pMQqHc6mnqzSWTsHkRhXrpK6TIwxJrz55psyYsQIv16EsAljO+b2BrPnzEpVhoM2RKB+IkBiXLx6b9++vcyZMydrhIMHD5YDDzwwq58kjp999pnsscceGdM77rjj/KIPcWFRdcwxxySJNvKDSRYLjnxNVdLaaKONvAQnLk2UFeSxbdu2ac7/+9//pHPnzt4OC/CQzOMMli7aLEHZcccd5cMPP0yLy/5A2ZFeq1atrLUnHfkQY5x70sUuFvDLLLNMWnz4MX369IjIYPPnjDPO8H4KJcaPP/643wSolNDfFiCckLSExqYXuoUkMHTP53eSfoL4bD7nzZsX1T3IDNp3vsbWOYgq2kMhJhMxnjFjRrQBhfxqvdt2Z9OrStv466+//GJbCZWNF7gNHTrUEyhrX8h7VYmxks+4tEFKFEt1D3+rvT6xmTFw4MC0DbBu3bp59VL1Ez732Wcfv4EYkkjNW3UTY4wjV1xxhc8WtApCgzkBmwQwobsd38JwIP033nijJ9zWrRRtAxun2n+wGYBNAWtuueUWufDCCyMrEEXdYIkszQvGPCWS2GjAZm8uk4sYYxMBm5wwULfVeULjxRi48847+81YjPMoDzYPi2GwiYd2qgbabth4zddYCa8Ni7EDJu6cMMJg3stGlBGWxBgopJu6TIyxoRyn0QQESIzT2wF/1XMESIyL1wCwGMAuNQwWNCopUakX7EHwQvIG+3wMdsA33njjiERiFxhSPUhAsfutg58uBiBNfuKJJ9KSgBqhLkQOP/xwWXnlldPcsZhcZ5110uyS/KhKWkqMsVDFggVqjpB4KoHFgh/EGyqLauzCsRBijDNOWGD+/vvv/twWpGJqdtppJ3n44YfTVJjzlRhbYg68Uf+hAenEjj6MlTpZoppUYgy8oLoLs+KKKwo0FCAhhsonpMF33HGHJ+IhMUbbUakmFrqQ2EBqD4kLJFYwqIdiLBxtP/ERm39QU1cNAEtYqkqMIUUMpXm5FusmW2mvSt6ybRbY/GYixlVpGyAdwBEGmwRY9IMIgIChrcAUWj4f+O9/VSXGUDNGO1aDDb1nnnnG/8xGjNH3IOnFWAfth+eff95rPiAgtIYwninRBTFGOhizICmHxBHSY6QDjGEuuuiiSlLIYhBj1DO0mdC/jj766FjyVygxRrlVcwV9GWXAxiA0pu666y5frtNPP11AEK0pRduwxBhpQ1sCEno1dhMKdtnaIrQ49t57bw3qJfBJiDHGSsx1a621VqRZE0XiXrIRY2CLsRhzDOYVkESbfxtPIe+QomMjVE2hG80Yu60BEVZSbO3j3pFmNnJcCmKs0m6bP9ipiSP26hY+M52Zpip1iFT8b6wLsD5Au8fYirkc46ZfB0JizD9iwDZQ0QbGf/O5W3uUv3HqsCknbUs5SV75Z9bl0E1ePr/Ic7GNIzhR3E7SkBa9IwCRm1P1TXOzP95///3In1PDtE5Ff0+aliO8Pk9hmdyiOOXO83o3N6in5c+pBkXl+PTTT9Pc8MNNwpG7LadbcHj7k046KS2M29hIuQVuFMapqaa5u8W3dxs0aFCafaYfTgU45RbrPsy5554b6+3ss8/27vDnFtiRn1dffTXKx59//hnZZ3sBdmhzjgSmnGp2Ja/z589POfJfyd6RBB8OODsVq8j9yy+/jPLgSHJkX10vqA/kH3+OkEfJOClYZO+OD0T2SV/uu+8+Hx5tDNgg/gceeCBp8DR/mj+3oE+ztz9sfm27s34KbRt//PFH1B+ciqqNMmXHhptvvjnNrZAfaC9aXreIKiSKtDCPPfZYFJ+TsKe54Yem5chmmhvwdFovkbtb1EfuwCPOIIz2Pad6XMmL20Tw8Tn190puxbRwGg5RvuPidRscse433HBDZG/7AuLQfoL+6s67R9GWqm0cdNBBUd5QZ5jv1DhCmOYGd6darc5pT4xrOu5jbIdf/C6GcZu/UT7cJlYUpdPQSblNQO8G/NxmTeRWjBe3ORylq/NF2E+TpOM2uVNO2yn6w+98TRiHjS/fuPL1ny1tm4983t2GbaVswA5xFIJPGBnWw6XiBqVee992220pt0EVFjmFPkiJcfxmAm3rKQKllhi7hZZX/wLcOPcDKRTOX+FSI1yqBUkhdrNCY88Y41wdds2x0wzJFyRB2K3HznE2g3RwFg+SM5znhMrWdttt588sNm3aNFvQvN2gRgV1KphQPS4uMpQDO3eQuGI3G1IP7Oi5AV9wHhLn09RAMgrJJQxUJrE7b43u1iNcnKol/GJHHlIZmEwSLe/49z9IDSGlgWQA5/dwxg31hx1pN9J6aQ3s40zStFRijPNYl19+eVpUbtKLzuhCVRi4wFRVYuwWeJHkTRN0ZDA6O4rdebQtNVZijDxAKgVMIHHHuVfE17hxY/Xun5C+Aie0tzhJCDQIIOWz6u8ImE1iDMmqI3Y+frR/PS+LPEFKhvPU/fr18+65/kEqiDhwHhsq93rWD+Gg7eAmVB8FpFaIWyV1OM+J9oVLwdxC3UvXIcXBuUtoNHTp0iVnn7R5QzuEJAoGUjBIw9RYCWwhqtSHHnqoPzuNtoW4IDnHzrlqTWg69ok2j/JhzICUGOeJkT89x15ViTHSKqRtoB+qKnlc3wXublPF3zeAvIcGZ8xQNqiZYvzDGWWcg4Vf3FOAc9I4296kSRN/jllVYKFNgXET4yj6CMJDohWOP2F69rdV888mMQ7rH3FAHdWRJh8dxock5zatSiv6jO2b2STGmJeAIQz6FvqHGow5kLSEBudT4y4nK1RirOMhxmnMedbY8+wYW/TYS75t46WXXhK3oegl7VC1zGZw5MNtMPn+j7kXYY888kivpgztItVUwp0OqD+0UfQzmEwS46uuusprpeAMMqTu0ILINE5inHKbBZWyaMc/6xgnMf7111/93KmaBCgDcA6NqkHjvgeMiziDjn6Cyz8heYOGT6bLEFEGSO2BCcZPjKmQSkMrx7a/ME37G3WKPzWFXFQFyaw9U6xx6bO6JcYq7dYz0JpuoU/FI8w3JcaFImrClWo3gOlQKl0b2kCpd62cymq0m+qIVfSukgI83aRUaVdLJcbY3T/iiCNiw2Xa+XUTW5oU0KaFd8RXbJOPxBiSmDBP9ncotYRUQN1DqRCkBypdzSbVTCrFBS4vvvhilJ6mi6cjX5F9NulZ0rRUchBKjJEHSHI1betebIkx0sKuqqYFaY81KgFwxCHyo37xdBfipBwxtEFSzz77bOTXSmPhyS2WIrdQkusW5pGblRg7Eh1JPCD5wG81Kgl36qZqlfPpCEeUjlNVj/w7ddTIXsvoFpuRO6R2au8WkNG72uGJMiQxbsEaSfdQBkgqrbES2HwlxrbtoC07YhjlNZO0EVoKthz6bseebG3e5tcRTluUtPdC2oY7hx7lLcQJkUPaqvl1dx6kpYcfKm0855xzUjYuDYOnIzk+nJUYZxqvIXm1mg6VEjQWhUqMEYXb0IjKZccAE32lV9XGcBuuldwySYxRr4qFI35pEllE4jacInf1h2em+acQiTG0PTTucIxHHmz7cuQfVt7Y+kzSNtwFfT6dJOOF24z2fjG/qMQYaWvfh3YJDKTzyLsdv+Ikxk6t0/uDVB/9X7VdMkmMMbcpJvaJOoozocQYfQHrBw2LuSOTUT+Z6vqUU07JFDRKw20OpLD20LiypRdGFkpbQ/dcv93GTiRpdpulse+54qiKu00f71U12eKjxLiq6DrJRm0gK8wjSXWp2kBNEmNMGFiwYBGKSdQuvEK1PSXGOsmAeCIcVJTUDkQtzrhzlpEfqLO6XeIUFqtOWuQncUzyxTZJiTHUKZXMOOmNV++E+q+TCqdQZiwa4iZUJaUgRvAP4272TDnpRFRWqHRlMknJKuJUfLFgAXFyEpOUO9cX2cM9G0lImlY2YoxyAB+khXaipjqIMVSGtcxOwqVJ+acSY7hjgejOIKewceEkWFEYu1BFICz6ND74twZtUN1CEmMXlkqMQWIVJyxmnRTMRpdWL1iQx6lTpwVwP5wUO8qDqqODhCB+5M3WtZO0RMEtMYY/9EUnMU5BbdGqKoKY5jI9evSI8hCqjSKsJQL5EmNLPrExZ0kHxpDQOA2PKC8oh9MK8OVSQqn1la3N2/xmI8aFtA0sypEH5C3OuBuDo/y7M5SVvGg5dAMN/Qpqu2jrIAKwjyPGSBN+sYGDtmk3CdAWkpiqEGMQT8UeY2MmgzEV7dT2Y6gRhiaOGNs2DZziyCXGVWyw4A+YaZ6KSYytOjIIaZzRccBpVkTO+bYNe9QkVz9V0g0iaomxYoC2o5uK2CBU4gt8QmLspL9+7oebk4b7/OcixqhXxR1PzUMSYow07GZmrvaqdYonyDTGACf9jsY12MeppWI81rCYw2F0fndfMvC/k/yzZDZfFWFLIm084XuSfBTqx+aBxDiez5R67Z2pLrGpSWLMM9YlO0NQKnJblXRK3TmtxBikz07GWIwr+cEutDWWGIdnA5WEYkEXGisdcp8sCp29NABEr9hG84RJMpuxC5O4hTYWZkqKbDxY3Ds1rWgS1rN0SA8LZixcs5mkZNWp1UZpWMkk4saCRBcBcXnX9JOmpQu9TNIgXQjZ84LFJMaQ9IIoKZZ4hmTVEuOQ8OjCEZiEhFQXZVhsW+PUDT2GWEiGJiTGTvU0yhsWWyBwoYEfrRN9Is/YMIlbyCE8yqx+Qbxh3G233g75tnFiU0mNJRHor1ZqaM+64wxlNmPrMDxbquEs0cyXGIM4oHwoixo9zwjSHxrb5u2CHgtzbYOIL1ubt/kN20mYXr5tQzf64qSgiBukQesTfS80SozhBxtsyKs1IOva7q3EGOMr3NTADXlAPOHZf/UTPgslxpC8WWlfuHGKdLAp49RqI40ZxcCpWlaS+sJ/SIydumyEG9oFyFsuYzc2ikmMrRZRprFcCRfapJp824at31zzoPYZ9GftB9gExLgJrDF+q4QVc202YgySiTCoUx03chFjLaM+dbxNQoy1LeCJNQb6cjaj/lEme4Yb6xXdUIobhx555JGoDWk4xQRxJTGWVILM5mPCsCEZtr/ziTdfvzYfJMblTYzdJa0kxlUhUQwb38BrMy41SYwhZQsNdkd1UrILE0uMw4WcXUTogk7jVckqJkOdgNWtOp9JiTHIppYXi8akBgsaqNhpWPuEClcmFVGNPylZ1cVonOqYJW7ZSELStHIRY6sdoOWwpEqlneqGp914sARFF5UWN/uOBX+cxF2JMdpTaKxadLiYvfXWW31dgWxrO0T7zrbIsvhicaGEHXViCUqYD6hAqzqjLRPeETaUImKjSf2BbMNdf0NyZaUgWPipscQ4TgKTjfRrHGinWu+oE7TrOGOJZtyCNC4M7BCfYmxVUnHMAGWEmx1nEEYJQFybt5sI2dq8za9td4g/NPm2DZXkx22mIG7kS+sPJDk0lhhjAyObscTp4hiJFwiQppVrzEE6SYkx2i8uD8SmBsqpdYi0IKnWPmTzjk0bzYs+sUkY148RzhJjd5Y8CguCFhe/TUvfq4sYW5Keqf3gIkqU026Q5NM2tM8qmcZmmBqMb8BcNSqsGjvGF0uMEcbdwxDhhzxB0ygTMcZxDK0fu5lQKmKMtEHMsxnNHzQpQqN4hZpB8KebxVarya5PVN08jNP+rooaNcIm/bNpFvudxDg3Vyj12juujlUzhRJjSowpMTZtoNSd00qM41TEsAjQScldQhX1ZSXGVlqojlaiFUo1daFwySWXqPeSPJMSY2RGJUYoNxYYmLQxsWTa1caiTc91IYy7wCSFhRTUxZTwgUTFSYu08EnJqpKxOKmflQpmIwlJ01KClElirIsvSIXUVBcxzoSdEmNIoeKMtt1QqwGLc3XDzcEwUPdUO0xQobHEWP3hqQva0L/9jTaCBRlum1aip3FgwQsJnBpLCtB/QETgVxeFdiFr+6wlxlayqvFqn82k8gt/KvVBenEq1BqXJZr5EGOouWu57SIc/UvtQ+KRrc3bjaxsbd7mN4xfy6TPfNuGblZluqHfXdoWlS3coEGaSowRTy5jiXF4rABhc7XhMP6kxFjrJnyCnGfaFMKmqLvEMYUNMqjPK3lDHO4TYGFWImIcphF3W3alwH9bVBcxtn0fY1yciWsHcXY2rG0b2n71+A3GVxi7wYcz2jC2niEJVWyVHOr5Y2CppDATMda5Kxznq5sYYxNHNxOQz7gx1xfW/dM2gXYUGu0/io26Y2NIw9kxCpsKurGTSSNG48DTEmOcn62NhsS4/IkxxjnMzWizJMaGFNVmSSfznrvjJcGoJomxTsx24NcdLHRWPTsLd11kxy0GbRh7ORDC6UQVtzCCe3WZfIgxyqkqiZpfPEHqoQoeSi+s1Cq8sMmeDQVJzmSSkFW7KNZzYDY+exlKXF2q3yRpwW8uYhy36LO78YVIjLEYhEQUF7Vg0a4bC8A/buGkxBiEM84oqQov7bLlw4U3MCrxz0Qc7eLYtgtsDEAik4/BJAhSofGAkKqBCqraYwMJ75AYof5hIOVQdz17CntLjNUv7NXY89NqZ5+WnCoJt+723RJNu+i0fuLeoT2heQeeIAb4s9hCcqjGtvlwcwN+krZ5m99cxBjxattP0jZ0gwjjQ5zBeUgtM86Ph0YX9njmMhYPYBYaq12QicDZMEmJMciTSr5AyNHP8yGsmiY2sBSLcPNGJcbqrs9MEmmN0z6TEGNcJqlx27D6jk3H0B2bOGqHTc84o1oh0MxQk0/b0KMVOAuLtDB2wbjbf6O01Q7qlvCj829IjO2Gt84VccRYJeEgiuEYVp3EWD81Z9cKmE9CbRHFUbGPm9dUcyncHLVHGLC5rWMNnkpArHRf0wqfJMYhIikvKFA1cMwb1vDyLYtGsndsIupaB32cxJjEmBJj0wZqkhjb84rane2CwEqQCiXGSlQQvpQmH2Ks+cIECvVynUR1cg4lhEpwdNGi4fWJiVXDhjckq5+kZFV3uuM2FrBQ1XTiFhD5pqXkIJQkaDwghEgPCxM1VsMAUo3Q2Iul7EaLTgohOUCZtM2o5MPGqcS4V69e1jp617Bxl/24T3j4/GPRD6OSWUtSo4jciyVvUCnVi22AAb7pmq/BBotirAtcxGHj1fq0WKFu1d6qpVpibO8K0HyBwCIc2lBoQBxVmwN1EUesbRhLNPMhxlpezX/cM9yYUD8gA6Gxl9Fla/M2v0mIcT5tA7dJI4+Z+r/dkIjb3FFijHhyGUuM4wialXbH9b8wfnsGMyRG8KvYJ5GshXHH/bZESNWC1Z8lxsDMkvZcqrYaRxJibG8J13D2qRtkKLsaaEspFnF3Y8CfjjV2vMynbajWCPqupoUNQr1UDWMc7DEP6zl9aCfBhMQYdsAa2jB6tjaOGNvz+xgX7J/mAU+1j7tfA2nBqLZJkjPG9jvGN910U1Ree7yiItaK/5qXuD6eiRjbCwQ1fNzTasLZNPWdxFiR+OeZTQJNYvwPTkne0D9VSxH9DP2UxNiQoiQSRfopjmS2XHGsSWKMxUhoMi22CyXGOgCcdtppYVLV+rsQYmwzBOKKQQsTqyWC8KPnpuPUyuFuVWMtkYGbmqTEGJJD5KF3794aNHpa9bq4BYR6TJqWkhi70NM4IKnURYZdzNiNlDgCYlVp7UZLJmKM9Ny3OqO0IKmyRolxHDG1ZAhSu9BYoqsX1qBMkNjGGetfz29a0hNH3OLisXZxUhlL9pCfkKjbxawlwLavxrUzqFkiPmAdGhsn1F9zGYttUmKMeLXNQFKDjQj7p20AfiyBVMKOS3NCYzcRsrV5SyjDja0wTvy2dZ2rbViiFWrIIC6czUWZMH7EbTgUSozjNseAgWKsRAt5yGQsCYw7KqJxFYsYW4IZzjdKjCE5VKPYIB9W9V7dw2cSYqyfREKccUbnCtSXGnumN5RMwo/77n2Eux0PdZ5EWtnaBtyttFTHeb3RHJuCuumITT7drNW2HEeMNe/6zEWMkYdcf0qyNU77LJQYo0/Yvm/nBY1f8xXXx+OIMdqyblQAKzvO4F3PJSPeOE0UTRdPSwLzvXzLxlOT77YMoYS3kHxli4/EODmiaPu68YW2qGsmEmMSY0qMTRuoSWKMCSM0mXa8dcK3ki4Na6UC4WJAJ08MArkumtH4ivHUxQ7SLdTg01IID8JoDXbtYY+/8PZj+FNCkskdfpKSVVVFxKSPxZo1qnaLdOIWEOo3aVqZiDFIoS4ssHi0UnD7aR0s6kJjpUBYxKrRhVEoMYY7yqnSaWysWKPEGGWG+qA1qiYINz1HbN2tGq79lAxIX5yxZMlKTlRdEumEl7mACISq9zZuXdCG/QgLYcSHP0t+EZdihQnVGkuM41ShdTEdXmJlyWVcOJuGvhdCjK1kyJZJ47RtBxdgqdFLw+I2nqxabLY2j7h0oRxHsDUtfebTNux4F5I9tF1NVzUTNA19KvnLV2Ic9gXEp1JF9Ettd9iQyDTWKmm39wRovvDUNlgsYgy1Xo0T/cmaOGKMMUL7Ptpv2MdteLwnIcZ2XAjvwEAc+jk09DNrtJ6Qn3CDw6o728v07H0b2doGJMDWaD0qQYbUEmmiXtUOOOp8o+OInjG2cel7HDGGCidU2uP+FAe0X7jnUp3XuT1fiTHyZ/MG3EN8tc3E9fE4Ymw1k8J2pngojpn6pfqzJBDEuBjEEnGjTvWvWHFqnsOnLUMx0soWH4lxiH78b2zeaNtF+4aGohoSY0OKylWKyXyVTkpdk8QYnRPfxVVjz4tiAWpNocQY50cxuSMtSAZC4ozLNcJLNGy6+byDlGBBiD+dtJGu2uGpkj+NF1IJ+MWCxhpIXzTf4URqzzJBemzjtBhmO8+UlKxaqRvSAsHAAtiec0YZ4xYQWp6kaSkxBhlHvSEcVC/VHulY6YjGr+ezsaCykktIApQkWKkQwinZiyPGcIcqJdLDn5UaW2IM1TmVeiG/euYv26dr7G4t4gbJzWQyEWMQOi0X0rT1D80ISDyhOmilLcAF56K1TLiV2Rr4VzdcxqMkx0onw/PslhijrYLwqrHnJi1+kFLZ+oLky/aP8F0XrJYYI3+hP/tbNxFQ5ygT6iyTUT92o8Be6Gal01hMa59EvNnaPNLTukb7zbRYtvlS/1oP2doG8gt/yI9ujgArjGUaPlQd1rSUcOVLjBGvvYDL9mtL/u+66y6fL2g02A0Jq2GCsSTOaN6TEmOM52hPkMJZ1Wz0S1wIZetL24WmG0eM4aaSUuQFRD6bSUKMMTZoubC5YDGxl1apmrKmp2d/ERZ1pX3BtsO4zQq9bC9b24AmjTW2/yM9Jdv6XWTY2TPthRJjm2b4HqfNEvqxv3WOLYQYIx79jBLKho1sa2CHv7g+ruTCSvLtZnXYzjRe6yfXhouSPRBjvFfVWPXsUkihsxHZQsqSLT7FCmWsqsF6uFT8o9Rrb/t5T8xrds4kMSYxLlnDL1UHq0o6pe6c9pIOnXxAUnQyhx0W/XaRg8GuUGKMsPaTIogfCylM7Eou8F4MYxdhWrbwaT93gzQt+YGEAiRYSZuGjVO1tVJDpAvpexjOnhMNy2cXtapOE/rR31YCjTxpOXUHHHZxCwgNnzQtS4C17PYJUqyLQ40bT5TT+gOOYVyhWqRilYkYg2xqOSGtVmOJMdJEOnBXv7DLdgmRVYWG30znB5GebRvhYgt4a5lB0NWAGKs9nsBCJWBqDzIdftYMxNNKjdE3bDiQthB7S4w1buCjqsiwC/sWCLr6TfLUDSNLjHOFw4V1lozYz9AoTvq0mh1WQoX+pOmgPGG9wy1bm0f8WMxpHPYZEiDNSz5tAxIq2+ZQz/Z33Pl4TacqxBjlQL8Px+vp06dr9CkQY1te5E03jdQ+7I8aWN2TEmOcidUweAIDpGft8B53tCETMUZe9KZmhMXRlEwmCTFGWKgj2zyhTen8A3v0NbvBhTAg93psBn7CsuE32lhoMJ7bthC2DRA73fjSsFgka/7gX42qVsPNHnGpC8QYG4e2Xdo2qVjE9fE4YqzxhOOd4oinPdYTbjJaf3i3RBBEtqqkD3HoX1XjCvMa99vmP66NxoXJZmfjQ/7xW/+KWa66TIy1Tcc9SYxJjEmMTRuoSWKMBUe4iAFpxSQdGj2bZiU76uf777+PJvXw5lH1A/JkiZwODliQhGRVw+T7tIsRjT98WokL4odENm7RjXBYPOmZrjAvWETZc5o2HWCUjRQjrqRkVdOF9EfxQzlBzO2NtIgvk0maVkhm8RsLfEgG7BnQuHSw6ND8WSxgF0f8cxFjpKHfukV8erGQ1hWkDapyq+lhoZuNFCNOSLjUP57ZLmLJRowRFy5q07j0IjtImeymibrrEyqTmc6Cgnzqok/94wmpWahGj/QtMcZ72P6hrmml1giTLzH+9ttvEcynb/OU7R2SUrugj7ut3Efq/mFxpXFZ7RXkO8QC5bNSvLhFs8arT7Q9tBmLDQhZnMmnbSA8FvK6INcy4AnSirrMZJQYW6KTyS82QzRuYGo3PWCPfhRq4WBMC7HTODDeZhrTkAf1l5QYg5ieeOKJafhqHHhCI8BqLNhyqgQv1CaBH5RbyT/qLtO8kpQYg+RiE8ySYc0nxhEQ/DgDDQtVc1b/eKIeVFMgLlxc20A5cPxFtVzCcDr+4iZ3NfaCRbtBoJtoSVWp7caJxh0+VQKMNp3EqP9MEmP7abVMRNTOTZgr1CjWcX1cLyLDUScYm47eKq/x2CfGUB0HkmhrqCRUiR/GqkIMiKTGgWeh8eSTNtLQNIuRno1P4w2fxSD89ZUYN4B0TWiIABHwCEyZ+qOssdr6JUPDETpZeeWVfXqjRo0SNxmLWxSIWwDLuuuuK61atarWvDiJtbjFubhzqj4fq6yyijRq1Kha00wSuZMIiiP44iRd0qxZM1lppZVkhRVWkIYNG2YN7iZbj9+kSZNkySWXFJRn2WWXzRqmKo5uwejxQr6QZocOHXx0Tm252usuV77dxO3xc4Tde11ttdWkdevWuYJVyd0tjMURL1lxxRUF6TVo0KBK8RUrsCNG4giLxwN1hvaEv6ZNm+ZMAm3KqWt6fxtssIE0adIkNswrr7wiTlru3Zx6t7gFt6AdOGm0OAIkLVu2jA1XmywxXjiS4fvWOuusk7M/1kTZ3LlPn0dHJsVtkPgsuEWi7L333tWSHUcExG1U5Ryv0QYxtruNTt+GMDahP+Ya0wrJtJOA+vbuCJgAj+WWW07at28vSy+9dCHRJQ7j7hIQR1K9f7cJImussUbWsI7o+nxirF9qqaX8mIFxO5dB33LaE+KIqu9bCJvEAAv0ZcyryFs5zHVJ8p3Ej7sAUdxmljgprbijG0mC1Co/bnNbnLp2Wp6POuoowV9S486iC/7U5Btew+X7tHl3Wjmy4YYb5htFmn8bX5rD3z+KVa4J334hbVqvFJdE0e1KvfbOVgAS42zo0K3eIVDqzhlHjMsFdJBSLCTyNU4KkG+QOuHfqQeKO7ciiy++uCf15UIK6wS4taAQITGuBVmu01nE5pqT5ImTavtyDh06VHbcccc6XeaaLhw2IJS8YMMAm5o01Y8ANkGx0YJNOCe59X/Vn2rpUwiJLXKQhASCSDotL8FTTZJw6reqT0tki02MUQ7dkEc+q0q6bVlJjC0afCcC9RQBEuN/Kt5dXCPufNw/FgnfQKgbN26c0Hft8wZc3JlvcecuvZQIJXA3GkYLQqcaKk49s/YVjDmuEgIkxlWCr1oCQ8Lt7imQrbbaSpwKvCy22GLVkk59jRTaKNBugnHHJgSbgyBnTqVc3A349RWWai83NALcXRuCJzavgbtTkffpOjVp2Wyzzao9DzWVQBw5Rl5ACJUg6hNkGMYSYvyGXxDUUpnqJMbFINqZcCAxzoQM7YlAPUKAxPifynZnq8TdRvyPRcK3b775pk4T45NPPlncOexYNNx5Zr9ISaKiGxsBLWstAiTGtbbqmPECEbjwwgsrqe1CY8Z9ksmrOBcYLYPlQAAq8nGaWVCndndt5Ahd+50zkeMkJSs1KUaeSIxz10yp197ZckRV6mzo0K3eIVDqzolzZ5BAwrhLRaRt27b1DvPaVmCco8PZRUx27hIaf051vfXWk06dOom7uKa2FYf5LRICOLuIs304S+wuIytSrIyGCJQvAu67yJGqOjYDce7cXa4mbdq0Kd9M14GcuU9cyfnnnx+VBHhvscUWstNOO0V29eElH4IMQuwuJiuqqnFSjEmMcyNV6rV3thyRGGdDh271DoFy6pz1DnwWmAgQASJABIgAESACeSAAggzjvpYQqU2DCMOADMPob/+jBv7heIGaYuQFZBvG3Wqv0Rb9SVXqokPKCIlA7UOAxLj21RlzTASIABEgAkSACBCBckUgH+l20jJU9wViJMZJa4L+iEAdRoDEuA5XLotGBIgAESACRIAIEIEaQEAl28VIGheMFUPynC0vJMbZ0KEbEagnCJAY15OKZjGJABEgAkSACBABIkAEYhEgMY6FhZZEoH4hQGJcv+qbpSUCRIAIEAEiQASIABFIR4DEOB0P/iIC9RIBEuN6We0sNBEgAkSACBABIkAEiMDfCJAYsykQASIgJMZsBESACBABIkAEiAARIAL1GQES4/pc+yw7EfgbARJjNgUiQASIABEgAkSACBCB+owAiXF9rn2WnQj8jQCJMZsCESACRIAIEAEiQASIQH1GgMS4Ptc+y04E/kaAxJhNgQgQASJABIgAESACRKA+I0BiXJ9rn2UnAn8jQGLMpkAEiAARIAJEgAgQASJQnxEgMa7Ptc+yE4G/ESAxZlMgAkSACBABIkAEiAARqM8IkBjX59pn2YnA3wiQGLMpEAEiQASIABEgAkSACNRnBEiM63Pts+xE4G8ESIzZFIgAESACRIAIEAEiQATqMwIkxvW59ll2IvA3AiTGbApEgAgQASJABIgAESAC9RkBEuP6XPssOxH4G4HJU3+UNVdbn3gQASJABIgAESACRIAIEIF6icD4b7+Qtq1XKknZy2nt3WD2nFmpkpSaiRCBWoDAtOmTpX27NaVRw0a1ILfMIhEgAkSACBABIkAEiAARKB4CCxctlImTxkur5dsWL9IsMZXT2pvEOEtF0an+ITBz1gxZbtk20qJ5y/pXeJaYCBABIkAEiAARIAJEoF4j8Mefv8uMX6bIMksvVxIcymntTWJckipnIrUFgd9//00aNWoiyy9Xml2y2oIL80kEiAARIAJEgAgQASJQ9xGYPmOyLFw4X1q2XLIkhS2ntTeJcUmqnInUFgQWLlzod8nat1tLGjdqXFuyzXwSASJABIgAESACRIAIEIEqIbBg4QKnRj3Oa082alSaY4XltPYmMa5S82HguojAnDm/SYOGDaRNq5XrYvFYJiJABIgAESACRIAIEAEiUAmBKdN+kNSilCy+eGmkxZqBcll7kxhrjfBJBAwCs36dIc2btfQ7Zsaar0SACBABIkAEiAARIAJEoM4hgHPFf879XZZeqjRni0MAy2HtTWIc1gp/EwGHQCq1SH79baY0abKYI8dtqVbNVkEEiAARIAJEgAgQASJQ5xCA+vSMXybL/PnzZKkll5EGDRrWSBnLYe1NYlwjVc9EawsCUO344885suQSy0iLFktI06bN+Cmn2lJ5zCcRIAJEgAgQASJABIhAJQTwSaa//porf/wxW36bPdN9jWXxkqtPV8rU3xY1ufYmMc5UK7QnAn8jgEsB5jrVknnz58uCBfMFg0kDokMEiAARIAJEgAgQASJABGoZAimX30YNG0njxk1ksSZNpJk7Oliqi7aSQlVTa28S46Q1RH9EgAgQASJABIgAESACRIAIEAEiUCcRIDGuk9XKQhEBIkAEiAARIAJEgAgQASJABIhAUgRIjJMiRX9EgAgQASJABIgAESACRIAIEAEiUCcRIDGuk9XKQhEBIkAEiAARIAJEgAgQASJABIhAUgRIjJMiRX9EgAgQASJABIgAESACRIAIEAEiUCcRIDGuk9XKQhEBIkAEiAARIAJEgAgQASJABIhAUgRIjJMiRX9EgAgQASJABIgAESACRIAIEAEiUCcRIDGuk9XKQhEBIkAEiAARIAJEgAgQASJABIhAUgRIjJMiRX9EgAgQASJABIgAESACRIAIEAEiUCcRIDGuk9XKQlUFgQULFsiCBQulYcMGsthii8VG9ddff0kqJdK4cSP31zjWz9y5f3n7Jk0aS6NGjWL9WMvzzr1A3njjTel/9VWy5ZZbWKc6/X7C8SfJvPnzpF+/q6RNm9Z1uqzlWriPPvxIzjzzLOnQ4T9y3fUDpUGDBuWa1VqbL7bzWlt1zHgdQGDevHmyaFEq65xd24u5cOFCmT9/Qda1S20vY5j/C87vJT/9/JNccMF5svbaa4fO/E0E8kaAxDhvyBigriMw8NpBMnDgddKxY0cZ/tSwSsVdtGiR/Gv9/8jvv/8uRx99lFxyaZ9Kfn7+ebJsvlkFuX3qqSdkw44bVvJjLaZNmyYbb7SZt+qy/34yaNC1kfPMmTMFE94SSywhTZs2jezrykv7dqv5orw2+mVZbbWK97pSttpSjot795G77rqnUj1gA2j27Nl+Y2eZZZapLcUpy3yynadXC8Y0jG0waFtJNg/TY+Cv2oZATc5l226zg3z77bcy+NabZY89do+gmzNnjsydO1eaNWsmiy++eGRfG1907bLbbrvKbbcPTitCTWKflpEi/9io4yYyffoMGTZsqGyy6SZFjr08o6tLbbYcESYxLsdaYZ5qFAFIbQ895HCfhy+/+kxatmyZlp/PPvtc9ti9s7dru0Jbeffdt9Lc8ePZZ0fIySed6sN++tlHGaXKNmDvi/rIa6+N9hLjzTevIMlw1wn9lsE3yZ577mGD1Il3Eoaar8aPP/5Ezup+tnTYsINcc83VkcRY2zE2LLBxQVM4Amzn6dhNmTJVNt1kc2855r13qC2SDk+d/FWTc9nWW20rEydOrESMMe/effc9GTe5a1NFXDfoejd+D5QuXfaVQdcNTMt6TWKflpEi/6iPxLgutdkiN4eiREdiXBQYGUldQuDPP+fKOmuv54v04EP3y9Zbb5VWvNtuGyKXXXp5ZBcn6dSBC0QWhLYqpq5OaIoJCYMiUX5PEuPi1QnbeTqWJMbpeNSHXzU5l9UHYqxrk0MOOVj69b8yrUnVJPZpGSnyDxLjPkVGlNGRGLMNEIEYBA4//CgZ7aS33bufKd3P6pbm45CDD5M33/xfZHfllZfLYYcfGv3Gi05C/ftfJQcfcpB3A+GGad68mX9Onz5dJk2cJGuutaZXk8YZqIULFwnOJOPcMtRYcSZq55129Tvdg667VnbfvUIFTOPwEZl/3333nTRq2EjatW9nbKv+CvXx8ePHO1WzJWTFFVfIGGFYxj//+FPGjhvnpEFtvEQo7uxqSBi03IpDmBjy8tdf87x1Jhw0TBgX8jfO5QdlWH755dWbf6I+fvzxJ1lllfay9NJLp7nF/YD/adOmu3NNayVSA/3111/lu+++91i0bdsmLsqozrXsOO8+btx4p+bXVNq1a5dV8wC4oD3NdqqBa6yxRtTOYhMKLFPuwLyeiQemivHIkSOlmzt73L59e3nxped9KM1bEEXGn4gLZWjuVBXRLuPagA1c3TjZtOLe0Qb++ON3j2HDhg3jvBRUT2E7R93qecBMRyS0Py22WJNEbUwzCwy//36irLnmGtKiRQu1jp5a36gLtC0YjB2/zvpVNvj3BpXSQj7Q/9daa63IfxRZzEuuOkR8U6ZMlm06be9Dj379Fdcv2vqzkXFYAKuxY8fJCk5DJ1+V/riyFruvaz2F45GmjUKGbtrH4tw8KFn+ZRvnq9qukmCtaTRq1DC6hwN5Ag6rrrpqpbLqOJxkLqvKOJYFMgmJ8fz58/1dIn37XCIPPviQHHroIXJxn94+iqZNF3NtMb7vx6WB8n399djYeSXO/+TJU1z7n+KwWkWWWmqpOC8FjTH33nOf9OrVW7p2PVZ6X3yRjzcf7MOMhPWsbQNzAMaC0GRrl6Ff/E6Cgw2H42vjx09wc+HKsuyyy3qnqhDjXHO49muMkXHzlrYhO47a/OaKH341DR0fsq2ZNL2kbVbxatWqlR8748pg88v3CgRIjNkSiEAMAkOG3CmX9L1UNttsU3ns8UcjH3/88Yesu86//O+TTzlJbrl5sOyyy84y5I7bIj8YDDfquKn/jQUfFgrW7oUXn5Mzz+gmX375lfdz5523y0477ySdO+8jnziV1ttuGyy77b6rHHtsV3npxVFRvPoC1W6oeKvBIvRapz418rnnZbI72wwDIrPLLjtJz549pHmL5uo17+cXX3wpN95wk7zyyqv+TLXGvd1220rPc85Om9RtGd/83+tyTs9z0zYQkKdrBw7wmNqMhIRBNyXs5G79Dxv2hCdryy+/nEAFM9vZRN2guOvuO+Tpp5+RYY8/EUW10847erXhObPnyPkX9PIbIeq43nrrypAht1XaYMCibfDg2+SZZ56Vzz6tqAPUx86u/rp1P0NWX311jSJ6vvTiS3LBhRdFdQMHhDnhhK4uzJlpE67m955775JRL70s9957XxQPXq666go59LBD0uywoXL11dfI/fc9ENURPGyyycYy4Jr+sXlKi8D9GD36dTn8sCPdYmdNGfXyi/LJJ59K5z33Dr3535dffqkccWTFUYNYD39bon2jf7zoyo8JGgbl7rzXnq5v9anULqsbp7+zFftAH+rfb4A/ygB1Sxjkdfvtt5PTzzhN0B6sKaSewnZ+yy23ypVXXBVhbuPHOzY5ttpqG2896uUXYheiNgxIGOIcMWKkH0fUDXWKBf8223RSKxk54jk58cST5T/usjVs/vXscY4/pwcPn3z6YbQx9NzI5+X+Bx5M6xvbOUyOOeYoj00U4d8vSetQsQjDhxo2cW0Ied53373d4v+4MHjsb1tWtN0zTu/mz5qq506dtnbStatk5ZVXUiv/TNrXsaG09loV7UPHe43o/ffel/32O8D/DNXFtc9lOo6jcegz6Tiv7QobHCNGPK3Bo+eECRNk++128r9tfvPBus/FfeXOO++W004/VVZx43q/fv2j9oOIMXb3PKdnRJCTzGXFGMeiQsa8hMR4yJA73Dh0WYxPEczR6667TqybtXz+uRfkvvsfSOsfqM/jjjvWj++WiIBUQqJ7w/U3RuMh4oL/Sy/pK7vutouNOtpcz2cueOSRob4vn3LqyXLeeef4+JJgn5aw+WHruam7iBRzH8ZyjIfPvzDS+0zaLjXafHFAOPQVYAdhhZoddtze47bPPvvldcY4ab/GhsJaa1b0a9QB5oLQYCx58snhcsD/7S/XXjvAOyeNH57zXTMlbbM4GoX1l64xkRbmM6w30DezrZngt74bEuP63gJY/lgEMKDsukuFdPbrsV9GEzwI4lFHHuMnBhDYTp228+HHT/g62jnHYvKEE07yE56eP7aXa+G8Ji4BwUDVunVrufSyvn7RGhLjQe4CMJx3fvfdMT4NhGvVanlp4cLd6wZqGCwmkB+VYMMPLrXRxT0u4YAqdyED4fdOurnbbntGkzgmw5mzZkUEb4st/iv33nd3dCGYLSP8AkMsynHpBy7HUPPumLfFSkx1kazEC7MCAABAAElEQVQq6Y8++pj0OLunk+jGE1+d6LExcf7552q0sU8lMDY/8AgJJgwm12+/+c7XB/LatFmziPBiwfL6669G5YN/bEAMcue4YJC/tiusEPkH8cdlbcstt5x3x79H3UKlhyMdMKjvf/1r/ag+YQeC0feSPnj1RvOrbQRpQEKm+YWnO+64XXbepWJhi99Huvp/1bVLGJD9hg0a+vagZPStt9+UlVZa0btn+qftWonxpEk/SPduZ8nESZOi+sYmEQwICTZushmE32fvfaN6B/5oH9oO8PvRoQ9HGyulwClTfkFsDj/siKheUO/LOI0BXVSgDoY/9aSXUmgchdRT2M4hXVGJ6auvjaq0gaGbc5kIjuZFn/36XS033Xiz/4m2toaTFmOjTc3VV/eTgw4+0P8cOdIR4xNO9m0YEgu0FZRziSWWdBtsz3gpsxI3DY/LCD/88EP9KcOHD5OOG3WMfudTh+jDP/7wY4QxyG6zpk39bfxnnd3dx/nTTz+7zZm9ojYDPxOctEjbde+LeyUix3FlRVwWG2D89NNPpo2T+fT1gw48RN566223EXW1HHhgBRFGIfQyJLxD46dLl/3w6s2AAdfK9dfdIEcccbhcfsWlah37zGect+3qjTdek/ZOA8YatBG0FXu5ZL5Y62V9GPMw18S1t67HHye9e/fySSeZy4oxjtlyhu8hMX7xhZfk1ltvk88//yJq/7qxiXsWVnHS3Gxm1KiX5Zij/9mcCdtUeIlmNzee6sYs+lq7du3T+lN4h0ghY8xTTz0tp516hpzt+tCZ3c7w2U+CfaZyaj3rfAR/qPNVV1tV7r//noLWH/nigM353Xb9524VO5fYfA0bluzyrXz69dluHTLUrUcOPOj/ZMCA/mkwYdyMO3KXT/z5rpmStNkxY8bI/l0qxnng03GjDeVLh6HOZ5kEDmmFq+8/Zs+ZleIfMWAbSG8Dv/72S2rllVdOOVKSemnUC1Ef6XlOD293ySV9vN1GG23kfzsp2z9+ep7t7bp37xbZffPtOG+H+BDvyOeeTc36dUbkDvy33W5b72fo0EfS7DWNhx95MM0eYZCGxvne++9G7qNHvxKl51S9I/uk9Tx9xpRUhw4dfBydtumUQv41rCOLUdwnnXxiZB+W0UlIvBvKifIqnn37XhyFQZzIP/6cpMrb//TzpMjulVdeSvP7w4/fR26OYKe5af7sU7FD/MiDujkJchQP3GwdP/3M8MjtjTdHR2GAv+bVnT1P/TZ7pndDuTWdzp33jPzPnDU9td766/kwZ555RgptCunP+GVqykmuorjwW/Ol8SCd+x+4N7IHlto+nHQ6sv/880+ieGxep079OeWIrHdz0sLIv6YTPp96+knvF2Gsm5YZ+bL22d7RdrQciG/c+K99WJQf9akYDhx0rbcvBU7Z8nvCicdHebIYTvhmbMp9Ns27oTxVqSekr+XWdg471CXsnSZAJXy1vm+86fpKbmF5nEQjiv+mm25IAVP4mfTDd6kTTzrBu6H/TZs+xdu7TYnIP8po84Rw7sLAyL2nG8+07KjbY445OooP8cN/IXU4fsLYKA282zIhPcV+hx12SKHfwx1tCOVTLG2/teHtuy0rMP3xp4k+LvQRG5cdH7TdI50kff3qAf19ntCWbNoYOzWvxx13TJqb1v3jjw9Ns7fh9T3fcV7jvnbgNZXi1nHh9ttv9W6FYH3WWd2iciFv2t5Qj5gTtMxTpv6Ulr6OC+Fc9nmRxjHFK+6p89kjjz6UlifFFs+4cHF2H338flTG40/ompo85UcfFv3j5ptvjNx0PLH96YEH74vSwVy3/wFdvP/9uuwX2SNNxQpYJpkLEOazzz5ODR58c+p/b72RFpeNL8Q+rnxqZ+sZ7Vf7obordhhbkqw/8sUBfVTnUIwHug7BOPDk8GERzsAoXCtoHu0z33793PMjfBooH+rWxoV+i3TdZnLU/vONv9A1k+Ie12Z1vHdHA6J8Id9333NnhJeO27Y8fP+HA7jzaP/84DuxYBv4pw1gwsPAd8UVl0UDok5WIJ7A6oILz/d+lCjDThd0dsFjB0A7yVm8dSGclBhjckD+8GcXdRqnkyx6N8SrdkmfThU6ivuLLz6tFB6TO9LFhIF8IF5bRizUw7QUq8MPPyzNTctgF+fHdT3Wx49FuY1HCQAwtvaZ3rW+wnjgHxMa0o5z08UjMNS4DzroQO+/T590Yg/3jz/5wLshPix2NAyww2JAF45qbwm+Lp7gpvm1Gw4aRhcCwDyye/LxKN1w4p46bbJPOyQdGtY+i0mMbduxdarpDXGYgjAcddSRUTmqGydNO3xi00bbX7hghl8sNNX9nXffivKbbz0hLo3HYqJ9NNyQ+OLLzyL/3343Pko3zL/+/r8DD/D+Tznl5Ep+sWjHhg0wdyqi3t2Sxa++/qJSmOtvGOTj23XXXSpt4KGdKclAu9E85FuH2Yix03Lw6aOtf/f9hCgNTUvHhwt7XVDJTf3o05Y1bixT8gqSrGHy7euaX4wpGgfqDXUOkopy4E/HARBGbQ9K1DVc+CxknNd2FY79dpxSkqN5zwdrJUwgLeEGrx3bws1L7TchOXuySONYiJ39rW027OfZSIYNb98HDrrG1x/6LcZZ64Z3bISiXenGxC8zp/mxGP069PvsiKejtmCxVKySzgVhvOFvjS/EPvRnf2s9Azud59W9kHaZLw6vvjoqwgZjsaatz2uuHRC5JyHG+fZr1IeuE+xYh/SxUYA+3OuiC6N85Rt/oWumbG1W159OeyXKl+I1dtxXvh2GawV157Ni/U9V6vquMsDyZ0TgiSeedGeBuzt16a3FEUH5wan+bbnF1l5tzJEdfxES1OegRgc1qmeeGe7Vhjv8ZyMfJ/zoxRpWZSY8a6YZ6BycMVZ7VakKVa2++eYb2W7bHb230e4sc9OmzTSIf8IdF4XBjBv/lVcJfm/Me/Ku+4szjRs3Fqj2NmnSRB5+6BE555zzKp2x1nC4IGKdddb3P5H2qu4ctS2jqkWrfzwf+fv8E86+DnviscgpVDGFg34yCypnwEtVwVWN+uI+F/lzXFEkGV4Uu/DblfDexZ39e8+dAQxVHOF2wvEnyXPuzDbU3B2Bg5Wst+4GXuXuhhuvc7hs5u3sP/1uNc6kuwWTdfLvOLM0e/ZswTcIZ7tzzXvusZe3dwsVr0KKH5pfJ4GSg5z6ljVQv4c7jNan/V42VCNPOLGrj8tN2DZozvdQlVoDFHIr9UMPPiznnnu+P+Ns61njzPWsDpwypWnPW7pFQ+zFUvvs3cWrPFo12XzrCenHtXOcz/v3BhXfOLfq1HqWLLy/IFM5tG3G3aIfF0bVi6EW+cabr1Xy0u1vtU9cSKQqmdbTqaec5vuO21TyZ7CtG96T1GG2W6lVLRtq7cOH/3MvgKbz8EMP+2/Nb7XVlvLQww+odexTy4qx5IMPK499WlZ70aLimbSv41yhftv+zTdH+7sJVK3VLZzlq6++kseGPi5OG0U6uLkCR18wNmOcsHdYxBWgkHH+t99+kw3+1cFHp/nBj5tvusXdU9Df3Wexp9x8y43evRCsVcU2VBf2Ebp/eiES6gZ1pEb7TTiXFWsc03TinqEqtfrRL0gcffRRcsmlfdQ661PPlto2kzVA4Ag1XNTR77/P8Squ+LQjjI7reFesks4FCJPNaHwh9tnCaD0feeQRctnll6R5LaRdpkXgfuTCAfdmXODu/8jUTya5IztbbVlxd0ISVep8+zXye82AgXLdddf7Yyg4jgJj1ahfGvW8u4BzbW+fb/yFrpmytdkLL7hI7rvvfp8ft0Eju++xm1urrR2tobwD/2VFgMQ4Kzx0rM8I2IUbJqzhw5/2Z1/tYsBe0PDhR+/JRx997M8dheTPDoBfff157E2x+RJjJS1J6ggXZeBsDs604WxbJuMkCv5M6wXn93JniB6QbIuFcKGRq4y6UAyxiSMMuKBjs03/688X6oRnScR777/jz2dnKofa62LASenTLh+CuxLjuIUCzl9iQa3E2LYFjTvTU8PAHe0DF1C94C6g0su6wnBxxDguv3bxaBdQDz7wkLto5YK0aFHX+x+wv7v4Zx93Lr1Vmlvcj2IS4/POvcDf8pqt7YR5KAVOYZr4rW0SZ7Eyfac5ri9ka1eZ6imunSMPusg+99yecuppp8Aquojv1ltv8Qsbb5nhH27R3uK/FZ+US9ovlCzqhl4Ytfbt0D78vfvuu8mtt93irfOtQ9unws3CXhf2rnTxXJi2/p446Vt9jX3mKqvWr5Icm6/YCI2l7et6HlE32vQ3xt7x7kbvU0853W029vAXVuHc57XXDpLz3B0Jp7i7ErKZQsZ5xKftCrcT41whDO7NwFlDp3kTXSZUCNZKmHD5FsoUGm0/SYkxwhdjHAvzYX9rnsJN0mwkw4a375tttoW/eyGMy/oJ39Gu8J3hl0aNiu5tCP3Ycb2QMSaMz/7W+OLmO+vPvmer50LbZT445JpLsCG16ipr+CzrOsHm374X2q9187Slu7fBqdB7AQPO+h533PH+Bn+94K6Q+AtdM2VrszNmzJBDDzk8OlMMDJD3XXfd2V0SdoDfqLKXwlmM+F6BAIkxWwIRyILAjjvs7C8+wkUzt99+h7+N2J35k733rpD2ISh2ezFJYML55JNPPRGyl1/AT64BEH7yJca6qEdYXA4RZ95+6x357xaby2luwQ2pLiTc77z9TpxXb3fiSSf6i8Z0sRS3U6yBdXGgi/dcZdT8JiHGSEMvE9LLIlSCjwuz7r77Ts1G1qcuBuKIZj7E2JIdXGi25FJLVkpXsQZZ2HHHHfznjw444MDokh9MTpCeLLPsMrLkkkvK7e6WTZiqEmPEgctzcDsmbgWGFFwN0nziycdz3rBaTGKskzakjVf1u0KzkvGJy69KhVOYCV3cZZKcwr8uzo499mjp0/diH0W2dmXbil3oZiLGr776mhx5xNHR7dQqBbELsTDf9vfUqVNlk40391Zvv/O/rJ9T03C5yKKSCPiPG1vGvPuel3zi0ircrl5IHdqFZEiMlaxmSn/q1Gkyx2lfrL7G6pUuxdEy6jNXWTUtJca2/pL2daSFW+9BfvEN2SuvutxLkPEJlvc/GOM1iTbssHGkRXHA/gf6y96cGq3822GYzei4CT9xdQF7HXt0nIedXp6mmx8q4UO7cur8XjMI/rT8eI+LPw7rbIQJ8Wj7yYcYI1xVxzHEkclonkIyq+NVPht52v/DtUCmtLExslfnfaOL47ARh4sY8VlAXE6JcQjGjheaRtzcZduoDZMpfdhrfMUixoW0y3xxUOlnpnVIPsTYYpZPvwZ2ujbDZaP4IodqmdgvNBQSf6FrplxtFoKF119/w49JuJhTL71EWdDO+/TtndfnyBCuPhkS4/pU2yxr3ghceWU/T3SxK36TU0PDjajYNdRv6CFCvUUZN77ihktIBp9wqsIbO5VhNbkGQPjTwVc/16RhM01outCBP3dRULTQ0XBVeT6SQe1Z4wQOUBuC0ZtPc5VRJ9KkxHjs2LGy0467RrdTQ4r7wgsv+g0IfNYliVHs4hYX+RBjpKVqUmHdZsqHqoPDHQtE3OKt38a0qpfFIMY2D/ik2PAnn3KfcBrgJ0QsAm67fbD1Uum9mMT4sccel7O694iOF1RKLLCoKZyQDauebm+ft1nUfunOFcr++3fxTtnalV0g2UVrJmJstSOgTo266Nvn0qzaGjZ/eFfVVSsJDP3Y37nIYrczu8uwYU/6T77g0y+5TCF1mI0YP/Lwo+5Tc+dGx1hypZ/NPVdZlRgqMUZc+fZ1hNFPr0D9+847h8geu3dOu3Faxxt3Vl1w7AIE9fMvPonGBMQRZwod5227gjr10+4Tc1e5+cxdziMXXnh+lFQhWFcXMY4y5V4KGcds+PC9mMRYtQHsZ5HC9OxvVcdF23hs6CNpN4Xj+8f4vjOMHS8KGWNsmuG7xlcsYlxIu8wXB9UiCNcMWjZ8OUO/DDJsWO5bqQvp10jrgfsfdF/AuNCrU1/iPq2lt1FDS9B+hSLf+AtdM+UixoqPPj/77HMZ7D7lhzUYjLtUTNZffz115jNAgMQ4AIQ/iYBFQHfdsYgBGYwboHWBp34QPiSquQZAhNEFeCZifNlll8iRRx0Br97gs0yrrbqmf8d3eiGltAbnYN555x1/FtpdyJBzAWbDYiDFwg7Gnn1UP7oZgDJ/8eWn/lu8ucqYLzFGWnu4c7jYaLjrriHu/HNXv5j8wJ0ThCQmidHFQDGIcdfjTvDEPNNnoiCNhzppx44b+rPlqrYOtWb95qPm+VNXpmxnjOPyG0e4sHkwa9avTq28ldcI0PjxvPvuewQTKBZj+tkw627fcxFj1HOSRTzihKqmfupsxMhnZIMNKr77renhTOPd99zrJ2Z8AqMUOGna4dNuUKgKrPUzbtw42XGHXbyV/bZptnYVV0+IIBMxhptuwEGd+gWnpofPIoWfQ4K/TEa1VrBhhLOjVlUOZ9qP73qi/OrONF7hvuO7oWufucjiHXfc6ck5zq0/9vgjlTbdUMdTpkxx48+q/rM2hdShjpsokx710PLZ/hFKk+EHGH/99df+2AfO7GYzucoaR4zz7euavo7h+AQTzvm5S7CiT6vp+V51s98+1fBxz6qM89qu8GkrfHYG9RYuigvBuqrEOJzLijWOxeGndrmIcfgNbQ0X97z3nvukV6/e/tNFI0Y+7TWArD9oXH3g+vChTnvg8CMO8/eQYH4INyUQRvsa3ktBjEPskW4mk62eC2mX+lmzpDh8+MGHss8+FZuRL7/yoqy5ZsV6R/Or4w5+D0tAjAvt15Dq4+4YzIMDrunvtQTjNpzzjb/QNZMS47DNYjMJazeYDTfsEH1CFL+xUYb7LLCOve76ge6Y1b6wpolDgLeQ/XMLMbEgFmEbwOcC9PZQPPv1v6rSTX8Iozebwg+uyQ/jsbcPhp+wUL+ZbqXWT2849e1Kn0s4/fTTfP5woyg+GaU3R7pzdync/oz84DZKtde0cj3xCQ/cuKnhcbMywuCWRtyADXv8OZXxqKy5yqg3WaM8Nn2Ny97Wq+72cyrwh/KqW5Inyo5wuPkz9K+4OoltJTfUIcLZT+Vo/mF/yy03RZ9vwE2b+CQW7PHnJI8+vmHDHovs9BZz5AE3w3b4+1NY8O9IQZR+tvziRklNQ2+V1M/EoP4Rr5YRbUw/AxJ3U7H602emW6n1cxVIFzfH6ieqNFzcEzfvan/ArbUffDjG5wttB7ciaxnwWROELwVOcflUO9wgq3lCXejNsGjzWh+46VNvFEY4tY9rV3H1hDCaRlw7x+296o4n2kcSrLUM+ukQhMWnwDBuwQ2f5dDPK+F2VW03elNzeGuxxmdvL8bnP/QGY7jr7ehIS/tOIXWIT0dpmS/q3Sv6JBTSQD51/AH29jZftCfFP+5zJVoGfeYqq46h9ssC+fZ1TevSS/tGZULZfp78Q9Qn9fZnLTPS0HC5nprHfMd5t6ng84O6R7rAMkyrEKz1tmLUWxgffuv4hvHDuuuYG85l+Y5juPEbbRftILz52qZn3zVP4a3UqHdgA2xtO7Nhw3fcbg7/CIebiPXmeLRpvbEabsAfYfUzj6iH7yd+E2HitI98HPCLP+2fCKNtPJ8xJsyn/Z0Je+snfM9Vz/m2y3xxwI3fWm/AQ9chmHPxGTXFDc9Xgk87hmXB70L7NcLqekr7Esa8MI184y90zZSpzQIvbZcYG+26z67bvvzq80p5D8tSn39TYhy3W0A7ImAQOOzQI/x5DViFu+3qTS9TwW/3TVI59LBD1Mk/c+0MwlPnDLdS47Is7IyqgRRn+FPD/M958+b5y75wngQGO5rt27dLu3gh0y3JPkCWf5MnT3FS4z2j8ym41RVSaOw4wuCsr/sWZiRNylXGQiTGuEii44abRLl8fNijsummm0a/c71kk+ypamOcall4+ZamM9BdmDPQXZyjBmcsv/3m2wgT3ECLM5cws90ZyG232T4NvxYtWsrEiRO9FHeyk3rBVEWVGvhAEqJ1gvy0bdtG3vrf294O7QHx55KqZZIY//LLL4KzkWrQBi51mgu5VNnRFvbcc+/okhlIrWf/Njstn48/9qg0b9G8JDhp/uOe8+fPdxepnCA4iwUDzKCRoOeykPennx4ubdq09u74l61dFSIxRpx6MRLecXQDFxvlY2699Xa5/LJ/znTjHCNUxdXghuV99tnb/8wlRYUn1ZbR8G5B6M9DKi64MRvnNRu72+wLaeuIV2/8xjtwx7h5ketDMDhv2nnPvaJ6wDlw3E6vZcLvYU8MzXkJX66yxkmMkX4+fR3+Yd535/v32+8A/x7emA3thE023iwqjyP47pjI8t5vrn9VGedV6wZp9L3kYqd5c3Sl5PLFOpskEZGrdDY8Y5xpLst3HNObtJFWJg0euFmjeQrPGIftHP0dY1M7N49mM2PGjJH9uxwYeQn7GzQDLr/iUu9uJZ+wgN/Zs3/zbcGGq06JcSbsowLEvOSq53zbZSE46OVXmj07l9j5d9iw3KrUiKOQfo1wo0a97NdaeMdYpRdx4bc1+cRf6JopW5u1UnTkc4st/yu4J+CTjz/x2dx3333EfY7PZpnvAQIkxgEg/EkEQgRuc5ckXXbp5f6sKy5SsWqK6vejDz9yF3Lt53/q54vUDc/p06e7c4AVhC7XWUaoDe+4U8VnmBAW6jHXOWIM9S0QIAx2X371GZy8waL0hhtuktfcJT5QlVMD4tqjx9mVVFnVPckT54huHXy7vPLqqxHJwWS0zTad5IwzTku7XTtXGQshxsijqidhQnz77TfzUgnXy9PiVJOTEGP3DWuvCqdYpVIpd37wLnnh+Rf9RWZqD3Vpt0Mru+1ecVZM7bG50N19+gafZ1GDBfMVV14mRx91nF/kW2KcLb+ZCBdwh2rVM+4MoTWo/0v69kk7z2bd7btOtHFq3zg/etONN0dlCDGx8dj37777zl0wdoe8+NJLUdsBse7cubO4b1qnfRqpFDjZvIXv6FfXX3+j3wDT28PR3nbYfnv/CazVV189LUgh9ZRNlRqRW5VK+4mdtIRz/MBZuBEjRkYbefCOy5dANjff/J9PjD038nm3gXNS7NEQmwQWgyAhaB+6+YI6POnkk9xnzI7wN7Sq/3zrEOHQRga5m3qHPV7xSSb7GSG4Q8UWlx6+9troqA3BHhfInH7GqYluXM9V1kzEON++jnxhk+U//+7osYL6cteux8E6Mueec7485D41hTFUb7ONHHO8FDrO3+OOLVzUq+LSuPc/eDcjZvlgfUnfS2XIkDv95g02cUKjJDQkxtnmsnzGMXw6ce+99vEbtffff0/afR5hXvS3bmaFxBju9917vy+Pbrq8+NLz/hM3GjbTE2MjzsFiY1H7B4jusccdHX3mT8O+++4Y6dnj3GhjB/ZOCildjz82+uyiJcaFjDGaVtwzG/Zx/mGXq57hJ992mS8OSAObEHfecXd0SRnscAEq+thuu+7hNxieeuoJf0wEbtlMIf0a8WETAOrUqGe9EDQunXziL3TNhHSztVmstfr3G+A34TWP2Eg8rusxfuyMW8OqPz5FSIzZCohALUEAZ0RwhhUSmqZNm8bmGhK+3+f8Lq2ddCuTn9iACSyx8G3WrKm/STOB96J5UQLbo8dZcsaZpxct3qpGBOn55Mk/e4kVNiuyGdTbTz/95C9t029bZ/NfiBsmZJBnPFdwpE4v+iokrrgwKG8qtchJU5vHbg7FhVE7tJ1GjRpmXJSrv1LgpGlleuI82bx589MkxJn8FtNeL6bBJW1O3bNKUaOupkyZ7G6oXjHtnFmhkWLs+eGHH2SJJZZIu2wmLr5C6hCLTpBKjFkY3+KMtm1I7vW75nH+qsMun75eHemHcVbnOI+0qhvrbHNZ0nEMccBkai/eMY9/SHeu6zcw0GTJx+C87Q+TfpDlWy3vN66zhcVnBzHGtG27QtrmYLYwxXTLhn1V08mnXRaCA8aWn3/+2Y3NbRPfM5KtTNXdr6s7/lxt9s8//pTJbh5o3bp1znaZDaf65kZiXN9qnOUlArUIAf0ECrIc3gBZi4rBrBKBrAhM/H6ibL31tt6PfhIkawA6EgEiQASIABEgAkVHgMS46JAyQiJABKqKANQnHxtacYsq4oKkGBJjGiJQlxCAKuYNToUbN9bC4P6AJ4c/nrdEvi5hwrIQASJABIgAEagpBEiMawp5pksEiEBGBE45+TR/ZhYqysd1Pdad3z2z5OqTGTNHByJQJATuv+8BueCCXj42fP7j6gH9/Ke+ihQ9oyECRIAIEAEiQATyQIDEOA+w6JUIEIHSIPCb++Yqzm25zzCUJkGmQgRqAIG5c/+SOXNm+3P7xTorWQPFYJJEgAgQASJABOoEAiTGdaIaWQgiQASIABEgAkSACBABIkAEiAARKBQBEuNCkWM4IkAEiAARIAJEgAgQASJABIgAEagTCJAY14lqZCGIABEgAkSACBABIkAEiAARIAJEoFAESIwLRY7hiAARIAJEgAgQASJABIgAESACRKBOIEBiXCeqkYUgAkSACBABIkAEiAARIAJEgAgQgUIRIDEuFDmGIwJEgAgQASJABIgAESACRIAIEIE6gQCJcZ2oRhaCCBABIkAEiAARIAJEgAgQASJABApFgMS4UOQYjggQASJABIgAESACRIAIEAEiQATqBAIkxnWiGlkIIkAEiAARIAJEgAgQASJABIgAESgUARLjQpFjOCJABIgAESACRIAIEAEiQASIABGoEwiQGNeJamQhiAARIAJEgAgQASJABIgAESACRKBQBEiMC0WO4YgAESACRIAIEAEiQASIABEgAkSgTiBAYlwnqpGFIAJEgAgQASJABIgAESACRIAIEIFCESAxLhQ5hiMCRIAIEAEiQASIABEgAkSACBCBOoEAiXGdqEYWggiUNwLz5s2TIUPulA/e/0AmTZokXfbvIieeeHx5Z7rMc/fcyOfl4UcekS233FJOOKFrmee2cvbuu/d+GfXyy7K/awt77dW5sgfa1CgCY8aMkZtuukXWX399OeecHiXJy3nnXiBvvPGm9L/6Kteut0iUZjH7QSqVkj/++EMWLFggTZs2S0u/WbOmab/L6Qfy/ddf86RBA3H5zp7Pv/76S5x3ady4kftrXE7FKLu8FNIeUQjFeLHFmkjDhg3Lrly5MsT5OhdC1eP+0YcfyZlnniUdOvxHrrt+oOvPrkPTlBwBEuOSQ84EiUD9Q+CE40+S5557Pir40UcfJZdc2if6zZd4BGbOnCkLFy6UJZZYotKC95ZbbpUrr7jKbTLsJ4MGXRsfQRnbnn12Txn66GNy7rk95dTTTik4p1iEzp49Wxo1aiTLLLNMwfEUMyDqDHUHgzwhb7XNPPbY43JW9x7SqdPW8sCD91V79qdNmyYbb7SZTyds06XqByNGjJSTToxvi21XaCvbbruN38TZZptO1Y5HmEA2DDTfq622mrw2+uUwaNrvo48+Vl4e9YpccOH5ctJJJ6S58cc/CBTaHv/8c66ss/Z6PqIRI5+RDTb41z+R1pK3UszX5Thu13T1XNy7j9x11z0+G+jH6M80pUeAxLj0mDNFIlCvEJgxY4Z03HATX+bzzjtHDj7kIFlqqaVqJVkodcVtu80O8u2338otg2+SPffcIy15EuMKOJ59doScfNKpfhGRixSkAViNP6ZMmSqbbrK5T2HMe+9ImzatqzG16om61MQYpeh9UR957bXRXmK8+eYVJBn2peoH2paQZjYz6LprpUuX/bJ5KbpbNgw03yTGxYW9kPY4f/58WWP1tX1GXn1tlKy++urFzVQ1x1aq+TqfNlvNRS6b6D/++BO3GXm2dNiwg1xzzdWUGNdQzZAY1xDwTJYI1BcE3nrrbTnowEOkZcuW8vEnH8hiiy1WX4pe5XJmWwyTGFfAW44LLBLjKjf9tAhK1Q8ytSVIt8aNGy8DBlzjpa3I3PDhw6TjRh3T8lmdP7JhkCnfcfmhxDgOlfzsstUFYmrfrkLS97+33pCVV14pv8hr2Hep5ut82mwNQ8Lk6xkCJMb1rMJZ3MIQ+PHHn9zZs99ljTXWyHhmCCpUMM2bV5xNmz59ukyaOEnWXGtNrwqbJGXE8d133zm12cVklVVWiZWq4vzb/PkLnFvDiGQiDMKuuuqqUfqanuYLccadd8IO94IFC/3uZD7n6BYtWiTjx4+XxRdfQlZccQVNLnpCnXTevPny6iuvuvPEJ8taDodnnn3au+N8W5MmTSK/4UtV85ykvrDYXbQo5bGOw0XzoPWJPGqYJk0a+/N5f/7xp4wdO1Zat2kjKzhVy6Tm119/lYmubay99lqVVKRtOjvvtKvzN1Egodp999199JqfOGKMckOteM0110h0fhDtplHDRtKufbuMWQ9xKKRdo81+9dXXXq0YbQVnp3KpUiMMzqP//vsfrjxrStg20f5wrnLkyJHSzZ3Lat++vbz4UoW6vtaPLVSu+KzfbO9IF/169pw5fjzQ+tAwwGvKlMmyTaftvdXo119xEuO2ru81iK3rXP3Ixot3TS9bPaCsY8eO820yqXr5hAkTfL20a9fO9818JMbaL3CmMlQb1/YTN/6om4bD2caFCxe59Cv6l8Zb3f1AMc61WEf+9uq8j3z55VfSvfuZ0v2sbho07Zlk/LEBoLb7008/uzG/vSy99NLWKRpzsmGQK982wiTEGLij/bR34wK0e5KYqVOnytSp05yEdDVp0aKFD6L1q202STzZ/AD/CRO+8WM2+nuSM9L51oVNv5D2iPDrrbuBG7d+lw8+HCPLL7+8jdK/F1KOSpE4i2ztJvSfa/wrZL5OMn+E+ch33Eb4Qtqjpqvrm0zjr7rrmKPh9Il6HD9+grRq1cqPp7nO/RYy9mpauCtg7ty//E/bZ8J+5Ncd48a5eaWN10bKlSeNn89kCJAYJ8OJvuohAiAv/fsN8Kp9ICcwkHpuv/12cvoZp8l6660boYJF6kYdN/W/X3jxOTnzjG5+8QSLO++8XXbaeafIb9zLODfInXvO+fLee++nOUN99uoB/Rz5XDyy73NxXxfn3XLa6afKKm5x0K9ff5k+fUbk3rXrsdLznJ5+AY0JZa01K/I5ZMhtssuuO0f+9KVnz3PlkYcflb333ktuvOl6tc74/OKLL+XGG26SVxzhxaQBg0XKdttt69I9O1pI6c5zXEQ9epwlZ5x5epyTnwQLyXM+9YWEdfGC+lp33XXS8vLZZ5/LHrt39vX95VefRW4qKbjjjttl6NDHonPTx7vLry666MLIX9wLFgQ3u8uMRox8Tj779J84t9l2Gzn8sENlt913jYIde2xXeenFUdFvfUH70/xYYrznHnvIhb0uksk/T1av8n8HHiBXXXVFpQ0I4HTtNQNlpDvzrf5Rf7vsspP07NlDmrdoHsVR1XaNhdO11wySF198KWorUPfs1/9Kj1/cGWPk75JLLvPnj6OMuJf/4EISt0GAzSmYTz75VDrvubd/D/9dfvmlcsSRh3vrpPGFcYS/sZi9+upr5P77HojKAj+bbLKxDLimf6QyqdKiMDz6MlTi1STtR/CftB5A2G65eXAa3sBt3333lq5dj9OkoycWXFf3v9ptWI2I2gLa2IXu/Gkzt8GX9IwxNELQ3wc49b8DXbtTg0Xe2mtVjD/hcYA5bmNh/fX+7b2++eZovznT2ZHOT5w64W23Dfb9oTr7gebRPpMQTO13m222qTz2+KNR8HzHHwR8/PFhcvllV6SN3zjL3K/flX6egZ8kGCTJN+KCyUaMR7qxCe379dffqPDs/qP97L7brnLKqSfHqnbedtsQedydR0fbU4M56LDDD5Xtt6uY9777fkLspqz6z/VE+z/nnPMqjYkY4/r06V1p47mQuojLQyHtEfFs1HETX6dffPlp2tydbzni8gS7JO1GwyYd/5LO14gv6fyhebDPpOM2whTSHm1aeL/rrrvl4t59/VEkO/6qPz1P3b//Vf6Yl9pDrfkctzay7RpjYze3IYb2HW4A5jv2ajr2OXr0624tcKQXIox6+UXvZMf+N//3us/Tm2/+LwqGufvagQME4xFNcRAgMS4OjoyljiGABd3hhx0h7747xpcMi5Vl3E6+DpLLL7+cDH/qSWnXbmXvbi/qwMIf50IxiLZu3VouvayvZLus5euvxwqkAWo6duzoJGUTo8USCPjTzwyPpMN6QQMGRBB2pLOGkxBiQamm6/HHSe/evfxPlcx16bKvkzwOVC/+CeK8YYeN/UL/rrvvkB133CHNPfzx/Xffy2677RkRA+Rt5qxZ0aJ6iy3+K/fed7eXjIHsn3/ehTJ58hSfT8Slg/eBBx2YtoAO08k3z/nWF9JTAhNHjD/+6GN3yc6+GYmx1jHiwft+++3jJ0z8zmSuvLKfJy1wR52tvfba8uGHH0beLf6DBl7nb+fV9oc0WrVaXlq4cPfee5cPowt0tE0luGg7Ns7wEiOQu6OOPEZ0YkW8kBToxs9ubgGMxYNO+lVp15Bcd95zH98XkGHks3mz5tFvbb/28i20x06dtovKAy0DGKixwgC3Z0c85UnopEk/SPduZ8lEJ1XW8mv7AgnERkM+8fkEsvw70uEG7QeYnXbeURo2aOhx1M2ht95+U1ZaaUVPZH784cdorACxaNa0qb9l+ayzu/vw+fQjBEhSD5A4dt5zr2jcQLoTnKRD89f74l5p5BjSCeA3bNiTPk/hOIK+jfEuyeVb1w263p2JG+g3Y3A2Tg3a2SEHH+Z/HnTwgW5joZ86iS4C0Q7eePM1bx8SkerqB1EmgpckBPPee+6TXr16py1eCxl/Bg++Ta64/EqfA2yurLzyyq7PvxHV36233iK777GbJMEgSb61qJmI8Utu8+rYY//5UgDGEmjDaPvBBXnoq9aAFF926eWRFcqhm7t2LKoKMZ7l5pcdtt/J44I2io1pnIMFkYPBGAFNEdX6KaQuogIEL4W0R0Sx9Vbb+jF1wjdjo43JfMsRZCX6mbTdIEA+41+S+Trf+SPKtHlJMm7DeyHt0SQTveYixtofLDHGjfz7dznQx4E5suNGG8qXTiCg6z8Q494XXxSlke/YGwUMXiBswPyMNq3E2I79OibDHZfxWYHIu2PelrZt2wQx8mdBCMyeMyvFP2LANpDeBk448fiUU0H0f2+8OTrqI26iS7nPiHj7jTbaKDXjl6ne7Ztvx0X+3QInNfK5Z1Ozfp0RhcuGr6bVaZtOqclTfvRhfps908eheRg9+pUorrPO6hal1b17t9TMWdO92/gJY1MnnXxi5DZl6k/e/rnnR0R2U6dNjuJBnhzh9m7I8y8zp6W5hXmePmNKqkOHDt4/8ooyq5/XX381SgN5UHs8nxw+zLs50pJmb/2E7/nmWTEEXknqC+kptu5ypEr5euON17w7cLF5Q51rOKfenJo2fUqau/Vr3++4c0gUbsgdt0d1NnXqz2l15s5gp8Wn6T38yINp9oi7/9X9ojgPOeTgFOoH9pN++C7V66ILI7cff5oYhUV7Qf5RrvfefzeyR/vScl155eWRfVXa9RFHHB7Faevkk08/TLmJPXJzUu0oPcUJ+XNqiJH912O/jMJcPaB/ZI/yAhvkHVhZzPFeSHxhHPj9+eefRPm1ZUH9oV0j/Yv79I7SR19UPPFu4yykH+WqB4xDOi7tsMMOqR9+/N6n+etvv6RuuumGKC8vjXohysstt9wU2TttkqhNIux+XfaL3JwmSRTGlsO+a/tBvVp7d/NxFA/cMK6pe9++F3u3nj3Pjuy23W5bbzd06CORHfwXux9oHsJntrakfrVdYxxWu3zHH+Cw3vrr+bIOHHRtFA/iO/GkE7w96lHjxzMbBppvxOk2aLL+7bzzTj5+24/Q17S9nnrqKSmdJzC3OOl95HbPvXdFeXr5lRcj+57n9IjGQswjTnMgckO8aIe2LPm8333PnT4ulO37id9E8dg8Pzvi6cg+37rIlpdC2iPie+DB+1KDB98c5Ql2+ZYjLl/5tptCxr9s83W+80dcGdRO22zcuG3rNml71HjD5/U3DPLt5/DDD0urD/W3/wFdvPvtt98auWsfPPTQQ6JxEf61DtGmMc/CrpCxV9MOn089/aTPi10rhWO/rlewvsQ6E3Ml8oPxNIyPv9PX9UnxoMS4oO0EBqrLCECCttqqFZKqwbfeLHvsUXG2U8sMaQ+kWjCOwLnvfK6XJtG54cbrZJ994lU8faDgH3YEsSuPMyzYEbdmn727eAkgdiexSwmjEmNI4N5yl3uodA9uUHP69wYb4lWef2GkV/dGeXBDLnYXQ3VqVaO2EmYfOOafVYFS1Ufr7amnnpbTTj3Dl+HzLz6JdvBHjXpZjjn6uLRdUBsu7j2fPBdSX0izKhJjN2HKVf2uiMt6rJ2qQ8Z9pgq7+ns76TR2o6FdcNRRR0ZxqOp2qIYKDyoxxvvYcV+lncHFuan//Lujb1ePDn1Y/vvfzd156kWy6ioVasgPPnS/bL31VggamUcfGSo9epzjVSefcRoKMHa3Op92jfT1Zta4vON7jXvvXXGrr5UYQ8oMaRCODoRn8wYMuFauv+4GL629884hUb6zScsKiS+K2LyMemmUHHNMV28zbvxXaWeFoY6MM8XNm7eIbp/OdvlWIf0oVz18ZlT/IX1dbrnlTO5FukEy/PgTXh0WN8PDHHboEV5l9sgjj5DLLr8kzb+VbnXqlPtzTThXh3EH45jbVJL27qwszI477Oyl/TguMPq10dGYBLcu+x3gpYvQMMExDJhQQuct3b9i9gONM+6ZrS2h/zz4wENywQUVmji33uYkurvv5jUu8p0v7Dj91FNPyIYdK8Zs5AlY/uyk/wsXLfR3Rmg+s2Gg+Va/SZ72c01Dhtwhl/S9TDb49wbyxBOPpbVvxHXB+b3k/vsfcNpCu8pttw/20V8zYKA72nC91wJyJKfSeV/V+oHnqkiML3dS9VuddH07JylWbRmfAfcPUjNg6YiBP8JT6Fyg8YXPQtpjGIf+zqccGiZ85ttuChn//r+98wC3orji+AmhSb6g0YhYgghYYkcNCEQUUboVFEHFAjyKdFEQBGkiIl1Eei8iUp4iVhSNihiUqBBBiSJFwYgBAaOImPnP4yxz9+3ed3fvE3J9//m+93bv7LT9zWw5O2fOCXtex3l++Nvv/tYxixlZvzeBOOPRLdvdjzNjXLtWXfs87nl/D2Mf5aAWBcr90ixX+uGH78164+PtdRLn3uu2z93Pa8Y4yBq+aqL5l+q45XI/GgEKxtF4MXUBIAAjNLo2yi9w6OmrwGq+jFuVYPfFNR33LHgpwtq7Xbt22+1tt91h1UTN7ISnqquCsV9NVtum65vmPDFLqlWraqP1JcZVp4Za1HnnXmBfZs0XdznHvBQlC0/MmWvXeUFd1V1bp3lgEOL008+0P2FwCIbAEMIetPZgkn+ptjlOf6HadATjIGEvyal465nxAmlm9nIl1XNtdENDGTZsiHc82cuwCsZQX5/75Bwvj+7oS50+TD/99FO57NKa9jD6p1ix4prUbnFc1V5V+Is7rt3lAWHXUKVKVezYdgVjt0FQ9cW1sHv3HnM9fCtTp0y3L+f+8ZfsBStOeW4e3cfLUGXTXgSoiGa1amH7ES/kQSGZYBznOsqrH/SjBj6WZWcvzNWkJ+Y8IcONej7uB7gvgC3W90KQDRuT+tEsFcEYFeKjGD6O6XhTZpfXrGE+LtaTrsZvdS+zvKOlWebh3ivWrfunt65dx6yuMdYTyc/rQMsM2upYwjGofmv4due3smbNP70lB7j3Dhky2AqDce8/qm77R7Msp1OnjlZFOJkRvGQM3HZDhT5ZUPV6VzDu0L6TLFqULe5zxi3jjTfelKZNbjEfq44xBqVW2kP6YSVIeEACVxU2HcH4mWcWy11tc+xRXHvtNXYdKK5B1ziRtjVuX2h+/zbOePSXob+jnIfmCdpGHTdaRqr307DndZznh9YdtNUxGyQYxxmPQXUgLo5g3LNHL5kxY6YtsmPHDnZJw+mnn5YwCaH1Rb33ar6gbV6CcZBv47nmg/Y95oM2ljEsMB+1GNInQME4fYYs4VdGQGc+g27Yeqr6BV1nAN0X17Xr1nhWOTV9XtsFCxYaAyYLEoyeuHncFxYVjGF86957u7rJ7L4+OF3BGNajL6+RY3jLqKXalwpd44f1KrqeJVdhToT/nJ1D3q7W7c60hz1ovUwhO6m2OU5/ocp0BOOZs6YnXTfunpIKCIhb+e4Ku+7cPY79sHNI9jKsgnHYBxIIuVjjqYKKvoj46w76rdoGccd1dvbT0r5dx6S+hVs0z5IXX3zJrlvE+kUNq95bZYwvTZRly16zgpvG6zaqYBy1PK3Hv8VsYffuPRKisearYaOGdo05ND40JBOM41xHefXD/T17m9m0GVp90u3GTZ8JLPVWuThHYyDsQ96kSZOlb5/+Ka0xRoVqxVrXEuvvAQP6GaN/taTSXy72BPO33louNzVuKphJnjlzmtfeOIJI1OvAqyxgJ69rBBo9MC4GAb9w4cK2hLBr1y0+qM9h3AcM8HFCAwRPjKeGDa/PZRAw2b1A253smaV16JpKVzAOum9remyD7mH6ATbMuKQrSKUjGONjMQxvPTVvvtskOy6NGqy11q9Ccty+SCjY+RFnPDrZE3ajnEdCRt+PqOMm6v0v7HmtY8zXnMCf+vwIPHggUssLGrNxxmNYXXEEY2gt4UOQrilG2bj2axvjpY1uaGTvY2oJOuq9N6ydiM9LMA56t9QxT8E4GdloxygYR+PF1AWAgN6wXaMw/tPu3q2HzJ49xxgruV369H0gQeU06Oblz+/+VivTGoeXxVKljpWjjJuMiRMn2+h0BWMUog95VaeGFew5ZiZJZ3G0/rCtPgCCVC81j84CquEYxIc9aDVPsm0qbY7TX6jzUAnGyYQkPfcwQTLZy3BUgUAfoKjzxsY3aNUJ27eXr5CLq1SWdkZQLWtm/PMSyBIyOz90diTZNaTq5e6MsfalFoWZIXVhAyvgECKiCMZxytO6g7YwsoKZNcyGqZEhpMNL08JF8z1hJlmfx7mO8uoHFbzQlqC+hRud3UZNvVz5cnamEwbxIKgihAnGqs6Y6oyxCk+YtX7nneXeDLJqj6h6IqyqTzAfPoYNGyEP9OklzZvnLBFBW/R6jzNjnOoHItQTFtzxAq0QN5QrV866V3OXruC45kk21v3PCy0XGhFLljxvrNs/L8vfejtBSPYvXUh2L9A2BAkZWpdukwnGYZow7ocUs/7TLnNQVXj/8g+tRz+84nc6grGW96Gx5L9w4SJ5zXwwU2N8OIZ7xIyZU6VkyZJp9YXW427jjEc3f9B+KucRlM+NS3Xc6LjQvKncT8Oe13GeH1pv0FbbFjRmVTCOMh6D6kBcHMEY+fAhA9bZ8SyD0UXX0BUmRPr07W2Xi0W996LssEDBOIzMoY2nYHxoebO2DCAAi9J4CUHQ2VV/s/WBOXzEUPt1P68XV39+/Y0HnLoswdq/5mYdcTFjwVZD2zbtZPHiZxNU3OLMGKO8WTNny3339RSoUxvDTZ4adarWDOfmobIDoQUukBDcdYZhD1qbMI9/qbQ5Tn+hWhWM/Wv8cEwfUBB41D0S4vXlNMqMMfLp7ErQ2l4cHzx4iHWBBaEGKpoatL6gF4SogvGnjiq1ay1V6wraxh3XsHBa8/Jatsiwa0iZuIKxLlHAWsbBjwxK8OkKNzJY3xlFMI5TXhCHoLjvvvtOshc9bSwtD7EvTe76y2SCcZzrKK9+gLs1qD6nKsTifNRdWdiY1DWiUcrUNcXGGJ+1Xo+1zmpxGi5eRhjr1bC+Pn7cBGtV+OWlL1jr7MpX76uHWzAOelnXNvq3ce8//nLwIv6aWYcNlXd4GMC9Z/Wa9z31zWT3gmRChr+eIMFY16CH+WZWIddVpe5vrFHjA0etWlfKxEnj/dXIwIGDZOzj42x8fgjGbgX4sDPHfJgGKwQVzvOrL7SuOONR86ayDTuPVPJqmmTjJs79L+x5Hef5oW0M2iYbs3HGY1AdiFPBOGiNOo7Xq3eVdZ/oWqVGvD+sXr3Gjmd8IEBQ+zJx7r3+svW3vne4Wnx53fv1gwVnjJVi+lsKxukzZAm/MgIwMnHWmefar/eqhuqeovvSr65+8rp5ufnd/RUr3pEbGjW2UR+u/ofnAxgR7hrg/JgxhqESrClGwItnVlbrXKqM9mDIPzwY4NsXYdlrSz2/rZr8ySefsusI8UIH/42qahT2oNV8ybaptDlOf6FOfYkP6uNBgwZbn8P5JRirr0RVM3XPGest4QILL3Wu/12k0ZdhqKM2u+1WN5tnfCvVmTLXMI3rGkoLhRGpFStWWBVRrIOG+5O44xova+VOOdUWDR+LjYx6qBvcca+CMcZ7hfKn22RTpkyUmlfkrIfWfKp6HSYYo69co29xy9P63C3c1uzYsdNqcmAm3Q1Tp06T3r36WHdUmClFcAVjv1phnOsor37ALFR984KHEDQDjNncdevWWSNF5x1Yg6rup+AL1nWxhDLgO7PWlXWswB9FMNbrxlhutmv0XKN+7xof7ddd18iu3cXLJISsd9/7u3efQL15CSL5cR2gnrCQ7GU9LE+c+w8EIrhIw0dQ7Q8t3x0f6gIMx5LdC6K0O0gw1jGMF/LFzz6Ta/1uly5drSqza+DnxRdeMgYhs2yz+/XvY/wj36anIM+ZWfBWrdp4v9MRjDFufjLP5PJG28FvVE7vq8Yqv/WNHqcvvEYG7MQZjwHF2Kgo5xFWRpRxc6xx7xfnfhr2vI7z/Ag7D8TrmPXft3EsznhEvqCg4xSaLCtWvJVwv4HKdMXzL7LZVDDGB09cgwjnn3+e5yYTv/FcUyODI0cNN/ezayXOvRdlBQUKxkFUDkNcquarmS6e2W9yy0xuxuCCNYEPM/jmxdZzvWSEV89tBtyjqKsk16S+uklKpe/hfgJ14G/Y8KGeW4svvtz0s7oRwLH+/ft6pviNkGzTGxVoL86t67wDLpXg8siNxz5cFmh92MKthD9N2G+4JTBCic0PFwtggbTqNkDLvfvuzgllJnP/EFaXG59Km6P2F8pXlww4p2XLlnquZLS9OJ+TQtw1ue5B3LaG7atrCpRpBHHPtQn6X92/oK7Vq99PYKeuVeAyR13waB3qrsloGSTk0eMNGtS3feW6WGnfvp2NQ11mXbk33sy6U29soG/VvUrccY02tMxq4Y01XENaJtzJmBdw75jrrkldDqHP1f0UrrF+/fp46WvXrpVwvq5rr0WL5nv9iDbEKU/5uVu4ttHx4LrUwrWu12nbtm28dsGNl14PuE7VrRvKjHMd5dUPYKXXJs75nx+t9toC1yfoU7QH7lb0vCY5LsSM5os3JuFeylji99qfirsmLRP9rOeNLdyJ6DH0I8adHsdY1GO6DXOPk9/Xgdbn3+p1Cl7+Y8l+R73/qHsrsDAz9l5duEZwr0c83BO57q2SMYjSbh2vrrsmuFDTfrnjjtt/xv0A5wu3TUOHDfGOGQv3XltxvEOH9t4xPHeQV8eaPodQrl77yGM+3Nh7IO6D+vxMxlZdh8FFINyjaVqMcXV5ZSybe/FR+0LLC9rGGY9B5SAu6nkElRN13MS5/+nzD/cTfxuiPj/8+d3fye7bccejW77ur1lz0NWe+fDsPUfxPG3c+EZv/Kq7Jox5vU/hfumOXdzP9Dr5aO0ayyfOvVfb5t/m5a4p6N0S73BoE+4P/vL4O578wRnjw/AxglX+/xOAu5nmxjgQ1pYg4KsmDHzoOhN8fXzmmWzPPUteMzq2kJB/utZS6ylVqpSdPcRvrFvDzEJ+zBijPNftDH67FmHxO6+AL9b16tb3OGDWBzONe4waNQIs0JoHjBQpgSAwFgAAGrxJREFUUsQrKuwLtJcgj51U2hy1v1ClzmBp9WC998e91lIyVCkxg5tfM8aoA66G4HJIg/at/oZlaViYdoO6KNI4rBHLfnqB/RlVlRqZMIsK11lYO4WA8ytT5k8JRkZgcdy8FNnj6YxrzIRfe+31XtnuNYT98hXKW5VRnTFGhbqu1VZu/sG4lRpA0T5B21yr6N98842cf96FmsXORPY3M+yY3YpTnleQs4OZBax703EOtzalSx/nrQvF+cC6szv7p2qMKAbHm97cRHr16mlLjXodpdIPWP/coP5V3rWJ8YX1sBjHCPi9YOG8BONv7vo4TYP7DcIlxk0Txgm25uXLxuX1D67HTq1whpfMb5Fcrc0igV9dGnFhM3T5fR2grqCgs1hRVKlRTpz7T+Mbm1h1cuTH8+Tcc86RtWvXeZavzQcjO2ZwHCEZgyjtDpoxRvlqeRr7CP77k3ud5qTImUGDBV+oc+q1gWNQWzUfSOWqBtfYpO6M8XCzthwq0KkyhgFBtZaPwnCPhDYL4hFQzuJns+X3v/+9/R2nL2zGgH9xxmNAMTYq6nmElRNl3MS5/yV7Xkd9foSdA+KT3bdxPM54RD5/gDXu5s1bGrsQS71D7nNFx7nOGCOR+6zGvbtK1YsFdhqwxAEB1tGNf2S7j39x7r1eZmeHM8YOjMO4S8H4MMJn1f/fBPCgHzVqtH05XG1UFRHwAnN5jRrWXUs5Y4xFA1QPL6iYI0yEranUtP4tXiZh/RV+IjXgZj3woQH2Zg61Ilcw7te3vzXKFcUqtZaLB5u6aApS69V0ybafmrWq48ZOkFeXLbNCJNJCUKhe/RLp0KFdLovcsC7c7NbbbZolxi1U1JBqm6P0l7YBRpTgB9A15gIfxQ2uqm+tUuKh6K4xVvXrqGuMtb5p06bL88+94L3UoXz4cG3S9KZAK9dQ6xppBOrp02bYF0+3PePMOs0HBwyUVFWptQ27jBGmRx99zBqxUaETx/BRo2vXu+Xss8/SpEbIij+uUQiM9jw2eow1LqQfleBOBirjsKI8z6jf+929gNFIsxZV0+Oc7+7axfiNLC1tWt+Va40x6sFLFOrRl+WBAwfILbfejEMSpzyb0fcPLKAyjTX/bgC3fn37eL579diGDRvsmlr4D0YwM/gy5vHReliiXEep9gNUvidMmGTXqm416tMaoObavsNd1le6xmGLe8/oR8cYA1BLvGsAH7tgUBDXXZfOXQP9x7pl+Pf1Q98VV9YU19800sF4UscOnW0W/9IRRKog4lel/yWuA9sI37/nnjMqwFltUhba3OxR7z/g++iox2TWrFneWEd5uJf26NE9l5/xZAyitFuXJPR+4H6jCt3cPQVrCR5q7q5FeHwYMVoauZZyuBmhYvr+P96351G+QjmpUKGCYPxXv6SGTWY0Y0SX1qjdjNZtWtnzdMsJ24e6KmxruAbvME7hBqxHz+65njlR+yKs3jjjMawsxEc9j6Cyoo6bqPe/vJ7XUZ4fQe1345Ldt5EObYkzHt06sI+P992MZfOXzPMeYwNB37EmT54iryx91dj5GGRdgdmD5h8+9gx+eIj3oUrzNG9xh102oONZ00e992o+d6tr+SG4YwkOQl73fq4xdgnmzz4F4/zhyFJ+5QSw1nXv3h+9GeJf4nSxhucLI0gUNevOYJXaf+PNjzp37NhhZiYq2qLmPTVXKleulFaxmPkqXrxYgpGktAoMyBynzVH7a+fOnYI8pUsfb88noBn5GvX99z/IV9u2yYknnWhn9fIqHC+eEGLgIsY1zpZXvryO46v9HuMnuNRxpfK1XH+9+Gq/aeMmKXlkyZTHCtbp4iUQAjHOO5WAF6Cff95vtDuOyHX9xCkvqE6cC9bsYou2YfYqWcA5YBYL/RZ2Hr/EdaRtPM70rd+SclB7v/rqK/npp/12JvyXuPcE1Rk17pe6DqK2I6/0Ue8/SI970AknnJCwpjGonkPBAM+izZs2y3GlS4feDzd+vtF8TPlEihQtGvhRT2exIei7H0TT+biIc8czssTvSljL2EF8/HFR+8KfP9nvuH0R5zyC2hFl3OTX/c9tR349P5Ldt1FfKuPRbVfYPsrZsnmLFDfaf3Cvl8p9DppPW7dttZo2+EibSoh6702lTKY5dAQoGB861qyJBA4rAbzIP9C7rzVsgVm7xYuzD2t7Uqk8E9ucynkxDQmQAAlkMgFom8AFF0JXo9EBjwoQHCCswU91r/t72xlk19I1BEI1yhdVsyqTWbHtJEACmUOAgnHm9BVbSgKxCcCqqOuLL64qcOwGxMiYiW2OcZrMQgIkQAIZSaBTpy6iSwVwAlhq5Krw4wPslCkTPRV+aI1Uq1Y9kjeEjATDRpMACWQsAQrGGdt1bDgJpE5AfZZiXdaDZv1l3bp1Us98mFJmYpsPEypWSwIkQAKHnAA0eubNmy+TJk7yjOShEVCfxtpkY9U3QRVbDSoFrW8+5I1nhSRAAiQQQICCcQAURpHAr40ADDhg3WWqa2T+H84/E9v8/8CNbSABEiCBQ00AatLbt39jbAgcGWqvAII0fA1jXX4q6zsP9TmwPhIgARKgYMwxQAIkQAIkQAIkQAIkQAIkQAIkUKAJUDAu0N3PkycBEiABEiABEiABEiABEiABEqBgzDFAAiRAAiRAAiRAAiRAAiRAAiRQoAlQMC7Q3c+TJwESIAESIAESIAESIAESIAESoGDMMUACJEACJEACJEACJEACJEACJFCgCVAwLtDdz5MnARIgARIgARIgARIgARIgARKgYMwxQAIkQAIkQAIkQAIkQAIkQAIkUKAJUDAu0N3PkycBEiABEiABEiABEiABEiABEqBgzDFAAiRAAiRAAiRAAiRAAiRAAiRQoAlQMC7Q3c+TJwESIAESIAESIAESIAESIAESoGDMMUACJEACJEACJEACJEACJEACJFCgCVAwLtDdz5MnARIgARIgARIgARIgARIgARKgYMwxQAIkQAIkQAIkQAIkQAIkQAIkUKAJUDAu0N3Pkz/cBJa+vFRmzJwlVatWlaysFik3J6tla9n74155+OFBctxxpWy+7t16yBtvvCmDHxlkyquScllMSAIkQAIkQAIkQAIkQAIFnQAF44I+Anj+h5XA44+Pk4cGDpLrG14nI0YMS7ktZf50ik372uuvyCmnnCL//ve/5cILKtm4qGWlXCkTkgAJkAAJkAAJkAAJkMCvlAAF419px/K0MoNAfgnGONvevfrIa6+9bmeMK1fOEZIzgwJbSQIkQAIkQAIkQAIkQAKHlwAF48PLn7UXcAL5KRgXcJQ8fRIgARIgARIgARIgARKITYCCcWx0zPhrJvDDDz/I/v0/S5EihaVw4cKC3xs2fC7FixWTk8ueHHjqP/74o+zb95OXx59IyyxWrKgUKlTIHvYLxj///LN8+eVW2b59u5xxxummrCL+Yuxvvyo1Ivfu3Ss//bQ/tH6k2blzp3z++UapUKG8lChRAlGxwtat22Tbtm1S1rA48sgjA8v473+/t/FHHFHcbnft2iWffbZBTjrpRDn66KMD8+zbt09+/HGf/Pa3haRo0aLmfH6SLZu3yJ7vvpPTTjvVxP82MJ9G7t+/XzZt3CS7du+W8uXLi9atx7klARIgARIgARIgARIggSACFIyDqDCuwBO4tPrlRoj7TKZNnyJr166z64AVCtb0Xn31VdKxU3srNGt8m9Z3ybPPLpEHH+wvtza7RaO9rQqzry572QptOOAKxk2bNpH7uveQTz5Zb/P87ne/k5o1L5e7u3a264i9gsyOlqVrjHGsQYNr5IP3P5Dx48dKnbq1veQQtlHPkiXP2eN64NRTK8gDfXpL9eqXaFTSLYTW8eMnyqOjRsuePXu8tKWPLy39+/WV2nVqeXFff/21XFDxL/b32yvekuHDR8jcJ570jl900YVyy603y/XXX+fFYafPA31l8uSp0q79XXLhhRfIfff1lK3mQwECeNRvUE+6dbtHjj32WBun//BR4JFHhsrMGbMS2oZ6hgwdLOXKldOk3JIACZAACZAACZAACZBALgIUjHMhYQQJiKhgfPY5Z8vqD1dbJBUrVpRVq1Z5eNq0bW0Et27e7xbNs+TFF1+KJRj/+c9nyEcfrbVlQfDGTOnGjRu9388sXiQlS5b06ooiGD/88CPy2OgxNi+Ey/JmthgCtIZHHnlYGt90o/4M3Xbq1EUWzF9oj//xj8fIn/5UJoHH42Mfk/r169njrjEwCKcrV75rBVt/3VOmTrLCv1b6QO8+MmXKNHF5YB/lff31dpsM5c15YpYUM7P3Gpo1u0OWvbrM/rziyppS6DeF5M033/KE5OVvvyknnniCJueWBEiABEiABEiABEiABBIIUDBOwMEfJJBDQAVj/LrhxkbSv39fq3qMmckJZtYUwibCpEkT5MpaV9j9dARjFABh86n5T3qzmx988KE0vrGJFe7q1q0j48Y/buvBv1QF4wULFkqnjl1svgED+knTm5vYWe4dO3bIgAED5cm586zAuuof70rx4gcFTa+iAzsbNmyQ6pfUsL9GPzbKzpjjB9Sj27fvKK8sfVUuq3GZTDcz7AiuYIzfAwcOkJuaNLZ1I0/nTnfbjwg45gqtKhgjHjPas+fMsu6oMOsNQbdpk5yZ+BYtm0vv3vcjmWw0quF//euldv+Zxdly3nnn2v3/fvdfM4t+tZ2B79CxvXTtmsPBHuQ/EiABEiABEiABEiABEnAIUDB2YHCXBJSACsYQzp5dsjhBaISQ1iqrjTz//AtWaB46NEdITlcwzs5eIBUvqKhNsFuoP7du1dbur//XOrvuFj9SFYzvvLOFvPzSUmnS5CZ5ePBDthz9B3VotHnnt99Kr149pUqVi/VQri3WT2/ZssWs8S1sZopPSjj++ut/k1tubmbjPtuw3q4DdgXjoLq/NXVecUVtqyY9bPgQadSooc3vCsaumrhWOGnSZOnbp7/9iPDeqpU2Gr6g77gjxwf0J+vXJswkY53ztm1bzVrjEp6/Zy2LWxIgARIgARIgARIgARJQAhSMlQS3JOAQUMG4c+eO0rlLJ+dIzm529tPSvl1HO6u59JWXbGQ6gjFmi1XQcyuDwa5TK5xho1548TmrYowfqQrGfz7jbDvjPHvOTDOrWs0tOq19CJwQbvfs2W1VwLG+GkEFU1cwDqu7e7ceMnv2HGnR4k7p/UAvm18FY6hLL1j4lI1z/23Z8oVUuTjnPP7x/rvWiBeMlVWuVMUmg7p7VqsWUrVqFfnDH/7gZuU+CZAACZAACZAACZAACYQSoGAcioYHCjIBFYzddbMuj9Wr10i9ug1s1MefrLUzyukIxlgXO3nyRLcKb1/bMmLkMM9YVSqCsStErnx3hZQqVcorM87Otm1fycgRo+TlpUs9g1j+coIE47+vXBE4Wzt16jTre7lSpb9YFXKUpYJxs2a3yoAH+/mLF8zWn1wmx5DWE3NnWwEYiWbPmiPdjeEyN2BtckMzE33dddfkMtblpuM+CZAACZAACZAACZAACVAw5hgggQACKoy662ndZB8ag1z1611lo1QYTEcwvrxmDZk6dbJbhbevbXl09Ei55pqrbXwqgvFXX30lF11Y2aaHZegTTjjeKzPqzvr16+WqBtd6xqxgIOyss86Uo446Sv7zn/9Ya9woU1m4M8Yr3lkuxxvL1f6gatFQ4Z775Bx7WAXjW265WQY+NMCfxbjQ2i9lTy5v45+c94RcfHHO+SHiiy++lEWLso3q+MvW2JdmhsGxhYvmW/dXGsctCZAACZAACZAACZAACbgEKBi7NLhPAgcIqDAaZrRJjVphVhIqzggqGPe8v4e0atXyQEk5GxicOuvMHKNQQe6awlSpv//+Bznt1BxV6pdefkFOP/00W2AqgjESXlDxImvNGW6nahjjWHHD0CHDZeTIUQLXTE/NmytlTi7jFbVu3cdypVkvjBAkGM+cNT3QJdQ993SzLpxaZrWwa5yRXwVjqERnP70AUQlh06bNUq1qjnupDz5cZQXzhAQHfnxn/B5nL3rauHAaYs+/Tp3aMn7C2KCkjCMBEiABEiABEiABEiABoWDMQUACAQRUMMbM6HPPL7YWqTUZZi1vv725dQ8EN0dwd4TQr29/mThxsnV9pHGa51XjSug241IIIUgwRryrGozfCCqAY/9fn34sRYoUwW7Ka4zVtzLcKI15fLT85je/sfnxb/fu3dKyRStrfGug8b18fsXzvWP+HVjHXr78bWnVOkt69rwv4bDO/CIySDC+vuF1MmLEsIQ833zzjVxRs5YVWl0VcRWMkdj9EKCZxzz2uAwaNNgK6O+YmWiEjz/+WHbs2GlUxY+VsmXL2jj9p+raEOg1vR7jlgRIgARIgARIgARIgASUAAVjJcEtCTgEVDBGVIMG9aX/gL5yzDHHCGYix4wZK6NGPmpTuzOx8+cvsG6IcGD8+LEC9eiiRYsK1JBvv62555c4TDCGyi/Ug88xvpMhfL/zzt/lxhtusvX4hctUZ4xffOElY9wqy5YBd0UtW7aQI0ocYQTJHXZ9L1SPMVsNl0muX2CbwfnXr98AmThhkk378tIXrdErHIba8p13HpwdDxKMka6HEaZvu62ZsQ5dXKDi3aXLPfL6a69bV1GvLlsqpUsfh2TejDH2y5QpI9NnTLHuq/bt22eta2dltcYhaXtXG7Om+F67P3bseBn44EO2rGeXPO25u0JftW3bzrqSci1jf/311/bDxq5vd8nYcWM8g2a2MP4jARIgARIgARIgARIokAQoGBfIbudJ50VABWOsf8VMKQIEtY0bN3pZ/RarIXDVM+uOtxoryQgQdLGu95NP1gtmnj/77DMbHyQYn2t87/5r/b/sGl4IqrD6DHdKCFDXxhrZEiVK2N/4l6pgjLTjxk2QB43PYg1uWxDnrl3WNP7tqvdWmfXN13vRKGPXrm/tjK9bXpBgDONaEPIR/Az9Fqt1xhhWqVeufNfm8fOoVq2qzJg5zfpERoLt27fLX6td6vE623xYgKC9/K23bRz6AbPx6t8Yvpu7ds0Rqtu0bS333dfN1sN/JEACJEACJEACJEACBZcABeOC2/c88yQEVDCePmOqfP755zLoocEJghdmkVsbteJChQollLJhwwbp0rmrJ9ThIIRr+BCufkkNmzZIMMaMcPPmdxohrad88P4HNh0Ewlq1asld7drm8h2cTDCeMmWi1Lyipi1D/82aOVvgE/lvf3tDowTCOPwXV65cyYtLtgPh9p6u3TwBH2lhJKtFyzvlsktz6gsSjGGVetzYcVbNXMuvfml1ublpE6lbr45G2a0Kxu3a32UtTvfs0curD+rQ9erWEaz7PvrooxPy4aNE7159ZPHiZxPiMWvfr2+fhDXRmzdvkauvusZ+fJhpBOwLjRDOQAIkQAIkQAIkQAIkULAJUDAu2P3Psw8hoIKxGo6CajOsHhcrVjQl1z/wP/zFF19Y9euSJUuG1BIcDTVnrMEta9bL+gXv4Bypx2Imetu2rWYm+wSr5p16zoMpd+7caS1Rly59vHVTdfDIwT3XKvXadWvsbPfevXtl8+bNZja3dMLs98FcB1WpIRjfe29XewhC757de+Tksie7SQP34c4Jfo2xhSXsMH5QzUYoXLhwYDmMJAESIAESIAESIAESKFgEKBgXrP7m2aZIwC8Yp5iNyQ4QCBKMU4HjzhirYJxKPqYhARIgARIgARIgARIggXQIUDBOhx7z/moJUDBOr2spGKfHj7lJgARIgARIgARIgAQOLQEKxoeWN2vLEALXX9dIPvporUycNF5g7IkhGgGoglerWt1meu+9v1tL2KmUMGTIMJlkXF61adPKriVOJQ/TkAAJkAAJkAAJkAAJkEC6BCgYp0uQ+UmABEiABEiABEiABEiABEiABDKaAAXjjO4+Np4ESIAESIAESIAESIAESIAESCBdAhSM0yXI/CRAAiRAAiRAAiRAAiRAAiRAAhlNgIJxRncfG08CJEACJEACJEACJEACJEACJJAuAQrG6RJkfhIgARIgARIgARIgARIgARIggYwmQME4o7uPjScBEiABEiABEiABEiABEiABEkiXAAXjdAkyPwmQAAmQAAmQAAmQAAmQAAmQQEYToGCc0d3HxpMACZAACZAACZAACZAACZAACaRLgIJxugSZnwRIgARIgARIgARIgARIgARIIKMJUDDO6O5j40mABEiABEiABEiABEiABEiABNIlQME4XYLMTwIkQAIkQAIkQAIkQAIkQAIkkNEEKBhndPex8SRAAiRAAiRAAiRAAiRAAiRAAukSoGCcLkHmJwESIAESIAESIAESIAESIAESyGgCFIwzuvvYeBIgARIgARIgARIgARIgARIggXQJUDBOlyDzkwAJkAAJkAAJkAAJkAAJkAAJZDQBCsYZ3X1sPAmQAAmQAAmQAAmQAAmQAAmQQLoEKBinS5D5SYAESIAESIAESIAESIAESIAEMpoABeOM7j42ngRIgARIgARIgARIgARIgARIIF0CFIzTJcj8JEACJEACJEACJEACJEACJEACGU2AgnFGdx8bTwIkQAIkQAIkQAIkQAIkQAIkkC4BCsbpEmR+EiABEiABEiABEiABEiABEiCBjCZAwTiju4+NJwESIAESIAESIAESIAESIAESSJcABeN0CTI/CZAACZAACZAACZAACZAACZBARhOgYJzR3cfGkwAJkAAJkAAJkAAJkAAJkAAJpEuAgnG6BJmfBEiABEiABEiABEiABEiABEggowlQMM7o7mPjSYAESIAESIAESIAESIAESIAE0iVAwThdgsxPAiRAAiRAAiRAAiRAAiRAAiSQ0QQoGGd097HxJEACJEACJEACJEACJEACJEAC6RKgYJwuQeYnARIgARIgARIgARIgARIgARLIaAIUjDO6+9h4EiABEiABEiABEiABEiABEiCBdAlQME6XIPOTAAmQAAmQAAmQAAmQAAmQAAlkNAEKxhndfWw8CZAACZAACZAACZAACZAACZBAugQoGKdLkPlJgARIgARIgARIgARIgARIgAQymgAF44zuPjaeBEiABEiABEiABEiABEiABEggXQIUjNMlyPwkQAIkQAIkQAIkQAIkQAIkQAIZTeB/9j3aISnLsVYAAAAASUVORK5CYII=)]() The project API key in the PostHog Project Settings page [![](data:image/png;base64,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n01/dBQCgEcdX+kKh3AUd0eVjKAQ01wHHPSWfb6m+9Em6kmeU7r18ca0nUUbXwFOg7qebx9+PF/3ZoVOHHr9ZfVaiuyBHBMnjzFuu9+iI2fMNGtq1GjRnZ074Ot+3ZbJK572rTpdvngG+3+h4ZH41dYfhm77srzo/6w4+FHnyhk3xgUDnLZWA47aC9Tdo2k8u13P9hJp51vn33+VTR6rrla2+03XpHanEx4z49mKnQce9Qh1n37LcNBid1ZAzhmzJhh2/Y4wMb93VTRhuuvZeecfnziMhmIAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBQfwQI4KjgsQgr86oL4NBmTpz4m+1xQG8bM+bXaKsHXnCade28StRf3zsI4Kj7I0QAh9np/fuaAjPiRZkjlEHCl86rrWQXn3dKYlMvfho+ZwqMGTvOttv5gCgbkAIc9tljp5kT1KArSwDHa2+MtD7HnxEtXdkklFWiWPnzzz9t132OMAVa+DLsgZutXds2vtd9qhmdPfbrbcrM4suB++5mB+67q+9N/fztt9/tqONOt48++SyaZoN117Rzzzwh6g87wnt+OFxBIjddc4kttuhC4eBZurMGcGjGiwZeY2paSKVFi+b22EO3cJ47Df4hgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAvVXgACOCh6bsDIvSwCHNjX+pniPHbZyb6Kn7cYvY8bao489bZ9+9qX9+OPPpjfZ55mng80/3zy24XprWdcuq1ijEjJ4KAPIR4W377W8TwvdTZo0tiUXX8w1obDC8v+yfy29xCyb8v0PP7nt1ogvvx5tz7/4ajTNOmt1tqWW6BT1d9twHVtqyZn9qoBURaQvaRXzfnzS56bb7BlVzmpdQ4dcmjRZlWF6q374E8/a6NHf2Q8//eyyM8w3T0dbZJEFbcvNNqyyzVVmTOn56ecxBYMR9sWXowrL+8Xat2tbcFvUNio0/7Dcv5Zyc2mdTz37n2gJW26+kS268IJRf9aOLAEcU6ZOtZtvvTda5EorLmtrrbG6/VlopuelV96wEU8+7yq+p0//w1Uqd1psEdtmy41tvnnnieaJd7xWyGrx9sj3o8F77rajtW71v6ZU3hr5XiHrxbtu3MuvveXOHT+hMg/M1bqV77W9dt+xaBMs0YRBR5bzZMhNd9gNQ++O5lp6qcVt8MAB1rJli2hYdR0fFyrqh48onBfffmc//jSmMG9zW2C+eW2lfy9nW222Ueqy7n1wWJXAqyz7qCwXL/zntWiT1l27i62w3DJRv+/Q9fXu+x8XrskvnOvEQlDBEp0WddfkUoWmTboUArxKucb9cpM+4/cfZd9QFo7alCwBHPK75PLrotX07XWQ7bzj1lF/WsfwEc9EQQya5pheBxeaQ/nf9ebnufGWu+26G+/wvbZi4T52zRXnZs7Iouttn4P7mLK7+HLf7dfYAvPP63ujz/CeHw38u0P3zuuuusDdU+PjfH8pARy6zo458Sw/q116/qmmJmcoCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC9VeAAI4KHpuwMi9rAMd/C4ET+x5ydLTV667VxS4Y0C/q9x1Tp06zS664zmUbUDr9tLLgAvNZ/+N72aorr5A2iRs+ffp0u7hQgaoK3GJl5+5b25GH7mtNmzaNJhv57gfWs8/JUX+xjtP69bXNN5mZOSFLxXyx5WlcKQEcPxSCXM44Z6C9896HRRcrr1NP6lMIaOhYdDplAbjy6pvt3gcfrVLB62dSsx3bbrWJHXXEAa6y/vQBM4NLlBlira6r+Ukzf2YJ4FBTFFvusE+0zF132tZtg5qRSDvGCnTQsd1h282j+cKOa66/zW6+bWZQyAN3XhsFfChwQgEUWcpDdw+xeTp2yDJpNE1158kjw5+ycy68MppelevXFprT6DB3u2hYsY4fC0E3Oi90LqcV+Rx6wJ6mayBeBl071G6984FocJZAJJ0LI556Pprn7lsG2cILLRD1q+OB/3vcBl55ven6TCvKVqEmYjp2mDttkszDj+9/jr348utu+hbNm9sTj95e6+CQLAEcjxWCqc48d2ZTLfvu2cMOPXDPzNtdbMK9DjzKBVb5aW4YfOEsQR5+XNrnpVcMsXseeDQa3euw/Wz3XbaP+n1HeM9f+d/LF45J+ypBW3vv3t0OP3hvP/ksn6UEcIwbN8G26r5vtAwFSqmpFgoCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggED9FSCAo4LHJqzMyxrAoWZUNt9+ZgWf3ha/9srzquzFr+PGuzevP/708yrD03oaN25sx/U51LbbetPESVR5feIp55qyb4RFb/UrY0O8KIOGmjdo22YuN6qhBHB88OGndtzJA0wVn1mKsmhceE5/W37ZpRMnV/BGv9MvqJJxJHHCwkAFrSgDRiUDOOYuBDMMvu6WtE2Mhqt5CDUTES/1NYDj1dfftmP7DTAfyKTzUhkWFl1kofguJPYr08wxJ51laj4kS0mqKFfmFQUK+LJxIfPK2acd53tn+VQ2h6123Md++/1/zXoo88Z1V50fTTf9jz9cQMrjTzwXDfMdSdel9vmic062FZafNYOHn6+6T2VtUdCPgsNUFIAw+LIB1c1W7fgsARzfff+j9djzsGhZCy04vzuGc7fPFoATzRjr+HrUt7b7fkdGQ5Xx5s6hV0X9WTs++OhTO/iImc2mxI+XX054z19lpRUK949+ts9BfU1ZVFR07K689CzTuKRSSgCH5u+++yGmoDQVBZs9cOd1rpt/CCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC9VOAAI4KHpewMi9rAIeCKPY/9Jhoq9dfdw0778wTo351hG/Jq1+ZAbqstnIhQGA113TKa2+8Y0qv/+VXozTaFQVxDBl0QWITKCeder499+IrflJbb+2utv8+u7hmGiZMnGhvvv1+IdPH04UmMt6JpulZeIt8r8Lb5Cpjfx1nqkRXUZCEsiX4oqCRlQvNT/iiSmFlBfGluswKfrpin1kycKiifK8DepuaOvFFWSBktmYhC8ZfhWAMmelvzJhf/STOU81IJDXDcee9D9vlg26MplWH9m3NQjMGq66yoo0a/a1z+eCj/7rgAlWuy8eXcmbgmLfQrM7Pv4x1QTfa39VXXdGaFzIsKPBAzVcocMgX7cMdN11RJcuKxhUL4Pjsi69M2WNUHn3sGVOTKr4oW0G7dm18r2tWpnmzZlF/lo6080TrPLxPf5s0abJbTLNmc9qVF5+VOZBh8pQptveBfUwBBL7oOCnzTedVV7Iff/7FnffPPPeSTQiMTj3pKNti0w39LO5TmXO8QYsWze2xB4fOYuhneO2Nkdbn+DN8r2smSc0l+XLP/Y+aAh98WbzQxI2yuKg5Hl3LyiDzwkuv24OFDB2+rNl1VbvkvFN9b8mfaqblsN4nRfPt1mM7691z/6i/ph1ZAji07O13Oahwjs68PtUM1InHHmGdV1upxllA4pk9lDVD52OpRYFs2+60vyl4TkXH4PkR98zSDEt4z1eQxqCBZxeO1Ud2RN+TTQFfKmqm6JbrB0bND7mBf/8rNYCj/xkXms5NX8KsOH4YnwgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAvVHgACOCh6LsDIvawDH/Q8Nt4suuzbaat/0hR/wxNMv2GlnX+J7TRXFNwy+yBZbdNZsA2edd7kNH/FMNO2SSyxmQ6+7tEqlYzzjx2qFwIMrLzkrmsd36O38Aw8/PgoKUSX/PbcOrrIsTfvk0y/aqWdf7GdzzbdsvcXGUX+8I14xf9hBe5XcrMhhvfuZKuJVllqikw0dcml8NXb+JYPtoUdGRMNlMeSqC0wV/mHRcg7Sfn49OhqsivWjex8c9atDWTx22uPQaL0alpSZQcNVgdv7mFNNWRXCUs4ADq1X2QyUmULZDcKiSvODep5QpfI8aduKBXCEy7vg0qurBBbcd/s1piZNalPi54maKFEwkLIi/DJmbLRoNTek4Ius5YrBN9od9zwcTb7hemvagNOPn+W8VgaGI48+JcpO0Wau1nZvYb9at2oZzavlaHm+XDigv62zVmffW+XzooHXRIFOCgb4v3tuqBLkss/Bfe2zz79y8+gaf+TeG921XmUhhZ4BF1xZCJh5yg1Wcz26JsMAqfj0xfqffeEV63fazCwgpxWaENp80w2KzZJpXNYAjqG332cKYIgXnbcbrr9WIaDm3y4wp5Tmd26760G76pqbo0WecmJv23KzjaL+Ujp6Fa7hN9+eGZg07P6bqxwzLSu85/sADg2/9obb7KZbZzY/tFm39U3ncLyUGsARN7u+0DyMgnwoCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC9VOAAI4KHpewMi9LAIfe7t5z/942bvzMJj4GX3ZOlQwWRx59apXsBmeefIxtsvG6iXupoIuDeh7vsiz4CdQci5pl8SWe8ePQA/e0fffs4UdX+VRF+VdffxMNW2nF5WzOOZtG/eqobQBHlYXVoCcpgEMOW++4XxRsoWwaN1x9kak5haSifTzw8OOi6Vu1bGnDHripSjaFhx99ws67eFA0uyprL7/oDGvSpHE0LOx49LGnC5XtV4SDLClIosoEKT3avj327xWNVZaTE4/pGfWrY/yEia45jHBgscrd+x4cbhdfPjNwqG+vg2znHbcOZy+agSOcsBwBHMcWmgRSsJMyiITljpuuTAxmCqfx3dOnT3cV7r4Zk2WXWbLQZMg5swT1+OnjwVPxYABlbtl+14OiTAvbbrWJnVTIIBEvfxWyOSjbhA88WXvN1V3zJ+F0m2yzR5RVpOvqK9vAC08PR0fdau7kvQ8+jvqVqaNDh/ZRfykdDxSyeVxYCL7xRc0krV4ImqhtyRrAIZezz7+iStBZ0rrVVEiXgknXzqu4bEHxIKxwnniAjjKUKFNJTYoC03R/8+WWIQNNgWBhCe/5YQCHmsw5tNeJ9tEnn0WTK4BDgRxhKTWAI35fUTM6Op8oCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC9VOAAI4KHpewMq+6AA692X3J5ddVyfygykFVEvoyZuw4237nA0zp/FUUiKGAjGLlPy+/Ycf1HxBNEs/oocrrLbbbK1rmv1dY1gUiFKsUjRaW0FEfAzieLjQxcHKhqQFf9tljJ1Omj2Lliqtvsjvufiia5PyzTrL11uka9R9z0tn28qtvRv3XXXW+rbDcMlF/UscBhx1rH3/6eTSqnAEcqtRXloe0Eg8K2bn71tb3yIOqTF6fMnBU2bCgR9fM9YMunCWwKJgk6nzx5dddc0R+wDG9D7GddtjS987yqSYwNt5qN5s2bbobp0wfyvgRlr4nnBk1J6RmYx6576ZZmv9QNg9lDvElKQgrPFdat27lMueoSZG6LDcMvduG3HRHtIqbr73Ell5q8ai/ph1ZAzj88hUcdf3Nd1XJCOPHxT/btW3jjpmu6aZNqwaTadozzh1ojz/xXDTbDYUMFcvWMEOF7s9qbsgXBWypeZewhPf8MIBD04z65jvb/5BjosAwZW9RUypqUsWXUgM44udw/+OPtK236OYXxycCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEA9EyCAo4IHJKzM02YoU0JY9Mb5Tz+PsdGFir3vvv8xHOUqoNXEx1JLdoqGv/zaW3bMiWdF/Ttsu7kd3/ewqD+p48effrYddzskGrXSisva1ZefG/WrI2yuQf2Ld1rUum+3hWu2oMPc7TQoc6mPARyDrh1qt975QLQPSRXm0ci/O9T0jJqg8WW/vXrYIQfs6Xttl7172jfffu/6GzVqZE89ekdq5gY/UzwzRTkDONZbu6udf/ZJflNm+VTTMd222j0avvkm69tp/ao28dAQAji0A9tvs5mdcPTh0b6kdQy67ha79Y77o9Hx7DTRiKAjDKxQUyX33jYzY4Ume/zJ5+2Mc2Y24TNo4NmmivywDC6s95a/16tsMI8WgjziAVMDr7re7r7vkWg2BSp0334L67bRuqYsG3VR1HSTspr48sCd1xWCCzr63hp/lhrAoRWpuaGnn33J/vPK6/ba6yNtwsTfiq5fgSaXnHvKLNlHwqZqtICrLj3bVl256vEouuBgpDLoKOOFL0MGXWDLL7u073Wf4T0/HsChCeKZe7QtVxSarGpUaP5GpdQAjnff/9gO6z3zuj784L1t7927u2XxDwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoP4JEMBRwWMSVuaVshmq1D3tpD5VMj5o/keGP2XnXHhltKikZi6ikX93KEhk0233jJpjWGjB+e2eWwdXmeytke/bcf0GRG+GhyMXXmgBU9BHl9VWtvXXW8NaNG8ejp6lu7YBHGoKZMP115plucUGdN/9kGj/kppQOfPcy+yxJ56NFpHU9EE08u8OZcpQZb0v8eYwum29u02ePMWNVoX6bTfODPbw88Q/45W35Qzg2GWnbazPEQfGN6lK/9ob7xj1N4QAjjkKld6n9etj8883r/Xs0z9qukQ7ceYphaaFCsEOxcrZ519uwx5/JpqkebNm1rxFs6g/qWPcuAnRYDUf9Oxjd0f96lAgzDY77R+dG7v12M5699y/yjS77XukjRr9rRu21eYb2ckn9K4yXj1qXuXIvqe4rA3xke3btbV/F65JVf5323Ad69hh7vgkNervX8hS80whW40vTw27o9rr3U9b7LMmARzh8nQP+3rUt6bMJWou5j+vvGFqriZelD1o8OXnRMEQGh/PKnL2acfZxhusHZ81U388684Dd15bJXuGFhLe85MCODTNCaecay/85zV1utKzEHSx199BF6UGcMhl9/2O9IuypPMtGkkHAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAxQUI4KjgIQgr87JsRuPGjW3tNVa3XofvZwqciJeht9/n3tD2wwdeeLp1XX1l35v6ecDhx9nHn3zmxrdo0dxli4hPPPLdD1zGie9/+Ck+KupX8IaCONRcQVoWgNoGcJzev69t1m39aJ1ZOjbdZk/7fdIkN2lSAEef48+w194Y6car0v/Zx++2pk2aFF10PCPFOmt1tgsH9I/mWW/THjZjxgzXn6UpG02oynFVkvtSzgCOeNM5fhvCz4YWwBFWfN906z127Q23R7vTqmVLu/GaixKvIz9R2NyJH1bqZ1KQgzK3KIOLygLzz2v33X5NtNh4hftlhWu4S8o1rCAONf2jLAtpRZkb1IzHrj22tbUK947aFDW1pCaXfHl+xL3WpElj31vjz9oGcMRXrICOke9+aP/P3nmHZ1Glbfz5EJQWqqB0LEtZZNFVQESUFfhEQEB6kRIIhB5639CJQXrogYQeSIDQlSLSlLaC2Na1EarSJIDS9dpzD56TeSdvSwiQxfu5rmTOzDlzZuY3884/zz3PHTEz2sWSCOOcti9r1m+W8IlJgrVundpIiyb1nVP6td4ysIeLxdUOvEccti32d74nAUfixUvSqn2IwBILAcaRqtpSyb88meIKHKjc1KhlUhWmBvXekL4hSRWX/LowDiIBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABErhnBCjguGeokx/InsxDL5LozsiQ4f8kd+5cllXB358tK94sS+JWbRAkQ3WMGNpbarxWRa96XDZsESxamJFHHWv9ymi3Y5EYPXT4C6sqwZ59B+VC4kW34wICssuk8NBk9gEYnB4FHINCw2XH7r3mWtbFRSWzWjCdfzR+On1WUNlDB6o5oKqDjnpNguTsufPWKkQxW9cvFYhDvIXz63oKOLzRcu1btfZ9gR2GDjyDm9Ys0qvyu3p2e/QJFVST0YGE+Jzp4R7FOgND35Gdu/fp4fLSi74FED+rpHsem63QmGH9k9mfHPjksIT0G27mtYsK7CIsVM5YHTvXpWKE2cnWSDh6Qv0mt1nP8PETt217bN1WE0KOvj2DBbZKqQ1U90GVHx0bVs0XVPu400hrAYc+n99//1169B3mcs+dVYk+OfS5dFfPhQ6IZSCaSWmcPnNOWVF1MLvlz5dXVi9PehfrDvs735OAA2P37j8kfQaNErxzEcWKFpL5sydK9KJYwTOiI3bRDK8iJAjzINDT0b5NU2nfpple5ZIESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESCCdEaCA4z7eEHsyr0jhArJ84Yw7OpttqoIDvsjX0fbtxtKxXQu96naJShLVa7cwicK/PP2E9ZW628GOjSdO/mh9/b93/0Hry3zMpQM2LxtWzk+WvE6PAo7xU+bIqjXv6VOXqeNHWFULzAY3jT3qmvsMHGV6nBUsOnQdYFk66AG4t7jH3sJeCQTjKODwRsu1zynggMXQ6zVedRkEQU3roF5y8dJls73xW7UFSX13AUEI5tWBhDwS83caEJO81bSDEfjYk+pBXfrLV19/ax2ieZN60r1T2xQdDqKqz1VFjgMHD8v2XXuTWYnMnDJWypUtnaI59WCnwGhpdIQUL1ZYd6d6OSlirsTFbzD7z589QUoocU1aBCxVgrsPMlPBUmZUaJL10a1bv0nthm3l8uVfrDGovLMhfoFkz5bV7ONPY8XqjTJxaqQZ2qh+LendI0nQoTvs73xvAg6Md3JB9QycV0oEHKgshPeKDoh4GtStqVe5JAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESSGcEKOC4jzfEnsxLCwEHEr9IAOt49eUXJWzkAL3qdun8QrtK5QoSPiop4el2JzcbYeeAr91RDUBHxISR8vxzZfWqtUyPAo7Fy+JlxpyF5jx7dQuSxg1qm3V3jaWxq2XarAWmK6RrO5cKKpHRMdbX8nqALzHNsROnJDC4j1y9miSCoYBD0/O9dAo4PFnt7Pp4vwwYGuYyIX4j+K04Y3HMKpkRmVTFA78L/D7SIqbPXiBLlq+2ptK2PhCY1FfCDl11wV6ZIzXHvHHjpoweN9WqeqP3D2zVRDoENterKVouX7lOpkyPMvvMmhomf3umlFm3NyCcuHrturXp4UwZBWIFTxE6eoLLOa5YMksKFnjMDIfIImKWqgp0uxiFPFG8iN+VRJyVMV6uVF7GjRls5kZjzLgI2fD+NrMNFiqwUvE3IFxr3qabnDl7u+IO9psxebTba7a/830JOHD/Ajv1lSMJxzyeiq8KHM737djh/aXqK5U8zscOEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiCB+0uAAo77yN+ezEsLAQe+7K/XpL356j5XzhyyJHqqV5uDmSpBvUglqnUM7tdN6rxRTa+maLn5g50yfMwks0+noLeldYuGZh0NZ0LR1xfh/ibmXQ7iWKlRp6X8euWKtVUny+1Djh47Kc3bdjOb/v7sMzJViU9gO+EuYM3Qg3eXLQAADaJJREFUpecQq/qI7ncmnb/7IcGq9qD7YZ8SNmKAvPJyRb3JLC+pr/87dO0vTvuLP4uAIy0qOaTkOXFWNsiePZtVdabA4/nNPUHjyNHj0jKwh9mWmooYZmdH4/sfjkqroJ5mK54fVLJBNRjEE8WLypKoKaY/tQ1Y/TR+u7P89ttv1hQVXnhWJo8blqrptmzbJcNGTzT7ehO09BsyxqrKg8H4Ha1X1Xhy5cph9rU32imRwtfffG82ffje8mSVe3ANJ0/9ZI15+OFMEr8s0ut7TU/mfC4gzIJAyx5OG5WMGR+SqFnjBe8KfyJiZrTExK01Q/Ecxan76e79YX/n+xJwYMLvvk+Q9soC5eatW2Z+e8OXgMNZGeROKrDYj8s2CZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZDA3SFAAcfd4erXrPZkXloIOHDQSdOUHcGqJDuC8s+Xk0kqYesumYjy+r0HjBQIPxBIXML2JCAgu7WOf/MWLJdNW3dY65hj2JBeUrrk06bf3nh/y3YZGZaUdB7Ut6u8Wau6fYjs2feJ9Bk02mxzl1A1narhTMB6qqxg38fZ9iXgwHhYa0B0oSOobXNp17qJXnVZzolaIvMXrzDbSikeUTOTrGt0B5LdSHrryJIlszRUNggVyz9nVS44oRLSuAf4+h+J2gwZMgjEIToeVAGHvfoErtVTBQzNwZ9lSp6TmzdvSntVqQbMdZQpXUKQ3MZvwB5vtw+RH47croCA+wPRQuVKL9iHmHZi4iUJ7jFQLly4aG2rUrmi/HNgkgDEDPyj0bqDeub+OIfunQMtAceBTw5bve7ET3r/vfsPycSIJLuOZo3eFNhruAsIOBq2CDZVPWArA3uZ1MS/Dn5mVdnR+3o7R9h8wHJFh7NCjd7+mbJ76dRjkF6VYkULScz8aWZdN8LGT5d1G7fqValX5/+lb0hHeegh1/tlBqjG+Z8TJaTfMHP/0OfpWXNWAYH4De/Nkj6sXJzvAhwDAhkIZdyF/Z3vj4ADc8TErlEVSOa7m058CTjenTRL4tdtMvsuWzhdihYuaNbZIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESSF8EKOC4j/fDnsxLKwEHkpYtA7sLqjroQEUNJHiRjEQliIuXLsu+A4dk8rR5knjxkh4m7ds0VX/NzDoa33z7g7RV1h468ufLK7Mj3pHH8j+qN1lLVBQYMnycwAoEgcTqcpUstFshYDuqTDRt3QVNK7JmzSJdg9vIP6pUcvuFfkoS83pO59IfAQd49FJiFh0Qq3QJbi1V1Xnpa0AFgA93fCwzVWJa21yA59TxI5JZxWCeC4kXLVsUu7WCmd8h1sAxWjVvIOETZ+oh8qAKONZu2CLvTJhhrhPVJjq0bSaVKj6frPKCGeSjkdLnBFVXYFlz7fp1M7M76wyIJXoPTHouMj/yiAwZ0F1erPCcZMua1ez76WdfWtUztNgDHd4sRtDvKTGPZ2pVzGz1G8uHYckCAhRYreD5QuC3NiFsaDLRAH7nY8IjZPeeA2aO0EEhUrNGVbOekgae4/pNg8wu3iyanHZOEL8M7NNFarxWxdxjCEJgXwKbEx0d27UQ2A0549SPpy2bEnslClTI6NU9SMqWKeUivME9xX0bN2mmQFSjA8KFpQumuRWz4T3YQr037eNxr+vWqSHNG9d1uRf47UNos2DJCjl0+Es9vbWsXbOaDOmfVM3HpVOt2N/5/go4cDzYU6FSiDN8CTjaqeodsMlC4HreX7NIUMGEQQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkkD4JUMBxH++LPZmXVgIOXM7WD3dbVgdaZKAvMU/uXJJfCS++UXYFuuqG7itV4imZMy3cJRGq+zqHDJbDn/9br1oikOLFishz5cpY4xMSjluJTHtyFdYp+ELfGbByaNA8WM6eO+/ShQQvxBz9e3aS6q+9bPpSmpg3O9oa/gg4MHz85NlWxQ/brlazaJFCohQbRpxi7/dVQQRJbwgA7Il9+/5oQxQzKTxUICoYrEQwOh5UAQdYoPqEvdoIrhmJ5YwZM8oylWR/NG8ejcGvZWqek/XvfSBj302q9gDhxLtjhshLLz7vckyIatas3+yyDc8rfjN4ZhOOnpBz53926ffHbuX8+QtSTwkinBz8SezPiVqqqsDEuRwTzxH2hbjq6PGTcvizryyxlh70t2dKyQxVZcRdNR49xtcSYi6IuhA4DqxMPIWzagbGocJJsaKFBb+LyzaRGfpw/gvnTpYctgpA2K4jduV6mTx9nl41SwhYChbILwUeyy8/nj4jJ0/+lOz9BvFChLJFKvPXEmY/Z+PLr76R/kPHGmGMvT9njgApoERW165dE4hJbty4ae+22qjMMnJoH0GlHU9hf+f7c5/1POAFyx0nM28CDryPq9dqbuxXqrxUQcJHJ1U70XNzSQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkkH4IUMBxH++FPZmXlgIOXNL2XXtl1DtT5OrVaz6vEIlHWJPYKwrYd0LScPyUOS52IPZ+eztL5szSR1kb1Hr9H/bNLu2P9vxL+g0Z47JNrwwb3Eter/6KXr1nFio4IEQtkSoxji/rfQWS/agUEKQqR6DtLZBI3fLBLlmtrAwSjh6XX369Yn0NX6RIQalWtbI0bfimVZVg+849fwoBB1hNm7VAlsaudottTexcyfdoXrd9njamRsCBuUJHTbAET3peJOoXRE6yxAR6G56LWZGLZPGyeL3J4xLiiCbqfvboEuhxjL2jZ/8Rlo2OfRsqVdStXcO+KVkboo9FMauUxdEyuXXrt2T9zg3NGtWVzh1bSSYlkLmTwPFgq6Rj/cpogTDMXeDdE6Ssao6oZ95XZM+WVcaH/dOyFvI2Ni5+g/XsoAqJv5E7V07L+qmCspPyFbCcwbsJFYVSEhDsoJKQL3GM/Z2fEgEHzmWbqv4zdISrVZM3AQcqb6AChw53lla6j0sSIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIIH0QYACjvt4H+zJvLQWcOCyYPmBhOd7m7cn+3Ib/eXKlpb6b9aUGtWq+Ew8YvzWbbtl+cp1VkL2ypWr2GQFBAwFHs8vJZRFS3C7luoLe1Wxwkd8raqALFi8Qr746mv5+cJFY0kyKrSvJWrQu6c2Ma/3x9LfChx6H9hhrIjfKDs/2pcsOY4KArCOaPRWbYuf3iclS7DDV/pO4Qcqp0BQoGPyuGHJbDF0n7clKkLADkIHxAAQBdgD9hpv1G9tNkFEEtK1nVl313jptbfMZohsILaxx+x5S1zEL/HL5rhYT9jHojrMjt37LBuRhGMnzPOJBPia2HmSN29u+3Cf7dQ+JxDTtO3Y26qqoA9SruxfZfqkUYIqG/Y4+OnnErdqo+z6eH+yqhmZMmUSCKFgBQNLGH9j05YdMiJsshmOeTYoUUT27NnMNm8NVMOApc+33x1Rv6NEl6EQLjz9VHFp0qCOdW4unalc+Y86HqxndDh/r3q7XkJosSgmXhYuXeG2agV+A+WVsKJ/r07Gqkjv62mJChiz5i2W3R8dcLHAcY7PlSuHvF7tVcsayl+emAPn/MH2j6x3AKxgPAUqxsASpmH9WlY1Fk/j7Nvt7/yUCjgwz+jwqbJx04dmSm8CDgikIJRCgPPauCjJm8e92MZMyAYJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkMB9JUABx33Ff28OjgoQP/50Rs6cOScQD8Cq4HFlN4AEZ2rj9JmzciThhGUh8dSTRT1W7/BnflQQgKAgW7YsVmUKf/a5F2PACtxOK24q/6m4PWoJVWCbcTcClQ1Q4UDHkqgpKRID6P3+F5dXlTUFKjbkCAiwbDbS8zX8euXK7efi9DnL9qVI4YKWNZGv6gvurmnH7r0yKDTcdFV9pZKMHd7frKekgd/QkYRjcv36DSXceOKuJevrK9sXWHogqlRWthyjfNtyJCZekm+/PyIQ65w6dVoJVLJaVVYqln/Wo8jH17XDxuTgp1/IMWUXcyHxovyqxDg5cwZIblUR5Okni8szZUr6JUzzdhxUD4G1Ed53p9X9zpz5EfXuzGf9lVQWOqjYkl4DQhsIbhBlSpeQyOlJz1l6PWeeFwmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAn82QlQwPFnfwJ4/XeFwNlz583X7zhAhRfKSe2a1TweCyIb2E2gkgIClRg2r11sWat43Ikd//MEBg8fJ7DO0ZHaqit6/3uxjJgZLTFxa61DwZIFNioBAdnvxaF5DD8JQNTSrE03M7p750Bp3riuWWeDBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEggfRKggCN93hee1QNAAIIMbcGAqh1hIwZYdhHOS7t8+ReZGBEpm7buNF3ubE9MJxsPBAFYsvToO9zYsRQtUkhi5kcks9ZJbxd7ST2vTVt1sarm4Nxgz4PnlZF+CMydHyNRC2OtEypU8HFZGj3VEoWlnzPkmZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACZAACbgjcK8EHP8FAAD//wk5dUEAAEAASURBVOzdBZxUVRvH8YeGpbuXLkEEBKSkpZFGDOxAFAlfxUAFRWyxEEQREEUBJaSku1NakO5uluY9zxkndnZmd3bZmIXfeT/vzu1753vvzvrh/Oc5SW6YJnHYwi5ekpOnzkq6tGkkQ/q0cXgmDo1AYAJz5i2WN/t8Em7jnDmySakSRaVE8SJy5coV2X/wsCxctELOX7jg2i5rlkzyw7cfS84c2V3LmEj8AvoROG7iNLlw/oIsWb5a1m3YIteuXXO9sU/79ZJqVe52zQfzxIRJ0+WjzwfaSyxWtJAM/e4zSZokSTBf8m1zbWEXL0qHR1+Uo8eO2/f82Qe9pOo9ieO5um1uEm8UAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEPAjcPLUGQm7eFmyZ80kKVIk97PVzS9OQoDj5hE5QuISuG467EeN+VMGDx0ply5dDujis2fLKtrhWrRIwYC2Z6PEI3D9+nWpUb9NhAtOYoIPTz/eQZ7o2D7CumBdoM/208+/Ilu2breX2LPH89KiWYNgvdzb6roG/zhShv08xr7nGlUrycfvv3FbvX/eLAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQmAUIcCTmu8e1JwqBPfsOyMefD5K16zaKduL7alp1o3HDuvLEI+0kTZrUvjZhWSIX8BXgSJc2RN55o7tUr1ox0b27jZu2yrNdXhOtLJIpYwYZPeJbSZeO6kcJeSMPmIo+Dz3RRS5fviIpU6aQkUO/ljy5cybkJXFuBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBaAgQ4IgGFpsicDMCV65elX0mzLF7z37RUEfy5Mkkc6aMUiA0nx1WRSsx0G5dAQ06/DJqvB02JX++PFKoQD7Jny+vfQ4S67veu++gXL16xV5+DjM8UNqQkMT6Vm6J6z595qycOHHSvpfUqVNL7lw5bon3xZtAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBG4XAQIct8ud5n0igAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQNAKEOAI2lvDhSGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDA7SJAgON2udO8TwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBAIWgECHEF7a7gwBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEELhdBAhw3C53mveJAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAkErQIAjaG8NF4YAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACt4sAAY7b5U7zPhFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgaAUIcATtreHCEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQOB2ESDAcbvcad4nAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCAStAAGOoL01XBgCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAII3C4CBDhulzvN+0QAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBoBUgwBG0t4YLQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHbRYAAx+1yp3mfCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIBC0AgQ4gvbWcGEIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggcLsIEOC4Xe407xMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEglaAAEfQ3hrHhV26fEWuXrkq129cD/Ir5fIQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCIH4GkSZNKihTJJWWKFPFzwng4CwGOeECOzilu3LghelPOnD0v5y+EyfXrBDei48e2CCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAK3j0CyZMkkXdoQyZA+rWTKmD5Rv3ECHEF0+w4fPSHHjp90hTZSpUopmdKnk5TmNWnSJEF0pfFzKRpmuXjxoj1Z6tRp4ueknAUBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIOgFrl27JhcvXTYFEs6aPvZr9npTmGoc2bJmkmxZMgX99fu6QAIcvlTiedm58xfkwKGjcsk8XNoK5M9tyrwkdwU54vlyguZ0GuA4fPiwJE+eXEJDQ4PmurgQBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHgEbh69ZqcOnNWDpp+d20hIWkkb67skjp1quC5yACuhABHAEhxucmJk6dl/8Ej9hSh+XLZ4IYGF2giBDh4ChBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEAhW4fv2GHD1+Qo6Y0S+SJEkq2gevQ6sklkaAIwHvlGd4o2ih/CawcD0Bryb4Tk2AI/juCVeEAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBLvA+QthsmPXPnuZBfLnSTQhDgIcCfRknT13QXbt2W/PXqxw/tt+uBRft4EAhy8VliGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIRCVw8eJl2bZjtyRNmlSKmIIKqVOljGqXBF9PgCMBboEGE7Zu3y2XL1+Roia8ceM6lTd83QYCHL5UWIYAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggEIiAsxJH2pAQKVwwbyC7JOg2BDgSgP/QkeNy9NgJKZAvtyRPnjQBriBxnJIAR+K4T1wlAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggEKwChw4fk6PHT0re3DkkS+aMwXqZ9roIcMTz7bl27Zps+menJEuWVAqF5hYNKdB8CxDg8O3CUgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBwASumxExNm7ZLilTppQSRQsEtlMCbUWAI57hjx0/JQcPHzXhjTxmrJ0k8Xz2xHU6AhyJ635xtQgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEAwChw9dlIOHTkmBfLnlgzp0wXjJdprIsARz7dm+659cuFCmBQrnF806UPzL0CAw78NaxBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEAhO4cuWqbNm2UzJnzCD58uYMbKcE2IoARzyiX79+w5Rm+VfSpw2RHNkzx+OZE+epCHAkzvvGVSOAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALBJrB+0zZJkSKFlCxWMNguzXU9BDhcFHE/cSHsomzfuVfy5souqVOnjPsTJvIzEOBI5DeQy0cAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSCRGDPvkNy+sxZuaNEYUmWLFmQXFX4yyDAEd4jTudOnzkne/YdlIKheSRZ0iRxeq5b4eAEOG6Fu8h7QAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBJe4Oixk3LoyDEpVjjUFFxIlfAX5OMKCHD4QImrRYq978BhKVwwnySRG3F1mlvmuAQ4bplbyRtBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEElTgxMnTsv/gESlSML+EhKRO0Gvxd3ICHP5k4mA5AY7ooRLgiJ4XWyOAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAII+BYgwOF2SWI64+O05ETYxUty8tRZSZc2jWRIn9Z95iCaIsARvZtBgCN6XmyNAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIOBbgACH24UAh7EgwOF+IAKZSogAx9WrV2X+/Pmyf/9+OXLkiBw9elQqVaokbdq0CeSS2QYBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIAgFCHC4bwoBDmNBgMP9QAQyFd8BjgEDBsgHH3xgwxue1/fcc8/JoEGDPBcxjQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQiAQIcLhvFgEOY0GAw/1ABDIVnwGO5cuXS5UqVUTPqS1DhgxSuHBhyZ49uzRv3ly6dOkSyCWzDQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAEAoQ4HDfFAIcxiIYAhzXr1+X9evXy+7du113p06dOpI+fXrXfLBMxGeAo2XLljJhwgT71h955BFbcSNt2rTBQsF1IIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgjchAABDjceAQ5jkZABjmvXrsmqVatk7ty5cvz4cfedMVM9evSQnDlzhlsWDDPxGeAoXbq0bNq0yb7t7du32+obwWDANSCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAII3LwAAQ63IQEOY5EQAY7Lly/LsmXLZMGCBXL69Gn3HfGYIsDhGDLl7NmzkjRpUlGzZMmSeQgxiQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQmAUIcLjvHgEOY5EQAY5+/fqFC24kSZJESpYsKZs3b3bdnds9wHHx4kVJkyaN9cicObOcOHHCZcMEAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEDiFyDA4b6HBDiMRUIEON566y1bUUKDG2XLlpU6depI7ty5pWfPnq67c7sHOMLCwiQkJMR6ZM2aVY4dO+ayYQIBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIPELEOBw30MCHMYiIQIcvXv3ltKlS9vgRrZs2Vx3hACHi0IIcLgtmEIAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRuRQECHO67SoDDWCREgOP06dOSMWNG9534b4oAh5uEAIfbgikEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDgVhQgwOG+qwQ4jEVCBDjctyD8FAEOt4eGXDJlymQXZM+eXY4cOeJeyRQCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQKIXIMDhvoUEOIwFAQ73AxHI1I0bN+Tw4cOSPHlyCQ0NDWSXGG2zceNGKVOmjN23bNmy8vfff8foOOyEAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIBCcAgQ43PeFAIexIMDhfiACmYqvAMfAgQOlc+fO9pKaN28uf/75ZyCXxzYIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAolEgACH+0YR4DAWBDjcD0QgU/ER4Ni+fbvUqVNH9u7day9p3Lhx0rJly0Auj20QQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBKJAAEO940iwGEsCHC4H4hApuIiwPHdd9/J1atX5fjx47Jt2zYZO3asXLhwQTJkyCCvvPKK9OrVK5BLYxsEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgUQkQIDDfbMIcBgLAhzuByKQqbgIcISEhEhYWJg9fZo0aeShhx6SZs2aSe3atSVTpkyBXBbbIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggkMgECHO4bRoDDWBDgcD8QgUzFRYCjXLlycvHiRTl8+LCcOnXKXkZoaKi0bt1a3nzzTcmWLVsgl8Y2CCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAKJSIAAh/tmEeAwFgQ43A9EIFNxEeDwPO+OHTukc+fOMm3aNLtYwxtbtmyRrFmzem7GNAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAIhcgwOG+gQQ4jAUBDvcDEchUXAc49Br0HJUrV5aVK1faS+rRo4d89tlngVwe2yCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIJBIBAhzuG0WAw1gQ4HA/EIFMxUeAQ69j3LhxdggVna5Zs6bMmzdPJ2kIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAreIAAEO940kwGEsbocAx/Hjx2XUqFG2skWtWrWkTJky7qfAx9SmTZtkzpw5kiRJEmnfvr3oMCbOFl8Bjl27dkmhQoXsaQsUKCA6T0MAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQuHUECHC47yUBDmNxOwQ49JZPmDBBFi9eLGnTphUdkiRdunTuJ8Fj6vz58/L555/LuXPnpEqVKtKqVSuPtY7hTQ4fPizJkyeX0NDQcOticyYsLExCQkLsIbNmzSrHjh2LzcNzLAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBBBYgwOG+AQQ4jMXtEuC4cuWK9O/fX7Qah1bg6Nixo/tJ8Jj65ZdfZN26dZIlSxbp3r27pEyZ0mMtAY5wGMwggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCMRYgACHm44Ah7G4XQIcett1GJJBgwbZoVQefPBBKVeunPtpMFMa3NAAhw6d8uyzz0rhwoXDrdeZ+BpChQocEehZgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCNxSAgQ43LeTAIexSKgAx8iRI+XatWvuu2GmNmzY4JovVqyYpEqVyjWvE+3bt4+wLNwGAcxMmjRJFixYYIcn0aFU0qdPb/fSIVN06BQdQqV69epy//33+zxafAU41Earf1y/ft0O+6LXR0MAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQuHUECHC47yUBDmORUAGON954I0KAw31rfE+9/fbbNszge21gS3UolS+//FKOHj0qpUqVkscff9zuOGLECBsgyZo1qx06JUWKFD4PGF8BDj15vnz5ZP/+/fY6NMCRNm1an9fEQgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBxCdAgMN9zwhwGIvbLcCht3/Pnj0ycOBAW91Cq3okTZpUfvvtNzt0SqdOnaRgwYK6mc8WnwGOqlWrytKlS+11/Pnnn9K8eXOf18RCBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHEJ0CAw33PCHAYi4QKcLhvQ8JMTZkyRebNmydp0qSxFxAWFib33nuvNGvWLNILis8AR+/evaVPnz72enLmzCk65EvZsmUlW7ZsovP58+eP9FpZiQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQvAIEONz3hgCHsbhdAxxXr16Vr776Sg4fPmyfiOzZs0u3bt0kefLk7ifEx1R8BjjOnz8vJUuWlH379kW4kueee04GDRoUYTkLEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQShwABDvd9IsBhLG7XAIc+BhqMGDBggH0inn/+eQkNDbXTkf2IzwCHXseZM2fkhx9+kJEjR8r+/fvl6NGjcu3aNSHAEdldYh0CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQ/AIEONz3iACHsbidAxz6KEyfPt0GIho3bux+MiKZiu8Ah/el6PlPnjwpKVKkkPTp03uvZh4BBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIJEIEOBw3ygCHMbidg9waDULDUVENXSK87FJ6ACH8zp4RQABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBI3AIEONz3jwCHsbjdAxzuxyGwKQIcgTmxFQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBA5AIEONw+BDiMBQEO9wMRyBQBjkCU2AYBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAICoBAhxuIQIcxoIAh/uBCGSKAEcgSmyDAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIBCVAAEOtxABDmNBgMP9QAQyRYAjECW2QQABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCISoAAh1uIAIexIMDhfiACmSLAEYgS2yCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIRCVAgMMtRIDDWBDgcD8QgUwR4AhEiW0QQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBKISIMDhFiLAYSwIcLgfiECmCHAEosQ2CCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAJRCRDgcAsR4DAWBDjcD0QgUwQ4AlFiGwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBqAQIcLiFCHAYC2eAI09oQbdMIp66LkkkqdyIu3dgDn366F5Jnjy55MybP+7Ow5ERQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBG5pgXNnzsiBg0ekSMH8EhKSOijfq2YKwi5eluxZM0mKFMnj7BoJcBhazwDHpetxhx1nd9HrwMmSXJdrN5J6LY3d2YvHdtoAR5bcBDhiV5ajIYAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAArePwKVzBDicd5sAh5EgwOF8HAJ/JcARuBVbIoAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgj4FiDA4XYhwGEsCHC4H4hApwhwBCrFdggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC/gQIcLhlCHAYCwIc7gci0CkCHIFKsR0CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAgD8BAhxuGQIcxoIAh/uBCHSKAEegUmyHAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIOBPgACHW4YAh7EgwOF+IAKdIsARqBTbIYAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgj4EyDA4ZYhwGEsCHC4H4hApwhwBCrFdggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC/gQIcLhlCHAYCwIc7gci0CkCHIFKsR0CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAgD8BAhxuGQIcxiJYAhxXrlyWFClSuu9ODKeSJbku124kjeHege12OwU4fho6RPbu3Wth8uXLJ489+XQ4pC2bN8kfY0a7lj3+1NOSN28+1/ytMDFsyPeyaeNG+1Ze7NZdQkMLxOvbOnjwgPTq+ao9Z4mSJeXVN3rF6/kT68muX78uH/R913X51arXkDr16rvmdWLa1CmycsVyuyx5smTS8823wq1PLDOHly6SoyuXuS639PNdJYl5P8527WKYbP5hoHNWclW7V7JVqOSa955Y+e6bcvXcWbu4ysdfea9mHgEEbkGBs7t3ysrer/t9ZyWfeE5y16zjdz0rEEDAt8De6VNk/8y/7Mp8DZpIvvqNfG8YwNIdf4ySCwf32y1DcuWRwm07hNvrzPZtsmfqRNeywu0elJCcuV3zTCCAAAIIIIAAAggggAACCCCAAAIIBKcAAQ73fSHAYSwSIsChHas7tm2WzetWy7Ejh+T0yeMSFnZBUqZMJZmzZZes2XJKxao1JW9oIffdCnCKAEeAUAFuVr9WDVm2ZLHdunKVqjJr/qJwe44f+7t07NDetWz2gsVS6Z4qrvlbYaJ9qxYydbLjH8PnLFwiFSvfE69v658tm6Vi2dL2nDVq1pKpM+fE6/kT68muXLkiWdKmcl3+yz1fl97vve+a14mXu3aRwQMH2GWpUqWSY2fDwq1PLDPrv/xENg3+xnW57db+K0lTpHDNXzp5QsbXKO+aL9u9p5R6urNr3ntiwr0V5OKJ43bxAxt3e69m/hYXWPf5h3LeBMe06bOSNk/eGL/jExv+ln+GD7H7Zylzp5R47JkYH4sd41bg5KYNMr1dU78nqfTux1K4zQN+17Mi8QpcPX9eVr77hty4fkNSpE0rd7/9viRJGrdh6MSrFf0r3/D1Z7JxkCMMWeaF7lK6c7foH+S/PWY93FqOrV1l57KWqyD1fxkX7lgaFlnc/XnXsvojx0vWu9x//10rmEAAAQQQQAABBBBAAAEEEEAAAQQQCCoBAhzu20GAw1jEd4BjzfKFMn/mVLlw3vHtbvftiDhV6s4Kcl/T1pI2fYaIK/0sIcDhByaGiwlwiBDgiOHDEwu7vfXGa7JowXx7pK8HfielTQdwoI0AR3AGOP7+/ANXtZBKvT+UjMVLBnpLI2ynFQOWvd7dLs9atryUf+2dCNuwIHoCGriY8cD9dqfMpe+UBqMnRe8AXlsv6PyEHJg32y69d8AQyVM7fBUcr82ZTUCBsMOHZOsvQ8NdgVb2Of73GruMAEc4mltqZsvQwfL3p46Ao4asyr0adaUvrfKwdYQjnFX0gY5SsEWbW8okNt8MAY7Y1ORYCCCAAAIIIIAAAggggAACCCCAwK0pQIDDfV8JcBiL+A5wTBg1XDatc3xzTG9FUlPmP2u2HJI1ey65aKpwHDl0IFy4Q6twPPJMV0ka4DcBCXC4H/DYmCLAQYAjNp6jmB6jQ5tWMnniBLu7Vn/RKjCBNgIcwRngWNjlGdk/e7q9jfrNYf0GcUzbqS2bZFqbxnb3XNVqSq3vR8T0UOz3n8Cibp1k34ypdq7a599K/ob+KzJEhXZ66xb5q1VDu1nGYiWk0bhpIkmSRLUb64NIYN0XH8vm7x1VighwBNGNicVLuW6qVU1qUF3Cjhy2lZuaTVsoaXLmivIMW38aIms+cgxTVrbbq1LqmRei3Od23YAAx+1653nfCCCAAAIIIIAAAggggAACCCCAQOACBDjcVgQ4jEVCBTiKligt99xbT/KZgIaGOJzt2rVrsmzBLJk3c7LIjRt2cZWa9aVOQ8c3gp3b+XslwOFPJmbLCXCY35ETJyTsomNojezZc0gKj6EpYqYavb1u5yFUCHAE9qwkpiFUCHAEdk8TYquzu3bI1Ob1zDAK1yV9gULSeNLsmxpGYWnPrrJ70nj7Vu7p9znf0E+Im3qT5yTAcZOAiWD3Hb//Jive6WmvtFCr9lK57ycBXTUBjoCY7EYEOAK3YksEEEAAAQQQQAABBBBAAAEEEEDgdhUgwOG+8wQ4jEV8BzjWr1kuOXPnkxy58rjvhI+p6RPHyKqlC+yalKlSyctvfRzQN3cJcPjAvIlFBDhuAi+WdiXAQQWOqB4lAhwiVOCI6imJer124mpnrraKvT+QIu0einonP1uc379PJjeuJTeuXZWQ3Hmk6V8LJGny5H62ZnGwChDgCNY7EzvXpWEtDW1peEur4zSeOEsyFCoS0MEJcATEZDciwBG4FVsigAACCCCAAAIIIIAAAggggAACt6sAAQ73nSfAYSziO8Dh5o986tSJ4zLwsz6ujZ7r3kuymKFWomoEOKISit76uA5wXDedB0cOH5Yb5n+5TSdfbLVTJ09KctNZmC59+tg6ZIIdJ6oAx9kzZ8QOF5I1601d44njx03RmxtmSKNsN3Uc3VmPo/f1oqlcksOUYk+TJk2MjkkFjsDY4jPAcf3qVbl0/FhAJfZ9XX1iqcChHZthRw9LSA4zlMBNDvtx5ewZuXTyhKTKkk1SpEvniyXBl+nwCTqMgg6nkDpbdmk+Y7EkTZkyxte1+v23ZdvI4Xb/8q+9I8U7PhntY+k9uHDooKTJkTOowh9XL5yXi+a/UdJkzynJTMD0ZlrY0SPmOBH/2+aa+ey8dvGipMyUOUaHv3bpklw5d1ZSZ725z/O4CHDos6a/B8lD0sbovcX1Tup+8dhR+xmX9CYqbl04fFBSZcwkyVLH7O+fvs8r585JkmRJJXmakAhvWx31/ibxqGIXYaMoFuhwSTpskra89RpKja8GR7GHe3V8BTj0b07Y4UOSwvz3XMoMGd0XEMWUfn5cNH+rtJqffobEZrt85rTo50Aa8/chSQBDPBLgiE19joUAAggggAACCCCAAAIIIIAAAgjcmgIEONz3lQCHsQjWAId2AH/a+39y9eoVe8faPPy0FL+jrPvu+ZkiwOEHJoaLYzvAoWGDmTOmydRJk2Th/Hly8OABc4+v2qvLlDmz3FG6jJQuc6d0+98rEhpaINKrfrPnK/L32jV2m6++HSQ6vEnfPu/I/LlzZOOG9abPNYmULHWH3FO1mrzzbt+AgglbNm+S99552+953+1nvpVetJjf9XGxwleAY8+e3TL42wHWcO2a1aJDD+XNm0+aNL9f+n38qaROnTqgS/n1lxHyx+hRsv7vv+XAgf12Hw3S3HnXXdK6bTt5+NHHAzqObnThwgUZMniQDP9xiOzauUMumQ5EZ8uYKZNUqVZdmjZrLi1atZEsPsImk/4cL4MGfOPcxb5uWL9Ojh8zHTCmla9wt2TIGLHzJl++/DJoyFC7jecPG2pJ6+5cfbnn69L7vfc9N5GXu3aRwQMH2GWpTEfssbOOoXLCbeRnRp+1lcuXhVur9voMx3eL6wCHdgb/M/x7ObpiqRxdvdJ0LIeZzrQMkr1CRbn77fclxE9Fpf2zpsm2X4aF4zi1dYsNM+jCzKXvlJTpIoas0pjj3dPvs3D76czCl56Vq6ZT2tmunD8vJzb8bWdTmo7SzCXvcK4K93pHp5ckR+Wq4ZbpzGlzLWs+dAQFs5a/W+7s8j/ZP2eG7PxjlBxdtVy0k047DLPcWU4KtWwroU0CG8pLOwz3mff+z9DBcvrff2wnrPPkyczvZqYSpSRP7fqSv0ETSV+wsHNVpK97p0+RHWN+DbdNQXNNBZq2CLcspjN/f/q+bDHXq61sj9ek1FPPx/RQcsmEGybeV80VQGg+c7HPDmhfJzi/b69sHjJQTm7eKKe3/WOfNQ2SZCxa3DxvlaSMuUf+QjDnzWfYirdfFTEdt0lTpJR7PvjchGb8B9s0hLHste5yQ/87w/y9qPhOP0kXWjDCZZ36Z7McmDNTDsyfJWd2/CtXzjqeQe04T2f+TmUsWkJy31tHCrd5IMK+zgUnN66Xvz/rZ2dLPv28Oc522WLep3bCa4WSYg8/ISWfeFa003/5Gy+b37MVcv3yZVsN4Z4P+0uWMnc5D+V63fXnWNk1foydL/rgo5Lvvsbyz7Dv7TN8fN0au78eO2vZ8vZ+6u9bdFtsBDiuhl2QzT98K8fXrJKTxvLyqZO201utM99RRsp07i7pCwX2exDd6w9oe/P7un3MSDm4YK75fd0q5/ftscMIacd8GhNAzFe/kRTt0DHK31UNP23+foAcXrZY9JnR4JYeQ9+n/s6XePRpyVqugt9LWt3vHTljzq8Bqrte6SVLX+liP2+TJE0i2cpXNJ+Jn9tn5Z+ffpBtPw8VrXKTPG1aKdCsldzd672AggTeJ5/Rvrmc2LjOLq7/63j7rHhvo/P6e2l/tzxWarjq7O6ddkm6fKGS1vw3iK9Wrf9A0c9nf02DFvOeftiu1r8r1b/8zk7r348tP34nx9evNZV8rtllGmgq1KKtlHj8mQihDA27HFo0Tw7MnSlHzN+qsCNHbAUg3VE/xzMWKyEZi5eUkk92krR58trjBfrjqvlbo59L+nul90iDV9o04KOf4QXvbyOFW7f3G7gKNMChz83aT/razzA9fpkuL9t7r9PONuvh1nJs7So7q89T/V/GOVfZV/1bsbi7+/O7/khzX+8qH24bZhBAAAEEEEAAAQQQQAABBBBAAAEEgk+AAIf7nhDgMBbBGuC4aP7Bv//7r9tvzukte7bbm5LVfNs1qkaAIyqh6K2P7QBHxbKlRQMJUbXMWbLID8NGSINGjf1u2qxhfZk3Z7ZdP33OfHnrjddk2ZLFPrcvVLiI/PHnJClWvITP9c6FixbMl0b1ajtnI7zOWbhEKla+J8LyuFzgHeAY/stvcl/te2XH9n99nlaDDpOnz5L0GTL4XK8LNWzRo8sL8ssIxzfk/W34wIMPy5cDBkraKKoG7Nm9S+rVrC6HDh70dyjX8v5fD5Cnn3N3LjhXfPftN/K/bi85ZwN+1Xu6ekPEZyquAxxtWzaXaVMmh7tOfQ6rVq8Rbll8zMRlgKP9uu2yqHtn0c40X007yGsNHiGZS5WOsForMGglhug27cxtMmlOhN3GVS9nO38jrIhiQdVPvvYZvtCQxuxH29m989ZtYDpCW8oS02nq7Cz0PuwdnbrInS++HGlFDu3EnfvMIzbs4r2/93z+Rs2k2meOAJH3Ou95DVdoyMKzaeBEr+lmm3Y0/1mvimgnpX7LvfmMJfY1psdd//WnsmnQ13b30p27SZkXugd0KA0krOrby16Hvx3S5S9gzfyFETZ++4VsGNDf7p67Zh2p+e1Q3/fLdNrP7/S4HFw4125b6unOUrZ7zwin3fvXJFn88gsRlvtaoPez8nsf+6wscWjxAplnngttuardKzofrpkASbXPv7VBBw17eDbt/NahLbyraWwc9JVox7C28j3fNh36e2Wr6dj31bQKRNVPvhJ9zqPTbjbAoeGApa+85Oro93VurcRR0QTBCjRv5Wt1nC47Z8Iay9/8nxxduSzy85j7U/v7nyVnVd+f7xqmWNyjsytQ5utgSZIlt89YSRM+8FXVx9kxr/c5ddbscmpr+L9r2crdLUUfekyWvhrx7+Qdz74od3Z9xddp/S47vHSRzH3KMUxS9kpVpO6wUX631TDVXy2j9+w4D9Zi3kobSnHOe7/q5+3oso4Aj/49aTl/lQkxvG9Dg97bOuc17HTX/950ztpXHQpGA1ZRNf19qvLRlyZ0VTuqTe16dVrx1iuiAbHImlbjablorc+wWiABDg0jznumow0O2kDZW32lyAOOzwzP8zqfE11GgMNThmkEEEAAAQQQQAABBBBAAAEEEEAgcQsQ4HDfPwIcxiJYAxzbt26S0cMH2buVxvzjfrc3+vn8B2/37XRMEeDwFrm5+dgOcFQoU0q2bf3Hhgvq1K0vRYoVkyJFikiI+Rbpvj17ZM7sWTJn1kx70UnNN1e/HfyD3yoQngGOgqbDV6s+FC1WXJq3bGWqIJQ2VTg2yJ/jxrqCDlrhY/X6zZI9R8Ry9U4lDUV8/YWj88+5bPrUKaIVL7QldIDjrnKOb1GuX/e3NLu/pVSsVEmSmm+BL1qwQKZOnui8ZOn7wUfS9WX/nTlN7qsrC+bNtdunNN9ub922vVSuUsVWLVmxbJn8MWaUq4KGVjCZOW+h69jeE5fNt8Trm/DGmtWOb4QWLlJUHnqko723ISEhsnPHDnMPtpuqKxNl79494i/AsWLZUplstvFsE8b+If9u22oXPfTIo5I7b8RvzWYzQ7682DViBzEBjhQuSh2+Y3wNx7OjC7WjWjus/bUJ91awQ0Toeq0qsMNUpNDOwxz3VLMdcfot4V0TfrfDbeg2tqN84DCdDNeO/73GVgPwXKgl+8/u2mEXFWzRxpag91yv06lMgEu/re7dNn33tVwNC3Mtvnj8qOwcO9rOpzWVWEIb+66QEdqkuWQqXsq1n3PCM8ARkjO3Kbd/1H7zPn/DppLt7sp2M+3Y3TttsitMGFVHqX6L3ll1RL/1re8xc6ky5pvZmewwAOf27DLfDl9mO3qDJcCxafA3oiEgbVp5QytwxLTpsAIT61W1nZA67INW3whkGBDPCiB67lzVa5mqKVXMN+XzyVljdnDBHDm+drW9LK3I0WjcNJ8VEZzf5tcqCNrKvdpLSjz2jJ32/KGVKuw33c1CrW5Qd/goMxRFcs9N7PSeKX/aUI/OaGhE72X60IK22oBWaDm7a6fsHDfa0elqtslQuKg0+H1KhKFVPAMceqwi7R+2YQANRu2eNF4X2aYVG/QZ00oBO37/zQQ95tvllft+IoVatf9vK8eLZ4BDKyBoGEGfufyNm0s28437C2bYCa0qccxU89Cmx645aJi1dRwh6p83E+DQ96ahBh0CQ5u+p7x17pMMRYrZ3zW9n/Z367/L0Ko7BU11hfhq2mE+5/EO5jPlgj2lVn/IU7ue/awIyZVLzpj/ptAqPQcXzrOVYGp884O9fu/ru3z6lExuXEv0VZsGMLS6TpY775IwMxSLVi7S++Bs/j5DPDvmtZqFhp80ELbhq09dn8d6DK3GokMSaaWbdV98JFohSSutNJ+5xHmKgF41UOQMEtX8brjkrlHb7346FMnWET+GW69+h5c4/ttAAyD6N8JXu+OZF2ylEF/rdJl3gONOU3ViZZ837OZa3SlTiZKiwS2t+KEVnPQz1FeAY0qzOnLW3DOt0JOzSg1JX6CQrX6SPCSNnDfV3vRandervwuVTNiqUMt2/i7LLt/260+yuu9brm309yynCWBpRZXkZmg4DbZotSANeWhrvWyjzwpBUQU49Hd0/vOP/zdkTjITBPvE/u1wndhjwvM5IcDhAcMkAggggAACCCCAAAIIIIAAAgggkMgFCHC4byABDmMRrAGOqeN/k7UrHB0wJUqXk9YPPem+c5FMEeCIBCcGq7b/u03Om29la0trQhbew4ecOX1adpkOLGfTAIV22vtrD7dvK3Xq1ZMHH+7ot6qDVoXo9NQT9hChBQrKui3bJJkJKXg3zwCHrqt0TxUZP2lquGE2Tp44IS2aNHSFC155/U15u8973oeKdL59qxaucERCBzj0QjXsMvznX6VR02bhrrv/Jx/J22+aqjWm6bAiG7bt8OmmAZn7Gzu+SavH+nXMWKlb/75wx9JwxwNtWooOeaPt9/ETpWGTpuG2cc7oUDiN69exs2XvKicz5i6w1+hc73zVYV4mThgnmUwJ9Np16zkXR/raoU0rmTxxgt1m1vxFJmRSNdLtPVfqMEwadHG2HDlySq7cuZ2z9nW/+da0c4gWDQyVubNsuPWRzQRTBQ4t537JdLA5m3YueX7DWzvItKPJ2VIbi9SRDC3hGeDQfbSCQunnu4Y7ppZw1+oVtlqF+Xa6VgjIUKiI8xR+Xxd2eUb2z55u12vp98iGFPB7kP9WnNqySaa1aWznclWrKbW+HxHVLuHWewY4dIV24OuwG97Dkuw0w1SseOtVG+7QagHNZy2xHeXhDmZmtKP6j4olbaerDm3QYNQkv0NDaOf16e3bIh12w/P4cVWB49rFizLJDHeiw4loMKL5jMWRflve85p8TetQO2s/7mtXFX/kCSn/em9fm4VbpoGg6W2bOHxN6KPy+5+Khmg8mwYzNmnFif+qa2jAo9bgnzw3cU1fPHZUprVuZEICx+wQB/V+GStZSrt/t7UqxKyHWtn7peGShmOnigZ4fDUNIeyfPUOKmcoH/qp+6JAqsx9vL/o8atPO10JmOAXP5hng0A74+0b96VhtPqcmNaju+nZ/kXYPScXeH9h1etxx1cpaFx2+RyvJeDbPAIcu19/p2kNG2qCEczt1W9nndRsG0WUaVqn38x/O1VG+xjTAocMsTWla13S6H7Dn0NBCafM5kjR5+JDMgXmzTcjjeTvcjl5/kynzbqr6S5RvyLmBcZ/RoYWrYoYOM1P10298DgNihw/p/ZoZ5uZxnwGO9SZgoeEybTqcRi1TqcN7iA4bGNIKOua8Wg2l2YxFET6DPTvma5pAnAbjtGlAaHkvdyDz/jnLXcOH6O+a/s5p06pFgQ5Fo1Veprd3/DdEJjP0VMM/ptpjROfH1p+GyJqP3rW7lO32qpQyQY2YNM8Ah4YvkqVKLVfOn5Pyr70j+vvg3TT0o+EVHTbIsy3q+pwNRRW8v7XPKji6rQYPl5khirRpSKbp1Pnmcz+Znff+oX9XpzSt7aoIpAGqu3u9a++f97ZHli+RFe+8Jg3GTI52gEPDHwtffNoGifT3o4r5PdcAkL+mw9Zc+y/ImMyESDSo4tn0c0Or8Thb+oKFfF6zcz2vCCCAAAIIIIAAAggggAACCCCAAALBIUCAw30fCHAYi2AMcBw6sFeGffup+XfuG/Ybo0++8KrkMN/CC6QR4AhEKfi38awQMfGvGT47/D0DHNr5vvHfnTa44P3utIJD+dIl7WKtwrFl+26/4RHvfXU+2AIc3V/pKe++7+jg87xerYRxR9GCcvjQIbt4w9btUsD8w7130+FXli52fFv0vX4fSrf/veq9iZ0f+M1X8mqPbna6wt0VZd6S5T63G/DVF/La/3rYdXpden2x1W4mwBFb1+DvOMEU4PB3jTFd7hng0I7N+r+6KwR4HnNR12dl38xpdpGvCgGe2zqngznAUbhtB6nU5yPnpYZ7XWKGgdgzxREmuvMlM3TJcxGHLvEMlOi32fVb7bHV4irA8a/5hvmq/75h7hkeiMl1a7WASQ1r2Eoj2hHZ9C8T5jKVAaJqsx9/wDXkjPrrffDXwlUNGGSqBvgZBkE7RXVbDTDot/e1g1pDNTpMzDQTFtFv8WvISYdYcXaU+ztnIMu1yoK+D23ZKlSSeiN+D7ebZ4BDqydo57SzaZUKZyWKez7oL9oB7WxTmpqqAqZijQZQ7hs90bnYvnoHOHRYCB0GyLupwaT61UxFjoN2lQY4NMgRSItpgEODNjqcjTa9Jr02f82zAkzJpzrJXT1e97dprC3XqkIr3nb87dPwTpOp8yJUTfE+mVaX0QCXZ9OqGxNNAEqfK233/TbBVN4o57mJa9rz89JXBQnPAEerJetcIbEzJug19f769jhaAaLptAWuY+pnkn42abvXPMt5atV1rYtswvOZ06F1Qpu0iGxzn+viIsDhPFHd4aMle8V7nLOx+jrH/J4eMb+v2jTwlLNKdZ/HX/paN9k9cZxdp4GKav0H+tzOuVDDcElTpPAZCPFXgePg/DmyqNtztoqKDsFSrf+ggO+h87y8IoAAAggggAACCCCAAAIIIIAAAgjcGgIEONz3kQCHsQi2AMdlUwp66ICP5YQpZa+tSs36Uqfh/XY6kB8EOAJRCv5ttJKEVpTQ9vlX38gznTpHuGjPAEe9+xrI+Ml/RdjGuaCeGeJj+dIldnbITz9L+w4Rv9Xp3Nb7NdgCHNt2749QScJ5zQ+2bS2T/nR0tk+fM1+qVq/hXGVfd5tqKWWKF7HTOnTKlh17/A4pc+rkSSleMJ+E/fdNz5XrNkqJkqXCHU9n+r3XRz4w/9f2wIMPyw/DR9jp2PgRzAEOfS7+mjIp3NucNnteBPNwGySSGc8Ah37rX7/976tpSf01Hzru/Z1dTKihU8RQg/d+wRzgiKwiiA5lMe+Zjvbt6Deem0yZ6/3WbKegdg5q0+BCs2kLfXbmRdgxgAWub/B7bKtDDfgKknhsEumkfvN9cpNaohUGdEiBxpNmR/g2d6QH8FrpWSlAQwgaRoiqHVuzUmY90sZupkNrNP7TMYSWv/30m+5znnAEPKKq8LHhm89l40BHcECrqlT5+Cvx7JSNzbCAdt7+bqqvaIWFVKaSRMsFq8O9Bc8Ax10vvyEln3zOtV6HaNChGrTV/vFXyWmGKnK2WR3b2iFQfD1zngGOFOnTS4u5K8037VM7dw336hnEKNz2QRNU+jDcen8znvtVevfjgCrGaCWasfeUtlU1NCTTYt5KO6yIv3PoECBjq5SR6yaEqEMdNRzn/2+5v2NEd/mUJrVFKxloq/hOPzukTXSPodt7PvNRVbI4tGiezHvWUTVCq4208HpGnAEOrdDRdtUW1+V4DoGV3QztVPenMa51GlSa+5Tjv2f0+fauHuTa0GNCw0saDLLhJhMI0c8yf1UoPHaLMBlXAY48teqZMMqPEc4XWwvWff6hbB7iCGPc3eu9CJU89DxhZvihP+s6AiT62dho/HQ79E9Mr8FXgEPDj0v+94KjYpOpPKRD9PgLk8T0vOyHAAIIIIAAAggggAACCCCAAAIIIJB4BAhwuO8VAQ5jEUwBDq24Me7XH+WfjY5hD0ILFZWHnnzRdiy5b1vkUwQ4IvcJxrWnT50SHcrikunEcbZxf/zuCnDokCc69Il38wxwfPjp5/LCS928N3HNa8BAgwba3ur9rrz6Ri/XuqgmginAkSVrVtl90BFu8nXdPV56Ub4f9K1dNfTnkdK2vaOj07nt/LlzpGmDena2SrXqdrgT5zpfr80b3SdzZ8+yq/74c7I0aNQ4wma/j/5NnnjE0YGUynyDdKYZ6qRc+QoRtovJgmAOcMTk/SSWfTwDHNpxlbFYCZ+XrlUD9Jvc2oq0f9h2hPrc0GNhsAY4UqTPIK2Xrve40vCTGnYYU76YHTJGq0u0XbMtwt8mHbpjQi13ZYO73+orRR94JNzQM+GPmrBznt/e1yFLqn3u+OyI0VWZv99Tm9eTMzu32/fbaNw0v8+N5/G3j/pZVr7r+HzXoJArkGKO52oe09cuXZSZD7e298FXpQvXPmZC75l2bju/ba/v0VnpIlu5u01H+GjTcR1+SA/P/f1N37h21VSzOCyXT520gQ3ndnOfflgunzltj9l+nXHwaJ4BjgpvvmuHZHGu/vuzfrLlx+/sbP2R4yXrXeWdq2wVEd03ddZs0mL+KtdynfAMcOSt20BqfO0YSiPcRv/NeFYI0U5irTwQSItJgEOfganNHJUgtGJEjQFD3Kdy3kvnq1lzw/xv2WvdRYfS0fvRZsWmKKthuA8Y/SkNivx+dwkbYNDzaVhCKyfEpHmGhPTZ1eo8/poGJn43nyEacNGm59WwhrM5Axw6rE+rRWudi00QJsxcrwkHmeY9dJAOZaX7aav49vtSRD9vomgre78u28c47r+/AEMUh7Cr4yrAoUPQ5Kp2byCXEOU2V86eMcP4HLThIOfG+hngDHD4q6Z0eMlC0d9nbVoJRCuC3EzzDnDosCZLX+thPqOu2iFXappqQoFWxbmZ62BfBBBAAAEEEEAAAQQQQAABBBBAAIHgFSDA4b43BDiMRTAFOGZOHisrFs+1dyhrthzS8bnuksarXLVdGckPAhyR4ATJqgum1PjQId/LiGFDZZepCHH+3LlIr0zDFhq68G6eAY5hv/wqbdo5vvnuvZ3O//j9d9L1heftqsefeka+HujoLPO1rfeyYApw3FWuvCxcHr4Tz/N6PSuX6HvU9+rZfh4+VJ5/5im7qFWbdvLTr6M8V0eYfvaJx+TXXxwVNb745lt56tlOEbbR+1fprjKyd+8e1zoNh9SsXUeqmQog5SvcLRo8iUkjwBETtZvfxzPA0XrZRtvB5OuoBxfOlfnPPWZXOSsc+NrOc1mwBjgyFCpiK1B4Xqv3tIYzNKSh7f45yyVNjpzem8iirs+ZYWXcFQTSFyxsOl1rin5zXoejCWRIkQgHjaMF01o3sp3mevgGoydJ5tJ3xvhM+m1yHSJCW3S+Qb/2o/fkn59+iNF5dUiUNss3Rbpv2NEjMt28z4snjru2S5kxkzQcO1VCAhyaTXc8sXGdbPlhoGiHuT4D2hkfWWu/bocJIyRzbeIZ4Kj83idSqHV71zrPEIBWn9AqFM628MWnZf+cGbayRttV/zgX21fPAId23Gs9Yj5rAABAAElEQVQHvr92ducOmdKsjl3tq5qHv/1iEuDQ69XrjmlrMGayZL6jTEx3j3I/zyFJ0ubLbyvlRLmTnw2WvdFDdk34w64NJAwxsV5VEyg4YLfXijf6ueNszgCHPpfNZzkqhuk6fdZG31nIbpavfkOp/uVg5y5ycvNGmW6GBNKmQ89oVZnImj67OuSLhli0CkizGYv9Vm2J7Di6Lq4CHM2mL5K0efNFdXqf66+GXZAdY36VHeNG28pCOuxNZE2rRmn1KO/mObRUoVbtRYcIu5nmGeDIXKq0/dx1foZoiKfBmEmSoXDRmzkF+yKAAAIIIIAAAggggAACCCCAAAIIJHIBAhzuG0iAw1gES4BjybwZMne6Y3z3dOab0I8+10MyZs7ivlsBThHgCBAqgTabMe0vefrxjmaIHHdnWlSX8nLP16X3exE7pjwDHFNnzpEaNWv5PZQOK6LDi2i7r2EjGTtxit9tvVcEU4BD36O+V38tqgCH53AnnV7oIp/0dwwv4O94vV7vKV9+5ui46P5KT3n3/Q98bqrD0zz+8IPhQhyeG2rwpFWbtvJ8l64SEhLiuSrSaQIckfLE2UrPAMcDG3f7Pc+tFODIUamK1BkWeaDJM/BQ/1dTKcEEMrybdpBqVZKjq5Z7r7LzGuDId19jKd7xKUmbJ6/PbeJjoee9y1m1htT+4ZebOu3MB1vK8XVr7DHq/fxHwN8mX9D5CTkwb3aMzq1DG7RfvzPKfffPni4aHHK2qp9+I6GNmztnI33VagmLuz8veozotHZr/w1X1cEzwHFPv8+kYIu2rsPpMC8a4tCmQ8joUDLOpqEYDcdo1Zd2f4ev6uEZ4CjzQncp3dl/FSqtRDC2yp32sMlMpaS2q7c6TxHpa0wCHFuGDpa/P434NzvSE3ms1CFCNPAUV23/rGmy8CVH2ChH5apSZ+hvMT7VbDNkklY30Vb9y+8kX/1GkR5rxgP3y4kNjipzNb8bLrlr1HZt7wxwaHhBQwyebVSZgrbai3elnFNbN8u0Vo5z3tn1Fbnj2Rc9d4sw7Tl8iL/qExF28rMgLgIcWhGl3Zp/YlQZRz/Tlvbs5qiM4+eavReXeuYFKdvtVe/FdmgwHSJMW5kXe0jp57tG2CY6CzwDHM799HfaWY1FQ1v1f5sQp5VnnOflFQEEEEAAAQQQQAABBBBAAAEEEEAgOAUIcLjvCwEOYxEMAY61KxbL1PGOf0BPZb6J9sgzXSVHNL4Z676lIgQ4PDWCa3rnju1yb5VKokOmaKtwd0V58pln5Y7SZSRn7tyS1qPailaK0PCAtkACHLPMsB2Vq1S12/v6MW3qFGnbopldVa3GvTJt9jxfm/lcdisFODwDHl17/E/6fvixz/fsXPhe77fl43597WxnE7746LP+zlURXs+dPWsrq0yZNFGWLl4kV/8rE++5Yak7SssfEydL/vyhnov9ThPg8EsTpytuxwBHrmo1pdb3jmoz/nA9O19r//ir5Lynmu9NzfAQu6f8KfumTxHtuPf1LfCUGTLaIUs0PJEQzbPjWcMbN3MdOkTJHNORrS2qYU283+ucJzrIkeWOagN3vfyGFGjeynsTv/NJkiSR1Nmy+13vXLG0Z1fZPWm8c1byN2gi1foPdM1HNrG63zuy7ZdhdpPk5m9UwRZtJG/d+yRN9pySylQw0BCJs+kQMpdOnrCz8R3g0E5o7Yz21zyH4dBrbrfWDAFkOsujajEJcHgGUrRiRIVejr8hUZ3LuT6VGUIkpkOaOI8R2evuyRNk6asv2U1y16wjNQcOi2zzSNd5Bpfu/XaoqT5TN9LtZ3VsK8dWr7Db1PhqsOSt19C1fVwHOK6Yv9ET61eRK6ZqllavaT5ziejnUExbXAQ49Heq5YLV0b6kc3t3y/R2zUSDStqylC5rh/XS4b9SZ88hydOkcR1z57gxosMWafMX4Fjxzmuy4/df7Tb6uVTyyefsdEx/eAc4tArOvQN+lEXdO8npbY7KOsUefNT8rrwX01OwHwIIIIAAAggggAACCCCAAAIIIIBAIhcgwOG+gQQ4jEVCBzg2r18jE0YNkxumwytFipTS4YnOkq9AYfddiuYUAY5ogsXj5g+1ayMTJ4yzZ3zsyaflm0HuMuDel9G3zzvy0fuOf8gOJMDx6+9jpdn9Lb0P45r/5adh0unpJ+18+w4PyZCffnati2riVgpwfD/oW+nxkuMbuh0eekS+H/ZTpG//xU7PyvAfHcMb9Pv4U+nSrUek2ztX6jA5q1etlNmzZsrYMaNl+7/bnKukcdPmMnrcBNd8ZBMEOCLTibt1t2OAI1OJUmZYDffQJ750J5mhB84f2G9XNZkyV7QTLqp249pV00G3VQ4vWyT7Z00PV5lDh2BpMnmOaDAgPtvxv9fIzIccn5fa0XnfaEf1q5hew7xnH5VDixyhuHu//dEOoRLosVb2fl22jxlpN9ehDHRIg9hs2gmrnbHaNLjgHLagwht9pNjDj9vl/n54VjdIkT691Pt5rGQsWtzn5vpN+t8rFJcb167Z9fEd4Cje8Ukp/9o7Pq9NF57fv08mNahu1+tzp0MABdJiEuDYM2WCLHnFEZDIWaW61B7iuL+BnC8+ttEKGBrG0qbVTrTqSUybVtvZO22y3b3Sux9L4TaOIJO/401uXEvO7dllV3sPFRPXAY7NP3wr6/p/ZM9d4vFnpNwrvfxdZkDLgynA4axUoxdeuG0HqdTH8T59vRHPMIW/AMeWH79zhTyKmmCFDo9zM83znBoq0d+J1FmzyemtW2RGh/vl2qVL9vDeoZ6bOSf7IoAAAggggAACCCCAAAIIIIAAAggkLgECHO77RYDDWCRkgGP71k3y+8/fy3XT4ZHUjBXf7pFnpbDH2O/uWxX4FAGOwK3ie8uShUJlv+lESpEihRw4flpSp07t9xKeevQRGf2bo9MnkADHF998K08928nv8fp/8pFo9QltPV59Tfr07ed3W+8Vt1KAY9qUydK2pWPogNp168nEv2Z4v91w87qt7qPt51FjpEWrNuHWBzJzzfx+q3+ft92dRVt375PcZiiJqBoBjqiE4mb97Rjg0M60FvNXRQqqHfS2o81Ufmi76p8YlbvXMv+LunYSrYigreonX0lokxaRnje2V+rwETqMhLZqn38rOixDTNupLZtkWpvGdnftmGw0zhzX+ATa/hn+vaz92FGhodhDj0mFN98NdNcot9MAxswOLew9S2GGZrt3wBBZ+OLTcvnMaVvhod4vY+039f0daMcfo2TF247hFTRYogETf+3s7p0ypUlt1+r4DnDokDA6NIy/psPbaLUIbVnvKi/1R473t2m45eu//lQ2DfraLqvU50PTOf5guPW+Zk5u2mCqITieKftMjJ/ua7MYL9PAhN5Dz5YmR64oq184t9dKFGOrlLGzyUzVt7artjhXRftVh4rRIWO0BRJA+qNiKbkadsFu32rRWklpqo04W1wGOPRzSwM8OsSTVjdpNm2hpMmZy3nqGL0GU4BjYt0qcuHwQTvUUOvlmyL9bNbqK1qFRZu/AIfnsEu5760tNQcNj5GRcyfPAIf3cEda4Ucr/WhLmTGTCRJOlZAYViG0B+EHAggggAACCCCAAAIIIIAAAggggECiFCDA4b5tBDiMRUIFOPbu2i6/DftWrl65Yr8V2/KBx6RkmfLuuxPDKQIcMYSL491OHD8uBXI7St3rkCnL1qzze8br169LhTKlXFUbAglwPPLYEzLw+yF+j/nogw/IuD/G2PVRhT28D3IrBTg2bdwg95Qva99ilqxZZeuufZIqVSrvt2zndQiUkoVD5fChQ3Z+3pLldtgbnxsHsLBezeqyfOkSu+Xk6bOkZu06Ue719GMdZdSvv9jt/pw6XerUqx/lPvG1gQ7xs2zJ4nCn6//1AClzp8M33IpENhOXAQ7P4SxudugO/Sa7fqNdW3SH7tB9jq5aLrMfbaeTNnTQbPoiSZsnr2Pe6+eZ7dtk6v2O5y+QsIfX7uFmPasalH6+q5R5MerKNlrVYNvI8BVzirR70Azp0TbcsaOaObPjX8f7MFWvtIJI40mzww0DEtX+3uuXvNJF9pjhYrTd80F/KXh/a+9NIp0/MG+WLOj8pN0mW7m7RUMVsdGumipA09s3k7O7dtjDOYMqGlzRAIu2tPnyS8Pfp4iGO3w1z+FTqn8xSPLd5wiq+Np298RxsvS1bq5V8R3gSJe/gDSdaqqg+AnP/PvrT7Kq71v2+qIKe7jehJnYPvoXWdnnDbsokICCbqj2f1S+w+6TPE2IqfaxzK+x3SiaP3SoGn2OPVt0K314fsZpNQTdPyZt28jhsvr9t+2ueWrVE61A46+d/ner/NXiPrtaq+60WbEp3KZxGeDwvI+FWreXyu99Eu7cMZnZ8ftvprpNT7vrHc+ZgNNL/gNOkR1fq9aMLlvYbhKTIVQunzop46qXs/tHFRjSCjxTm9UVDVxp8xfgsJ+T5jnTliJdOtG/DRquiGmLLMChx5z//ONycP4ce/jsd1eWOkN/M0McJYvp6WK838YN6+Wt/4YvdB6kUuV75PW3HAET5zJeEUAAAQQQQAABBBBAAAEEEEAAAQRiX4AAh9uUAIexSIgAx6H9e2XkkK/l0qWLtrOhaeuHpGyFe9x35iamCHDcBF4c7hoWFia5MqcXDWdky55ddu4/7Pds2mGvHffOFkiAI635B/Ydew9KiBnX3budOnlSiobmMc/bJUlqSuiv3rBZihQt5r2Z3/lbKcBx+fJlKVuiqK2Eom/4xxG/SLsHfH+jWoe70WFvtOXImVM2bN0haTzGkbcrovGjRZOGMnumo+LHohWrpexdjg6XyA7R+6035bOPPrCbaEBHgzrB0jyrkzivafqc+VK1eg3nbKJ99ezcfGDjbr/vQ6tJzH/uMbu+QNMWUuXjr/xu61zhGV6o3PcTKdSqvXNVtF+vm+d5jKmKYcbgkhBT0aX5TEdAKNADhQtwmJ28vxnteZy/P+snWlZfW4HmraTKh194ro7W9KbB38j6Lx0dqOV7vi3FH30qyv31W/76bX/PFmiHuuc+y9/8n+wc7wizVez9gRRp95Dn6mhNn9u3x1ad0A5YDb40/Wu+6XRMHq1jXL1wXqaYDtWww46gWK3vR0iuajWjdQxfG3sGS7RqhFaPcDYNMmigQVveeg1Fhy3w1TyfVR1CQYdS8NX0/U9tUV/O7tzhWh3fAQ49cd1hoyR7pSqua/Cc0CFDdOgQbYEM9eHc99Di+TLvGcff4/wNmki1/gOdqyJ91Uon++c4Pu/9dZJHeoBIVsZGgGPNR++KVpDQFp2KJN6XZUMZLRvYzyDtcG82Y5GE5MztvZmdX/NBb9n681A7nbfOfVLjmx/CbRdXAQ59Pqc0rSPn9u62Ya1GZsiYDIWKhDt3TGY8n42CLdrIPf0+j8lh7LBDNxPguHbxovxRqZQdHimqAMjuSeNFQ4TO5u/Z1KDHjAeai1aT0Vbq6c5StrsjrOLcNzqvUQU4Lp44LtPMc3Tx+DF72NKdu9m/R9E5R2xsu3D+PGlcP3y4tkmz+2XU2PGxcXiOgQACCCCAAAIIIIAAAggggAACCCAQiQABDjcOAQ5jEd8BjuNHD8uIwV9ImOm00dageVu5u8rNd9bYg5kfBDicEsH3Wu6OEq6qGvqPwfqPwt7tny2bpWWTRrJv317XqkACHLpx5y5d5aPP+rv2c0507/KC/PCdo9OpVZt28tOvo5yrAnq9lQIc+oYHDxwgL3ftYt978RIlZcqM2ZIzV/hS6seOHpVmDeuLfhtT2/sffSIvdX/ZTnv/0MomBQoWirQ6x47t/0rViuXlgvlmtlb8OHjijB1Kx/tY3vPDhnwvXZ5/zi7WYMS02fPMF8yTeG+WIPMEOERiEuDY8fuv5lvbr9l7Zqtm/GTCBDdxT/+sU1nCjjgCYbW+/9l0/t8b8PPgHeBInSWr1P3pd0lfyPFtcOeBtPrGrI5t5fLpU/ZadZgQ/aa3dzv+9xq5eOKY5KlZ1++3p3Uog5kPtRQdekRbXfP+9RvXUbXYCHDoEAOTG9SQ66a6TprsOey3ypOmTBnVqf2uX/VeL/n3txF2ffnXe0vxR2IWsNLqIkteeckeJ0PhorZjW6uD+GsXDh0wlSFGmvBPO9HKE95t+6ifZeW7b9rFerwGYyaJDpXhbHoPZnS4X05v3WIX+QvR6DALOtyCtixl7jLDjoyNEFDRjt51X3wkW4YMsts5fyREgCNb+YpSa/BPotUdPNueqRNlyf9etIt02AwdPkOH0QikXTIdyxPvq2aG/Llo37taZipRKspdz5u/4VPvr2eHr1H7Gl8PjjSYo1U7dv35h6TJlVs03BBZi40Ahw6jMqVJLfP7etyequRTnaRs11ci3F+70gTEto8ZKekLFpYclatGuLTF3Z+XvdOn2OUacqnyydd2KA/PDU+sXytznnrIVifR5Q1GT5LMpe/03ETiKsCx969JsvjlF+y58tVvKNW/9B1YCncxAcx4DhukVSqa/rVAUmXOEsCe4Te52QocejQdvshZVUODMb6eIa2qoWEk/fxwNn8BDl1/fO1qmfmIqShk7n8yM+Rf5b6filav8dV0WJz1X3xsqpC8Isl9BImjCnDoMQ8uMIHITo5ApIaB6vz4q2SvGDvhdl/X7GsZAQ5fKixDAAEEEEAAAQQQQAABBBBAAAEE4keAAIfbmQCHsYjvAMfQbz8RrcChLZX5R/3QQkXtdFQ/SpYuJ2XKV4pqMwIcUQol3AYfvf+e9O3zjr2ADBkzSq93+sj9rVpLtmzZRYMbC+bNlfd6vy3nz52TosWKy7/bttptAwlwpDSdkFpd4uFHH5eOjz0upcvcacMHw38cIr/+4uhg1IMtWLZSypWvYI/r/WPP7l2yY/t278Xy7jtvyYplS+3yT7/4SkqUjNh5VbtuvQj7xdYCtalYtrQ9XI2atWTqzDl+D/32m69L/08+suu/HvidPP7UMxG21UokWoXjwIH9dl1B01n99rvvyT1Vq9lwhA5z0rf3Oy7/7Dly2OobISEhEY6lCzo99YT8MmK4dX2o46NyZ9m77P3TSiuHDh2UWdOnyUfv95W9e/fY/fWa9NoCaTr0TtlSxeT0KdNxblqFuytK67btJE++fK4ASLp06aV+g4aBHC5WtyHAEbMAh5a7n9Soplw5e8bejyyly0r+Rs0kxISIkiRPYZelMB1guarXCuh+eXaMJTPhoMJtOkjG4iXDlbvPWracOX6eCMfzDHBoh/Z1M6SXDo9y18tvuDrOjq5cJmtN5QvtyNaWp3Z9uXfAkAjH0gVa2UIrXOg38HWYgqx3VTCdvoVsdYpLp0/LyQ3rZNN3X8uxtavs/nqdDUZNlEBCFLER4Fj70Xvyz0+Ob/2X7fGalHrqeZ/vI5CF+k3xSdqxbz5PtNO2+czF4UISgRzDc5vZj7UXtdamnaUln+xk70HGIsVs1QAdCuWMqXBxYO5M0WFXtNO34di/IoQJTm7eaAMyWp1Fn4f6v02QTMUjfmZrZ+70ds1MMCHMdrbXHfG7ZC0bfhg3fVY1LODs5NfKIDrcTcbiJWxHvJ5LqzhoJQINxFwxwVQNImiL7wCH8/nNWq6C3PHMC/a9hB09Yr02DOhvvfS6yr3aS0o8FvHvgq7z19Z9/qFsHuIIQWrndGjj+yV9aEExJa3sLhqSyVOrboTdN3zzuWwc+KVruQ73k79hE8lg7mmqTFlEh0A6a4bTO7pqheyaONbalX/tHSne8UnXPr4mYiPAocfdOW60LO/1iusUGoDRKisaUNHf4bO7d8jpbf/Izgl/yNEVS22wyFcwQLf5q5X5G2Q6+rXpc6LvIUuZsnLx2FE5Yp7rdf0/Eq02o83fUCtxFeCY3raJ6LOqrf6v4yM853ZFDH/oEFT6OapNfwe02o2GqpJ5VOvS96u/i/5abAQ4Ng76SvRvgbYU6dOb39OXzZBHjSR15qx2uJ0jy5fIerNe74EGcZxDK0UW4NBjLXujh+wy99/ZCrVsJ3lNCCZTiTskufmcOm3Cfaf+2Ww+B36Q8/v3SetlG+2QK87tna+ef6ciq/S05sM+snXEj3Y3fQYbjvsr3N8y5/Hi6pUAR1zJclwEEEAAAQQQQAABBBBAAAEEEEAgagECHG4jAhzGIr4DHIO/eF+0Ckd0W9Va90ntBs2j3I0KHFESJdgGV823vuvWqCprVjs6L/1dSKOmzaRho8ailTO0BRLgGDRkqLz2vx6iw6X4ailM5+wX33wrjz7xlK/VdtmnH/aTPm/38rs+shVnL1+PbPVNrYvtAIdezNo1q6Vjh/ayy3SIRtZCQwvI8JG/SUUzBrq/5gxw+FvvuVwDGNPnmm/pRtKZ47m9TmsVjm4vdpZrpsPWVytmOlN1WJz4bgQ4Yhbg0PukVTi0QoJ23PlqWgGjyST/QSXPffSbzzPaN7eddJ7LPaermm/EhzaJWPHHM8ChHbOpsmY11/ab567hpnWohRrfDBGt1OGrOQMcvtZ5L0uRPoOtDOGrgoT3tjp/swEOrR4ysV5VUS/t4Gw+c6nPjkZf5/a1zHN4kcg6JH3t62uZBnpWf9A7XGepr+08l3kHOK6Y8N/0dk1tMEC3q2CGPSnmZ9gTXa/3esU7PXXShmwa/DFVUmbIaOedP/bNnCaLuj7rnPX5qp3TtQaPsFUOtMNeW3wHOPQe6JAlziEffF2oDpdz91vv+a4y4WuH/5ZptYqFXZ6WIybE4Kv5Gz5Jf7//Gfa9rP/mM9FATSAtPgMcej07x46WNR+/awJlZ6O8PH+VHXRHHZpjZe/X7e9XZAfKYYa4qfrpN5LaBFe9W1wEODyHOdFz1zHD7MRm0+dtzpMPugJ5vo7dYt5Kn+/XuW1sBDhuXLsqMx5sKSc3OqqGOY/t/aphktw164hWD9IWVYBDA2rrv/rEBrW02k5U7WYDHPp7osMdndrq+G+avHUbmOo130d12lhbP2PaX9K6eZNwx9Ng9KAfHKGScCuYQQABBBBAAAEEEEAAAQQQQAABBBCIVQECHG5OAhzGggCH+4EIdOrisZ2SPHlyyZI7f6C7sN1/AudMJ0m/9/rIwG++Eg10eDYdhkMrOPR8o5cM//EH6frC83Z1IAGORStWyxXzD9+PP/JQhFBC3rz55Lsfh0mtOhG/Iex5/tspwKHv+4ypCPBS507y5/ixcsVUHvBsGnjRIW6+GTRYMmXO7LkqwvTsmTPk5+HDZO6cWXL0yJEI63VBjpw5pdvLr8hTz3YSf5U8fO7438JtW/+Rzz42wxRs2mgreeh5bvz3bWcCHJHJxWzdhHsruKoOPLBxt9+DxGQIFefBzprw0OYfvpXT/26VCwf3O8733z2NToBDj6edd9oZv3fGVHOsA7ZEvg754GwBBThMR1n1L7+TlX3eMJ2x4+yQEc79k5rPew2AVOz9YaTfJNdvdW/9eagcXrLQ9Q1v5zGcr7ZKiPmWula/0OEsAm03G+DQSghaEUGbnlsrcMS0aVBiYv0qttM7eZoQW30jZabIPycCPZdW11j7cV/HcAj/PQ+e+2rAIk/tepKvfiPTEVs33FAgnkNZBNrxqUNL6BAT2mx1FTP8gveQPhpcWGUCR1q1w7Pp0CBa3aX86+/YKh8TalW0FRd0m/gOcOgwMAXvby0LX3pWjq1ZKZ6dzVo1o0zn7lLi8ehV3vB8r3q8rSOGyMH5c0zn8hZXRRrdxl+Aw7m/umlg67i5Lh2+x7tp9ZCcVarbe5rvvsZRVhyIrQoczuvQoYVWvdvL/N4usBVlnMudrzqcT9EOHU11iQ4RhqdxbqOvZ3Zul2WvdZcTG9e5qnE41+uwNiUee1pKP9/VBGiSOReHe42LAMecJzqIVp/QVvO74ZK7Rm07HZs/Lp85bYcQ0udOP8svHD5sP5Od54iPAIeeS6vfaLUZ/QzWvwmeLW2+/Ob3o42U7vSS7PjjN/s5r+ujCnA4j6FVk1b3fctW2/D83XKu16FOij30mOgQOt6fH7pNoBU4dFv9mzjjgeauv0EV3nzXHlvXxXXTKnlaLc/ZkpoqO0tWrZU7SpdxLuIVAQQQQAABBBBAAAEEEEAAAQQQQCCOBAhwuGEJcBiL+A5wuPnjZooKHHHjGttHPXb0qGzauMEO05Erd26pVLmK6FAd0WnNGtaXeXNm2100wFH2rnJ2er8pY71owXw7xIZWjsifPzQ6h73tttXwhlb5WL/ubxuK0CFQdJgYHZYmOk0DFVv/2SJ7du+WQ6YTPSwsTPKHhkpogYJ2SJXoVN2IznnZFoGYCoSrwGECHM5vOutQKic2/G070jIWKyGZS5WJNLjh6/zaKXx21065aIaxuGSG4tDhBdKaMJl2Bmv1jfhsOkzIxPrV5NLJE3a4luYzFkf6jfiorm3Lj9/J35/1s5vpUBFaNSG2m1YKOWOGJ9DOTL0fOgROSK7ckr5QETvkSWyfL6rjaYfwme3/2k56rRaS+Y47zTAKJaNdzSKq80RnveewERrgKP6oo8KUVpM4unqFCVkcM8N43GWHLEny33An0Tl+bG+r4Y1zu3fae6rD0oTkyGnvqw5poSGThG5aCeLcvj1yRkNlRw7b500r5OgwPr465f1drwYJTm3bYodf0eGFMpmhkmylnSRJ/O0SJ8tPrF8rMzq0sMfOVPIOaWgqzNwOTYe70s8NDdSlNp+7OpSVv6pJ0fXQihxnTVBHj6/DsaTNFyoZzGdSSO6IQ3RF99jBsH2DOjVlyaKFrktp276DDP15pGueCQQQQAABBBBAAAEEEEAAAQQQQACBuBMgwOG2JcBhLAhwuB+IQKeowBGoVNxu5y/AEbdn5egIIHCrCPgLcNwq78/5Prb9MkxW93OELHQYjYq9P3Cuivarlvif1KC6hJlgilYmafrXglum8zLaGAm8g78ARwJfFqcPEoFFXZ+Tff9n7z7gJCnqPYAX4Q6OHCUjSFBMqKjPhIgIEoxgAkTRZxYxPAVERBFFMWJWxGcCsxhBwIQZUdFnAgRROMlwgOSDO179+5itvrnZndq92Xjf4sNt7UztTPe3a3o6/Lr6h6c1U/PI93wojyK0KMwxRSbPZEwxgVtuuSVtuv7aQyOyrZBHivndn/7aBHCn2KSaHAIECBAgQIAAAQIECBAgQIDAjBQQ4CiLVYAjWwhwlA5RWxPgqJUa33YCHOPr69UJzHSBZSHAESNHnLL7Y9PNl12aYhSGPU/5SVpt8y3GvGgv+vqX0m/fsuj2K1s8dZ/0X8csui3LmF/QH45ZQIBjzHQz/g/jFlXff8ouza10VsujROx56pnD3rplxmOYwSqBuB3eU/d84lDb/Z93YPrECf879LsKAQIECBAgQIAAAQIECBAgQIDA+AoIcBRfAY5sIcBROkRtTYCjVmp82021AMdeu+2SfvGznw5kpp+z33PTJ//3swN5LS9CgEBvgWUhwBFzftfChUMAS30rjXyrpLhdUpSlfq2hqVIZi4AAx1jUlp2/6Xzul4tbt0zw7VuWHeWZM6dvffOb0vuOXTQ606xZs9If/npeuucWW86cGTQnBAgQIECAAAECBAgQIECAAIEpLiDAURaQAEe2EOAoHaK2JsBRKzW+7aZagGPPXR+ffv7TMwcy0xHg+NRnPz+Q1/IiBAj0FlhWAhy9596j011AgGO6L0HTT2DqCDx+x0el3/7mrGaC/vslL0vHfeRjU2fiTAkBAgQIECBAgAABAgQIECBAYBkQEOAoC1mAI1sIcJQOUVsT4KiVGt92Uy3AEVcv/vUvfx7ITD92p8elV73mdQN5LS9CgEBvAQGO3i4enR4CAhzTYzmZSgLTQeD7p3w3LViwIA/Wslx6xCMfndZdb73pMNmmkQABAgQIECBAgAABAgQIECAwYwQEOMqiFODIFgIcpUPU1gQ4aqXGt93hh7w+/fEP5zRv8pFPHJ/utdXW4/uGXp0AgRklcMPfz0vnHPOWZp7We8jD0gMOfv2Mmj8zM7MF/vWdk9M/T/5KM5Nb7/f8tNlue87sGTZ3BAgQIECAAAECBAgQIECAAAECBAgQmKECAhxlwQpwZAsBjtIhamsCHLVS2hEgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAcAICHEVGgCNbCHCUDlFbE+ColdKOAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBIYTEOAoMgIc2UKAo3SI2poAR62UdgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECAwnIAAR5ER4MgWAhylQ9TWBDhqpbQjQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgeEEBDiKjABHtugEOLbYYrO0XLqr6EzT2sI8F8uP43zcdddd6eorr0grrrhi2myzzaepkskmQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgckWuO76G9Kll1+Vtsrn61dZZeXJnpye7x+Zgltvm5/WX3etNGvWij3bDOJBAY6s2Alw3GuLTWdEgGMQHWOk14gAx5VXXtkEODbfXIBjJCvPESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMDwAvOuE+Do6AhwZAkBjk53qPspwFHnpBUBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIjCwgwFF8BDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDW18QhwnH/++emEE05Ia621Vtpggw2a/x/xiEek9ddfv2aStCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBaSggwFEWmgBHthDgKB2ipjYeAY7TTz897b777ou9/corr5z233//dNxxx6XVVlttsef8QoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLTX0CAoyxDAY5sMVUCHPPnz0+zZs1Kyy23XFlCU7A2HgGO3//+9+mII45I119/fZo7d2669NJLh+b88MMPT+94xzuGflchQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgZkhIMBRlqMAR7aY6ADHHXfckS655JJ08cUXNz+vvPLKdOONN6Z4PAIc6667blpvvfVS3EJkm222KUtritTGI8DRPWtf+MIX0vOe97zm4RiJY968eWnOnDndzfxOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAtNYQICjLDwBjmwx0QGOc845J33lK18pS2GEWgQ49t5777TOOuuM0Gpin5qIAEfM0fbbb5/+9Kc/NTN3/vnnp2233XZiZ9S7ESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMC4CghwFF4BjmwxmQGOFVZYIa299tppzTXXTKuvvnq69dZb01VXXZWuu+66oaW04YYbpoMOOqgZnWPowUmsTFSA4+lPf3r61re+1czpD3/4w7TLLrtM4lx7awIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAYtIAARxEV4MgWEx3gOPfcc9Nf/vKXtN122zWjSsyePbsskVyLgESMPPH1r389zZ8/v3nu4Q9/eNpnn30WazdZv0xUgONFL3pR+vSnP93M5he/+MW07777TtYse18CBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQGAcBAY6CKsCRLSY6wFH4R6797ne/S1/72teaRnPmzElvfetbR/6DCXp2ogIcL37xi9MJJ5zQzNVJJ52U9ttvvwmaQ29DgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAhMhIMBRlAU4ssVUDXDE6BtHHnlkMyJHLLJDDz00rbPOOmXpTVJNgGOS4L0tAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEZpiAAEdZoAIc2WKqBjhiMcWoG7feemuzxF72spelLbfcsqlP5j8CHJOp770JECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECAwcwQEOMqyFODIFlM1wHHDDTekY445ZmhpHXHEEWn11Vcf+n2yKhMV4HjpS1+ajj/++GY2P/OZz6QDDzxwsmbZ+xIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAOAgIcBRUAY5sMVUDHF/60pfSH//4x2ZpxcgbMQLHVCgTFeCI0UeOOuqoZpaPPvroFAEWhQABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgRmjoAAR1mWAhzZYioFOG6++eZ02WWXpTPPPDNdeOGFzZKaM2dOeslLXpI23njjsuQmsTZRAY4YdeOFL3xhM6e77rprOuOMMyZxrr01AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECAxaQICjiApwZIvJDnAceeSRKUIRCxcuTHfeeWdZOrkWI2/ss88+af3111/s8cn8ZaICHPPmzUvbbLNNip9RvvzlL6dnP/vZkznr3psAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEBiggwFEwBTiyxWQHOA477LAmwFEWy6LaDjvskPbaa6+06qqrdj81qb9PVIAjZvIHP/hBOvjgg9N5553XzHOMxPHgBz84bbrppmn55ZdPT3nKU9Jmm202qR7enAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgTGJiDAUdwEOLLFZAc4TjzxxGaJxOgb1113Xbr22mvTHXfc0Ty24oorpj322CM95jGPKUttkmsTGeCIWV2wYEH65S9/2dxW5oQTTkhz584dEjjttNPSE5/4xKHfVQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBg+ggIcJRlJcCRLSY7wFEWx6JaBDl+8YtfpB//+Mfp9ttvbx6MkSee8IQndDedlN8nMsAR4Y3PfOYz6aMf/Wj685//3IQ5Zs+enTbffPO0wgorpAh0TKVwy6QsEG9KgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBaSogwFEWnABHtphqAY7O4jn//POb8EIEJiKs8PrXvz6ts846nacn7edEBjj22WefdPLJJzfzGrdNiTDHTjvtlGbNmjVp8++NCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGAwAgIcxVGAI1tM1QBHLKa4vUqMPBElggt77rlnU5/MfyYqwBGjkOy4447NrEZg49xzz01bbbXVZM669yZAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBAQoIcBRMAY5sMZUDHD/72c/SKaec0iyx7bbbLh144IFl6U1SbaICHMcdd1x67Wtf28zlAQcckD7/+c9P0hx7WwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAYDwEBjqIqwJEtpnKA4+yzz07f+MY3miW2ySabpIMPPrgsvUmqTVSAI8IbEeKI8oEPfCC95jWvmaQ59rYECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgMB4CAhxFVYAjW0zlAMd3vvOd9Mtf/rJZYg960IPSvvvuW5beJNUmKsDx4he/OJ1wwgnNXJ500klpv/32m6Q59rYECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgMB4CAhxFVYAjW0zVAMett97ajEBx/fXXN0tszz33TDvttFNZepNUE+CYJHhvS4AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgRkmIMBRFqgAR7aYyABHhDLiligPf/jD0zbbbJOWW265sjRatVtuuSV95StfSeedd17z6PLLL9/cPmWjjTZqtZqcqgDH5Lh7VwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECMw0AQGOskQFOLLFRAY4br755vS2t72tWQJrr7122nbbbdO6666b1llnnbTSSiulGG3jyiuvTL/97W/T7bffPrSkpsroGzFBExXgOOCAA9KJJ57YGEToZe+99x7yUCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACB6S8gwFGWoQBHtpisAEdZDCPXdthhh/TMZz5z2NE6Rv7rwT87UQGO3XbbLf3gBz9oZuDss89OD3vYwwY/M16RAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBCZNQICj0AtwZIuJDHAsWLAg/frXv04XXnhhuuiiixYbZaMslkW1rbbaKu2xxx5ps802635qUn+fiADHjTfemDbffPNmRJKY2csvvzxtuOGGkzrf3pwAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEBisgwFE8BTiyxUQGOAp9SgsXLkxXXXVVirDCTTfdlG655Za0+uqrD91SZc6cOe3mU6Y+HgGOMIhQS9xCZu7cuenjH/94Ouuss5p53n777dMf/vCHKTMCyZRZECaEAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC01xAgKMsQAGObDFZAY6yGKZXbTwCHKeffnrafffdl4BYbrnl0o9+9KO08847L/GcBwgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBgegsIcJTlJ8CRLQQ4SoeoqY13gGPttddOG2ywQRPaeM1rXpO23XbbmsnShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSmmYAAR1lgAhzZQoCjdIia2ngEOObPn59uuOGGtOaaa6bZs2fXTIY2BAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIDDNBQQ4ygIU4MgWAhylQ9TUxiPAUfO+2hAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAzBIQ4CjLU4AjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAcYzeTwAAQABJREFUAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNbCHCUDlFTE+CoUdKGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBPoJCHAUIQGObCHAUTpETU2Ao0ZJGwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoJyDAUYQEOLKFAEfpEDU1AY4aJW0IECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoJ+AAEcREuDIFgIcpUPU1AQ4apS0IUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIF+AgIcRUiAI1sIcJQOUVMT4KhR0oYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+gkIcBQhAY5sIcBROkRNTYCjRkkbAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEOgnIMBRhAQ4soUAR+kQNTUBjholbQgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgn4AARxES4MgWAhylQ9TUBDhqlLQhQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgX4CAhxFSIAjWwhwlA5RUxPgqFHShgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgT6CQhwFCEBjmwhwFE6RE1NgKNGSRsCBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQ6CcgwFGEBDiyhQBH6RA1NQGOGiVtCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCfgABHERLgyBYCHKVD1NQEOGqUtCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBfgICHEVIgCNb/OfGm9LFcy9PW2y+cVph+eWKjlpPAQGOniweJECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFRClx9zXXpiquuSdvca/O08sorjfKvJ6Z5DApx623z0/rrrpVmzVpx3N5UgCPT3nrr7enCf16SNt5w/TRn5dnjhj1TXliAY6YsSfNBgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACByRW4JA+2cEMedOG+994qrbDC8pM7McO8uwDHMDDj8XAEEv5y7oVplVXmpI3usc54vMWMek0Bjhm1OM0MAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEJk3gz3+7IM2ePSvde+stJm0a+r2xAEc/oQE/f9HFl6abb74lD8uyWVq4cOGAX31mvZwAx8xanuaGAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECkyEw/4470vkX/CutvdaaadON7zEZk1D1ngIcVUyDa3TtvOvTZVdcnbbYbOM8LMtyg3vhGfhKAhwzcKGaJQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECEywwJVXX5uuunpe2mLzjdPqq606we9e/3YCHPVWA2kZo26c+/d/NqNvbL3lpilCCkpvAQGO3i4eJUCAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIE6gQULFqa/nf+PtNJKK6Vtt9q87o8mqZUAxyTAX5mTPVflhM9mm2yQZs9acRKmYHq8pQDH9FhOppIAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJTVeDSy69K8667Id86ZYN8C5U1pupkNtMlwDFJi+eCf1ySbrv99rRVHoUjD8MxSVMxtd9WgGNqLx9TR4AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgaks8J8bb04Xz72suW1K3D5lqhcBjklaQjffcmu66F//bt596y03yxmOhZM0JVP3bQU4pu6yMWUECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCYygK33Hpb+sc/56YVV1yxGVhh9qxZU3lym2kT4JjERXT9DTemuZde0UzBVlvkkTiSkTjai0OAo62hToAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQI1Ap2RN5Zbbrm0xeabpNVWnVPzZ5PeRoBjkhdBO8SxyUb3SKvMWSktXGg0jlgsAhyT3Dm9PQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBKaRwIIFC9MVV16T5l1/QzPyxmabbDhtwhvBLMAxBTrbrXnolsuuuDrFEC5RNt14gzRn5dnLfJBDgGMKdE6TQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgSkuMP+OO9J11/0nXXXNvGZKV19t1bTxRuun6XDblDatAEdbY5Lr18y7Pl1z7fXpjty5OmWtNdfIYY6V0vIrLN95aBn6eVeaP39+M7+zZs1ehubbrBIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDA8AJ3pQV3Lky33HZ7uvHGm4aarbzSSmm9dddKa6+1xtBj06kiwDEFl9YN/7kpxT15br7l1sXCHFNwUk0SAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCYNIHZs2c3t0lZY/XV0uqrrTJp0zGINxbgGITiOL7GggULcojjzrTwrrvG8V28NAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmD4Cyy+/fL5Fyoopfs6UIsAxU5ak+SBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSmrYAAx7RddCacAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmCkCAhwzZUmaDwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGDaCghwTNtFZ8IJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBmSIgwDFTlqT5IECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBKatgADHtF10JpwAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCYKQICHDNlSZoPAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYNoKCHBM20VnwgkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGZIiDAMVOWpPkgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEpq2AAMe0XXQmnAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEJgpAgIcM2VJmg8CBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIEBg2goIcEzbRWfCCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgZkiIMAxU5ak+SBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgSmrYAAx7RddCacAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmCkCAhwzZUmaDwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGDaCghwTNtFZ8IJECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBmSIgwDFTlqT5IECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBKatgADHtF10JpwAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBCYKQICHDNlSZoPAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAYNoKCHBM20VnwgkQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGZIiDAMYWX5MKFC9N119+Q4ueaa6yeZs+ePYWn1qQNSuAb3zotzbvu+ublnrn3nmmtNdcY1Et7HQIECEwLAevB4RfTWWf/IZ16xplp3bXXSvEdsfFGGwzfeADP/Ovif6evf/P76ZZbb0tP2WuX9KAH3ncAr+olllWB+fPnp8+ddHIz+3PmrJye+5ynTXuK2Gb767kXpGuuvS7Nm3d92uHB91+mPicTvY6YiX1o2n8IxmkGfvWbc9Jf//b35tUf86iHpu3uvfU4vZOXHUmg/Zlbf7110tOevNuwzU/+9mnp2rwejHLgAc9Is1Zccdi2niAwkoDP/0g6niNAgAABAuMrcOONN6Uvf/17afXVV0vrr7t2uufmm6Stt9pifN/UqxMgQIDAEgICHEuQTO4Dl11+ZfrJz85Kf7/gn+n6G/7ThDc6U7TaaqumB97v3umhOzwwbeNLs8My436+632fSJdedkUzX28+9KB0j3usN+Pm0QwRIEBgJAHrwd46t99+e3rTUe9P8TNKhCn++/nP6t14QI9+6GOfTRf841/Nq62Rw6RHv/m1afnllx/Qqy/9y9xy663pm985Y8wv9JS9npBWz9tXysQI3JqDQIcc8a7mzdbIB4Pe8dbXT8wbj8O73HXXXen7Z/w0/fAnv0x33HHH0Ds8ec9d0m677Dj0e1S++d0z0i233No8tsvjHpU23GD9pv67c/6Uzs/b/FHuvc290kMf8oCmPp3+meh1xEzqQ+OxnKdSX7vpppvTt0/54dBs7vesp6Tllluu+f2U037S7OvGL4999MPTZptuNNSuU4kw55k/P6v59TnPeFJ69CMf2nnKzwkUOP/vF6WPfPLzzTvu+OiHpWftvVfPd58//45m/b5gwYJmHfemQ17Zs50HCdQI+PzXKGnTFpjs779/XHRxOuu3f2wm6R7rr5t2ffxjmvrtt89PX//W94cm9ZlP38PFeUMaKgSWFPBZWtJkMh6JixOOOuaDi731/e+7bXp23iZ3oeliLH4hQIDAuAoIcIwrb/2LR7LxC1/6Vjr3/Aur/igOdO391CemFVZYoar9VGt0Yz6gFwdgo6y26ipplVXmTLVJnLTpceJycPSxs3zDf25sXnD27Fk2MgdHO+VfKa6IvvPOBc10rr3WGmnWrFlTfppn8gTGic6rr5k3NItxUGukYj3YW+e2225PR7ztfTnAMb9psP0DtksvOvDZvRsP6NHjPvqZFAdRosTVFxHg6N72GO3yHdCkNS8TYdc3v+39Y37Jtxx+cFpv3XXG/Pf+cHQCM+nk+2/yQfoTv/ytIYD4fMS67bH5BOdDHnT/ocejctQxH8ojdCxaB772oBeme225efN8nGz48Zm/auq77Pzo9LQn7drUp9M/NeuIQc7PTOpD/VzGsm6dSn2tvX6O4N8H33Pk0Cy/+wPHp7n/vqz5/WUv2j/db7tthp7rVMbjBO5o9w3Gsgw60z9TfkbY5rQf/LSZnRcc8My8frtfz1n7+4X/TB/++Oea53Z8VA567NM76NHzjz044wVG+1kaj8//jEdexmdwsr//fvv7P6XPf3HRKHP33vZe6aCXPq9ZIvG98/rDjxlaOu9755tygGP6HZtwfGVoEY57ZVk/Xj7VPkuj3XYc9w4yQW/wnzhP9cVvNiOrxX5sfI9Hue99tk4vf/FzJ2gqvA0BAgQICHBMgT5w1VXXpI996qT8pXjd0NTEQa718hBVMUzpnfkqlrlzL8/Dly+6cq/TaOt73TO9MF95Ox2vHP3aN09NP/vF2c2s7PnEndMeu+3Uma1l/qcTl4PrAn/809/Spz/31eYFt9l6y3Twy58/uBf3SlNa4Jj3fCxdfsVVzTS++pUvSLG+VCZP4Oabb0mHHfnuZgLi6tsPvfctI06M9eDwPL886/fp1NPPTOustWZz9cOmm2w4fOMBPPOPf16SvnbyqU3oMkariNtDdJfRLt/uv1+a39snCMfyOgIcY1Eb+9/MlJPvcYV5BIfiAGuUCFU/bsdHDI0u0C30zvd+PMUoe1EOfd1L06abLBptoH1iNLaFY5t4upWadcQg52mm9KEak7GsW6dSX4tRZw5987HNrK688krpPe9449Bst4M/sX0e2+ndZTxO4I5232Asy6B7Pqb77x/MQc4L7w5yxqhJMXpSr3Lq6T9pRiWK5w587jN6bi/0+juPLRsCo/0sjcfnf9mQXnbncrK///7vz+emEz77lWYBPCCPnPySF+7b1OOk58GvP2powcR+cGc0qqEHp0HF8ZWJW0jL+vHyqfZZGu2248T1lIl7p4vnXpqO/98vp//cfYHkK196QLrPtltN3AR4JwIECCzDAgIck7zw48svdjRuyie3okRw45H/9ZC0Wx5ub5111lps6iLx+PNf/jb9+Ke/Hnp87XwCJ744N5hmt9lY1jdIhxZgj4oTlz1QxviQDe0xws2AP3OAYWotxNEetLUeHHn5xYHAiT7wN9J7jnb5jjx3o3u2HeCYteKK6Y1vePmoXmCdtddaYkSRUb2AxqMSmCkn36+6+tp09Ls+3Mx7jKYRo2qMVN77wU+liy+5tGlyRL49Xme7/Ywf/Tx999QfNY9HQKoz3PZIrzVVnxtpHTHIaZ4pfajGZCzr1qnU1+LWQq877B3NrMYINce0bpn00eO/kM47/x/Nc/9z8IvSFvfcdAmS8TiBO9p9g7EsgyVmZBo/cMedd6ZD3/SuFD9jhKE3H/aqYeemfTult7/lf9Ka+bZrCoGOwGg/S+Px+e9Mi58zU2Cyv//+dt4F6eP5wrwoMRLbCw54xhD0aw45OkX4d8W8r/KBY48Yenw6VRxfmbiltawfL59qn6XRbjtOXE+Z2Hf66S9+k77+zUW3g9pr953T7rvuNLET4N0IECCwjAoIcEzygv/fz38t/eH//tpMRQxJ/sLnPTM98P73GXGq/vzX89OJ+XYrnRE54sryuMJ8OpVlfYN0pGXlxOVIOqN7zob26LxmUmsHGKbW0hztQVvrwam1/PpNzWiXb7/XG83z7QBHDEccwxIrU1dgppx8bx9YjNBFhC9GKu0Tm2874rVp7bXXbJqf+fOzUpykivKMp+2Rdtrxv5q6f4YXmCl9aPg5LM+MZd06lfpahHpe/Ya3NUMur7vO2umtb3r10Mx96jNfTn/6y3nN74e9/uVpk402GHquUxmPE7ij3TcYyzLoTP9M+Bkjb8QIHFEelS8y2fdZT+k5W3fmgMchdwc9YgTRI994cM92Hlx2BUb7WRqPz/+yq79szPlkf/9d+I9/pQ9+7LMN9iMe/uC0/7OfOgR/yBHvakYzXGXOnHTs2w8denw6VRxfmbiltawfL59qn6XRbjtOXE+Z2Hf696WXp2Pf/8nmTf/rYQ9Kz33O0yZ2ArwbAQIEllEBAY5JXPDtg78xGc/ff+/00Ic8sGqK/nbehTndfeJQ2xe/4Dl9gx9DjadAZVnfIB1pEThxOZLO6J6zoT06r5nU2gGGqbU0R3vQ1npwai2/flMz2uXb7/VG87wAx2i0Jr/tTDn5ftbZf0gnfeXbDWhN8CKuyIzt/ijvPOoNabXVVm3qcUukL3/tu01932c+OT3qETs0df8MLzBT+tDwc1ieGcu6dar1tRiBI0bi2HCD9dObDnnl0Mx99sRvpN//4c/N70e+8VX5tqHrDj3XqYzHCdzR7huMZRl0pn8m/Dz9Bz9L3zvtx82sPG+/vdPDduh9rCJupXTcR/63aRejie43TNBjJpiYh7EJjPazNB6f/7FNub+aLgKT/f0XI63FKCBRdnz0w9Kz9t5riO5NR72vufVAjEwUIxRNx+L4ysQttWX9ePlU+yyNdttx4nrKxL7TjTfelA5/63ubN93u3lunV7zkuRM7Ad6NAAECy6iAAMckLvhPnPDF9Ndz/95MwVhG0Xj/hz+d/vmvuc3fx8GUOKjSLhdc+M90zbXXNQ/de9t7pRgmfKRyUT7wcuVV1zRNtt7qnj0PpHX+Pg7E/fvSK9Lcf1+eLvn3Zc1Q7hvnK6c22XiDtNmmG6U5K6/caTr089LLrkiXzL2s+f135/w5/T1PX5QYceT+9922qcc/m26yYX6NjYd+767E/cZj1JJrrrkuXXf9DWn2rFnNlYzxvnGvybgNzUhl0XQvmo54n3i/KOf9/R/pr3+7IMXJoNixinl58Pb3S3HP5naJq8liFJSY96uuvia/91ppyzzsb/y/xgCGih3Nicu4N2DcXzrK6vlkwP3z/PcqMc3nnn9h7i//TtfOu64ZvjH6Q8zjgx5432Yox15/Nzcv2/CKsl6+mmqbrbZo6iP9c/vt89M5f/xL0ySG+I9kbq+h/uddd33TH8Lx6mvm5f62Ttp4o3vk/zdIG214j5HeYsTnon/8JS+fKPHaP//Vb5v6PfJthp7wuEc19fgnhnJu97uhJ+6uxFDB//enc5t71kc/W7hwYVor37Jogzx8cPSLOXOW7OPdr1Hze5zQueGGG5umMT0xXVHisxvrhyuuvDrddNMtad11106b5b4ayytG66kt0Z//nR0uu+KqdHn+P/rzppts1PT7sI5bDtSWQSyzsaw7aqcvgm035PmNcurpZzaf5ag/YedHN8M+Rz3KfbfbZsRhncM8PuPXXXdD+k/eSVl11VXS2mutke69zb3SlltstuhFlvLf2Pn5y98Wrf/XXHP1dN/7bNO8YnxW44rU+NzF+mWllVZK6+Vl/6AHbJeiD4+mxGv9/YJ/pov+dUmal+clTnrFe62bP/vbP3C7FFfDjqaMZfnHSc6Yjtvnzx+6yjzes/vAflyl1F5P9FoPxrCzYfOPiy5JN+Tbj62Tr2CP5XGv/P9o171L+z3S7Xb1NdemP+b1RXxuY50cw4xvsvGGafsH3Gfo8xrfMdGnomx3n63TWmuu0f0yVb/Hd+e1d3+33+feW+W+uehK/s4fD/cdF+vzP/zf35rvzbxI8sm09ZoTavG9OdI6JT4PnW2NWGfcc/NNOm+Vxrp8h15gAJVBBjjithj/yFcbd8oOD35AilE9hitxMqJzBXm0ieGSV1ppds/mS7MuHm59Ecvmt7//U9PvYjo3zX3ufvl7JNYZ3SWWYVxJfcUVV6dZuW1nu2X93Ffbn73uv+ss42gTn9NOab/ewtyh4j232XqLtO3WW3aa9Pw5lpPvcbvB6LuxrRCOq+V1ctxmMPru0mwv9JzAygfbAY44QB8H6kcqn/7cV/M64m9Nk/e98/Dcrxb1k1h+n//iyc3jNUHuWA/OzVc/XX75VXn75Kr8HXVj8zmO7/XYDu63Xhlu/XDbbbc303d57lOxfonvig3WXy8Hyx+QVlllzkiz1mynDLeOGPEPx/jkcH0oRib83e//3Gy33ZzXw7G+iu+HLe65SfNdWvt2g/7ujPVEZ3/p0suubLbXN87b37HNu1lebr3Wv53P3Wi/O2MeB9XXar36tTvsyHenMNh8s43TG17zkqHmX/zqd9Kvf3NO8/vRR76uZ98d7gRu7LP+KW+nXZ+3z1fKn6XOtsBw20lj2TcY6zLo/N2g1plDYHdXxrIt1v0ao/n9I5/8fDr/7xc1f9IePaj7NU7/YQ56fH9R0OOAfZ+eHv7Q7bubNL8v7TpsPPabxuM1e858jwfHu78Men02lv7XmcfRrs8G9fnvwd48NJ33Bbrn6fwLLkqxXoz9vdjXjm2CWOcOd1yu++/bvy/tfnCvz1OM0PP7P/wl/fPifzffB7GfFNMXxwG7t0GHtkfycYvY5ovv8rjF1hZ5/yP2i0cqk/39F8daIuQQZZd83OlpT95taHKPOuZDeXt90TGvmhGKlma/4dbbbkt/zNvNUeI4Rr8RnqPPxPHZKLEfE/sznTJVj6/clI/5ndMcE56X923/02xDRJ+K/6N/dferzvx0/5xK30ljPV4ex/Dj8x8l9ot63ZKuPd9xvCLOFUSJ/cA4F9Euw+13RqjiD3lfZt6865tjo4/LowZuPczx4djfiHVB7FPENvla+VhaHO+NvhXHrfuVQX6W+r3XcM+PZdsxXmssfoNeht3zFNsCYzkf0P067SCmAEe3jt8JECAwfgICHONnO+Irx0nuOKAVOzNRDn7FgVUnx9svGidxYsc2yuqrr5oOeunz2k+nz3zh60Mn0mtG6Pjy17+Xfvnr3zWvEUNhxYn3XiU24j930jeGggPdbeKqwv3zVTfdYYL2fb67/6b9+2677JievOcu7YeaeuyIxP3WYucvNrR7lTiJt/sTHjvigfT2lURP2uPxKd4vbmXTObDeft04MRZDH0YAJkocoP7qyacMhRrabWMn4Tlx9eR/PaT98KjrvU5c9nqRU0//Sfr+GT9tnorAyate/vyhe6q320cI4JvfOWMonNN+LuqxvPbI96577GMe3v1UE7L58Mc/1zwegY+jjnjNEm26H/jdOX/K/WPRyYhw6+6X0fe/+NVv57656NZB3X8fv+/w4PunZ+/zpDGFJGIZRbipX4mDva971X8v0Sw2bqOv/vinvx62j8eJskc+/CHpqU/edVQBiCXeLD/wkU/kA6P5oEuU1x70wuZAS4QPfvKzs3r28+iTT3/Kbk2IpPmjYf6Jz0j0jx/8+BfNDlavZnEQ5EXPf1aKk8AjlUEts7GuO0aatvZzH/1kvp96Pkner7zypQek+2y75DzHAauvfOOUFEM2DlfipPw+T9t91Ovr7tdrX6nY+ZzEjvdXTz41xc57d4n1y4O3v296zjOeXPW5iJPK3/7eD3II5Nrul2p+j9eL0Mizn7HXEgGA7j9YmuXfud9v92t2/37cu9+82Ems7vVgrKc+kK/sjGXUq8Q64/n779P3YM2gvkc60xA7sfHdGWG6WHd0l7ji+Fn77NX0l+P/90tNMCjavPIluQ/2+dx1v1bn9/bByZf+935LBNG6v+OemL8Tv5b71c9+eXbnJRb7GQd69n/OU9M9NyvBjHaD+Lv4+yiPzwcjn946GDnW5dt+/aWtxwHON7/t/c3LLO0tVObPn5/e+d5PNAdY4wW7D752T+sXvvTNdPbv/q95OE50Rx/sLoNYF/daX7TvQdt+z1k51BrbUDs/9hHNw+ET207RR3uVOMkW23zDHeiM2x9EgDHCsR98z5FNACi2PYd7vehH+z77KT1vhxDvP9zJ917Tdvvtt6dvfPv0xni47b74HO33zKcM3ZKk1+vEYxECOS9/10ZQMoavXtoSJ6Q6I3DUBDgipBFhjSgfeu9bhrzbV3S96MBn59DXdsNOWoQAos/FQc3hShykP/C5+6ToB71Kr/VDzMt3TvlhigOV3SWCJo/f6ZFpzyc+bmiau9uMtI7objuI33v1oTio/OFPfC7F91V3ib4d39s7Pea/up9a4vdBfnfGd8IPf/LL5qR2fIZ6lQiRH/jcZyyx/b4069al7Wudg7yxjbjVlpv3muxRPRbr51gPbZVPELymdcvP9tWlxx59aM+gUPcJ3BihJvZBY1+wV4nvs4Pz/lBnhJtOm7HsG4x1GQx6ndmZh6XZFuu8Rvwczbow1ruHHHFsiu/G7lvgtF8z6h89Pm+Dn79oGzz2F3tdODKIddh47DeNx2t2+wz3+3j1l3i/Qa7Plqb/jfWzNKjPf7f9TNgX6MxTHOf51nd/MOz+UXz/xTG9Z+d9kRX7XLQxqP3g7s9T7Au994Mn5BDukvuk98rfMRH46gSPR9oeiQvEXvXy5414odfSfv91XMf6MwIaEdSIsns+vrbX7jsPvVRn9IoIpLwx3zZsuDKI/YY4Gfz2Yz/SvEVsZxz6upcN93bN43HBypvuvqo+AtJHvakc85tqx1c6+waxTd05lt49c2vkC6Li1uSx3TFSmWrfSWM9Xv6LX/0uH8P6XjOrsf+391N3H2m2m22oz5749aZNr9tg9Nrv/O6pP2qOkbZfOI59P7pr5MCrct+L41md45vt9lGP9dAj8wUBT3/qE0c8jjqIz9Jotne6pzN+H8u2Y/zdWPwGvQxjOjplac4HdF6j81OAoyPhJwECBCZWQIBjYr2H3i1GkIjQQJQ4kPzOt72h78gRQ39cWRmPAEecEP7+GWcOnaiKA/qRcL4lX9kdG0jt0n2iZ6wbpPGasQEXI5bEzki7xMmaO+9csMQJ6hi69TnPeFJP0+6D1wsWLGzmKV43Nii7dwTiIPhhr3tpujMfxHrfh07IB7HuaCahV9vYSY4TIcNdddSe9uHq3Scue11NFsshAhxR4gBZ7Myut+46S7xkHFSPEzftE4sxjfF/98HkuHr0mU/fc7ED9PF3b3nHcUNXjb/+1S9e7OrrJd4wP9C+p/UB++UrsHYoV2DFBv2nPvuVxQ4yxJWda+cr0eOqz/Y0xf3hX/Hi5zZXlvZ6n+EeG+uGdrxeLNs4MNy+ojoej6sjo6/H1QntEleixwnUmhR5++/a9e6DHDFiSOcKiGgXB9BjR7VdYvk94+l7pMc+esnQTbSLz+LHjj8xXXr5le0/a3aSFuSTCG3nmLcYDWG4PjuoZbY0647FZmKEX5bmAENcIRDrzLjqp13CPw5ctz9DYfasvfdcqqHuu3fsnvak3XJA4dND65emz+XlHCPBtEvcI/4VOYASByaGK7GOOyWvH9rTHH0mTsR196UY8eUlL3xOvqpp054vt7TLf6wHbdvrwcP+52XNgYDOlSWdUZba/TgmPkYHiL4c89qrDPJ7JF4/RtP4SD5hEUbtEqPaxIgEnRPOsSxf/YoDmzBVjOwSZSIDHOERB106Jb7TutdlMY1xMHGDHqO8jHRydqzLtzMtg/g5yABHTE98hxz30c8068noa/G9F1cwdpc4MBXr7ygx6sHhb3jFEuGqQa2Lu9cXu+78mPSxfBu9+AwM93mI79/t779dM5RzJ/g0XNsInsZBuF6fnfbJpTjJGkNDd7bFFq1XZi1x0jxGqHr5i/ZPvUYs6nXyvds2fg+7j59w0hKB2ZiH7s9+hHfj/TojqnW/XoTyPpIDfvGZjP4ffT2uAluaMtoAR9wmJW6XEp+1CKx1yl/PvSBv357U/PryvM1z3zw6T69y5s/PasK43fMe6/X4jmqXcH/pC/dtrrpsPx717m3gONHduYVLPD/cdnUElOIkS6cPRdtOGWkd0WkzyJ/dfei1r3ph3j7/dB6tbFEAJdbBsc3e/R0YgezhwukxfYP87ozv2s9/8ZuLbU9G34t9pvguagdN4vED9n3aYsHcpVm3Lm1fa29LRWAibu2zNOXod324CZNG2Cq++zrlWzlk+qMccIny/mOP6Hkgv/sEboRSI2DdKb2+z2I9EBdGtEeDHMu+wViXwaDXmTGvS7st1vEa7brwX/lq+dj3jRL7CbEO6FVivXTIEe9q+vVwgf9BrcPGY79pPF6zl1Ovx8ajv8T7DHJ9trT9b6yfpUF9/tvuM2VfIObpx2f+KsV6tPu7LtaL3dsFsZ/34hc8e9gRCwe5H9z+PMX+z2l5v7RzMrfX8bMIeByaj7XF8Y9OMDbmL77Lu/eD47hRhPTigopeZWm//3q95mgei23XuFVKlAhTx4VinfLe4z6VLp57abPP/T+vflHn4cV+Dmq/IbbTp0KAY5D9KqBi3/sTn/5iM9JaGy62hWPftv1ZiO3tZ+bjZY9+5EPbTYfqU/E7aazHywd98r97v/Mx2TAuIOku3QGOOFbzyXzBSmeE6E77Xvtusa/yshftN2yofmk/S6Pd3ulMa/vnWLYd4+/H4jfoZdiZj6U9H9B5nc5PAY6OhJ8ECBCYWAEBjon1Hnq3uNItroyPErdjiITwoMugAxxxUjtOzkeJDeLYKYlRGzq3YIid+z/mKzw7J4riwH7c67hzQih2wDonjb79vR+mX+UD2VF2ffxj0hMe/+imHv/ETmfnNeP3OCj0nrzD8+88ZHSUCLzsvttOzbDOceI8no+TE3FA7ze//WPTJv55yl5PaF576IG7K+2D13GlVvxtXPEYG6Zx65gIo8QQ6l/JV1XflK+ujhIHA2+7bX5z0DVSxg/LB7FiGMc42Rs7Yl/9xqnNrUmibRz8fs873tjzIHc836+0T1y++dCDlrhtQnv6I7QRO7ERdugucRVUXA3VKXHVaVylHreBWHHWinmUgYubA8txEqJTIvTSvZPTTlv3uxo5DlgfduR7mhBMDL94zFtfPzRMeOxQvfsDnxw6GRNX6cZV37EMosTB7LjVQ7xfpOGjxPTGlYmjKdEfbrs78PDnv5yfTvzyt5o/jwR+nKjulBXySaA4Od8u7asBo/8+bsdH5NFcHjoUjrkh75T/5uw/ptPzCB2dvhwnW+Kky1hL+yBHjMQQwxTHVW5P2mPnfKXwvZtbnkSw5O/5ZOH3TvvJ0OgMMX2vO/i/e554P/nbpzUjeMQ0xVDze+3++GYoxRiuO0ocAI+rQtuflxjWOoacbJdBLbOlXXe0p2mkevShBQsXNE0+8OEyWkPsHLZPJK6cl3v7JFQMA3nMez82dEIlDiTFFTMxLGD041h3XZRv2xHhtdghixL+MWJK+3WbJyr/ae/YxX3f48RiDEscJ1J33umRQ+vNeCx26GL9Fn07yv3yLWBelk9W9irtq7kXtd02PfEJOzbLNtbbceIrlkeM8hKvHSVOfr7pkFcssQM9iOUf73dX/i925DtXJIXdu44+pHnvzj/dV8S314OxPGI9veOjHpYemG9JEkPix7zE7RRiyO524CmCTb2ush7090jYfOhjn21uSRHzEP1p110e0yy/zi1NYnjSX+RAVoymE4Gb1fP/ne+xiQpwxPdvfN5jKNUIfMV3XIQNIvQQfSXWt51Q4nDDYI50cnasy7ez3Afxc9ABjpim9vdehDcixNFeZ8Q64Z15iOTog9Gf4/6vvUb1GdS6uL2+iOUXyyy+93fLfS6W2worLJ+3RS5L385XYcY2SZQIUcQ6Pb5TYnjbXfJ6JX5G2xjWNg6ox4HVTokRqXqtzzonl2I+4zZqMfpbvE6MyBC3YYmD8XEwJ0bVOjWvIzsn0aPPv/mwVy1xG7ruk+/vyNsJ3SU+XxGi6YS2ImQQ/Xe7fAI45inWB+fn20P97BdnD42WEldvRogmtiG7y2dPjCv2Fw0NHc8NN9Jb99+N9PtoAxydE1GxXN799sOGXvqCHC6JdUmUONHRayjiuDLyrW8/buhERmwbPfQhD2y2Q8MmTOOWXN/9/o+GArexzRcB0+7S3oaMIZNjOPNYn8b3xCPyVbrxfRDfR3Grj1i/tgOtT3vSrmmXfEuy7jLSOqK77SB+b/ehWN4xCuGNN96c9sj7Bttus2VzW5IIY8/N/Tzc4/ZRUeIzHNs6vYI+g/zujPfqLO+ox7p//zwqTYx6FZ+j+D6K20/+9Oe/Gfr+is91jFrQWc8szbq1895j6WuxL3f03VftxrTH5/td+SKD7u3leK62dL7PY3SYGBGyU2I7JLarwiRGpelVOvMSz3W2BWJbOfbF4rMS27jX56HTz/79/+XX+ulQcDL262JEm04Zy77BWJfBoNeZg9gW6ziMdl0Y+woxmluUCEC1b6PVec342b5XfQT3I0DYLoNch43HftN4vGZ7/keqD7q/xHsNcn02iP431s/SoD7/Hf+ZtC8Qt4uNE6WdErev2+Pu7bL4To/tsgiNx3qxs78X69DYTop1brsMej+4/XmK0SZi1LA43he3gY3v39g/im2LOB4ayyRKbLPE9moE4J+cR8iN253G9MZtbON2oF/NI2R2whzdYcD2vHT6zFi+/9qvM9Z6e/skRv6KY0md8sHYb8zbfLEtHSHDXmVQ+w2DDHBMleMr0Vfen8O6nf2c2C6JbdcI5sY+R2y7XpG3YX78k1812wQd3xcc8IzFbgkTj0/V76SxHi8f9Mn/9n5nbMNGIGzhwrvyNsCD8r7fZs2+WCyPCFTFSNBR4rYhbz/2o/lY+qLbe8dFR498xEPSdnnU27gVdOxvxPHMH+XgWefYw0jHepf2szTa7Z1mJrr+iXkcy3HlsfgNehnGrAzqfECbpR3gGGld3P4bdQIECBBYegEBjqU3HNMrxEnlzsnTGN48buUx6DLoAMfHP3XS0MH+OLkZwwL2Kl//1vebg5LxXBxwf2a+Ur27tE+U7/nEnZuDrt1tOr+3k8hxYDNGZYiDd71KpPY7gYQ46Hj4G+Iqy3UXa9o+eB1PxAHF/863kegcNO00jhMEERxpX8EwXIAhdkTfc9zxQ2njw/LVnbHROpbSOdAZf9sd4GhbxIm5uG1KZ6O5/V6xURzDNF4777rm4dhhjpBQ9w57PHlyHp78Jz/7ddMurlY78o2vWmzo4fbB3OGuqmr+OP8TJ1JjBIso3cPxtQ/uLQp3vKEJuzSNW//ENB/7/k82JyTiAEQc0O41j60/GbbaPoC1TT6wEWGX4UqcKIoTRnGgKkqcCIi+2avEgeIv5CsrO2Wkez132gz3s32QI9rEMnjDa1/S8+rgODEWNnHCMkqcWIyTEe3lGqGjt7z9A82OUXwGDnrZ84YdAru9YxMnx+NWD+0yqGU2yHVHe/pGqneGKY02r85Ddnff27P9t+1hn+MAwCH5KqBefS7WBXGV72V3j2wSo+Mcnj/r0U9HW9o7dp2/jVFwYij+XqX92Y/ne90WK3Z040rXzjD40ecPyqN1dK/b4u9j/RZX0neuAo6D8nFwvl0GtfzjNds7eyOdrOm8f3s9GI+N9D35xa9+J/36N+c0f9p9gqjzem2/QXyPxPd3JxwW7xHfc8ONiBNXGMcVcu0yUQGOeM844R3rvl4n4OK2Rh/PIzl0SoQu44Bpu9ScnB3t8m2//tLWxyPAEQcBY7jnTuCm+8R1O+Ax3HbOINfF3euLCG9GgK979KcIUcb3WAQ0OiXWfREyjHBpu8RBwggOxBXWUZ7xtBx+yvcy7i6dk0udxzfbdOMUIx60g7ad5yL8+qF827XOAflew/i2D8jF+rZXgCNGooqD9VHiBP3Br3h+z7BibHu9L6/HOmHb4YIZEZiOEwWd0utgbue52p8Rqvvmd05vmtfcQiXWtfEdEuu/9u0doq91rlSLA6G9vk/iBGqcSI0Styd8ST4J3v7eb57I/8R307s/cHxzEDuef/uRr1viatvubeD429g+jDB5d4ntoRgdJNYTUeIKxzcfdlATAmu3rVlHtNsvbb3dh+K1wiwCuhGQ6C7RF2N7IE5mROk+oRKPDfq7M9xef/g7h/Yf4rYhvYbxjmUfYdPOyYjYF4nt9XYZy7p1afpahJOPyLc86fTJ+D6I74WlKfFaMa8RHm+PihGfh2YbJPfV7nVZ5/06J+M6v0cIPUK5sX3bXWI49Rg+P0r3ybt229HsG8TfjXYZDHqdOchtsedI8AAAAEAASURBVNGuC+PzH6MERTnyjQf33DeJ59rbOfvmkdC6byc6yHXYoPebYvrH4zXjdWvKoPvLoNdng+x/o/0sDfrzP1P2BeICogjaxRXqUWJ0jdcc9IKe2w9xUjVuQRmB4yi99j8GvR/c/XmKWy/GyLzdpft4Suyfxfdg7Mt1l/bFILGtFCPC9SpL8/3X6/VG+1h8/3eCzCuvvNJioeL4bEa4NL6/4juquwxyvyG2eQY1Akd7Oifz+Eqc+P/Wd89oJie2cSOk2auvRIP2NnqE07tvmzzVv5NiHkZzvHzQJ/+79zujv0YofKTb6n3mC18bukV2jHL4Pwe/qOdIgPFZPiGPyNw55tprnRTzvzSfpfj70W7vxN+MVEaz7TgWv0Evw0GeD2i7tL/HYzTquMhFIUCAAIHxFxDgGH/jnu/QPiDS62Bizz8a5YODDnB0hsCNyYhh/4Ybcj8O0s29e7SMOPDeK8hQu0EaG25vyVcdRvo+ynCjajRP5n/ihMRxeSf1knwlapRI+8fftEv74HUcjI4ry3pdsRl/Eye2Ogeu4+DiMUe9of1Si9Xbtw7pdfBqscYj/NI+cdkOcLSvggrTV+YT88Md8GwHKeLkXRw8Hm4ew7h9gL7XiYj35RNZ/7pk0UmekW6j0jaIcElcDdIpcfVrBAai9Bu1IkIcnZPQ98gBnNhRH0sZzYZ2+56pMcJB7KT0OkHSmY52H46r22MnZSylfZAj3i9OzMQJmuFKnGyLE3TxOYvSvTwi9R5X3EeJUQ1iuO7hSlxJ/eF8si1KnFxo35s8HhvUMhvkuiOmq6bUHmCIoXQ7I0PESaDotyPtnMYBsAhrxUGYKHHlfVwBP9rSvWMXBxfi6uteJ+/iteNzGp+vzi044kTVy1+8/2JvGyGGCDNEiVEgDslBoPaJwsUa51/an484mPTOvH6Lg02dMqjlH6/X3tmLfj7c1bad926vB/uFr2I41SNzaClKXMV8dD5p2S7j8T0Sn8E4WR0lTlTEOn+k0g4XRrvhDlaM9Bqd52II01h2UWI9FVettUv7Oy4Ohr79Lf8z7HdF/F0EeeIAfZRewaCak7OjXb7Nmw3on3aAI14yvtdry255G+GJuz62Z/O4YvA9+WR4bFfE92dctRijPMTjEaSLdXAEROMWP93hiHjBQa6Lu9cXI4XSug9Y9QrldGY4hg+OEyRRYkSH5++/d+epoZ/tk0ur5qvdY70SYc7hSvugaZysjVsEttdrse6MofajDBfgeNs7Pzx0r/ReJ7Xb790e3jauEntH7u/d393xnqfkEaziRORDHnS/ZvSQ9jS1X6+2HgGTCJpEiZHC4iqy8SoRzJh/9y3cNt5wg579rfPe7XVT93ZYtGmvH+L37tsdxmPtEiffj82jp8UVulGemkfheELXKBw164j2ay5tvd2H4rViNJg9dnvcsC/bPkn0sB0emJ633+L9fNDfne1hn2Pd8N5jDl+iT3YmNk7YxHZIlDVWWy3FvefbZTLWrXGv7NPO+FlaaeXZac/seq8tN29P0oTW2ydwI4QYn+8Igfcq8V0f25udE5VvOfzgoRH02u3b2z79ti/i70a7DAa9zhzkttho1oURfjrsze9Ot952W89tq7bpJ/OQ9jEKUJS4EKD74olBrsMGvd8U0zwerxmvW1MG3V8GvT4bZP8b7WdpkJ//mbQv0B4BLI4FxYUHsf8zXIl1etyKOMoDIgSab7HWKeOxH9z+PI20jo11TOfWSzE9/UYlPvSIY4eu7h8pUNaZt+n2c5D7DZMd4Bh0v4rP71vf8cGh0WSGC2y3l3nnljXxWNyiZ9NNyu0wp/p3Ukxz+1hjvwseB33yv3u/s9fxgZjGTol98SOP/kBzvCrCHnGB2Ui3qmyH6fp97jvvMdqfo9neqXnt0Ww7jtYv3n/Qy3DQ5wM6RnH843WHvaO5WCOOM8aI29373Z22fhIgQIDA4AQEOAZnOapXam9QxoHEOKA46DLoAEf74MyT8i0ZhjvpUTMftRuk7XvvxonFGHa63wZCnOA8/u4hJf+/vfuAn2y6/z9+bO9Vt4LoLUhEix49iBJEl4iSogvW6r2XIIJEdFK0/ESJIEQIfwkSoiZ6tLWWxdqC/3nf3TM537u3zvfcme8dr/N47M58Z+7cufd579xyzud8jnqpqgLPL37ltQIMVMGdVpTaVyl+VdQrTg0JacWfNq9CPG0eet1vuHQBHH7EuXq/qld9VlCDopoft8PZqGyzpe0ZvvpK0fO0//ze5Ekmfm/YtCwk6vk71g6fosYuNR4rc4a/rZTCWj1DVZTy+EhbwRcfNiFt+Zp9veiFtnpDjD369GhIHH3XIQfsFWW3yPpe9X758biTo0m0nlpfN3RC1ufi73Wp5Fg4PaWm/zk/wr3IDaz/Wf+53/CtmyxVhvgl1DYLeezwly/redEADr+xU4Eze3mVWmnz97PWrGob73fIabxPmk/8xi4tdb7/WWXNOPG0C6KXFHBxynGHdGnI+OnFV5mnnpnRU3rLzTc069ohE/KKGqJdloH4uSjU9tcylK209Y+DeZUWmv/h9vfrgr50I6mGXFdCn0fUm03jG6sySaVIJaKC0lTx5EqrAjiUuniszRKTVX59g22I/suMhuh4pgl9rkjjbNntm7U8Zd+LB3CU+bwyiSmjWFrxgxGU+UvbTT0ZFTSg4BgNo6QAvu6WvGOxf7xQ5ovTTxrbJSjC/36lZ1aaZhVVrCgwK6340+raQsEZ8eI3LuU1lLvP+r/HH9rrFX94Gb/xPSmA4zUbrHDKGRdGs1LAiI5zeeXoE89pBBikZTvIm0eZ97W9TrRZHXTdo6LgHjccXJn5VDGtHyymgBwF5vjFvwZWEMuZJx+eui+5z/nXgEk9GYscI9y8Qjz6+5DmlxXQpPf9c6ey1x1hhyf0S+hzp84NamhSw7fK/vY4kRUY6i9L/Hk7j63xZWnH334DblZDoFs2//o4LdNO0XsDN8+y2yD0MTPktZhbpyKPGs5SQ1+qZKU5j/b3I+3+bgPlNASTgmy6U/KOYVXcN1Uxz6IGofeX0MezkPtf2d9SyN9/J90L+B2M8jo3aT/Ub9QNSadrV53HXaniPtj/PWVl7dUyKBPcc/a6VSUrm6Hed0OQ6HlSALte/7yUvPuGdgdwhN6v1JFMHcpUFKh/+omHJWYY9be/hg6Sk4qG8MgKcvI/F3/ejnOSlqFofbmmDd3479936l7htBMOzewgoSEBlYVbJa/OXNNo26iTpkrUodIOrZuU2TGaoIf8V+basayfVjH0NgzdHuBvBtVH6t5KZbutNzWrr7ai/zbPEUAAAQQqECCAowLUIrP0b1a+/a1NzddWDX/SCx3A4V+Iax3XWn3l6GQdT7deZP2LXpBqaA81lqokVRonfVe8oUyNF34vdL/yOq/x21/nrCE1tBx+Bfc6a65qtvrmhkmLl/ua33CpAI4n7Rj1voF63fspiJNm6PdQSBvX3v+cGnDVkKuioIpT7UW6X9QDUw2WCnRIG0bFj/JNco33slDvrE03XifqCZKWHcRfhmaeF73Q9tdfwRhnnjKu0E2Eev27G8O0FOR5y+1Xcih9vdLY5xV/Hy5SoZ02v/ds6tUj7HZVUc/yow/fr8ukobaZ/zvSF3Tn2NFlATP+KBrAoWAvl9Uiab9N+gq/51Oz6cX9Gzt9h35zeQFN2h4HjT0p+h3qM/FGKwUUKbBIJd5oGr2Y8N+V195oHn7k8eid+BAuoba/Zl620tY/Dmr4B2XtySrKiuIyL8Wz0oQ+jzxvM2+cazNwqBQNLNS0h9oGDpeWvlUBHEUCjPzf59dtz3oFcfilSONs2e3rz7+7z/0ADh2/ywRUaOigeKp3f3lU6a0sRa5yWeNWu+dZw/r48yjyPO9Y7B8v8q6F/EpODZ+i40Ra8Ru21TNNPdTixW9cUrri5ZZdMj7JLH/757V4AJbf+J4UwOFXAirwQ8eyvOIfx9OGgsmbR977Orbee/9D0djtf3/siWiYMn2mSEVl3rxDvn/tb/7PPPDXv0Wz3HmHLc1KX1muy+z96wdlc9OQf3nF3//U+HPOaUd2CdAtcozI+44y7/v7kJZHFflZmXc0VIfOnSq63jzLXuP5JfS5U/P2G9iUMUKNWAqmScuc5y+P/7ydx1Z/Odr13G/ATcqqGF8upVdX0LtKUrYYvV703kDTqpTdBqGPmSGvxWasUbH/77nvr/b+c0aGpqwKeg3ZdepZP4tm+uXllzEKnOlOyTuG+eeXUPdNVcyzqEHo/SX08Szk/lf2txTy999J9wL+Ni5yj5S1L/rXT6Hug/3fU979jn+u1HCPqtdIK36AnrKIKJvI57Xk3Te0O4Aj9H7l/36VBVrZoFtV2nFO0roVrS/XtKEb//3r/iKZhv1ggc02+brRsSSvHDLulEagc3eGH8/7nlDvl7l2LOunZQy9DUO3B/iOjz7+pLn0it80XtL9urJ+f2nZJcwC88/XeJ0nCCCAAALhBAjgCGdZak5+cEV3s1mkfbH/HXlpzzSP6357i/nLg49Es9vp21uYlb+6fJdZqwL0Qpt+UT02/aIGTA2/oIaCJRdfOHGsO396PS96QeqPT/i1Vb5ivr3NZvFZzfK3Glz8safV+1i9kF3xK6833dhmElkvOX26pvcbtpSeWb1P00oVARxqGNDFoitFMkMoyOKAQ09wH4m2S1bFtibUZzSchiuqnI+nF/fT9scbSPU5f/gU9W5UL8d4UVYQ7Zdu+A+9r4pt9UzUPqTsH2Ua3+Lzj/9d9EL7XzZI5sJLro4+riFHjjxsn/isEv/2h0L61pYbR4EJiRNmvOhXchQdescfBzYvgGD8O+/a4RFetf/+azMUfBD1kJtsG6LUAKLGO/1eVJICOPR6iG0W8tihZSpSigZw+MNH7LbT1raX4bK5s9d49cqipJI1Dm/WjPwbu6RhP9I+6wc2+EFDGrde6QxdUQ9I9YTMK/645WqYVQOtX0Jsf82vbKWtv54uE5G/XPHnCqhQYIVK/PgU+jyixlsdx1SShh6K3kj474KLrjRPP/vv6J28Cs2Ejzde8o/FST3QypzjNNP77n84Oifred0DODRcwZknd22c1Xp1p6iX0Mk2I4QLjtK8FOxwsK08jJ8ns76nO8di/3ihTCA/2muX1K/qEsBhA06U3SetlA3gKJJtRt/lN7rEA8P8xvekAI7f/f6P0bWXW2YNF5VXdA53pWgDhJu+6KO237Enzciio0Ch+eadK0r3reFEFETQqqIxjV+2Gc1essOpvWHHOJen9s2PosePG8NHaHnyAjjShs2Jr4u/zfRePDC6nQEcSftQfPl1nbPvwcdGL8cDOKo6d2ooOwXrq5HFFe0nGi9a90s6dyy+6EJG2bSyStlzZ9a86viefywp0uHh1jvuMbf94d5oVXtCAEeIY6ZWJtS1WJl9wL+vKzoUV9IwnPHv7O4xrIr7pirmGV/vtL/9AI7u7i9VHc9C7X9lj2chf/+dci+g389BY8vf76Xtf1XcB/u/J2WqyxqGq0sAh71eVaB0Wvm8BXB0576h3QEcoferm26506jOQqVonXDafhR/vSeek7SMRevLNW3oxv8y9536/jN/YofbtvclKrpHKjK8sH/vVrTjUfQFbfqvaL2yFq+snz4TchtW1R6g5XRFdVp33fOAeeGlV2xGyqnRy0WDd9w8eEQAAQQQKC5AAEdxq6BTKsWYehmqxCu3Q31R6AAOLZcucJVu/e+PPWlUSRAvasxYZqnFouCPrKj4ohekV113k9HwHipbb7GRWXuNVeJfmfi33xtbDR1q8HClTONWuwM43DK7RzXWq9FI40CnFT8lXdo0ea+fYBt/h8caf5+wQ9NcNHNomvgwKrpoG3vUadHwKaqcVgNqWtE4rDff8kfz+htvJU6iQIKVVlzerLryCk2nOnQzLnqh7Q8h86VlljAKeCpS/J5+zfbG9is5Dtr3e4UCWN4e/4457uTzokXUcDQnJ6SY15AIt9ohgD744MMiq5IawKEPh9hmoY4dhVbGTlQ0gEPpG/WbUTnsoL1to9zc0fOs//zevJouKeAp6/N6z7+x003uD/bcKe8j0fuXX329UbYbFT/V7IQJNhWlHUZARWOParipIsUfF1kVbKpoi5cQ279spW3IAI7Q5xH/eBEfSzpu5//tn5N7UgCHsgr89sYZaU8J4PC32P+eK6OBemC5cvD+exTuYRLiWOwfL9oVwKGGbw23oYq5vOJ7xTNU+MEASY3v/u8173uS3l/NBvtuXyDYN+mzWa/5ARwacmy9dVePMgM1m5I567uS3lOmmSuvuTEKVFOP6CIlL4CjSOp19z3K1uWCEeJDxtQ5gKPKc6eu1a77zS1R1h4XLOs89aisWxqaQpmS5h8zj/9W43nZc2fjgx3yJGQDriMpem/gpi+7DVyDfKhjpluOENdibl55j9pfNbSk1j1vKC6/52382OB/T6hjWBX3TVXM01/3rOch95cqj2ch9r+yv6WQv3//2iJEnVK77gX8TLNJWVOz9rWk96q4D/Z/TwRwJKlnvxbivqHdARyh9ys/Y2ioTHs9+ZykPaRofbmmDdn4r/mVue/U9P5Qlvq7bNl1x61tlrr8TlRl5xty+jLXjmX9tJwht2FV7QG+pzpkPvnUc1EmXwV5qhDA4QvxHAEEEAgrQABHWM/Cc/PTkub1oC8809iEfmNRiAwc/uzV20+9kHWy/vcLirqckbbfn0bR0dvZ4WGSKvuLXpD6WUGKjr2uZVDjtipOVeJjT9ctgEM9fXWzrkYPFQUYqJd8kqvef9/29tNwJ64onW2RotT+yiagsu1Wm8ySSUUXaUccd1YUEBAfRuVvj/7TXHbV9dFn/Ubl6IWU/5TFQEM3PPvcC40x9PxJVWGoRs4x8+U3qPuf858XvdD+26NP2OWf0aNePT/2zeix7M/fT6nYbCYdv5KjaBpUPwNEPHuDIq5/fcOt5sGH/t5YVPX6HD3Kjv05YphtMBgQNfDrcaoNwtLNgkpaBo7GTOyTENusu8cOf3mynhcN4Dj+1PPNW7YXs4p6qi+S0fPHfZ+ftlRBa2efekTq79F9Jv7o39iVSQXqZ33ZYdvNo4Yfzfv9SR+YccecEX2NlkkNrUWyA/hDHy2+qO3Zv3d6z/7ubP+ylbYhAzhCn0f+9fTzUXp8YcePhdEGSPnPPy8RwJGC1MTL/hAqVWTg0CKp4fzhv80Yakh/F0nbHvJY7B8v2hXAoWuOM0463A5V0VcEmcXP7PPVr3zJ7LLDVo3p8wI4rrOBMn+ZOQSIPlTkGsa/fllskQUrGZbw3YnvmTPs+NuT7LHWNcYrg9iO230zysTRWMEKnmjsemXe0XHeFV2vKZBk8KBBM87pg+y5fcAA84e7/uwmyc3AUWRICs1M66uU7a6H1dGH72uvGUY1vqfOARytOHeqIlXXu6rofOXV17tkoROirtF0Po9nPtR7Zc+d+kwnlZANuM6l6L2Bm77sNnAN8qGOmW453GN3rsXcPPIeFWSv62iVpOxs7vM6Nhxurz0VLK6A8pPssKVJ96chj2Gh75u0LlXM0xnlPYbcX1pxPOvO/lf2txTy998p9wKT7G/tcBtcpaJzh+738jI5Ze2DVdwH+78nAjiy9Lu+F/K+od0BHKH3q19f//touGqJbbj+mkb1bt0pPf2cpHUrWl+uaUM2/mt+Ze47Nf3xp5xnlHlORcMzzmU7HeYV/95tza99NcpMl/eZdr5f5tqxrJ/WK+Q2rKo9wPlrCPELf351lw6Z6kC2+SbrmdVXW9FNxiMCCCCAQEABAjgCYpaZ1dvjJ9ggg580PnLsEftHDUGNFwI8KRvAcfWvbjZ/ffjR6JuThlBJWyT1BHztv28apUFTY6BScruy7tqrmS0328D92XgsekF6m80gcOsdf4o+F+/F2ZhZ7Ikyg2isa1fBHk9HWqcADg39csgBe5oXX37NnHfh5Y1K3/iY8j6Btsf+hxzfWH9VppUdc9ufn//cr0jxhylwva/UYKyhGwbbSrwyRRV/Gv7g8X8+bTSmnhtiRReC6s3VbA/XohfaGhbo3J9eFi1yWkaLpPXx0wUWHf4kPh+/kmOLTdePhjCITxP/W79T/V5V5h8zb7SPuGn83vRaly3s708R7UmN+X4gQpEADvcdegyxzZo5dvjLkPW8aACHUpw/N3NYqKLBR08987z56cVXRV8fD6DJWib/Pf/GTkMcnXHS2MRKb/8zen7UCWcb3TSp+MNnyFJDJ+lRJasXZDTBzP/84QqKptPXR8tu/7KVtiEDOEKfR/yGDVmcevyhjeA3/Z1UJn/8sdFYpO68RABHklJzr1UdwKFAVZ3j/KIGqn00VndGwFfIY7F/vGhXAIfWv2jmEb+nXPw6MC+Awx8CYY3Vvmq23fobPn3bnysD011/etBem94TLYuCJo4Zt1/uMaDZBY8aSG1jzQe2J7zKCsstbSuu1zFzJgxTp/f9wNK8DBxLL7mo2ft7O+pjmcXv8asJFcij4BVX6hzA0epzp7KRKd3wE08+ax6xwc86l6romLKnzf62zNKLO9bosey5s8uHO+AP/76jjkOohDhmZm3GstdiWfPy31MPcGXcVMnq7ewPw5UW6BH6GBb6vknrWMU8Nd8ixQVwaNru7i+tPp6V3f/KHs9C/v475V5AvyfV87j7vUMP3Csa1q/IvpY0TRX3wf7viQCOJPXk10LeN/gBHMouqiyjWUVBykcdf3Y0yahRI8yx4/ZPnLxd9Su333mv+f3tM667y2S/TFqJOpyTtNxF68s1rd/4r4zVyjKUVdQpQZ0TVBQ8rLp/v5S579Tn/KFsv7PzNjb4fml/dh3xvGi9sla2rJ8+E3Ib6vxQVXuAltUfzlf1EtttvWnUqUDvURBAAAEEqhEggKMa10Jz9S+Ak9KW581EjQo3/O6OaLKRw4dFmSb8z/g9Rv2e2v40/vOf2ACB555/IXqpTACHPw9dLPzKRkgrfbbKyBHDzXFHHuBPEj0vekHqN1TPZSurjzj0R7PMK/7CK3Zs8NPOvjh6WT0TTj9xbJceo3UK4PDHHPYr09Iqep3FkTZThhq1VIpmdXCfzXp89bXXzalnXRRN4oZR8YdPKTP8SNr36IZT20+NJCrq3brKSiukTZ75etEL7XjjxEnHHGyGDh2SOW/d/P143CmN7DPNjt3oV3LEeyqnLcANN99h7rnvwejtuPnPfn5NNOSJ3tzru9vP0hjgz1O9qM4455LopbIBHP58QmyzoscO/3uznvvH1/1++J1ozPmk6f2GRkWM6wYkr9z9pwfMjf/3h2iyhRac3xy4z+55H5nlff/GTm/GezTP8gH7grKXqBe0K/EhX/zgju/s/K1CPdcv+sU15ol/PRvNcoOvrxGlPnTzL/pYZPuXrbQNGcAR+jyi375Sw6qySyWpkTRu51eU6D0COOJCzf9dZQCHejrqWKJGimF2WDFdS+k3o31AFZyHH/z91CHNQh6L/eNFOwM4ilxLakvqOkHXCyrxVOV5ARzKHnXNr38XfbZMdqLoAy3874KLrjQa/1fl+3vsaIdTWbSSb3/5lf8aDQuooiHqdL7RtW1a8bM0JR2b/GvgogGI/7RD6F08cwi9pCG66hzAIcd2nTv1WzjvZ5dHWTm0HCt9ZbnofKLnrpQ9d7rPdcpjyAZcZ1L03sBNX3Yb+A3yIY6ZbjnyHotci+XNw73/yyt/Ew2Xqr8PPXDv1GyIf37ABnrY+36Vrb65kVlnzVWi5/5/oY9hoe+btKxVzNM3yHoeen9p1/GsyP5X9rcU8vffSfcCx550rtGwbirN1tm5fbKK+2D/90QAh5POfwx53+AP+1fkWk8dqdQIrxIigCP0fuXfR5fJfpmkXodzkpa7aH25pvWPb0XqE2/7w72NQPQQARxXXHOD+X9/+4cWxRTN7hdNXKP/ylw7lrlvdwSht2FV7QFaXtVHql5S2Z+OtZ0YVEdCQQABBBCoVoAAjmp9M+d+xx/vM7fcdnc0jXrHKzhBjahFiho7Tzj1gsYwIWvYtGPbbtW1l+Kdd99v1LtaZeMN1jYagiStqDFCw2Mo3ZZKd24Glb7zGNu4Nc0O5aCSlF3EvyDdaP21zDdsb8Kkonlp3G0tnyqsj7fBIHkXCGrYVgO3yhKLLWzUsO4Xv/J6043XNRuut6b/dpfnZQz9Sqx11lzVVmRt2GVeRf/Iarj0s6QMGNDf/Hi/PRJ7YTabJrTIMrqGcXfz5A8/UmSoniLfccPNt9sAhb9GkybdVBSZh6bxL7QX/uICZn/bkJ9WTjztgkb2mO/usk1uSnQ/mKV///7mlON+3FQKU7+SQ79/Be1kpULVb+GMcy8xuvlU8XskKnPJIUecYoNfpkW9Oc86ZVzmvPzeDN0J4NByhNhmRY4d+q4ixe2nmlY95RdbZKHEj/39sSeNKqpVlPFGPZmyGsc0nRqy1KCl0uxYj/6Nneaz/TabmdXssFNZxW9E03HwhKMO7JK1w08vmnROiM9b+8mxNhOUO+6rYVABKc2UvO3vV9pq/ueeflSmc9ZxMGn5/J4ffnYgTVvFeeRGGzx5970zgqjUE/0Aa6eUoUlFQYXn2EoxebvSyQEcWse87escQjxWGcBxyS+vM/944uloMd15Qb2SFVCpstrKXzbKvhQvoY/F/vGinQEcyuakcYqzioJejra9+Nw14JH22tbPFpEXwKHMUKp00rmur60YOu3EwzLPY1nLUuV7fm9e/zwc+jv9e4W8IDuZH3bkqY1jTV4Ah5b1qLH72F5TozMX2w8a/coKy5jddvpWl+nrHsDRznOnji86zqgkNZqUPXd22TAd8EfIBlzHUebeQJ8puw38BvkQx0y33EUe867FisxD02hIPl07DRo40Jxy/CFdrjX9eWj4Sd0HqqRlAgh9DAt53+TWpYp5unnnPYbeX9p5PMvb/8r+lkL+/jvpXiDvnBzf5zRUgYZX03WVgjBV9+ZKFffB/u+JAA4nnf0Y+r5B2/rgw0+KrgdVr6HhXrPqN/x6zKRrEbf07apf0bFDw3WpDlxF9ebq3JdVdG562d6Df/bpZ0bXrgqCVqnDOUnLWbS+XNO++NKrRpmBVTQcsIYFzip+kGZSXWuZ+059j18fXGY46qxl7Gnvlbl2LOundQ29DatqD/Dv4+e2Q+Wo7pqCAAIIIFC9AAEc1RunfoOG+tBFsIugV3q7H+29SzSGbOqHZr7hByEoG8OP998jGkrB/9zTz/zbXHDxldFLY+abJ6pY8d/3nz9gezxeO7PHo16PB3CosVqRuirKTLDtVpuk3gQoVfy4o89oVN6ffNwhs6yTn7Z/VdsAoh5KaUVDW2iIC5UvLvQFs69tjE0aDkLvv/bfN8xZ5/2iUXmdNKyFb1e3AA6NjXnO+b80ypygohsXNVYqmMMvzzz7H3P+RVdEL2l4Bl3Ef2H+ef1JujxX1L0LJprf7itZaffustkHbpqZfUDfrSAXZYPRsCkaPiVt29x8y52NsRHX/NpKRo1QaeX/br2rMY67ptXQFs2Ufz39vLnwkhlDXWi8dmU5SCsaqkcNMioaeuQQ25CvDDJJZcqUKbZH7CVGvY1Uygw9EZ+fX8mh99IaBN3n/OXUb1+N+C6oSTe1/jAax9v30oaf0Tqc+ZNfNMYuTArgCLHNQh87nEPe45nn/twOPfRqNNkuO2xl1BshqSjTy1ibnt41rq+3ztfMN+1QNmlF2YWUot6VIo1fblr/0b+x0+sKAtJxPK0yQkEW6tWuCkiVpGwhz9njpFLhqmjf2Gv37c3SSy4W/Z303+VX32CHvZrRW0L7ibIl6XOuhNj+bl7xoa2y9k19JmQAh+YX+jyijAwn2KAvVSipqLJrJ5stSOcodwzUOuvYetV1N0dBMv369W3sZ1kBHG+PfycaUs3NJ/oC7z8/baU/jI6bpMw5Tp/xU/YmZQMr0jhbdvu6Zc1bVzdd1mNVARwP/b/H7La7Kfpq/Y72/t4O0XP1ODnh1PONAg1UkrIvhD4W+8eLdgZwaH133XGr6Jyn5/Gi9VZmimdnZnNLypzmV/wMs9eTJ9qMV/Fy9vmXGo1PraJKVwWN+Mcmf3pVUitjh4YmVNlmy42NrqfjRdNpfOa0Y2x8+ry//XOBAqgVNFdF8QNF8q4P/N5bWpYiARwKPDtw3+91yVTnr8czz/0n2qbyU0nK7lTkGOHPs7vPi+xD/ndo2fc9+Njopb59+xoFt/ol9LlTPUUf/8dT0VeoIj0pK4H7fv9ebZ6554yGP3Pv6bHZY6s/j2ae65qjT98+UQN+M58P9ZmQDbhumcrcG+gzZbeB3yCvz3f3mBnyWkzLk3cs1HFS49mrLLPUYtFwfdEfCf+pk4XOhWoU1nByScfp0MewkPdNbpWqmKfmnWetaULvL6GPZyH3v7K/pdC//zrdC2Qdg/2GPu1D8Xo7veYXPxg53ju+ivtg//dEAIe/JdKfh75v0DepTvSFF1+JvnRPm5VVQ48kFdUvqiOTq5POCuBoZ/2Khq/VMLYqul46eD9du/5vOD9/3VRXevZ5l0bDMuv++7gjDmgM8VyHc5LWpUx9ueqxlBVB+5GC39WBMi2bsIY+O/mMCxvBMCECOFSvOPao0xv1/xr+UsNgphXVo6geSoHnfe21prIGZ3VgS5tP3utFzsF583Dvl7l2LHPf7uYfehtW1R7gB2IuvugXo/Yrtw48IoAAAghUJ0AAR3W2heasi1BdjLqiKEbdhLkIYfe6e9TNnBoPXcp7vZ7WwK1ekIfbhklX0noIKgX0ZVdd32iI0vTxG0FFhR9ls2ro+1VUGalUqfGii6SbbdaPu+75S/RWWlSmX/E9ZMhgc9Rh+0SVP/H56W/deKgyX/NW0fp+y1bQxyuJdDGhzATu5kPfrd5A8YvBMo1bPS0Dh9ZfjVWn2YZcbV8VDaHxvd22m8VDARy6cFMZao3VQ3yO2UdFf/v/6QLz0st/3WgYzhu3UPvAkbZ3rW4Qxsw3t02T/kY0u7T90H2XX8E/aNBAc8gBe5rRo2bNOKMGvXMuuKyxr7lez24+ZR41r+NOnlEJqc9lVSJ8NHmyvXn9aeN7F5h/PrOvDXzRTZ9ftN6XXvGbKGhFr6sxQENZzDnHaH+yws/9Sg73oW/bbAxfS8jG8ORTz9r0/dc2fgu6MdINkl/8hm8NPaMhaOJFQQAXXnJ1I8W93k8K4AixzUIfO+Lrkvb35Vdfb4MT/hm9veTii0SNrPFjhvus/zvXa2n7nCrMzv3pZUYVHSp5wWfRRCn/+Td2bhIds5QFQxXhftH3nW8bRf9tgwFUtM8dYaPdVcESL37lhuajoJCk3tXKcKOecq4kBbmE2P5u/np0Ff16nhc85+/H8R78+ny8ZGXg0LShzyOap3qtaT/TMcEVVSSp58n0T6ab//zn5UZFhgIj3n33PfuZGT1VkwI49FvR8UBBH6p0+a4dBkeNf/HSEwM4tIxltm/RdY2ve9LfVQRwaHick0+/0CggVdtUv7eRI/8X0Of3whlus+EcfsgPZmno9Pfh7h6L/eNFuwM4dE7UuVSBwfGihp4/zrz+03tJ1xNFGt/1G1AwmrvuW3ft1cwWNrAufgzXEG433fKHaNxgfZ+OoYf/+AezTKfKSqWm1nBpqvRVILCuPbtT/GCJKgM4/AwNCtbVOULrEC/KCqPees5M7xcJ4NB0CkLdZYctZ3Gb8O7EKFhVFa0qaVmq/HOFttWWm20QTV/Vf0X2If+7ZZIVwKFpQ547X3/jrShAX/PVPqtrdF2rx4uCwdSw5gKe0jJnlTm2xr+jmb8VpK1rBAURbrbJuvaeb9VmZhPkM6EbcLVQZe4N3EqU2QbxBvnuHjP931d375+KHAv9Th1b2N+yhsxMKgqaO85mcVPxgxzj04Y+hoW+b9LyVjHPItb67tD7i+YZ8ngWcv/TspX5LYX+/dfhXkBGRY7B/r2A7guVZTSps44/BK+O6WrY1XWrX0LfB/u/p6y6Fy2DOtqoYVRF9S66h0orftaArICEtM8nva57uD/9+aHGW8suvVjifXNjggqfhLxv0GL6GQMVrPtD21FQdYJ+0XWIpnPDX+i9rACOdtavqM5RQwq6+24FeKv+Ip5ZRPdup9vhmF1gd7yOsg7nJG2HMvXlmt7PJqwh+XbYbvNGpxK9ryIT/Y5eefX1GS/Y/0MEcGhmfh27rn1333Vbs9yySza+xz3RvcUVNnhD97YqSfWZbtruPBY9Bxf9jjLXjmXu2/3vD7kNNd8q2gP8AA7Vsf5gz538VeA5AggggEBFAgRwVARbZrbKaKBKb7/SVUN/LLboQlGDu17/7+tv2X9vGvWqUMWlK2oUUDYM3bglFf/mTu8vYyOvF7FDSai39fh3JkTDMOgiVpkG5p1nTvPkU89Fs4kHcOhFP1pZf+sGS41Liy68gJnNpuZThaUaTF2vSV1M6+Zq6SUX1eRdij/8hN7Q8iy7zOI288Fgs9CCY4wuBvyiG1k5uaLKa6WlHW0bMBWt+tp/3zQPPfJYNBabptENqm4YkwJh/IvLvEZE/4Y2bxgaP/VgVUOouPVXRpLzbEOfu4HR8DhaPr9MmDAx6sWumxgVbQ9l19B+pUYOBbq89PJr9qZ5xjbXNIrMV0Vz/EZI7/nFv9l2r8eHLXCvu0dFZo879iyjRxX1vF1yiUWi/Uj73jt2eTUsiG6i1UNHZWHbm30/WyERb7SJ3izwnxoJVVH0wcxe8vqdrLDcUtF+M2zo0CiLgT+bJzTOu61Md79FNfCs8tXlI6/evXvZ3rsTzMOPPB41ArnPpY357N7Pe/QrOZT54dbb74kaffX70m9i+LBhNljnA/Pscy9Ew3a4ZUtrNNTyadxRV/TbXsr+BpewGU/U0KnKK81LJsricP8Dj0STJgVwhNpmIY8dbr3yHuMBCvOPmdcsusiCpp/dB1Za8UtdKmf0O1KQmAI0XNExSPvniOFDo2Cpf9vGeDXaut+chhA67OC9zcABXYMt3OfzHv0bOw3vowoVzV/pqldZafmooUy/Q2V5UUOh6+2v+W7+jfWi8UWTvkMNz6ec8TOjgCQVBbDpWKmAJFX8630d891xWtOoYUnDH8VLqO3v5uv3ANNrqvCfb94Zw47oWOz/zv1KrBABHPq+kOcRzU9Fw9ooAFI92NKKztPKMqXpsgI49N4vr/xtYzZL2f3v+3vMelPsn9d7SgYOLXSZ7Vt0XRsYGU/8AA7tQ18sOQzQbjZQxs9UpGOsskgo84DKlptvaNZda9YGTH+s6qQsTCGPxf7xol0BHDoebbHZ+tEQdXquilMNuTTYHlcmzAxO8isEl1pi0ShwLr7pija+//am28y9XqW6zseL2WO4rjuVDlnHRmX/csdGnd9ViaRr3Hj51fW3NM51ei/rGBr/bNrfrQrg0DnHHzJR17e6NtK1tYKKXrTXcTqe6/yl8/jsNlBXWR1U8gI41lp95egaUBW6CvSbcW4cZa/Tptq006/bCv3HG1mDtM2VzU1ZhuLFb+CrawBHyHOnfBSApHs2Fe2bSy6+cLTv6h5H6exft/d1997/cHRO1jTavxUMHG9Y03tljq2avjtFx9OjbcC+u9bRNckJRx+Yep/Zne8q8tnQDbj6zrL3BvpMmW3gGuRDHTNDXosVORb6Y9ln3ds9aLN3KvuRiu5flMEuqYQ+hoW+b9IyVzHPItb67tD7i+YZ8ngWcv/TspX5LVXx++/p9wJFj8HqyHOK7UXvMjPqePPl5Zex5+gZ12UTJ75vnrD1es/NzIgm+7T6Kf1GQ94H+7+nnh7AEW+UPWbcfokdjORXdQl536BlVRYKXYu4LKPqHKB6LWWi03nw9Tfejq6jdbzw64SyAjjaXb+ijNC33nFPY1Mow+7KX10uuobVvbjWSXXCus5SUYZgncd0fexKHc5JWtay9eX+tbg+r0B71fHMOccoe5z4MGpL0FAn2vYK2tA5XCVUAIfmq+y+GjrWFd1b6N5N94s6Zuna99HHn2x0cFHnwv1tnb3qhUOXoufgot9b5tqxzH27//0ht6HmW0V7AAEc/hbjOQIIINA6AQI4Wmed+U1qzLjy2psaPbszJ7ZvqkeoMmqkDQvgPq+e2+pp73p3udf9R93wKeJdkdd/eXBGY25SAIcuWm67815z5133Nyr2/Pn4z1Wp/B07RrYu1tLK1b+6OWqYjL+fNMa3GlR0wX67/X7XgB3/nPtblaB72CCEpEpmTdMJARxaDzVsqIFDRY1WaoCNp0b0I4+jCTP+U4S0UmOrcSCv+OMcatqkNOlJ81DkvCoGFeyTV9ZcfaWoF2c8g0re5+LvK5X1ldf8L6DBva99Uz1Z40VBHJfZqHBVWGUV/W6+tcXG3U6bHq/kGG97CF9th1xwledJy6DMJT/ae2d7MzprRhVNryERND5u1jx0o64xcBXgopIUwKHXQ2yz0McOLVde0XcqPaQa+eLlh3vtbANaFu7ysra3Gtj97EZdJvD+UA8nBaclNbR4k2U+jd/Y7Wl/v+dc8MsuPSKSZrDxBmuZTTZcJ+mtxmtv2XW+6NJrG0MWNd5IeKKb9u1txpe0332I7e++VpVkJ9msBi6DiXtdj+ecdmSXZagigCPkecRfdgVDqYfbP554KgqMU0WZggvVW329db9mFvzCmGhyBWdkBXDo2KPt5oqOyQqoi5eeGsBRZvsWXdf4uif97QdwJL2f95qG1vKPpf6QMvOPmSeq+NPxPl7Ug0hZm1zwjrZVvKdRqGNx/Hjxo712iS9O428NHaUUxyoKdlCje1rRNYJ6+6ikDbXnNy6de/pR5jqbBe4vdiiprKLgo9133W6WDFb6TNEADv1eNZyaAmnzigLp1NMrbWi2G393h7n73gcbs1EWNwUvdKe0KoBDy6h9/KJfXNPIeJa03Mq4dJAdCkXrqV57KnkBHAqcU+WuhuZzQX9J81YAwu67bhMF3SW971c41jWAQ+sV8typrCXKmKiAybyi3+luO22dek1R5tia91157+t8duRxZzXO06pU1/BqadcIefPr7vtVNOBqmcreG5TZBqGPmVreUNdiRY6FR51wdpQxrH//fua0Ew5LDepXsLgaHFUOsqns3bVO9ELsv5DHsCrum6qYZxFrMVWxv2i+IY9nofY/LVeZ31IVv/+efi9Q5his61AFE+fVq+gaVkFWScHI2iYqIe+D47+ntDo5fa/fKagdGTj8+xE1Nmto1HaWUPcNbh3UUUvZW7PqhBRwrWwNrk4oK4CjJ9SvJHV+dOvrPypT8B67fTsxY2lPPye59ShTX67PaEjsO/54n/t44qOC2NUR6bKrZnQaCRXAoS9Tx0FlKnaB5IkLMPNF1R+rTi5tyOqszxZ5r+g5uMi83DRFrx3L3Le7ebvHUNvQzS90ewABHE6WRwQQQKC1AgRwtNY789sUIansAw8+/PdGJon4B3QDttgiC0VDiBQdx1s3ZDfZDB/qQa4TuB8AoUbMrb65YZSO+brf3pIZwOGWRT34dWHxms0IohO4K1o2LZNu0jb/xtdnSSfupnOPugF48KFH7Tr/NWr00t8qG663ZpRe303nP+piSIEL6nUZvxFRD3YNabCWbfgfFksN6c+jUwI4tE5+5ZlSayvCPL5fqFJeWRbut8E5SuHvF20z9eRUo/Cidr8qWpQhY9wxZ0YX6frMZpt83SjwpkjRWIe33fGnqOe6xln2t+MQGyU/n73ZUiq9eENYkXmnTaOhirTdX7EBJK6xTfupeoUkFWUn0X6mCH4/442m1biSX7Y9j9deY+XEFPJJ88t6LamSQxUx6iH0lO1F6/9e1UilFNvr2N7gssoqCkTQDZwq3fwGcwVqbLbJelEmEvXacTfraQEc+o5Q2yzUsSNrvf33dHxSOn8Fp2ldnaUaP5Ma+vS+gpPUGKVljRdlrpH/qjajghq0ulOSbux0DLzPBgL8wW43VeD5RVk69BtTw2iRohvoBx78W/S7d8NKuc8p4EtjVmpdktK6u+ncY6jtr/npHKSMLE/b4Z1c7xi93ooADn2PSojzyIw5Jf+vY5qOrfHiB14kBRFp/1MQkTKx6Di+8/ZbGGWOiRd/Pj0pA4eWs+j2Lbqu8XVP+jtkAIfOSQoe0jlO21DjKydtA7ccd9vMYDfaY7WKgkc1fEc8PXGIY3HS8cItQ/yx6gAOfZ/WSZnjtL39okAYpdtfdeUVUht8iwZwuPmq96iujfWd/vWC3pf5GjYYUb1K40NPuc/rUY0c+m0pS4WO/bvvsq3RNVN3SisDOLScyopxvR32SpWi6i3pivbTlVZcLrpuVlChggbKBHDomlvnG12XPWB74/nXC5q3evRuuN4aUSYy953xx04J4NB6hTx3an7aT5ShT78V1wtWr2tYDQX5KfBamQuSzhmazpWix1Y3fXceNQzmHX/8s+ljxyXX0EXav9pVqmjAdetS9t6g6DaIN8jr+7pzzHTLG+JaLO9YqLqIo088J/rKJWzWGA33llaUqUXzywv0cJ8PdQyr4r6pinnmWTuXqvYXzT/k8SzE/ufWuehvqcrff0+9F5BRmWOwflc6d//Z3ru6ISOcs64JFIi89pqrRPd97vW0x1D3wUm/p7TvbHcAh4IBVOeiEh9qI22Zq349xH2Dv4wKJFUnvRdefLVRd6f3lWFrow3WjNb7Q5uxYtwxZ0Qfywrg0AQ9oX5FWYTvue9Be8/8VJRRIlpw+586filTs7KubrrROpn1NT35nOTWp5n6cgW+K0OosiL61/Rz2roFDXG4zFKLRfVdVQRwaLl1r6as3PfZLHPKAhMvWo717XWvri3zrn3jny3zd9FzcJl5atoi145l7tuTvj/ENvTnG7I9gAAOX5bnCCCAQOsECOBonXXhb1LAxUt2KAlVomhYCV14KeXdKJvVQsNf6GK72aKK85dtWrNBtqeeosy7W4GtRlE1NmuZ5pl7juiiuZll0w3jJDsvNSyqQl6PWUWN8ErZrX+qBB1lh4kYMWJYpReBWctTh/dkrIYuBXF8bG/21WCvXuLN9KrThblu8lTpr22l8VSbiZ7WTckbNluAtr0ax/009lWZqtF4qm2cU6/CvJsGLZ8aSmT2iV1n7WfKLtPdxnt/3bIqOVTZ/+Zbb0fOo22k/Gi7zcpuL62DhhjScUU3TN3JGqHlDrXNQh07fMus51pupW7U8aLIMVQ3Jzq+vD9pUpR+Uz0VQqZ3zLux03735pvjo2O0tnu8UThrXf339LvXEAPahz+yx38NCaN1yWrs9D8ffx5q+2u+Oo6rwmjwoEHRdol/V9V/t/o84o9rOvbg70eNd0nrqJvsIvto0md70mtFtm+nrGsR99DH4iLfGWKapMYlN18dJ9UQo2sCBW/oOizv+s19tuyjzmE6JuvGZcY17Kjo2FxmPiH3Nz8TWd5wfGWWsci079tjuoZWHDpsiJnTph8uc02SFcSs7agGoHdsJjANMzfH7CNt42z3Al2KrE9PnCb0uVPzk6t8dT03xxyjm/6tFDm2dtdU36HrzbLXnN393nZ9vsy9gZYxaxu04pjZ3WuxtGOhn8I/KzhfDSMK4FBRZxAFpZYp3TmGVXHfVMU8nUeatXu/FftL6ONZd/c/t+56zPot+dNV9Vzf38o6paL3AmWPwf42nmLXab5552763lHWVd8HV7U9y873WjsMlAJgVPay2TU13HRPKaHvG7SP6Jpd9QJz2npg1Wl195pdy9jO+hX/9zvcXhOrPrGZ65aedk5K2ge1/crUl6sNQUEcuraf015zqj2h1UXZ6FSnpSFcVAelIVOUSbyVJe8c3J1lKXvtWPa7Qm9D7UPdbQ/QfcxxJ/8kWpW0YZjLrifTI4AAAgjkCxDAkW/EFAggEBN40o6p+rOfXx29uuTii0Tjzscm4c+CAlmVhgVnwWQ1FMgL4KjhKn2uFlkpaZ957oVonReYfz7bS33pzPVXyugTTr0gqkRR4NjpJx7W8gqMzAXkTQRSBLIal1I+8rl4Wb3/zjj3kmhdV1lpBbPjdt+sxXpnBXCEXoEnn3o26CyVsaKZYOGgC8HMEMgRqPMx00/XrnHplaUxqfhpxDfdaF2z4fprJk1WyWtV3DdVMc+iK1/n/aXoOnbqdNwL1H/LavjSf//npajR/9TjD40yCtV/rViDVgq08/zRyvXkuxCQgDJBXnDxlRGGhuXacvMNgUEAAQQQaIEAARwtQOYrEOgkAUVx/+TCy6ObXa1XT+utUDdrbvrqtsXCLC8BHGEc2zUX9WA66fSfRsPya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Add this key to your PostHog Configuration in OpenPay 3. **Customize Initialization: **You may pass a custom configuration object to `posthog.init`, using the **PostHog Init Keys** field (see screenshot above). This object will be used as the second argument in the function call — please refer to the [PostHog configuration documentation](https://posthog.com/docs/libraries/js/config) for supported options. **Important:** If setting a custom `api_host`, please ensure that it supports CORS for your hosted checkout domain. 4. **Web Analytics Domains (Optional):** To enable PostHog's web analytics for the checkout page, add your checkout domain to:\ **PostHog Project Settings > Web Analytics Domains**: 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CA8ZXhpZjpVc2VyQ29tbWVudD5TY3JlZW5zaG90PC9leGlmOlVzZXJDb21tZW50PgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K2QnKfwAAABxpRE9UAAAAAgAAAAAAAADpAAAAKAAAAOkAAADpAADhOTjjd5UAAEAASURBVHgB7J0JvE7FG8cf+75V/1IpytKmRdJil0iShMgSkez7TnbZdyr7ljWkqKSFSkRRUiqEQqm02PftP7+55tw55z3ve8973cuV33w+955z5syZmfN9zzLnN888k+zgoX1nhYEESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESCAigWQU1CPy4U4SIAESIAESIAESIAESIAESIAESIAESIAESIAESIAES0AQoqPNCIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIIEABCioB4DEJCRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAQZ3XAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkEIEBBPQAkJiEBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABCuq8BkiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEggAAEK6gEgMQkJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJUFDnNUACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACAQhQUA8AiUlIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgII6rwESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESCECAgnoASExCAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAhTUeQ2QAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQAACFNQDQGISEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEqCgzmuABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABAIQoKAeABKTkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAFdV4DJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJBCAAAX1AJCYhARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgAQoqPMaIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIIEABCioB4DEJCRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAQZ3XAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkEIEBBPQAkJiEBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABCuq8BkiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEggAAEK6gEgMQkJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJUFDnNUACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACAQhQUA8AiUlIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgII6rwESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESCECAgnoASExCAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAhTUeQ2QAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQAACFNQDQGISEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEqCgzmuABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABAIQoKAeABKTkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAFdV4DJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJBCAAAX1AJCYhARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgAQoqPMaIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIIEABCioB4DEJCRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAQZ3XAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkEIEBBPQAkJiEBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABCuq8BkiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEggAAEK6gEgMQkJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJUFDnNUACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACAQhQUA8AiUlIgARIgARIgARIgARIgARIgARIgARIgARIgARIgARIgII6rwESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESCECAgnoASExCAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAhTUeQ2QAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQAACFNQDQGISEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEqCgzmuABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABAIQoKAeABKTkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAFdV4DJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJBCAAAX1AJCCJvn3339l7969TvKsWbPKlVde6Wxz5fwInDlzRn7++WdXJrlz53ZtX4yN48ePy6+//uoq+qabbpLkyZO74rhBAobAvn375J9//jGbkjpVarnhxhucba6QAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkkTQIXTVA/euSolClTTo4cOeyQ6dW7p1Ss+ISz7bey45cd8tRTVVy77ilwj0yZMskV57fR4PmG8vXXXzu7ihYtKqPHjHS2z3fllZdflUGDhjjZtGnTStq0be1sX8iVTZs2S80atVxFzl/wuiQFAdpVqSg2jh49Jrfku811xI6d2yVZsmSuuAu9sXHj91L+sQquYj/4cKnceustrrhLYaNWzWflxx9/DFvVTJkyy3XXXSvXZL9GChcuLMWKFZVrr80eNj13+BOYNm269Ojey9mZIUMG+XHTRmebKyRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAkmTwEUT1IGjRPGHXRbHlas8JSNHDo9I6vW586RDh04hab7/4VvJlClTSLyJOHLkiNx6yx1mUy9f7NZVGjV6wRV3PhtJSVDv0+clmTRxsut0mjZrIp07d3TFXUobF1JQhyX8Dz/ECss33nij3Hlnfl9cfoL60veXyO23u8V/34OTWGTRIiVk586dUdWqbNky0q17V8mVK1dUx13Oib2COljs3OUefXE58+G5kwAJkAAJkAAJkAAJkAAJkAAJkAAJkEBSJXBRBfXBg4fKy2NecdjAShPCeCRXGU2bNJd33nnXOcasTJ02WUqXfthshixXrPhMateq44pPaCvipCKowwXJPXcXlMOHY63/ceLgu+HbryV16tQuDpfKxoUU1F+bPkO6devhoKlf/znBCAq/cLkL6oZJ8xbNpK0akZEyZUoTxWUYAhTUw4BhNAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkkcQIXVVBft3adVK78tAtRJJH71KlTcmf+e0KEYmTQ4IXnpUePbq687I0BAwbJ2FfHOVHZlZuKL774PEHdhSQVQX3JkvekcaOmzrnaKxMnjpdHy5W1oy6ZdQrqif9TeS3U0QmTLl1aXfDff8f6/A5Xk9q1a0m//n0T9L4KV9alHE9BPXF+vW+//U5mz5qjM7/rrjv1smatGolTGHMlARIgARIgARIgARIgARIgARIgARK4LAlcVEHdTyDv+1JvqVvXbUlufpkNG76VJyo8aTZdS0wC+emK5a44e+PRso8p39CbnKh69epK7z69nO2EWEkqgnrt2nVlxacrfE/p4dKlZNq0Kb77knpkUhXUMRLgu+/c/q8h5qVPnz6pIw2pn1dQf/mV0a55DTCR5s4dO2Xtuq9kxPCRvp1bLVu1kPbt24bkzYhYAr///ofs2LHDiUiRIrkUKlTI2eZKdASMkP7dRvd9iFxq1awhFNWj48nUJEACJEACJEACJEACJEACJEACJEAC4QlcVEEd1Wrduq0sfONNp4aPlCkddoLRsWPHy4D+A5203pUv166R7GqyRG/4+++/5d4CbrFq+mtTpVSpkt6k57WdFAT1XTt3SZEixSOexxplmY+JJS+1kFQF9UuNY6T6xiWo28fu379fXlYT8Y4fN8GO1uvvLnk7rM/5kMSMIIHzIAAxvUuXF3UOd+bP74jnG1Un16zZMdbqiB84qP95lMJDSYAESIAESIAESIAESIAESIAESIAESCCGwEUX1N99d4k0adzM9Xts275FUqVK5YrDRo1nasmqVZ+HxJuIUaNHyFNPVTKbztKvjM1bfnRcWTgJ1crp06e15Sj8YsOiPbWqx7XXXiu3qQkmYXWcLFkyO7lrPZygDkv8bdu2Cyzst27dKhmVG40cN+TQPt+zZMniyuN8N0aOGCXDleWwCZhME8GeaLJDh3bSomVzk8R3CYvrPXv2OPsKFrxXsmbNKmfOnJEvv1wr33//vfz55x7FJrvcdtttegLOzJkzO+kjrRw6dEi++WaDbFdMfv3tN7nmmqvllltukdy5c+sOkXCMIwnq+K12797tFJsz542SJ08eZ9tv5eOPP9HnY/blyZNb/T7b9OaC+W8IrhsTYNn/7LO1zab28286ZM6ePauvS/iuNyGSP3+kwbngWtiyZYv89NNWwXWQL28eya3qkCNHjjj9kON3WP/1etm2/Wf922I7+zXXyN333B3ndWrq6LeMRlA3x/ft208mTphkNvWycuVKMnLUCFecdwP3Ba7LzZu2yKZNm+Sk2r5O3Ws33XyTPPDA/REZRGK+bds2Wf35Gtn166+SIkUKyau4litXzvd+xz35nRJkkfbKK6+UW2+9Re6443a97q2v3zYszSHcbleT2P77779yU65curw8qsxI9zZGNaxZ84WT5RXZskmBews425H2o4PwUzUCBZ1np9Tz6rbbbtX1vvnmmyM+n5B5Yl03TsUv8IotpoezRH/88Yq6VgMG9NP3xgWuIosjARIgARIgARIgARIgARIgARIgARL4jxG46II6rFzhF90OixYtdIlL2HfkyBG59ZY77GSCSRDtSU2frlZVhg0b4kqDja5dusnMmbOceD8reAhNE5Qo2L/fACeddwXidLduXaXcY496d+ltP0G90P2F5IUGjXxdY+Ag1LmFOo9cSog73wCB8v5CD4rt67pzl05aVOz3Uqx1JvzHr169UseHK7PyU1VlnXLrYcKbby6QbFdkk3rPNZCflXjoF7orH/bPP18v7KSyx44d17/DsKHDw/K4776C0rNXD7n77rtCiogkqLds0VreemuRc8xd6vh33onddnacW4EY/eSTlV3RcDfUvZv/xKOuhOc2du6K4RCpXt7jkHbEiJEyTo22CBfgvmj0mJG+DHDM55+vlt69+rhcGNl54fiRI4eF3EN2mnDr8RHU0ZFQ8YlKIfVZvWaVXH/9dSFF4V6bM3uuvKSuSQjHfgG+25s2bSyNmzTy7VzzY/7zL1sVl77KpdH0kCyRX93n6mhXNJg09ZdffpG2bdq7rnH7oEmTJkjZR8vYUa51dDa9POZV37JMQtzbHTq09x01s3LlKqlZI7aDplixosqaeoY5VPz2z5z1mnazM3LkaCedvXK/etYMHjJQIKz7hcS8bvzKuxBxRiwPJ6ajDvCpDkt1WqlfiF+EZZAACZAACZAACZAACZAACZAACZDAf5/ARRfUgbh6tRpK4F3j0O7Ysb0Wy50ItbJixWdSu1YdJyr/nfnl1VfHSPFipZy4q666Ur76em2Ileb99z8kfyhLUhMGDRogNWo+YzYFfqHbKHHtE2WxHCRUf6aawNoRwpwdvII6RLxwgqF9HOo9Z+5sZaWdz46Oet3LCBnAvQusdAvd94Arv9lzZkrRokVccfaGV1Dv16+vFoJtsd5Ob9abNmsinTt3NJvO8uTJk0psbxiYsZ9LHj8RdcfO7fr3hlj4TPWaTnlYWbb8A2UtnNcVZza8nSywqC5cpIi0b9fBJIlzGa2g/s36b6RVq7ZhOyS8BbZp00qaNW8qqVOndnb5dQQ4Oz0rL73UR+rUfdYTG3kzPoI6cly7dq1UqVzNlbn3PsNO+F/v0KGT6353HeTZQMfI2LGvyA1qRIcd/K4FjLwYMmSYnSxk/UXVIVaqVAl5smLlOO/NTp06aP7eTP74408p/9jjro4rbxqzjXt70eK3QurvJ5hHEtSLFCmsLdEnTYo8/0G48hL7ujHne6GXZgJS4yP9WzXawExGauqCOLiEoaBuiHBJAiRAAiRAAiRAAiRAAiRAAiRAAiRwPgSShKAOkahP777OeTz00IPy+rwY37cmcsCAQTL21XFmU9q2bS2tleDoFQA/Wva+5MsXK0zDEtUW3ZGBbTkLFy9PKOtauG2wA8RwCDP79u0LsbxFOgidENzs4BXU7X1xraO8Dz5cGiK8xXWcvb9pk+bKKvtdJ6qk8hH/mvIVj/Dcc/Vl+bKPnX0VKz4hmHAyXPAK6uHS+cW/rSzDvRbmXgEbx0H8g6uX3bt/9xWZv/hytXYpY8rwE1GNoA6rZ/zOtmubcOK+32iHOXNnaRc3rVq2McXFuYxGUEenDa7VIB0sdsGw0O7atbMTVaL4wyGsYNWPkR5wHeMNn3y6LKzFsjcttr33k3dSUr9jEOf323jvEYxQwOTA4UY4hMsbLlsWv/2W4B4xwa88sy+uJa67uDqGTB54DuF5ZALO4fHyFUJYY1QA5iXYvHlzSN5wyfLe0nddIzeiFdRN+UGWcE/knXg4sa+bIPVKqDQQyPG8NiK6yTeccG4s1CNZsZs8uCQBEiABEiABEiABEiABEiABEiABEiCBuAgkCUEdvqQfLuV2r7Bp8/eSPn16p/6lHy7jErHeVgIb/EX3Uy5a7EkR4bajbt1YS/bX587TFrEmI4hzy5Z/aDbljTcWSpvW7ZxtrMD6HFboxgId7h169ezjEquRDm5QCiox04Rwgjqs6du1a6N8M9+hfRj/oPyPo4PAK4A+91xd6dO3l8kuqqXfxKtjx70ijz9eXufz3pKl0qhRE1ee32z4Sq644gpXnNkIJ6hDHGzUuKHymX67tuyHyx2vX3uwGzJkkMlKC9X3FXRbyA8ePFC7u4H1PMJXyr3MCy80comRTZTLjy7KZY0JfiKqEdSRZuLEydK3z0smuRbsMVGt+R3NjgUL3tDuPsy2cYEDv9zbt2/X0W+9tdjlTqhSpSfVqImm5hBtFW+s3+OqFw5qpyzf589b4ByPFQi18GUPv92nTp2WFcov9sCBg1wMkG7FZx9rl0AQ5Qvccx+idIDA/NnKT9R5XqW34VO7S9duOp9zSQT1hvuYoCG+gjry94q2FSo8Lq+OfdkpetCgIYJ7xA6wQIclPq4ndIr88P0PMnTosJBOLK87Jz/myBdiOa4tuFqC+D1LuXoK5yIFv/vw4UPlHvUcOXDgoEyaOEm8FuCVqzyljh/uVNl7H6G88RPGSqFChXQanMN85X+/Q3v3KA3viIvzEdTRUVSiRHE9p8GaNWukZ4/eTv3MyqpVK+SGG2/QmxfiujHlJvbSiOYox/aJbsd7LdGDuIVJ7HozfxIgARIgARIgARIgARIgARIgARIggf8OgSQhqAOnV8iDv+DixYtp0hC0bUEWQuLG7zdoVyZeYcrrH91rtd2qVUtp1z7GCvnokaNSpEgxl4A5fMRQqVq1SsgvDP/kcCmCCTlN8IqVfoI6LMGHDR8iadKkMYfpJcS+li1aydKl77viv/r6S/nf//7niguyMXnyFO0/2qQFo/XffCVp08aUCz/X99xd0GUh3btPT6lX7zlziGvpJ6jD7cTESeMlY8aMTloIiJgs1nbZgw6EJUvedtLAp3WP7r2c7ZatWmhf1k7EuZVly5YrH+3PO9Hezg8/EdUW1P06FaZOm6wnf3UyVSvec/ObpPW16TOUv/wezmH16z8nvXr7+1ePq15+7jYwwSn4e8V+WG+Xf+wJ1+/Uo2d3adCgvpq4c7OULVPOqRN8+n+6Yrm+D0wkrO8L3nu/noCzwQsNpJry420Ed5Mm0tJ7Hwa1UEee3nvNvg42b94iZR551FV0zZo1BB1g3gmIca12aN/J5RMfB6JzJHv2a3Qefsyx47PPPpGcuXLqNOZftxd7qJEaM8ymXkIIf/+D90Lutdat2sjChW85ae1zQGTDFxq77ln7OeUcpFa8I2rw++F3NMH73IrLh7o5buLE8fJoubJmUy/93B3Z1/2FuG5cFUqkDVs0t63N7XivmN65U1f5buNGsdMnUvWYLQmQAAmQAAmQAAmQAAmQAAmQAAmQwGVCIMkI6n379pOJalJQE2x3HYsXvy3Nm7U0u7Rls5l8FOJb3jy3OvuwsnXbZu13Gu5c8t9xt0uctK3Kv/jiS3m6anXnWLhtgEAZLnhFMKT7aesmRyz3CuoQtVeu+lSuvPJK3yz//HNPiG/zkaOGS+XKT/mmDxcJy+qSJUq7XGn4WbvDrY5tgesVrO38vaIz9oVzH+L13Y7z/nFTrAsdCF6wvv5eWR9/p1w1TJs+WfLkyWMXp9f//fdfLfrbO37Zsc1xleEnotqCOo7zTk4KC31Y6puwbds2KVXyEbOpl7YLILMjIQX1ceMmuCa7BZ+169a4OiZMuVgOHzZCW1UjHSytq1atLOiY8ZvAF259IPbD2t102uz4ZYdcn+P6ELHeLiPc+vkI6l729vXl7VSBoL1q1WeSLn0636rgXB98oIjr3rXnVvC7FryitckYvusrVnTfU/Dzj2eMN3jvcdTz6/XrnGQfffiR2v5GNm78Xv78448QVy4mIdLVr/+C2RSvGxZvOUEEda+1vJO5WqlQ4Un5dsO3TtTAgf0dlygX4rpxCk7EFT9L8yBiuldkT8QqMmsSIAESIAESIAESIAESIAESIAESIIHLgECSEdThNgSWzibAtQgsSBEwiSFct5hguzJBXAM12eUHH8S6cVm4cL7cV+g+Ld4+Xv4Jc5j2wfzdxm8coRG+dTt37ursx4rtL9m1Q20cPHQoxNe6cceBtF5BPZzAZ+fr9S1ufMPbaeJa97OA9vNjDjHb5oF8Fy1aKAXuLRBShFdQ91r+2wf8+utvUvihok6UV1B3dpxbgcD35RdrlcXxWvl5+8+ya9cu5ft8l0s8Ncds3vyDI7r6iaheQR2W8pjk1g62a5uBAwfLq6+MdXbbfuadSLWSkIJ669ZtZeEbbzrZ26MknEhr5eDBg9oFyfXXX2fFxqx6feHbCSDKln20jDz66KOOJbe9P8j6+QjqXrdMtkjcXrlAmff6fKcK3Xt0Uy5+YkcjODuslVEjR8sw1blggt054ncthLuW//rrL221b/LB0r5v7Xh0RhQrVtKJ8grqzo5zK7j2YSEOMfuXHTsEbnf8fMQXKFBATU660Dk8PoK63z1tMuzUsYvMmTPXbIp3QtrEvm6cghNpxc8POsX0RILNbEmABEiABEiABEiABEiABEiABEiABCISSDKCup+l+fpv1mkf3wXvLeRyy/Ltd+u1/2BzZnPnvC4dO8ZO3Ah/5a1atwzxqe218PRabJv8olnOX/C6PPDA/foQr6A+aNAAqVHzmYjZeS13qz5dRft1jniQZyfcGsyePccVO3WqsvZPlswVJ8qSvV69Bq44uN0YOKi/Kw4bXkG964tdpLHyne4XvK5WwgnqP/64Sfu8h7V60BCtoA4XNN7JSY1f/ZMnT8pddxZwCffwf/3YY7FuVEy9ElJQ9wrNo0aPkKeeqmSKimoJcbjB841k/fr1EY+rXbuW9OzV3bFaj5jY2hlfQR0ujPLldY8Use83TEaK39+EcK5SzH4s31/6gfarb+LsTjY/QX3tui/kmmuuNsmdpd/Ihy0/bXLcITkJ1Yq3cyicoP7hBx8p0bq/r3hu52fWE0JQt0drmHzN0vss8wrqiX3dmHokxtIWzt99d7FThLFY97NAhwCP4/yebU4GXCEBEiABEiABEiABEiABEiABEiABEiCBeBBIMoI66u71wTx+/FjJkze3lH441mfwfWoS0IVqMlA7eEUwk6Z27bquCRpfeXWMPPFEBedQr9WssyOKlUiC+oQJ46TcY26/0d6sFy1aLC2at3KiI1mCO4mslUPKav722+60YqJfhXsWiOB28ArqkXxpBxHUp06d5jt5ol2m33q0gjrygFsbCIwmGCEWIujzz8e64cA5w3rduEox6bFMSEH9tlvzu0T812ZMk5IlS9jFRbWOzqcxajLY2bNmuzqavJlgws9pyof8hfChvkFZaD+h3I7YwfbR72Ww5L13JH/+O+zkIevr1q5T7o+eduIxieiXX67W236C+vaff3JGnzgHqRWvoB6uwwfHeJ8lXkEdHTbNmraQd99dYhcR5/r5Curwlw/3UeFCXII6jkvM6yZcvRIi3s86HflCMMc+WzTHds1a7hEqCVEH5kECJEACJEACJEACJEACJEACJEACJEAChkCSEtQXLnxTWrdqa+omdeo8K3nz5ZHu3WIng+zStbM0adLISWNWvFbA6776wjWRKdJ5Ldv79Rsg45V/axPg7qWKz4SkZr/fsnTpUo6PdK+FehC3FmNGvyxDhgxzsg7iJsZJrFbmzVsg7dt1sKOiXh8ydLBUrx4rXCIDr6A+b/5cefDBB3zzjktQ9wqjJhP4lS54772SL18+gViaPXv2EJ/y8RHUvfVBeRBwhw8fIR99uMwULy80bCDdu7/obNsrCSmol1duhzYqdzsmDBjQT2rVrmk2473ERLlr1nwhH3/8iT4vP1cj0V5P8bFQRz2qVK4WYjVv+9z3Wqijs+yx8qEjA2wY3ueB3dnkJ6h73f+YvBJSUB87drwM6D/QZO0sYY1/t+rAyJUrl76OYRFeu1YdZ//5Cup4Nr0+zz0KxclcrQQR1E36xLhuTN6JsTQW6n6W6HZ5ZgJS3F933XV+nYx2vlwnARIgARIgARIgARIgARIgARIgARIgAZtAkhLUvUIorDJvvfUWl3/0pe8vkdtvv80+B70+aNAQ7cPc7KivJmqcMmWa2ZT71eSOC96I9cOOHdOnv+YS6ytVelJGjxnpHOO3AnHuiiuu8NsV4kO9XLlHZcLEcb5pTWSdOvXkEyWImtCvX195tk5tsxnn8smKlUOEzDgP8iTwin3Y7RXU7clcPYcrK+m/5d4ChZxorwWwdyQAJn+d/toULT46B6mV337bLQ89WMSOkvgI6sjAO0EmfoulS9935f3Bh0v19eWKPLeRkIJ6k8bNXBbNT1erqnyDD/ErVsdh4lRYfN9+++2SO/fNkipVKldaWFHv27cvxMIbHRfwEf/ll2ud9F4La2dHmJX4COojR4xSnRXu+yb/nfllyZK3nVK8DIII/d65E1orN05tlTsnhIslqN9b4D7XqIAKFR6XAQP7SZYsWZxzxYp35In3HovWh7rtj95V0LmNXj17u553XpcvSJaY141fnRIqzgjqyM92+WLnb8T0uER3+xiukwAJkAAJkAAJkAAJkAAJkAAJkAAJkEB8CCQpQR0nEEkghjj41ddrlWtwj29wdRwsdas9Hd5f+YvdukqjRrHuPlDW5s1bpMwjbpcsH370vtxySz7sDglm8k8IwiVKFFd/xaT0I6WddF4LdexYvPhNuafAPU4ae8WvzrPnzJSiRd2isn2Mvb5lyxZ5pLS7/hAqc+bKaScLWcfEi3CLYgfveSekoO4dPfDGwnlSqFCsAG/qAXcN3kli4yuo+7E15WAJdyjvvLPIjnKtz5wxS7p27ebEFVe/98yZ051teyUucXecGgXRX42GsMOy5R9I3rx57ShnvZ0acTBfjTwwoXmLZmqOgPZ68stpU6frjgHcCx9/sixEyN2zZ0/IyIzNW36UdOnSmuwiLqMR1HHeUyZPEXRmecOcubOkSJHCTrSXJ3Z8umK54F7yCz/88KOUe7S8a5ft7z4u5vaBCWWh/s8//0iBe+6zs5aftm7ydRnUvFlLde/HdihcTEEdk6Ym9nXjgpIIG+EEc4jteG58t3GjUExPBPDMkgRIgARIgARIgARIgARIgARIgARIIIRAkhPUX31lrLayDampisBEi/0HvOS3S06cOCF5ct/iuw+RXsHYJKxapZrLojdv3jwybfpUueGGHCaJXsIiuGbNZ12uOx5/vLyMHfeKk85PUIeV/bjxr4ZYE8MC+YUXGskfv//hHA+RdNXnKwOLn/2V64lxygWFCZF8gps0WILV3Xfd6/Lr7XV/cqEF9T/++FNKlSztqhPqGl9B/ayagLVY0ZKyc+dOZBMSBg8eKM/UqB4SbyK8/tYRj0lyr7zySpPEWcYl7voJsbjOJk2eECIowzc3rLntYITkCspH+bfqujHhuefqSp++vcymXsKnfqH7HnRxDOdb3HXguY24BHVMPvrrr7vkq3VfKyF9sMta2+RXuXIlGTlqhNnUSz9f/2CAe8PbsbBx4/fSuFFT128Hl0Aff/yR4+s/LuZ24QklqHtHYqAMv8lNV6z4zOXuBekupqB+Ia4bnGNiBgjnXbrEumeCeI4AIR2BYrrGwH8kQAIkQAIkQAIkQAIkQAIkQAIkQAIXgECSE9T9LFMNh8mTJ0qZso+YzZCl162ESWBPZmjizBLWm89UD/Vn3aRpYy2CH9h/QCCQ4e/w4cPmML18W1k4w2+yCX6CutlXTfkox+SYKVOm1O48Fsx/w+xylmNeHiVPPlnR2Y60ggkG77m7oKtOQdxomDz79u0nEydMMptaqLQn6ExIQd3r3xlWye3at9FW/keOHFWW159Ltxd7uM7FVCy+gjqOnzRpsvIt7d8Bs/H7DZI5c2ZTTMjSb/QCOjyqVa8mEOt//HGTchk0RY+WCCLuehmYAp99tra+zpDn8uUfu9wbIY3dSfLN+m+kYsWnzKF6CfG6bt06ku2KbPLFF2tlxoyZLtE9LlchrszUhldQxzlny5ZNJzuoxHq7A8h7LLbh6xuTrvpN9Dp+/ETp91L/kMOqP1NNu96JdG94R24EYW4KSihBHfl5R1tgHoAGDZ7XcwH8/sfvsnjR2yHub3DcxRTUL8R1g3O8EAHW6LNmz3EVVatmDU5E6iLCDRIgARIgARIgARIgARIgARIgARIggcQkkOQEdQiLBe8t5Gv5+sOP30nGjBnD8gg3QWe9enWld59eYY8LJ/SFPUDt8LMOjiSoR8oL++67r6D28Z48efK4kur97y1ZqlzYNHGlfVf5rL5T+a4OEiAIY6JIO8DaHlb3CAkpqHv9RdtlxrV+PoK6n2U4yovLh7mpk5eBiTfLHzdt1IJ3EHEXHSDP1a0vq1Z9bg4PtIQ4XbJkCSdtp45dZM6cuc52XCtTp02W0qUfjiuZs98rqDs7Aqy0b99WTfT6QtgRFri3mzVtoVztvBsgt9gkfiNTgjA3OSSkoD5s6AgZNWq0yTrw8mIK6qhkYl83gUEkUEJYrCNw8tEEAspsSIAESIAESIAESIAESIAESIAESIAEAhNIcoI6at6jey+ZNs3trzqIpS3chtxf6MGQk/eKkt4EEPqmTJkqvXv19e7y3W7UuKHyr905xJe7V1CHS4ufftrqm4cdCSvlbsrHe7r06ezoiOveyUxR1rLlH0Y8xrsTgjqEdRNsxl4x+XwmJUX+kazFTfmtWrXU6eyRAOcjqCPf1q3ayMKFb5ki9BKT02KS2rjCd99t1H757frYx6xes0quv/66wBNkHjx4UNq17RAyOaqdp70Odyjly7s7PSAkd2jf0eWf2z7GXu/QoZ20aNncjopzPT6COibm7PpiF8mR4/o480fHwpgxr8joUWPiTAvr/F69eqhRAU+H3GsXS1A/efKknvAWrnkihU6dOrh8y19sQT2xr5tILLiPBEiABEiABEiABEiABEiABEiABEiABP5LBJKkoP7xx59I3Tr1XJx79+kp9eo954rz2/CKxEgTdFLGX375RaZOmaYmPl3vcpthyoGwV79+Pbn99ttMlGvpFY07d+kkZcs+Iq++Ok5gpW27y4ArDUyMWbtWTXmkTHg3Nq4Czm0cOHBA8t9xt2tXUD72QdOnvybdu/W0o5RP4m/0RJfVq9WQ1avXOPsiWb9764Nz+3r9OudYs7Jo0WIZPmyk/PzzzyZKL2GdD+G3VKmSctut+V2uX+xJHyHG5s1zq+vYHTu3h4itdgJMvgp3KybAp/1nKz+JeIxJi+VPP/0kQwYP8xXBjaAebb3gZgjXClxx/P33P3ZxAnawyK77XB1ff+1IjA6gZR8tk4kTJ7t+I5MRJlDFJKbxsd4tUfzhkN/H5Isl6pf/zjuV3/M8cku+fHL7HbeHzA9gpw+3jjkEZs6cJa/PnReSBK6RChaMuSauVb7T/UI0zL0W6pFcQP36629S+KGiTpG4Xlau+tTZxgpE9ZdVp8AE5TLJ29mCzgW4M8Jv9HCpMs5xmKAVE7Wa4J00t2zZMtqnftD9Jp1ZDhw4WDD/hAlDhw2RatWqmk29TMzrxlUQN0iABEiABEiABEiABEiABEiABEiABEjgP0wgSQrqSYE3BDtYl0OEuu66a+WKK64ILMKGqz8mNfztt90CkfDqq68Ol+w/HQ+ee/b8JX/88YfmCQtvv4k+EwqCd0JGWFI3ViMMog3oNNi9+3c5rPyIX58jh1xzzdXnfT2gDpjsdufOXdrnOCbCTZ8+fVRVwwSzu3fvlv379utr9Fp1raZMmTKqPC5m4lOnTslff/0tcM+TIkUKufnmm3z9r1/MOoYrG3X/XV0Te/bskYyZMumJjKP9/cLlndjxl/p1k9h8mD8JkAAJkAAJkAAJkAAJkAAJkAAJkAAJhCNAQT0cGcZf8gQ2bdosZcuUc53H2nVfaDHcFckNEiABEiABEiABEiABEiABEiABEiABEiABEiABEghAgIJ6AEhMcmkS6Nu3n0xUbjlMeKRMaeUrP3bbxHNJAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAkEIUFAPQolpLjkCcNlzz90FXT6uJ0+eKGWUT3sGEiABEiABEiABEiABEiABEiABEiABEiABEiABEogPAQrq8aHGY5I8gfeWLJVGjZo49cyQIYN8+916SZUqlRPHFRIgARIgARIgARIgARIgARIgARIgARIgARIgARKIhgAF9WhoMe0lQ6B+/Qby0YfLnPo2bdZEOnfu6GxzhQRIgARIgARIgARIgARIgARIgARIgARIgARIgASiJUBBPVpiTH9JEPjnn3/k1KnTTl2zZMkiadOmcba5QgIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQALREqCgHi0xpicBEiABEiABEiABEiABEiABEiABEiABEiABEiABErgsCVBQvyx/dp40CZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAtAQoqEdLjOlJgARIgARIgARIgARIgARIgARIgARIgARIgARIgAQuSwIU1C/Ln50nTQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkEC0BCurREmN6EiABEiABEiABEiABEiABEiABEiABEiABEiABEiCBy5IABfXL8mfnSZMACZAACZAACZAACZAACZAACZAACZAACZAACZAACURLgIJ6tMSYngRIgARIgARIgARIgARIgARIgARIgARIgARIgARI4LIkQEH9svzZedIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQALREqCgHi0xpicBEiABEiABEiABEiABEiABEiABEiABEiABEiABErgsCVBQvyx/dp40CZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAtAQoqEdLjOlJgARIgARIgARIgARIgARIgARIgARIgARIgARIgAQuSwIU1C/Ln50nTQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkEC0BCurREmN6EiABEiABEiABEiABEiABEiABEiABEiABEiABEiCBy5IABfXL8mfnSZMACZAACZAACZAACZAACZAACZAACZAACZAACZAACURLgIJ6tMSYngRIgARIgARIgARIgARIgARIgARIgARIgARIgARI4LIkQEH9svzZedIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQALREqCgHi0xpicBEiABEiABEiABEiABEiABEiABEiABEiABEiABErgsCVBQvyx/dp40CZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAtAQoqEdLjOlJgARIgARIgARIgARIgARIgARIgARIgARIgARIgAQuSwIU1C/Ln50nTQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkEC0BCurREmN6EiABEiABEiABEiABEiABEiABEiABEiABEiABEiCBy5IABfXL8mfnSZMACZAACZAACZAACZAACZAACZAACZAACZAACZAACURLgIJ6tMSYngRIgARIgARIgARIgARIgARIgARIgARIgARIgARI4LIkQEH9svzZedIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQALREqCgHi0xpicBEiABEiABEiABEiABEiABEiABEiABEiABEiABErgsCVBQvyx/dp40CZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAtAQoqEdLjOlJgARIgARIgARIgARIgARIgARIgARIgARIgARIgAQuSwIU1C/Ln50nTQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkEC0BCurREmN6EiABEiABEiABEiABEiABEiABEiABEiABEiABEiCBy5IABfXL8mfnSZMACZAACZAACZAACZAACZAACZAACZAACZAACZAACURLgIJ6tMSYngRIgARIgARIgARIgARIgARIgARIgARIgARIgARI4LIkQEH9svzZedIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQALREqCgHi0xpicBEiABEiABEkgyBE7v3i6ntm6Q1Pc9IsnSZ0oy9WJFSOCiEDh7Vk5+v0bOHjssqQuUEkmR4qJUg4WSAAmQAAmQAAmQAAmQwH+ZwEUV1E+dOiWnTp0OzDdZMpE0adLo9A1faCwnTp6QQYMGyjXXXB04DyZMXAIjR4ySbzZskPr160nx4sUStzBP7mfVR+Tx4yd0bJo0qSUZLpgw4fTp03Ly5ClJnjyZpE6d2kl14sQJOXPmrLNtVlKmTCEpU6Y0myFLU7Z9jYYkSqIRS997X+a+/roULlxYGjZskERryWqRQHACZ9W7IdmZMzEHpEolktxHUDp+TO8/q54ByVLFvFfsEs6ePiXJ1DsK4Wzy5CpN7HPCThdp/cTXy+XorKE6Scp7ikmGZ7tESh6vfWdPHlfnelbOnjoukjqt77nEK+PzOOjogjFyYvV7Ood0VVtI6oceO4/cIh96+rdtcqB3LZ0o+RXXSJaBiyIfcJns3bdvn7Rt2169z87I1KmTI74PRb0P5dRJTeasEl+TpVT3jCeY60xHp0nr2as2z6r7Tb0/neCXxtnpv3Jm399ysG8dvTNZhsySuc9c/4RRxLqeBRGOC3feEQ5JsruOfTRXjs4bqeuXutiTifLcSbInfwEq1rVLN9n9+27p2rWz5MuX7wKUeP5F/PHHn+o5ME2+3fCt7D9wQNe9aNEi559xEsvBtOG9bXu/ah47pt6ZKqRIkVxSoZ3AkCgELuZ3od8JHRz4vJz563e9K1PnCZL8fzn8kl3ycReyHQZYF7o87w909oRqCysdIGiIb7s+aP52upPfrJAjMwbqKPtbIDHaPHa5l8s6dYzL5ZdOuud5UQX1fv0GyPhxEwLTKVCggCxavFCnv/GGm/Ty0xXL5aabYtYDZ8SE8SYAIXrv3r36+GzZsqmGqFuoql27rqz4dIUMGTpYqld/Ot7lxOfAX3/9TQo/VFQfuuHbrwX1CxeGDR0ho0aNlqerVZVhw4Y4yUoUf1h+/vlnZ9teuevuu+SBB+6X5+rWkRtuvMHeJUuWvCeNGzXV1yKuyUspjB07Xgb0HyiVqzwlI0cOv5SqzrqSgC+B/Z2flDP//qn3pavUWNKWf86V7sxfv8r+F6vGxKlnWLZXV4pSHF1pDo3tJCfXf6rjUhUoIRmbDHLtD7JxYuXbcvi1fjF55C8sGVsm7P11Vomg+1qUFC2IqlLQMZB1tHr+eJ7LQeqakGkOT+gmJ9Z9pLNMV72NpC1dPd7Zo2PjzJ5d+vhkqmMk+TU3uvI68dkiOTxjgBOXdexKSZYifOenk/A/vrLjlx1SrFhJfZa/7NimOo+Thz3jIzMHyvEVb+n9KfPeI5k6jAtJu69lKWXxfFTHZ+4+Q1LckNeV5viKN+XIzJh7JHn6jJJlZMzv70oUxwbuWdy7CPpafiXm/ovjsIi79zZRoiE6DOIIaYpXkvS1O8eR6tLYfWh8Fzn51ce6simuu1ky95p9aVQ8Qi3jeg5EODTBd91b4D75++9/ZOHC+XJfofvinf+hQ4fk2LFjkjZtWsmYMWO884nrQHSuVXj8Sdm5c6eTdNz4V6V8+cec7f/KCjoRF8x/Q6666kpZuWqFpE+f3vfUVq9eI9Wr1dD7/qssfE/8IkRezO9Cv9Pd1+ZROXt4v96VufccSXHtf1NDSMh2GGBB/D179KDmljzLVSGjARO6PF1QwH+o2/6OFQKmjkmWMvedkqnTxKiOiW/icN8CidHmiW8dk/pxkd6X1DGS+q/336/fRRXU+/TuK5MmTQlMuVixojJr9gydnoJ6YGwJmvDPP/dIofse0HmuXfdFyOiAi9lwikZQHzBgkIx9dVyIoF60SAnXR4cfPDTU574+22WZ9O67S6RJ42YU1P2AMY4ELjCBI9P7yfFVb+tSU91WSDK2GeOqwfHl8+TI3FhxO1PXqZIy122uNPZHV4Znu0rqYhVd+4NshGtEBzk2SBpYwB8e19WVNGPzYZLqrotreZiQH1YhnR9jV7nOV44flQMDnhe4fUn7aG1JV6W5e/9luhWNoI7OD/xmCH5C9uk/fpEDPZ5xSPp1Utm/eeqCD0uGRv2d9EFXEuPj8nIU1E///L0cHN1WjRg4Jhka9JZUBUoG/QmSbLo4nwMXsOYJJaj36N5Lpk2bLs89V1f69O2VaGfw/tIP5IUXGun8p06dJIWLFFEifprIo1YSrTaJm7H9jdK0WRPp3LljSIGwYi/zSDltPFO8RHGZOXN6SBpGJByBi/ld6HcWdtuOgrofIf+4Q690lJMbVuid6dXIwzRla7kS2m2A8zWkcGUcYMNuOwRIrpNQUA9KKmmki/S+pKCeNH6jy7kWF1VQ9wM/ZvTLMmTIMClX7lGZMDHUSsocQ0HdkLiwS7ux+l8W1L0WK9u3b5el6qNk0sRJ2jIp+7XZ5csvVzvwKag7KLhCAhedwMn1n8ihsTHWpn4C4aHRbeTkxtj7N13FFyRtheedep858K/sb1/e2c4y+G1JnvV/znbQlcQW1L3ngXqluru4ZGw2OGgVEyVdQn5YBRbS4HIkWXgr7EQ50SScaTSC+tkjB2Vf6zLO2cDVSorsuZztY8tel6Ovj3C2/T5E93eoIGf2/63TZKjXQ7n5ib1/nAPjWLE/iv3u2zgO991tC+op8xWQZJmy+qZLfVfxRHVN5FtoYkaaoe+ekTeJWWRi5h34OZCYlTiX96UmqMPlxvDhI+WRMqVlypRJF4DQxS1i+vTXpHu3nroSy5Z/IHnzukfTjFMjo/urEdIIKz77WHLlyqXX+S9xCFBQTxyuceWakO0wlJWUBXWMODisRtrZ4exfv8mpnVtiotSozVT3FLd3S8obb5O0j9VxxSXWRrhvgcRo8yTWOVzsfCmoX+xfgOVHIvCfEdSPHz8uW7b8JNddd61ceeWVkc5Z74P/dqS/VgmjkVyDmIwOHz4sW7duk//973/6mEj+uXFMtPmbcrxL5LNr1y45fPiI5MmTR1uVeNPAfzd8AaJOsDpB+OWXX2T/vv2S/878IW5Zjh49ps5lq25kmvTePP22cdyff/4hxYuV0rvREL3mmuzaD7nxbe9tOMF/K8pKq/yp3pjzRr9sQ+JQ9xRqaL/XrUpIQk9EQlqoewV1U9QG5X/yiQoxQ9Lthvj5COpgtGvnLjmohv/mzp1b0qXz8U9rKmAtcW3ADzz8u3v9P8IC5/TpM777cK/AT7w5zq9n97ffdsvBgwfVNZc7ou94U52///5b/vrrb2W1nzfkejNpcP0gmPPDMTjvPHnzSKZM7okE43v/gKXxo2/KMeWbpTl/+M20/eeb/Tj3I0cO698inJsEkwd89ful8Z6ryTuuJer/009bJZ0aAo7rP67nzP79+9W9vkPdh9dI9uzX+GZvrhP7fHGPoY74kAzHyTczK/Kvv/6S3bt/l5zqvs6a1V+kspLr8qJ97gS5ruwynPXjR2Rvi4edzSz9F0ryq66L2VbPy33NSwp8QpuQMtftkqnrFLMptuU3hrZmGfKOs0+vqDxO7doip3/5Xgnt10iqW+5VE3ykc6dRW36N6LMH98qpbd8Jlilvu1/V69qQ4wJFWOcI8dE5H/XhkG3kMlWf0OfIqV9+VO4vTursU96cX43hVefxy0Y5vesnSZYhi6TMfZfAD7lvUIL1mT2/yqnftqrlb5Limhsk+Y23Soors4ck9/uQO/P3bkdwBVPn97COPrXtW2crZY58curPnXLmzx1yeGL3mHh1bpnaj9XrOB75wO3N6R3qvFRIljpdiCsSvUPV/fSv2+TUT+v1MOWUN90hya9WbrvUO9M3KP/6p35Vv+/Ozdp9TsobbpEU1+X2Zep7vBUZ33c4rn08i4LeX+jsxj2Z++abJV36dBKNoI7q7u9RTc78EeMSAq5P4ALFhEPDm8vJTevMpl7arnXOHj4g+9qUdfZnGbpEkme+wtnGypm/f1f8v1HMJea6zxLaTvP7uMR1jfvlzJ6dkkJ9AKfMeWv4381VYsyGLahn6vaa+oiO7PP6zL975MzeP2IOTpU2JP0ZXJOH9un9mAAX7gLQAQfBFyFZ1qv1PYF8Tm1X17O6llLmf0hdq6Hnqw8w/wI+U3zLUmWf2vSVvj5T36/cGahny+lzbpLse83v2NP//CGnt6xXjdYTkjLfPcqlUk5TIyVGbJYzO9Q9oO6TlHnVs8Ha5yQyK+dTf9URc2rzV3L2yCHFM5cq6x7XvBcQReJ6DphqwL0PRlTg3j1zaL9+HqTMkUeSZczqJIlmxbT9b7ghh1xxRcw1HZegjncr3rFoH+TMmTOkTXTy5Ek9f1TvXn1k9uw5UrNmDenZq4eull+bIq78wp2PKWfI4CF6NDAs4bsov+8IqVOn0vXytg9M2ytVqpQhQjSOQ5tjp2q3oa1n2v2It4M3T7iKxPdWBuV+JYfiaLeZjhw5Itu3/6zbEDlyXG9nE+91lF+pUhXtL/6hhx7UI0pNWwrP1IcejBnB1alTB2nWvGlIOeZ78kbVBsuSJUvIfkQYtvDV7sfB7AfHSPMv+WWO8jdv3qK/Z6+66iq/JK44+Mf/888/VXsuZ9j6mjarqQ8Yoa2Jb8Abbrgh6jqaCgQp2/tdaI41S3OPBf2+Nt+VGTNm0oxMPkGXcVmonz16SDA3y+lff9JZpkQ75/o8Ie9/iLin/9ih02DOD7sTGpFn9v+j3nu/6f3Jr1Ttlawxv+V5tcOQW8D2jG87DO+Krd8hE/WcLRCo/XlWve9Oq/fe0fmj1Dvte30+aUo8JakffEzZMKSQFKo9hZAQ5QVpJ+jCAvw7+cMXcmhkK50S7dvggp2HAABAAElEQVSsI96PeNSZveqdrdo5Z08eU236gpHfd+dygisyjAjDX3LVFkiFd1fAbwFkkRBtHri7OYP26u+/qPeccsWbU7VXs6v3uPpt7OD3/ke7xW472OkjrQd5RvppU9G2a1EH8yyN9L68UDqGYRIf3Sbe37OqUO/zG9v49k+bJo3kVM/9uAKe93Fpid489uzZI3v2/CU333yT4zotiLaBtk9QDQ9a1bZt23Vb6cYbb4z3e8hb94uxfckL6kvfXyKwvli6NPZBeZPyqT5wUH9BQ8obfvxxk3b18eGHaoizEskR4Bu7UqWK0qBBrIWiOQ4CascOnQTHmZAhQwZp3aaVSl8/pKEcbf4mT+8SjdY+fV6S+fMWuHahrqNGDddin9nx3pKl0qhRE30ebVS9OrTvqK2osf/b79Y7YhcmbZg5a7b2cW6OLVmqpNSrV1dKqWVcwYwK8KZ7/PHyMnbcKzrabjjt/u03mTBhksMZrlIwBNOPM853+LAR8p76Hf/4PeZjFjdX2bKPSIcO7bVA4C3Xu30hBHWUedut+fU5jVS/Q+XKT+lqxEdQx4MEozFmzpjlMEJm991XUIYOG6weYjfrvMP9GzVytPL/PkKqPl1FWR8NdSWrVfNZ+eyzleI3lLiC6hDAxFSm/vaL6PHy5eXFbt2d3wCZws/8wIH9Q0R7vFBg6fPOO+/Kxu826vJxb5Qp84i6P1q66o8Xyb0FCuk0H3y4VFq1bO3cU1OmTFSWU4/ofed7/6z/er08+WRlndfX69cqP5rujxG84B94oLA+P5xTzVo1dFpcf4MHDZVPlf9/42cU54L7okXL5nLbbUrEsYK5BnAut956i7VHZOPG76X8YxUEx/+4KYaLK4HPht954/gKTzwufXr3Crn+P1LPr64vun8npG/YsIF+NpmPRxTVq2dvZZU2TZq3aCY51T01aNBg5/mA/XiOdejYIbCw/sYbC6XfS/1deWDExqBBA3yfI9E+d6K5rlD/cOFAr5raDQj2Z6jbTVIXqaCTQiQ6+FLdkMOyvrJCubtIreOPzBkmxz+er9dTF31CMtR50UkPVzHw2+0I2Of2QKjL2GqUsoCNnbvBK6invOMBNXHTaJdPZwheGV7oo8Sse50ygqzYvsNTP1BOC2InvlquDw1nIby3Yew7EW5uDg1pHHIe6So3k7TlnnVV4fTun+XQuE6O4GrvTHF9bsnU7hWXYOX3YWX76fbz6+z9XbKO/NBlNW2XiXXjdgQfpwf719O7k2e7WrIMWhybVN3vh2f0VxOkLnExRwL4+c7QekyIq5/jnyyQI7Pdz1OdoRLzM9RR11HACVbj+w7v16+vtGzR2jWXB9zdDRo8UPwEJ0w0OF/5DDbPYNQV9/TT1Z6WR8vG+EiOy4c6jsEklpjMEiH1fY9IhoYv6XV8vO9tWiyEH37zlOqjE+HkhpXKeq29XvdODHvii6XKvdIIx2etTqT+6eu+cX/diWPivB+XGVuNlMOvdpAzSmg1AZ1H6So1kjRlapqoiMtoBfUTylXUYeUyyoTMXSY7goHuOGivmJ7zyW6GtR9dPEGOvRPTIZemRGXVsZNGjn04x2ShlymuziEZmg3x9dcbzTPFXdZTSmjeFdvZoa7RbMol0rEl0+ToW+N0uWnUcy+9ev4huI+trHziHxH8PnbAaJ00ynXS4Zfby8kf19q7JNXtD8TMA+H5UI9//VUdVAcfnpN20KzavOx01tnPLTsd1s1zAOuntm5Q9W7nul4Qj5Dm4WqS/mklrihGQcKKFZ/p9ivmBDLh4dKlpG+f3qqN8ZR+/y1c6Pah/tNPP0mnjl1k3TrVuWEFtJGHDB3k+EmfNGmyeq+fu7+sdFi12xRB8/Nk4Wway3QnwlqZv+B1PSeQ3T5Ikzq1btPh2whtnvc/eE8fgXfyq6+MlSXvLXU9Z+AupXatmlLusUetnN1tjiuvvEKGDhnutHHxfQaDlVy5csmggYN028QcjG+EYaoti3bX+QbTDkM+Y14epX6zGJdtjRo2kffUeaAeH3601GVUgXi0x9F2NgHfXI+pEdP4drHbVXju9uzRW+zvH3MMlg1faKy/Swer5/YzNarbu8KuwzXPjJmzXN9oaFs9/3x93bazy4dAgu8rjOo237LIGOlxjT5aLraDE/Fmfqjpr02VZR8tl9dem4FoJ9jtYScyzEq0ZdvfhfbcWtF+X//ww4/y8phX5OOPP3HOGd+JJUuWUG3YdmE7E7ynEVZQP3M65tm5eKL3EL2doe6Lqh35hLPvxJfvy+FJPfU2Rj+Zzn6T4Mj0l5TrwXf0pv2csp9n0bTDJMr2jKsdpp59cNdyCp2nVkh1632SsfWoEPHVSiLHFr4iR5e6rxdn/7l3DrbPp7xo2glO2XGsBBXU4fLuyKwhIW0UtDXSlq8raR+vH1qScjV46JUOse9eKwXatxlbjlTGKVc7sd5vATOf0vm0edAewRxNZq4npzC1kixtOsnY9lVX+9b9/vdvO9h5+K1H84y0talo27V22UHelxdCx0CdotVtEup71n5+b9q0Wc97ZxjhXVax4hPSqnWLEEE6mu8Qkx/eK28seMPRaBCPb4patWtKqZIxWo33myJaDQ+aUMeOneWjD5eZYvUSelMvZVzgNbJ0JUqiG5e8oI4LCZNI4qWKYMQwrENsv/3227CqA6wpKzz+hCMEoaG0TVmdm8ZIj57dXGLv2rVrpUrlavpYlFPg3nvkR/VCN+I6LrAePbufy120tWY0+TsHelbQ84TJxIywnFdZ8CLAmgABwtm7SxY7giUecGgkojGK3iOcD9YzZcqsBOp3dM8SPg5q16qjj8c/TPC6fn3si3XRooXq/Ao4+/1W6tdvIL+piT/N+YMfescKF35I2rZrow8xDSfzu6CuN6neLftjf6iasLSaNWEpHlB169STVas+13ngWFi0mN8S7n8g2HsnQPXW8UII6hBkc94YI3S/8uoYeeKJGJEuPoJ6HXXOn6iGIQKG4iZX7grAwFyPq9eskuuvv07v9/u3Zs0XUu3pZ/Rv/fX6dU4SWPzcekuMxYDXNQ3yhhiM8OXaNdqq2byIkNZcc97rw2/CUnSAjFSiPgKut+zXXuv8zrgfMYGwGS0Cy8mC996v09rXxtVXXy19X+otxYsXS5D7B9fNQ2piWpzHkCGDpPozMfevLlj9s0cYmIlrMbqjdq1nlQufGPEAHLIpi2tznePcFi1+S1nx5DDZiOlcsj9+zc4N32xQ10WlwIL6rl2/ypMVKznPJXzIghcmPUPA9rz5c52PhXmvz5f2qtMMAffXHXfc7tQdcegg692nF1Z16Nmjl0ydOl0/I3FP4ZjcauQBOlVMaPDC89KjR4zoYuL8lvZQaXT85MiRQ1auXOnUdfz4sfJYeSXungvxee5Ec12ZcvyWR994WY69P1PvSqPcT6RXbigQjr07VY4uGq/X8TFhLG/xUQHBCMEW4zM2HewMFY34YaGOgxCECRuNhYrdiIaAawuDuqBz/9Bwz9x3vqsBbu/3Wz/Yv76yLv9B78rUYrgSpk7JoVdjrotwE0vaH3JocJtJJr35u0REZe26r12MMOtNZ7aTZ7pCsgx9V4zFt+vD6tykpLDgga9zE2AtBKshEyAAQghEgFALwdaur95h/TMfqJEE9SOzBsnxT9+0jgpdzdRefXSc68yACAorLCdAfDsnnpq4DM/3Et2BYSJ8lgnxDsf71b5HMdrs7bffcr0H5855XTdKTRXs5zaeG+YZ5m38mvT2EvcBLNERIHabURn272bfL2mVoJ3u6ZY6PZgZARmCcvpaMdch3CrBLVHYoPhm7jHTEZntj0sc4xp54ckk6FwB0QrqKObgoBcEVvEIducPJr9FR5aOz5FX3euv6Wve/lCNVGd9n/RfoJ4P6XUe+BftMyViWefEjSCCeqR6prz5DscS0anouZW0ym9uOuU/14QErb/JVC3tZ1ig54CyYj/4UmwbV2fluX/TKIvK9PVjBDCrqJBVCHflHo11WWS/k037BQctXBgrqMOiuMwjscIy7sVdu3Y670bk8fY7i7SA++EHH8n48RPk++9/cNrrxoBi2LAh2uIsmvxCTuBcxOLFb8tr02f4ltOrd0/Jn/8OJQrHtA/s80L7LddNuRzf4mbOIWSL9kO+fPlc3w9Tp02W0qUfPleqOHni2wXfLWhD3XDDjc4xaGPdV7CgNsbAPojrdicEhHzwOt/Qt28/majEAZTxyafL5WtlcFHn2ed0tm8snCeFCsUYeSACRgr167+g9+Effr8tW7Y47XFYssOi3YS4BPXnnqsvy5d9LEEF9WXLlku952Lfj97nv7cN3rp1W1n4Rsy7zcsXdcQ3E8R+E4wgY35nHIPR2ea7EukmT54oZcrGCCbmOL9ltGWb78Ih6tvPCOrRfl9jxFW5co87vweuj71qsl3zzQIDutdmTPMdLeA9h3CCum1I4T3GbNvGGQkhqAdth6H8aNszdjss0vMe1ubpa3UypxiyjPiMP/fOwUHxLS/adkJIBcNEBBHUT333uRwc0zZMDjHR6VRnRNoyMcZXiMGoyEODGzntb7+D8a7P3GuWY2Bjfwukyl84pmNaHXg+bR57VKFfHRCXpe/rjqV9kLZDuHwQH+0z0k+b8j7X/Nq13joEeV9eCB0D9YpWt0mo71nz/AYvo6fZ7X3UrUnTxtKlS+x9HO13CPKAmP6Sem+agO988262y7O/KaLV8DBJ+sOlHtFtI7QnSpUqKf/8849gonAEtBs+/Oh910g2U5+kvLzkBXXANZYWEDu/Wf+NNGrcVL9k7YsLPzhcdeADExfFazOmaoEKvUewSOjWLUZsMXkhX4hWEK8ee6ycQDxNmTIlogUWmm1at9PrxgI8PvnrDHz+zVNW6e3bddAN18Vvv+kMu7Q7BLq+2EUaN26ojzYPLWygkQHrDzSaTMDwC+OmBZ0AndUNB1cXuNk6tO8kb721SJe1es1Kx5rdHOtdBvWhjuO6dX9RTYT0vLbqQB16qeGtaGDigbBkSaxFkvGLhRvrLSXs33JLPl2sbW3csWN7bWHrrY+9fSEEdSOco1zbN6OJB/dPVyy3q+W7vnPHTilatITeh4+su5V4gnD0yFGpUKGibuS2bNVCXYPhX/T4/fLmifno+OyzT5xhP7DeQAeFCZ98uszpfFm5cpXUrFFbP7CWLf9QJzEvImyg8wLWPBjCiofe+PET5ZWXX9XpNn6/QTJnzqzXzfliA/dGhQqP698ZQnDVKtV1J1eRIoVlztxZOr0tqON3njhpvB5BYjpJEvL+GaF8hY5Qo1bsSYx1JdS/QYOG6PPBPT1+wlgd3U7da2YkiP1bYLjTs7Xr6mcGflfbmimhBHX8hmXLPKZ54SUya/ZM3cmB59LXX32tRkA8reuIjjvcu7AMKly4mH6+1anzrJ7IDMOnwW/c2PEydOhwnX7rts2O5ZX5YMYOjFhAxyGeZbiXhw4dJq/PnaeP2bT5e2dYl47w/LOt+019TBLzrMSzFR0pCPF57kR7XZny/ZZwL3FwSGO9y7aadcQy9SGQ+cXpcqBPbZ0mbenqAotTNJb3wSL3XMg25mMtkNt+2bELbjFSFyylLUQPT+ohp5VLEwTbutduROud6l86Zf2dIvfdylLoayVCzjbRypLE7XbG2eGzAl/V8FmtgzqPrC9/qlrmZ2Rfy1KOAJx1+FKX1TjSeoWpdE82VHW5S05+tUyOr1zsHAvBGMIxgi10J89+o2Ss11OSZbtGTn2/2mXJm6nbdOUe4xZ9jP1hZax4sWN/u/Jy5uC/Oo39Yar3WS5HMJEiXFdg2DWGABvrZ6TL3DPmmQIXGnDjEE5Qh1X64al9dFn4h98XoxSQ37F3Jjm+NW3LMky8CXcRCM5HlHLZoT9Ezv1WKSCk9pih04T7dz7vcHxwzJ49Qz9r8T6YP3+B0z6ZPWemem8U0cVuPDcSBhs1ajyj3q899EgWPFMw4TZ8JptgN35NnHfpve6zjvhAdXhkVqwmq/OPsdjL3HmSHBzWTI9qwPB2+FpHgJBpfJUaofvMvr9kf5dKzjUFoT1NuTqS7NQJOaIs3oxVlT0U2/txibxTFyqj7qnSasj5Ljm+dHpsp5S67rON/MjpvEJav2AL6mkfeUaSXXmtXzJJU1i9w9Jl1PvgBuVAtypO3XEvpFCuZuyJWbP0WyDJ/xfTyWp/qCIDiBewbIObgJPqPrE7deznQ3yeKX5lpSlZWdcP7mVSF3sykIU66omOq7SP15Ozaqg7LN3sziP8vhDOkymXFodnDtIf/jgGz4AsfWLeGQlRf9xPsIqH+4Rj789y7j+UhU4ddO4EeQ7Axz98/SOkvquopG88QNU9ubLK/MyZTwPW6XFdM7jnSpR8WL9j0Z6eOes17eoR72S0rWzRc+HCWEHdtCPQvp2vOsDRzsE7E0YSaHMheA1XTNvXbyRhfPLThfj8M4K41wgISe32QeXKlXRnvO3mxDzLkBaCaJUqT+n2Azj16NnLaT/Y7Uw7T7RhMcoP1tXoqKii2jTGaOTFbl3V6NoXkLXqfIg1LPC2L3SCePxDOcVUOxvGCXCrg/YvjArwvBw0eICTI0YClH64rN427nfgCg/tLbQNO3XqoveZUZ3YSEhBfdu2bY7lH0ac9u3bW18/eJbjG/RFNRoRwbRP7bbVy6+M1taJ2H/w4EFp0aKV/s7C6OPXlDW6CUaQwbZtsb9p02b9rYvOW4gnC99UHX4RQnzK9hPUTZsxyPc1OOD3wW+H+2v69Cn6nkQ18c1fseJTusYwoIEhTVzBV1BXFsd7W6vOhHMd6Hj/472DZ+MRZZyh3ZWpjO32QkII6qhrkHZYfNozdjsM5cBgJO0j1ZUrPbxLZ8S64FPGHlnwLg0T0GY7e2CvGrk3xOEAl3BpSj2tR2OZ92B8yotPOyFMNUOi4xLU4eJlf6eKznHoxMW7KFnqtOpdMk/w+5pgG17gXYm2vQnpn2mr3NgVUi4gN8mROYMdQxW4p8v04jSdzP4WiCSoI3GQNg9GGhwc2kTnjfdaxiaDJUWu21QdftTtXrxPEdI91dTxEx+k7RCTYej/+DwjbW0qaLs2tOTYmEjvywuhY0Sr2yTk96z9/IYVN94R6ZULNXz7o9MY2gaC3Slq3t1oiwTREu1OThjZdVQj1+ESDC53MModI9NNsL8pzO+CcoJoeEZDRcf60qXvOq707GsM7S4YWl5K4ZIX1DGDO4bi2WHatOmCHxg91q/Pm6N3mY9P/OArV33qWM6a40yPuz0rPIZLQ4C3G30m/e/KAva4+ni5VlnlQnyMT/4mL+8SjSL01mTMmFFZVlzl2g3BbPSoMa7JheyHlp9Vs2n43X9/Ic3DiJjI2G6oYChgKdUIixSCCup+YqZhhPx/2rpJc8NHSq6cuXWRtlhg6mCscfEwfkcJz5FCQgrqcJ1j38yw4nj77XecoaAPly4l06ZNcapjHpxBBfVlHy1TlsQN9PGGhckMowzgqz5duvTKN/bVJtp3aYaVjhg5TH3oVNZp+vTuq/1lwuodw2lgAV63bh29z4jNtrWN/SLa8tMmxw8/DsCD9K47C+gPIFhJP/hgjAVvg+cbygcffCitWrWUdu3b6LzNP0zgWrJEab35/Q/f6qE7tqBuN+bNMebaiOb+NMd6l3b5ttsXWxA2Lx1YtN+UK4/Ows9vvu2H2B7xklCC+rfffqdGzcQ06NARg+vHDq+rjylMsHWziseHEwL8zp9WQ1NhHW46+RCPIVd35lf++1QwH15YNx+3eHmtXr3SZeFqHxOXVZiddvHiN+WeAjFloQx8eP6uRgChXrA2Q4jPcyfa60oXFO6f+m33Ni/ufCBlG7NczqZMLfuaFNVHaPcFyip9v/qIguW4ti5/aYGyTP1WWag21Glc1qmTeznuEexGKhLqj4KOMUOBYYluPk7sRjTSZVBitO0y5PjyecodxnDs0iHb+M+VGpfcbIZdHlMfQ0eVKImQqoCahFQ1phEOjW6rJltVeahgC9k6Qv2zBXVj4W322R9D9ocAfBdDYERAvG1VfmhEC8ctRHplrWzccNh52fU4+uZYOfbedJ2X66NC+aB2JoFVHwdZRy3XH2pIGNdkhOEEdbsOtoip80R5ndTvde7j2YjHNh8MxU6pPlB0UMLYqe3fqdWz6udJ6bgAidkZ+v983uGrVq0ImT+kfPkntFXKSy/1kTp1n9UFwgXDwIGDdSf6YmW5bvvxxXu1QYOGznBKu/EbWtvYmIMDn3cskzM2G6omuC2q3OnEjISASJz15U+U65/OjhiedfQy/fG5t5l9n32iRO60cmLNe3J4Sm+duS1C6AjF/UD3p51OqCz939S+XL2Cut2xg+Mg2ttWyJk6jpeUee7WWYb7Zwvq4dIgPnPvOY6lPLbt0Qq4p5Nnz+mw8d473g9V2x0O8jo6f7TTeWZ3IByOxzPFVZa6V7L0mu1YoKEshEAW6mp0CEaVJEsRYyhyXI3mgXBkgrknsG2PUsB2tglrsJDzrT+sM7MOeVddL+l1fvA7v79zrMABFwq4dhDieg4chMWgcvmC4P19IMifPRbjNijFDeoZplzyhAtfKXctTz1VVe+2DRVMetuCa+HCWEEdbZzDSsCFH2i0Y+zwZMXK2jrbKxSbD1E/QT0++dll2utBBHVYpWNeINu/OfLAyFS0I/3qiO+Himo0Hr6T7HamaXPASMAYbpj6mG8tv32m7eq1xjbHxmcJ68bnn48R7XE8fpvPV3/mmjvLuBSAWPumEpTtZymO6dqlm7LWn6UNTiZMjHGlZNo34Vy+RGOhbsoHk3fefTvE/V63F3vI12pE8VNPVdJGSmiX/6ZcaqZQ9+4N1shJ1NUeFfjzL1ud9p4RZPxEZ2MdDzZxuSmMT9l+gno039d2O9nv/YiRGM2btdS/Lb45vNcwuNjBV1BX76STm9fpZMlVx6rxC46I079udQwvIF7CrRZCQgjq3meV3W6x22F2fND2jH2Mbt/2ed1x7WKPSMO52M97bPuFaCYlDVpefNoJfnXzi4tLUD+xWrVRpsa0UWJGj70R20Gv2nwH1YhKMwrUHpFnG4akr9FOdyyY8mEoc3BoU7MpWV/5VHew298Crrbvv3+qd96TTvqgbR49F5Oaxwkhxf+udzr3sX1cGX8cUW0OhFRK6M/YZoxeD9J20Al9/plnVDTPSFub8rtv/dq1PkU7UZHelxdCx4hWt0nI71nz/MY74t0l77h0Gmgb8FIB19cQ2zHKDSHa75BhQ0col9KjBVrh3Ndnu/QF5Gc6+bFuvinio+H1UxOCjx83Qbydvsh37969WsvA6Cm7Yx/7knq45AV1W+QzsE2DAgLSl1+u1tFGmEXcokUxw+RMeiznzpmrrVptq9oXu3aXGTNm6mQQDuHKANbTtiBt8ohP/ubYSEvcKIfUZJWHDh1WN8cBmTb1Nd2wwwW/4I0YKyHz0EKDGJ0F3mAasLC8aNW6pXe3NGvaXA/p6NChnbYkCUlgRQQV1Nu1axNSlu2KxDxcbfETjfk0non0sL/GM7V0DbzCs1UtvZqQgro3b3sbQjWGcdqdHdEK6uiQeeD+h3S2sOpt2KiBdp2Dh0g0YfasOdK5c1ft2sRYZhQtUkJbcny07H15pPSjYov/ldWHIobvoKPJzDFgXkR2B5RdB6/PdewzPsQhjt9///12cr1uzg3XKK5VW1Bfu+6LkI6ChL5/zAes7fbFNMrx0fDNhq/0R5NtGeTtTDAnZfIaql5S1dTLCiGhBPU5s+dq66cglkGmPvYSH7R4aeIZcfDgIXlcCW8IeBnCFROC+bgN95FqJljDaAI8/yIFc21dddWV0rp1K90BF27y4Pg8d6K9riLVFftgoW4sizK2HKHFP2PVkb5mB0lTsopLFILf7uOfLhQIvwhplS/hdFWa6/UDXSs7AiD88aZQlpp2sP1um0kZ7Ua0Fo9GK2t3O6jn+96mSuA/J+x6RT07qb1+oFtVNengrzoqQ6N+krpgTAcW/FBC5EKwOwN0hPpnC8besk58+YHyB9pDJ7Ut+s2xWOpJttRkh/DdiIm7bKtWWPakrfC8Tm5/yNmCeogo9vIKVdEU2o0G3Gkg2B0E2A455tzHLPYhhBPUYXkECyQEr8CJOPjAT6aEZx2URZIyoVQfzc86E5GhXqnuKiKp7iisRL17QiYcizkw7v/RvMNxX329Puaj3s7Z3Evo6G3TtrXe1bRJc+0yoa3axpwu3rBw4ZvSulVbHW0av9403m1biIU1d1rlT9+M1kh1t+q4aTbYJZRnbDJQj1YwPuxt6317eDqsmtOqe8YOR5RFsbnujRsdr6BuW4GbY23hFJZhuBcjhaCCepa+85Qwbd3T6t480LuWMw+DKUNbaPdWlvlWx5f9oWpb7ptjzh456JoPwIx6ic8zxS4rpKPiXIH27xjOh7pXlLHFhxRqwt/MaiJnJyjjkb0tSjqbRlA/3/rbwoLJHCNvMAIHAddXqgIl9XpczwHbxRcOgNua1AVKadcxsNzzTtCmM/X5hxGrXbt20+0W08a2k+3a9asUUaPEEBYujBXU7TToYDbvZCzr1q2nLd6992okgSA++dnH2OtBBHWMeHupX+yIHnO8eSfbbQqzD0vzEW7P5WPaHH4ivDHq8BN2jTEURkoa4douK77rRtjA8baVuckPc1ZgpK739zH7zchO+/mckIK6Kd9+vpuygyxhhHPggPKnfPiQ7txo0riZPsz+ZjKCjO12xeQNt6nYj2AfY/ZHWgYp209Qj+b72rg2s7977TphtMQtt9yuo/AdaYw67DT2uq+gbidQ7bHTu7fr0XR4dqPdgxEwJpjnX0II6kHbYfFpz9jtMLzP01WLaTvgPOAicF9zNUratD1VxyzajJFCNIJ60PLi006IVEd7n/1OszuyTRp7Xh+4dMGoBDvYowLwPsnUebJu9+5r9YiTzJ57yUTagnumTqrTX41Itb8F7PdegrR51OiK079tVZNwo11+UE4ov/3GlaWpN+oWpO1gzsG7NM+oaJ6RRpuyn5t2vn7tWnu/dz3S+/JC6BjR6jbm3RlUJ/Ger71tnt/h3hGLFi2WFs1bubwP2McH+Q4xc+/5GREjL9vlj/mmiI+GB+PUZk1b6OpVqvSknmMEOhhGhV3K4ZIX1P2sOr/8cq1yO1FNT85iBHX08HsnYQn3w+3c9bPeBStxDNU0fkgRCTHu0UfLqIkgq2rxyUwSE5/8w5WPeLg7gSXMJ5986gyPtNPbDQvz0ApnxW1EMPt4v3XbDYbffsQFFdT9Gm34yLj5prw6ayOoGyE6XHl2fFwWtAkpqKMXMHv27E7xZpIidEpgwltvMOcBC+MgLl9wvBHD7bwwxLhK1SrKEuVJZ0ijvd+7biyoTeeR2TZWM+a3h1iMB+ot+WIsLu1Gs3kRhRNc0aGBYcvmQ8S+Brz18W4bqyVbUPdzLZLQ948Rqu2REoMHD9UTGtWv/5zAfyiCsWyJ9LsZ6yT74zChBPXOnboq9w5zfK2/vCzNNkR0uHT4QPn8NL7UzD6ztD9+zcctJiWF6yRvMNdIEEEdPuifqV7T9UxCYwnXLEZI2BO0mny95Xm3zXMnPteVNy/vtm11CVcruAeMX3VMXolJLG23BZiIEQ1fNMQRjAWs1x2GtxzvNnyap7yzsKsRbTds7fQucbxBH+XqpKy9O2QdFuP7u1d34uHiIXmqmIbI2eNH1CRYsUNRjeWvSWwL6kbUM/tsy3yvoH58xUI5tmiS467FHGMvgwjqSG+7VcnY9mWBX+5DI9WEWeeYG5chJu+4hDQ/QR1i+b5m6mPxXDAdHGY73FJb4g5u6Hxk2ungeiLNw0+rCVvraPHd3ue3npDvcPMMshvT96sOWfiP9frKNXUxo36wbRq/Zl+45eldP8mBvjEW8JhkN23Vlo5fdTPRrZ6Ys03MNZpGTdCWXH2EG7/zmLwLw9cRtBitLIODhLQPK3dLz7QJ8SeabbwyiFAdHXaw/dzacyPYaex1W1DP0FhNgnrjrfbuc+vJtIW8d8fp33+WAz1ruKLhcggT8drB/lD1CtUmHdwxmTkL8JGdIuftTmeFSRNpaZ4pdlm2v3r72CCCuvdYTECKEScI3s44Lb6cG9mD/RCU4vtMjKv+rlESUQjqZw/tkwMv1XVc06CeJmB0RaoHy0l6uLA559bH7PMu43on2xZZXkEdnVhvLFjojGT05u0VIyIJBDg22vy85ZntIIK6X/vAFhDWffWFYM4bb/BrQ0VqcxhB3U/Ax2i87t16uizBveXFZ9sI4jh2x87t6pHifqaYtorfKEUc48chIQV18ywPVz7q4A1oL41Scxh9tGyZfg9492PbbucbQcZvKL19fvYxfnkiLtqy/QT1aL6vzfvPboN76xbXb2inDyeoY6ThEeUm7qSyMjZCs32cWU9IQT1IOyy+7RlbULcNG8x5uDgksKAetLz4tBNM/eNaxiWo22V7XRAib7ttaUYmxJUnjoPRjpn81YzcDCqoR9PmObVtgxyZPsDlJg3l28H+7ojr3Wsf512P6/6ynyHmXRGXNmXua7td6y3X3o70vrwQOgbqElS3SejvWfP8DtLet40Do/kOMcZ1U6ZMVF4wYjuNzG9gi+fmm8JoXyZNpKXR8KAFYkLSBfPViBArQK+pUrWycrP92CUprl82grq5cfHb2RNimt9yz56/5JCy9Lw5983Kr/BgE61dGUBMRY8KJpA0EwUiAV7uvXr30MPL4pu/U5C14r1A0XOTM+eN2r85/KliWGl8BXW/c1/75TrtwxtDeRo2bGDVJHTVfkj4WRr7NZxMLn6CummMI41f3RC/ZvUX8uBDD0hzNSlQrly5EOUb7LrZ/hz9EpuhK7Vr15L+A15ykoR7aZgHOTpU1nyxKmQoivnNIgmzTiHWCvziwzIGPX+wHDcB5bz51hsugdLs8y5NnT9X7jxWfLpCW6wba2ozKRPc6WBkRfVqNaRs2TIyafIEJ5toX0T2ixOWRJmzZHbyMivmN4NYismq4hLUE/L+QR3g/x2uahDg9gWToz7wQGH94WG7QzG/W7jRHTjefGDXt4T4hBLUzXUVrqMG5dsBE6hWrVrNmawQ1wmsyrNdkU37XIYvNYTEEtSRNyzulixZqoaXLZXVn69xieu2Ox9zXeIYv3vb+9yJz3WFvCOF07uVINYrRhBDw/KssrTE8H8I6RDUdYDvzBal9CoEuhPrP44RvtT9ku2cBbUoVzZ7GxdxioK/czSw7YBJDFEGLFfhezil8k1uN6Jt6137ONvyyJ4A1U5jr3stMe193vW0FZTAWTFG4MS++AjqR+eNlGMfKYtcK8CCNZlyg2H8ZmNXUEEdeSFPhDSlqiirqTaOpZR2KzJ6uYttfAR17++VRVnbJld1DhJgMXTikwVyXA0HNpay9nHeIbn2PrNunitm+3zf4eb5aH94mPsrXAP7229j3UmZxq+pT9il6nDa17yktt5HGgjdx5arYeIqZB32njPBlukUQScDhqWf+HalTpO580RJcfOdet24itEb6l7R94zeiPkHi6rkmZUf/EzZdCcS/LF6rbWyjl3puCQxhx6Z3s/pNML1k75G7ESBJo29tAX1TN1eU4J6Pnt3xHW4EIFFvB0yPNtVUheraEe5LL/gvztD86Gu/dhw10PNN5AjT7yeKUE+ii+EoO69x4I+E+Oqf3wFdQ1cdyi+I8dXvBUysgD70VGYWY1EwHMmXDCWs36CL44JJ6j36tlb+xk1+RYvUVwJ0P+TrFmyaBd8iI9GUI9PfqZs7zK+grrdpvZr76McYxlnt32TmqC+Zs0XUu3pZzQWYzBlM4rrWfrbb7vloQdj3v/GjWBCCupGLLH9odv1865v3bpVzQlWyWl7gT0mp8+aNaseMo/3D4ItjpsyzldQj0/Z4b4L8U0Y5PvaGNyEuydxrqZTYvz4sXo0OeLCBZeQfM7V15l9f8uBF6s47z4cC1dfyTJfJcnUyOlTOzY52QUW1JU4f1zN5YJgu3aJuh3maX8Gbc9cCoJ6fNoJzg8Rx0pc4rf9rjEjVu0s7fe/GWEKEfvgoJg2gYmzj8G6fU7pa3eUNMUru74FIlmoB23znNyw0jW3EMpFeyxZxiz6GwfbCAktqIdrb/o9I5OyoH4+35tBdJvzyT/ml3P/N8/vcO+I777b6IxQN8/9aL9DjAcDYwjproHbnZj5pjgfDQ91fvPNt+RTZThsT46N76UZM6c5c/Z565FUty8bQR0T73Xo0Ml3osJofhxYfWHyP1xECMavckLljzyNiwmIlYOHDHRNFOo3HDWuh1brVm2UpctbSmgN9TeP8qIJcTWwwzWcUIafoG73eG3bvkVSpUoVTXVC0poetuEjhirhsUrIfhNhGl//Z+8swO4orj4+RIhQpDS4Fi/FrdDiFLcipcW1SHGX4gT9KFAonhAKoS0W3F1brIpDkSQEQoHiEOP95jdv/ptzN3tlb26SG3L2ee6d3fH5z8yZM2fOzHB0yy+3HaftKcY6ryliBcL2slvFJ8JlJxVya9TkSJxbbr41Xqpzdlq4aXTbq86dRJh5x+13pnO0nopHHc0RjzeSZg557t2rVzxb69xw+umnhu132C7LVlmBOgG1lYnzJpePFxnVeyx+RRrqrew/youORODYl8XjZIPjUPL1Y7e6vvLqS4Wrojryxp5TL4F6/ixx0talsAi7651HecMNN4ZDDj4sVNtdorLIVH3yjUY5x/TovEgm+j9cfKk0yZqYAnXlBZM+/UhcxOESWC61osxcXsviTTN0p2y7snmp9m41Q+UH4R1nH+r57NRdOidMCMnHboHNH6fw6YnbZUIaLqVEQF7vsQL1pOFy0WPBHhWR1/Kc8YyoNT/z+FqANh07GUz2OcG+8o8bDDYX++kpPZGLAS1+aB1xGZUEUhVnKDdw5Av54OzHjw/dMGWJ/PXe9bikoY5FkcZxUwL1GJetr6KFCjT9v/nqy5SP7Kz09DXuj4udRr3w13ju+1UVkxQuga11DnOrx/AigTpnxsKHHBSPcTvk0IPHZXrsm2gLn2J+x/NUYPHF7w/LBORp0Sj2B90vIO/2olr5ybdvtNY5h5wHzeAe63Ue3aY4isy8QL1IAG6P5Zlu59/Ei2Y3LYoqs6sUZDcuUO8YNTJwpMl4iyqxv8145m1xMWDmLA0rJM73OTzlzwafKdKBabp1r2ijjdIUm1Zey1wZmiQC9ZiY7WOtyr8VcpQ58kVll4lWJ4ucIx66PjvzH7fvxHszuD+j2iMNtGrHsGkXIOEHDeo88oVF5sV/0LmQBJ+9e7xA3J7DLV6kUYF6s/FVK1OzAnXiE09ddMcR7tr5x6K5lJGmNIF6vaMHdIyoPbpAAvWic2DBRecD5+cYuOUfKfjYO7zyfuy3jtlhZ+oN118b5o0KV3peeeXVsO5P10+fEqzwIYHMhArUm0m71rxQ+casOr+OdwkdftgRVS9NRckM3pHn8ccfqcAjWeb+LA+lI1egE+x+4mHhjWPidNkmR758cvjGWSzjBOrjjskrOlKEC7xHv/JcCjdBAvUYg6W1jfIzU4JAvRk+IauIOi/1BOr2bpMea2wRem9/ZEWMIx6+MV3EiiU7KdlRmd8twN1MugNEgS3PrHHRzgVqCdQb5Xksnzbt8muH3jscmd1vVHEu/dijashbI7yDypA3m6GR9WRTRXxtPl37LQW0op0qk0KOYfOi91pym1bOZ0W/Dzhw/3iJdOdRjsoDpo545JQDNMF5ys5DpICZV7pMkcW/0047I8k/+dacolUyvPfeGx7+FHfrI0vgqSbUT45t+jfVCNTt6k2RpgWrSa+88kq6qGbpeAEmnYTBnWeZZZYO0047bVaFCJG4/I9B/Hfnn5suiikbfxZZ7oUbexdacNFkO2BAv7DOT9ep8KGzAMtoqPfvf0U46cRTAqs+N9x47XhCa460GT58ePj+/POH+eafryK9/IcVqGv7hvVTi3EqEqjbSyEHXNk/aTPb+Dif76mnnkqXI3AmtISH1o99F2MKPgOvubri4gb5s0LJhx6+Pyy44IJyCtUE6ng4L3b0c87p1KzUkTUKWFag/uqrr0Yt6k+SBlNe617nSOoYF6VRzZQAlzMs2UJjCSoazYssvFgSJM8++2zxUsq/pounbJrNDERqh0WLC+STdDiaZNl4cSUXS9QTqLeq/1iMHnjgwbDrLrunRbRll1s2XeZ79DFHhX326dQuwK8VQutIGxuHvXX63vvuznYMrLP2umlFtSgMFwVyYWAjAnX6Hpcz8dx51+1hiSWihrN5OFv+yrgNevHFf5Amq1xIzMXEto7l3WI4MQTqDHiDBw9OggJopH2glRttuEmy0sXIzdCdsu3K5qHa++cXH1khUMEfl/RwWY+er+8YEL665VJ9JjMvBLTnLY4n+I2avV/d3i90fP5JCsvkiaMFLBONg73YiG+rbZsEkrnzwfFjnzFvPB8+PWPcLqJ0KWTP6ayXeL75J4EJox7LoJcVqNvLVomvIr2o2c/FnlzoytOohjp+7TnYLFxoe+z0h1+SzjzGj54KgXq0nPGsKMycaRY5V2zLtTsPOJN95GO3JH/pXOt4VEcS/kYbdimw3bfTMe5EOO+BWI5Pk2YrdtNMN0PgDNDsMbsYsJvxjFvSpDtzNy8TYwwvmnhccsll4bR4uQ+LhCzs2/MHGVd32nGX7OgJMb8mm1VfRzx6U/hy4JkV7j2jMJxdF3ryl1Rirwmn/NijlBDIT3/8NRWLEJz3Pzq257jEEi/q3SRqsP9gPA11tMm5HFbnX4989v6AkECPJqv6LjKbFajbnRnTxrP0EbBzLAqPnRDzbSeqfOfPdv/8nP2yM01tG22Gpti0JrdAfWLkvyGBesS4gg50fJMuYu2IvHmYppPO2qNdKo7V2ikuwqy6KdVU+LBFevPNt0xuDz50X1hooYUq/GkMxlIC9aeeejr8fOtOxYx/P/+Pih2M0IOll1ouzReqCdR1RJ8SajY+hc+bEyJQ18X3RWeec3b1BhtsHFBMOPXUU8KOO+2Qkp7SBOriuatdCnrIIYcl3trW07333JcufoZPf+qpJyuOkeE4k2WXWSFh0YhA/ao/XB2OPfb4wE7JO++6bTzNPDS0uZR0u21/GXbYcfu00xQee6+99wy/+c3RFdUtvgvLiSFQZ5dr2bTz88Ky82vLXxbtPr7uuhvCYYcennjuF1/6d0VdVIAz9qNIoP7F5ceFkc/cl3zkdz6NuPea8OUNF2RRSaBecSRIdLV8Afe3sPtQz4QK1MvyM1wMPjEF6tOutH6Ybo+TVLxkNpNeM3xCRaI1PuoJ1G3a8IYznhp3MsbFlPTA3x6zVXbMoeVvK+4Oye2S43jELweOO+Xgu5c8kfgXOxew/ENeiaBRnse24fwCC0e3iVdplYZ6MzRyYgnULR1W9U8KOUZZuU0r57MSqMPv33X37aF3794qepJj7BJlHZyioXG6mXmIxjQiPvmUEwMLF3ruirvS99prH31mAvVmZHhc/D4mKgAuGE8E4fQA+4jf2DaOdWeedbp1avv3qUagjnAPgQ/bChBG9et/eXY7OkKzPXbfKzGFWvlCkItmBkJze7QLNWoFshyzMffccyXhYZn4a7UM3X4O0UBgh6YLwugLzv99tnpTRqBuV5DQIjnuuN9kDL+EjuSn2lYem1cJaLHjzEW04+xiQ55xsmGLBOq4S1iAAPIPVw1IWggIzrntFzeE1RARhN/1BOr33H1v+NWvOgWmbLk988zTw1xzdW71pw08/NAjmTtxwpzZ8xRrCdTRGlpxhZVTm+AihfMv6BSuUwYJ1GGIH3jwXqwKn27dusVxu2uQMIQy33HnrWGBBTovg4HR/PWv9wsPPvBQaJSgEGaxRccJYrlA99DDxmksiqiToaKjTZoZiOw2n9NO65tulqadjho1Kt3ejNYSz1/jRGPOOeeoK1Av2z9T5HX+yAvHvtCH9UjYq29MbSflHUH0j360Uqqjt956K+y8026JLkAz7rjztuzW68OitgzCbiZgTJiWW3651I5sf2pEoE6f2GyzLdJZ6EzMrrnmqhjnwlHJeEy8UPmZNHEiX5qs3nfv/WH33X+FVdxqPSiwUMBDH99px12TwJvviSFQt4KGCy+6IGy6aacAnUUJhAwsNtnJZTN0p2y7oqz1npHxTPEv4jER2RP7X9Iw7tots6oQsI61leaSPNmtnthxVvK0K/40OaOJy/ZQnqSpdE7UEIhHv1gmOjnGv24LLpmOv0B7cvRbL8o6Hnsx/gQlcxz7wiWgxMlDPNMfeflYl0oj07iP1lYbv6xAnVg5ixytHB6Epj3W2joK7T9LCwhMBvTYCUe9idXIeJzKFwMqJ2Nsr57x3DihnSZKxOyTuxCRSyF7/GiDdFkhZz3bSa0VVnIZLZfS6uFokml/vHG6YGzEIzelhQfchHv+4kguc+yx+hZROtc7HXkj4bxNQ3HnzVaP4Roj7ZEvMPdcOs3DeHTSySckhQDGqfMjr8BOOj1lBOr5CR5x6C4BxRcvI6g4Ggb7/Jmp4PnpMVtkCy7s6OBi0i4zfS+M+NtDWTsmrC4fLUqb44W6LRkF2h8Oi5rzcXI69kma4HFhQ4skss+bVqDOsSTT9J4+7yV9T7vKhoHjfHg4yuizvjuld/7S8VCRJn8Sy6PHTmKtkFvu9BXOlx/94tMVZ5zai46boSk2rcktUJ8Y+a8mUA916ICOIQJ/+nrPLfYJXWeZK4z695Phyz+fo2oJM/72ztBl+nG7CzKHsS/w/mj4sngMj/iHq64IKCDAT9x99z3ZZVp4l0D9o48+CsssvXyK4bjjj41j9K6JV/0sHiO5//4HJn4Ox7xAXeeJwyuwYD/PPHOnOJqNLwUu+JsQgbp4W6I94cTjwvbbb58UVcgjvNPtt9+RBJl3331HppDTaoE62pHw9kywN9us+mJIQdGTVb0jX+xORUtLaQtXXz0w9D2lk3+49LJ4nEg8xpBn8NuDw6qrdt7TgcbgzrvslOZVn3zySTj0kMPDvfd2CmcbEagPGTwkHsW4YeJV0Q7knqY+ffoE5lsDBw4MJ5/UN6UppY6TT+4b+l3eP/r5XjxD/d4w88yd7dleGkeAiSFQbybt/Lyw7Pwa4dCGceGG+bvtk/DJCPe564xnt93G3Y+ULKr8WWGk+LwRD143jk5EHrH3zyL9iPR7ZNyhhpt9JFBnkfXjfVfPnNi5B4/BsRsjHvhzdmcGHiZUoF6WnyHNenxYBQ4NnKEOHc2wiBj1iDxrl3kXDT3X6VxMbCa9ZvgEytbIU0+gnk+bcYHFlNBt2jDyyTvGjduxrDMcF49NnfP7KVl2LH5100VZFtAQ77bo8mH0kFczJQ4c7X0qdi5QS6BOuEZ4ni9+f2jGD7EI0GvTPWIjmy6MfPSW7D4i4mqVQL0ZGtlqgXq18ZJyTgo5Rlm5TSvnsxKoU9ZNNtk4aXAjjEb+c1G8U405OA8ytLXWWjO9l52HEEhH3vGOvGi5KGPg7jTqn2/4Ih47p9D8BD6mERneTjvtmoT/HDN94w3XhV69e6U4h8QL37fa6ufpaF4pK+OALGS//Q4IC0Y52RUD+lcoD6WAbfI31QjUwZtzjzbZeNPsHHQaB8JNGgoP34Nuuj67eMdqotBQVvnxyoGz1jnagCcvVC0bf4qk4K9fv/4ZA4UzwjxdjAozQX7LCNSJQ1sWeedBEIjAWmfCw8RxzEm3KPCt92gbCf7AZbvtt01Cer7zjBN2eqoJ1GGW0CTmLD0e4px33nmyMmN3w43XpTLzXu/Rll35g+mcc665snrDnvJzZEb+kqVaAnXCXX3VwKgRchyvcbv9TWGZqIHNYycdyaLK3/EnHBu1WnYPaLCQloS9EJakQT72TGowQCia1wSuEm3Q7cy43zjourDiiuO0b//8p2vTBRC47RG3Ih9/Qmf++eZpZiAinAY33nkow5tvvJmV6di4cKMz+etpqBO+Vf2HuPScGjU4L73ksvTJWePUef5horz77nsmAo8b2KPtqb6BkPi2224Js8027igOVli32GLrLCpox8jIXHNJoPoo8dQ78oUIwGbjjTfLLpYivc8+/SzD0Q46TNDXWH2tLG+07d69p0uDHOFIn2diCNSJV9pJvJPeUksuGV5++ZVskD3jjNMSPcCdpxm6U6ZddaZS+5+zMT85olP4j8/8US4KbbdpTtOzV9TGfkhOmYkGE5pMtR4rfLRMNEyvFUDbOGCgp49neeooFeuWvcdzND/ef+1MuF105qP8fv3AteGra89Nn6ksv4vbUqOguhmBesUkSgmMNRGCN6OhnoRjB8XdV3FCrKdHFLai2Vv02GM+5K4JajWBOv7s1leFsyaLHzMc0z/b2m21kq0/+150eZV1573VY7gYVitQJx2dX8w7j2V4ueBHY6plfjt91v7/5NCNMs0sBNbfvfDRTEtcIT+/+Ii48yPaj31mjGdTd5ltXn0mc8x7b4XPTtk5a7MVjmM/em25b7zodcf0VSFQj+l2+c53xz9yBZ/RbcYoAOgy23xjY6luWIF6dV9x4SkeZdR7h6NSm/z0uJ+HMR8MS97tPQT2/gL61Yxn3R6miTtErJCb3RCUu+hBoD/90f1iX+ySOZelKTatyS1QpxCtzn9VgXpMqxYdGPWPR8PnFx2R4Vr00mPlDUPv3U4ocqqw+89//hPWWvOnmZ0dky2fM2hQ55EveNxttz3iXTgPpDCM/fCWdm7BRDQvUM+Pj6TDBHOeyP82E1+W4dzLhAjUicrOhfi2dIbva6/7Uzp+jneeVgrU7cI82N8ZFRvKPvUE6sRnFaX4zpfxyCMPD/vGe5z0cME5yg2qc+ztXE3hGxGoE/aZZ54JW225Da/pER+p7x133CGcetop6dMqN2CB388++zTxhTbcxBCoN5N20bzQtin6S735NTskN9pw4wreF8G85lBrr7NWuPzyS8fbgS38rFkhSNYZ6h9FjfLfxAVTw5MojOVzsJNAnXd77B3f9mHxHU11HvErvDfDhxGuLD/TjICbdKo99uLqzA/8wdidlc2mV5ZPyNKu81JPoE5wjv779OSdavIo+R2thLO7s/jOP90WWjoeGxSF7hEfHjsXqCpQL8Hz1BrvbHttlUCdMpSlka0WqNcaLyeFHKMZuU2r5rMSqHPMK4uIPBpj0kf8y88Pys5DiAc5HUJ1FgNEW7HnaLND49GSm26yOZ8VAvWyMrwnnngybPvL7VM8/OnoWux5GMNuv+OWMP30ncovOm4IN7tgwHc7PW0nUOeoBI5MqHd+tM4wfuTRBxP4FlRWM7beapsk8Hk6niVtH7S6Lo8r+5z7K+ET7mih73/AvmGWWcZtJceeRnXWmWdnAiPsaMS777FrCmO1m3ErGz9hih5uu+cGdwn1YDgOjVoQnIu9z977VgjU777rnii43Lvq+XKKH+1ZtGohSuooCOT23mfvsPPOO1ac+agwRSaau+fFvA268abkzGrZRRf/Pr1r5en/zj4r/CJqw9unmkAdPwgKL7jgwsDlBFo8wB4m6bDDDh3vKAzcaj0IuC+7tF/4e9wmaR/Ku/rqq0VNm+OTNp91411EK3+GuvxBONZea93UHhBYXPPHq5OTBg75q2bac6E++OCDwJlgaPjYhzKffNKJdc8BtGFEOGkn//r33yuYyqFD3wk/XmXV5L3oWJ1LL708nNr3tLDlVlvEeh2nyaX4IXwQuvzxJkworrhiQGCbkAg8YZhUHHzwQWGDDTu1J7GjrMst2ynkr3ZWOf5a1X+Ii8ceg5LPf6ePzn/6A1qdCKCejxdl8DC5XXuttcKee+2R7SDo9N35jzYQE1V7mQaXi26y6cZJY4a6aESgTmz0qcsv6x/uu//+jC7R5wEXCgAAQABJREFUVjfZZJNwTNzS27NnjyxpJhYHR40tDT44sFjA5bq77Lx7msRbgfrJJ52SLkVjR8kRRxyWxaMXLSKx2EA8tR7a/wXnXxg16a/JaBP+megec8xRUWPrJ+MFL0t3yrSr8RKrYmEv/sxr0irIF/1OCCOfvid9dl9+rfCdvU6XU4WJAAktnaRdbiZf3RZeJp7Lflg8W32hzP/IeCHVF/FiKh6Y6J7rbx++uOKkbJKFUK77Ej9Jx2lkW02z0JUvnMXJmZx67CWRspOZX0SY/shLo0b70k1P5BAkjnjw+nGTjsj4946CUI6E0TnZdsJYb2JFPu0ZkHzPcNzVoes8C/M63sMZ1F/ffHEY8Uzc/TMW895b7Rd6rL9DhTZxkfY4k9AR8ZLRdKmY6ivmv/siy4XpfnVK1CabqSK9kU/fGxcjzhsnUB7rimb8d3Y5PnRdYIkK/9U+WjmGVxOokzbb3W+MdzFYGgxjDR1aZ+31UvbeHvxGyPMq1fKN/Zd/6Bsv/rw9ebGTPxvGtu20u+C8+61z9j568CthxK2Xh1GvPlehsUd77x3P5O++7JqZX9tuWVya4aQ/p50MaOelJ9Zbt4WWCb3iZbtohDXylBWoj7hnYPgytnceFlw4WmSa7p1H/nWMHBE+PSLuchh7zJEE2nkhd/cfxp1scVcMxy/xgE/3pVaLWvwHZeecJoexf2Voyte3948C/MtTSKVv4+L967uvDl8NurDTT9xp0XvnY9N7rbCjX/1b+OzsToFh/gLljjGjw8f7dPIQRGQFSny3Mv+1BOq16AD5YGfBl1ecmN11gR0PmofQp/xlsp2uxf8IOK/of2VSlpAPtKNRithg/Y3S+GeVKthlx9GKAweOW7RnrsC4jNCVLfN5gTrxoqTRr98VmfD9vvvvCYsuukja9dpMfMqrNc888//Chb+/KPL6e6Vx2rrV4w/kF3rGXEN8B/zNmmuuEbbd7peJp5Y/zFpxSsBQdMEkaRx37AlJA09zCnbAcaEo8zrLP9v06r1rTliPJ3s4zj+4zwdTcyT4/PXXXy/sFOdI+QeB7pFHHBXui7yg/KvO4Y3ZadqoQJ24EVihEMQxjooP4cJuu+8S52jjdszglzIdftiRWbvBbocdtg97/Gq3sOYa6/BZoaGuYwon9Ax14i2bdrV5Ydn5NYsrl15yedyt/HDGJ8N7Mqc74ID9Ko5BIJ/VniKBOn4R7LIo9817g7OgCCShn5+esG2nXRyDJEBOFlHRIfGO8TJ78SYIUXtvc1AYw9g3dhy1/FGzAnXSK8PP1OPDKnBoQEM9pR952q/uunIcRgaPCUmvDJ+QcG/gzy4AFN1toijGDHktfB2PfKzgUeA1Flwq9Fp/x7hDrmBeFOe/HPM46rmHKsYb+Jru0X+vn8exftpx87aRsR18EfkqHstTTQjPM/JvD4Yvrz4z4zOIm0Xj7sutlS0uMy/hKEWeWuN/8tDAXxkaWU82VYuvrZaVauPlpJBjkKeycptWzWclm7rq6ivD22+/Hc44/axsjIAGIofbOx4Blj/Focw8xGKOvO6f//hn4nMWXGiBdPQdcorVV1srecvPKcrK8JDNsPD+bFRO1IPMY6ONNooyj6MqaPkD9z8Qdt11jyR7LToSTeEnt9l2AvVJCQjnptPY0TxFU73Ww1mB7w1/L2mdwJQ18pSJv1p8nFmOEAtBeiPa49XisfZ0lKFDh6bVn/z5RdZfvXfyhXYvR320Km+kyVbSLz7/Iswa68Ve7FQvP0XuTHLQoKWzc6wKx4+020MbVFuhnvMEsd3yW5QfJhbvvfduqf5RFI+1EyaN9E8bzr7bFXWE2430XXZujBw5qkIj3caZf2eLL2Fmn32OCsF33l+j3wjMu3btMt7iXj48bXvYsGFpuy/n1E/qhzJT9jnnnLPi2Kdq+WiG7kyMdlUtf6Xt40RqzLtvRWlNl6ThPE237g1HwcWcHV9/kWlGNxxwMntEoBW+GR26fG/2KG0cp2XbTLY4UgMBGE/+0sta8XGRa+j4prY2f1EEY+uLSY4uGyvyJjuOufnm/aGpnF2jMF3neMu9UXNijOFFadMXP/3k0zBHHONaOR4XpdWsHefhd8SzSbvOMnec+XVu82worhhmzP+Ghy595kqXeTYUZhJ6ygvUe2/fqSmdLjQd+XVD7S1ldwJoyiQsbvWkJmH+a9KBmI/U1iKP2nXWeWJb61k9z3VcGGfffffdyA/M3tBWY46hGPbOsDBt5ItnnXWWhhay4AG/jjwUj7Y/K1vNxKewE8PkGJL3451Lc809V915UyvTJ12rWNDKuPNxgfnQIUPDbLPP3lCa+H8nKq70jDsbUcoqs3iZT5tvpd9nlj51edZW859F+alm16q0m5lfwyfTHmaaqXJBvFpeS9nH46XGfPRuYIGeHUgNPZEnGfPu28lrl9nmCdOYIwUbCl/WU0l+pmz0df3H9LmzYpruke+dQF4wn1bTfEI+oia+U9pxAbkru9/irs5GHhbaWYzhiDF7d0cjYav6KcHzpPlEPGJvmplnzxb/q8bbIgfRqEZpZIuSTdHUGi8nJJ0y881m5DZl4s+XQwJ1LYiy0Myu/h49pq0rKyCuRuYhHGP2WjwCu3u8M5JFyvyjkxjq7RQrI8NDLgC/1Hu63umYs3ya+oYP6x5pTTvLx6Zqgboqyk1HwBH49iEAAd5s05+lHQ9s1WXLrj+OgCMw+RBAY3fM0NfDiHghpc6CJzf2POrJlztP2RFoDoFqAvXmYvNQjoAj4Ag4Ao6AI+AIOAKOwLjTEyRQnxiYcDoE567zcC/I7vGIYJQQUZ578sm/xN1jxyeN9fzRMhMjL1NinC5QnxJrzfPsCDgCVRHggqffRML/TNwSy7ZZBoTHHn+45upn1cjcwRFwBFqGwFdxW+3XdwyoiC+dK33MFRV2/uEITEkIuEB9Sqotz6sj4Ag4Ao6AI+AIOAJTBgJ5DfWJlWt7XjlpcPStPR57qaWXCgMG9GtIK35i5bFd43WBervWjOfLEXAEmkLglVdeDev+dP0Ulq1J553327DIIos0FZcHcgQcgdYhUCFQj8es9Vh9i3jW6MHZxU2tS8ljcgQmHQIVZ5PWuFx30uXIU3IEHAFHwBFwBBwBR8ARmNIR2HKLrdNu+379L6t719mElJWjbK6//sbQv1//ivsMkaVwnwj3402qo9cmpByTI6wL1CcH6p6mI+AITDQEOJOLLUrTTz+DE/6JhrJH7AiUR+CbTz+KF5l+ELrMMHPoMlOf8hF4CEfAEXAEHAFHwBFwBBwBR8ARcAQcgYmCALKUDz/8KN5TMeME32c4UTLYZpG6QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngi4QL0968Vz5Qg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQZgi4QL3NKsSz4wg4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPQngh8awXq//vf/8JDDz0cVl555TDnnHO0J/qeK0fAEXAEHIFCBIYOfScMGTIkTD/99GGJJX5Y6MctHQFHIIRnn3k2fPjhRxVQzDbbrGGZZZepsPMPR8ARcAQcAUfAEXAEHAFHwBFwBByB1iAwWQXqo0ePDqNHj0kl6dq1S+jevft4pRoxYkTo6Oi07tmzx3ju33zzTRg5clRmjx/i/fGPVwvvvftesv/nv/4Wvvvd7waE7FtvtU2y69OnT7j2uj9l4eq97LH7nuHNN99M3gYM6B/mnW/eekHayv2iCy8ON944KOXpkEMPDhtvvFFb5c8z0xwCtl6POOLwsP4G66WIqtk3l0r7hpqQfvnJJ5+EQw85PMw404zht7/9v/Yt5GTMGTTvpJNOCTPNNFM477xzJmlOLr740nD6aWeEVVZZuRStnqSZnIITY2w9++xzwpgxY8Lmm28Wll56qYZK88ADD4YnnngyzDTjjOGAA/dvKIx7mrgIbL/djuGxxx6vSGTNtdYMV101oMLOP8ZH4OuvR4T99t0/fHfm74Yzzzw9dOnSZXxPJW0sb9tI0GmmCaFHj07+9rxzfxf+8c9/ht122zWsvvpqjQRvmZ+OyGyPGDEyxdejx7RhGjJW5YFujBo1OuI1TZh22mkzXyNHjgzffDOWac9sQ+jWrWv8dTM2la9K22JR6ePb/3XM0ceGYe8OC8ccc1RYZJFFpsgCv/7666Fv39MmC88wRQI2ETJdloZ8/PHHAV7668gT9O9/eWAx1h9HoBEEJuccoZH8TUl+fn/BheHZ556bLGM/OJWlG1MStu3STq++amB44MEHw1ZbbRk23XSTKQlCz2sdBCarQP2ss84OEBAeBLwXX9L5bvO80kqrZILxBx+6Lyy00ELWOdx6621xMnRAspt33nnD4088Et57b3hYacWVM3833HhdWGmlFcPw4e+HFVf4UbLv0+d74W9/fzbzU+9lnbXXDa+99nry9tDD94cFF1ywXpC2cj85CsX69bsi5emss84Iv9z2F22Vv29bZt55Z1gYPapzoWeOuEPCTjhbWdbjjzsxXHnlH1KUZ0eh8DbbbJ3eq9m3Mu12iGtC+qX6xNlnnxW2+cXP26E4bZeHv//t71HYumUoSy9bUZAJFahf++frwuGHHxmWWHKJcOedtzWcpeWWXSF88MGHYcCV/cM666zdcLgpzeO1114fDj/siJTtfz//jzBjFJDXe0ZFmvaTn6yexuSDDz4wHHzIQfWCuPskQOC+e+8Pb4xd8L/n7nvCs88+F1yg3jjwGi/POffssPXWWzUesIrPU089PVx6yWVVXMe3XnbZZcMtt3YqPOyww87h0UceDf8Xx6VfTOJxiV1BP15l1ZRBKaKMn9tOm9+efW743e/ODz+PPIddkF5j9bUz5ZN82KXiot2PfrRS2GXnncI8885T4XznnXeFvff6dfj+978fHnn0wQq3qeVDY8+gQdeHFVZcoaXFZgH1s88+C127dk0KRi2N3EQ2OXkGk41v9SuLWSiI8aAsRp3apywNueuuu8Nee+6TopgcdMfm3d8bR4A2QFtgF6cWZBsP3bjPWrRjUvX3WnlovCTt7bNsv211aSZ3+q0uj41vUrVTm2bR+6GHHh6uv+6GcOSRh4d99/t1kRe3m0IRmKwCdY5k2XmnXRN0RQKbwW8PDquuukYG7amnnhJ23GmH7JuXE44/MQwY0ClQ3GmnHUPfU09O7prQbLjhBuGii3+fGA4XqLtAvaLxTMQPuxA0MRdgJAigKC5Qb3yh6+WXXwnrrbtBmryzUJefkEzEpjFFRT05mZAJFaj/+U/XhiOOOCosvPBCUSPgvoZx/8FiS4QvvvgiXH75pdmOj4YDTyEemYQh+Bo8eHDYe5+9kkZkI1m/5ZZbw/77HZi8/u3vz8SFlj6NBHM/kxABtIzOOec8F6iXwPzDDz8Myy6zQlo4fOTRh5KAokTw8bxqsXY8hyoWq622arjmj1cn18k5qS0jUD/99DPDxRddMp5AfdWfrJHoSpWiJmv4/T9f+8cKLew77rgz7LP3vi5Qj4u5E0OgPqnwnZw8Q602921ys3PZZ559ajyN8rI0hN2aLGYhtLzk0ovCrLO6hvqU0F60eIky4sTcdV6Ldkyq/l4rD1NCXTWSx7L9tpE4y/iZ3OmXyWtZv5OqndbLlwvU6yE05bpPVoH6559/Hhb/wZIZeo8//kjFUSrXxVWcw+Jqjp4NNlg/XHb5JfpM5vrrbRheeunl9H7ZZZeEDTZcP3PnOBi7fdcyIUUC/CxgwcuEaMIWRDfJrewEzzXUJz78LlCf+BiTQrP9kok7DJqvEteup8nJhLhAvXbdTIjrXXdGjbS9OjXSnnr6L2GOOWavGx3j6bo/XT/t1Np1153DSSefWDPMo48+Fl555dW4tXGLMPPMM9f0646tQ8AF6s1hiYYmmppHx+M29omLTK1+Ljj/9+H//u+3oYiPtWlNzkltKwXqCOY22mjDrGhvvPFGuPvue0O/y/ulHUCzR5rzdKQ9eqYGgYnKWs2cmBrqkwrfyckzVMP122Zv57KtEKh/2/CZWsrjAvVvV01PzrEfJCd3+hOzNttlXHKB+sSs5ckb92QVqFN0zjR/+ulnEgq/v/D8sNlmm2aIHLD/QeHmm2/Jvnl5483XsnMY2b74w8XHnftqt6i++uqr2dnqiy22aApjmZBaAnUY/3//+/l0mekSSywZevXq2ZDgjvz885//Cu/EbbOLLLJwWGyxxUKv3r0q8m8/Pvjgg/Cf/7wR3nrzrXTe4CKLLhw4tiavLTtkyNCABgHP/PPPF6abbrokqHjxxRfDggssEJZeZmkbbfjvf/+bMNVlfggz6gnUOUeUsw/BjfQ5v5Gtt0Xn1lcklvtAs/P11/8Ty/Wf5AIGC8Q85uNBE0JH6PSOGOHn008/Dc/EtvB5jGO9ddetwI7zNV977bW0eIL2xDLLLJPqJZd81c88ht/5znfCW2+9FV544cUUZtFFFxnvOKF8ZOD63LN/CyNGjgjLxS3a+S3L+B827N3w0UcfhZ123DlNGrG79LKLwzzzzBNmiNvyGjl7H8EVR8aA4bBozj3P3GHRRRcdTwuFuCdEQ51zXin/y3FB6vsLfD8suWRnWydePfQZys0z99xzpXYqN+xx55l99tkqtFXZikgZeNiSOtdcc6Z3/dFXOJbgq6++Ckv88IcN4dJsv1SaMmnriyy8WPp89LGHYp+aX07jmfTR//73g9Sf8/0S/DhDlgcakX9o45wlyzm0+faPX46mGj58eOrT1Y7bUBzdu3dLNOyrr75O/YCLlvPaweQVzOeL9ztw5nn+UX65r4IjiNBShlZ98eWXheUjfKNMCH2pa5euhX0in49Gv61A/Q9XXRmPbbkz/OUvfw1DIz38wQ8WC9vvsN14R28hEHsj0lSev//9H+Heezs101k4sQ8Lrzq2C9w4HkbPmWd2nqeP4MueK0473m77beUt1v2ocNmll6fvrX++dfhXpP0PP/xIoqM/jJeorr32WnGH1U8y//kXaNK1114X/hPpJe0AOj1vPAZhtXhu8k9+8uOqx0QxNj3++BNZdFtuuUUhbcg8FLxstNGm4fkYzy9+uU0U8p1Z4GN8K7ujLL/4Pb7vEI468pjwxz/+Kdz/wD1pPCnyM6F2X335VeIRnn/+hYT7XJFGLRmP+PnFL7YJvXv3roj+umuvT7Rsljh+6Ggs6wF6e/dd9ySrzeKZ8vNEuquHsefhhx+N489L4d1I43vEu1oY20iLXXB24Z4wHK824uuvw/IrLB+uv/6GeGHoh1G4uFFaXOjff0B4JLYTBIp77fWrCmyefPIvqc8xTqy00kpRU/Wm8NRTT4VePXuF5ZZfLuW7Gq1QXssK1GmHd999TxwLXkhlY6xZYcXl0/mOtc7QVnplTRQgaEvwGvTlOeecMyy19JKBdly08ILiBfe/UMdvvvFmGqu4pPjnsc/l65j6ox6XXW7ZcP/9D4SXXnwpHTGyz6/3Dg8/9Eh2jwz1/9N1f1qRdR17wLEkt99eyXdWeGzyo1mBOvwAvFnPHj0bGifJXrP0eGIK1AUbPPKmm2yePu3420qBL+Mkj8Zl6MSrsQ/PNttsiVbWa9eMla+++lpaaITuN/LU4hWKwotXhs6o3dcTqCvMLLPMkvJWrxykS/vhXPy77rorHHTgIWmOcd/9nXROfEU+f/AdlJ/xqB69yYct4hngBwcPHhJ57AXT/CUfpui72TZs46LsQ2K6n0Uawniv9mD95N+Za5FX5nDVjtEo4qXAa7o45sCv2/Hgy8hfvRHpFjzZ3HF8qvfQdunvCy+8cCHfiPvw4e+F1VdbK0VFH5ptttnTXQbKb14w1ggNUZ+BV1W7ypeTBKkX/MI318OT8C+//EoqOzwruChO7lQoujetFj60Sxbpi/jfonAq93e+M30KU+QHO5Vd5SlLLxrJVz4N6AVtc6GFFxpvRxQY1aI/pMfcAgUHdhme97tzIh/SuXipMuTL2kx/aoR2FPV3+tDb8YQB2nC1/Ch/lHXIkCFxV+iXaQ6enys1kgfFVc9spJ5sHJTjrbfeTuMGc9yiR3UhWkp5kG1QDub93bpVvzckH1++344aNSphAwb5447zYfVNO6tFP+SvyMynn/dTr67wT55Hjx5TQY9sPHIXXrgh32FeDt1R/debz9o4eVebY4zJ84W4T2g7JY6y2ILXy5H+wUNAsyifC9RB8lv6fPb5xx2T83faaX07YmNLv0MOOSjLyyefftQx99xzZ27y8+ijD2V+7r7nzsx9jTXXyOwpjw079J23k9vr/3k187/wwgtV+CfMH/80sOMHi/8g80OafEfmsyOewZ7Z/+Ofz1WEfe5vT3dEIUjmrrxiHvObozs+/uTDCv/D3h3Ssf/++xX6J71nn3u6wn88ozLzG7fJdiy33HLZ9+6775r5jZoKhfmICxUdhx9+aBYmHmWQhaHcf7hqQOZm8w6GN9xwXYXfam2FMl7w+98VxkOc8QLYinieePKxzO/aa6/dcfHFF2bf+I+LI5n/U045qYP6snnjfYstt+hQ3VbLl+wthoMG3dARNafGi2/ffX/d8dH//pulq7A33zKoAnPlgzyBrfxhkie5580ddti+wq8Np/d4lnHH+uuvVxhHXGwar7wHH3xQ5rf/Ff2y+KvZk877/32vY9ddd8nC2XxussnGHf9549UsnmOP+03m7/TTT83siSceFZG5kZ7KgHnyySdmbvFMxsztX//+e8e66/40c1PatPsr/3BF5s/G1Wy/tHHY99tuvyWlT5rWXu/QnjPPOqOiL9EXwMy2y+uu+3NWjnhsTEVcw98fltESaIDi/t/HH6S4LX0CA/JS1NfU12mDu++xW5YeYWjTg4e82fHii//u2Pxnm1e4/fjHqyR7pYt56KEHJz/HHX9sB/GRpvAnP3vtvWdHXLDM8koY6C1+iuglfQ+abeNZeumlE615//13K+IhLrCD1rz73tDx3Gw+9X7W/52Z0qa9bLvtL7O8Ks+YTz/z14q46GPWvdp7v/6XZ+Ggm9X8Wfs8BpRR7pa+yA4zXnKYpaNyYT788ANZWOtf7w89dH9hOMJecslFFWGjcLuqX5um3u24mR/L5KfIVL+1Y478ffDh8A7atr4xoaeUh/HR2he1Deve6PuTf3m8kC6TJv0mHklTke6tt92c4ZYfj6CJ6mvQX1sWxn/VS5G51dZbdgwZ+lZFWvn+rXDCUN+0KTvmnHDi8Skt+A36kvzJJI/091oYMV7in7Golj/cBl5zVQWvpHQwadPwKvXiaNSdcipvNh37no+LvlmEA2GK6njHHXcYDzP85nHHLk87oKXKC7xiPi8T+i1eF1pWKy7RcmgU46htS7SXc8/7bWH4svS4KA8vvfxChgF4FPmRHeMaeO25168q/Km+8n1M4TBVJsYD2cPbEh/1KrtmzDffej0rw4svPd8BT6N6xSR/8QiwwjRoE4zzyh/+mVtUw7xRXsGW4447bxtvvIaG0K+pX9LM0//Hn3i0gzHdloM8xmP+xptf2LR4t7y2Dc/7RRf9vgKH667/cwd8pvVH+c8447SOTz/7X4XffDr6tjwD7Ymy2fiIHx5M/q3ZijZMfB9+9H7HUUcfWVGP5AE6YHk4pU09wt/m53H0xeuvv3a8vFpeKgozK9Kh/dKOGFPkT+WnfhmHlK41SUd9X/6h4Xn/csubdn6heBqlIe8NfyerI/qP8qX8wzP263dZ1j6VNvNKyin/MuEroMW2H4EL/U58AW1K/uuZ8MYqk9KG76T9F7XLuOtuvPTp9wceeMB4c6gJoReN5sumwZhm+/JNN92Q4dAo/anGb4K3xXJC+1MjtMP2d+av+T5EnysaT8kbY4fqUyb0xvKljeTBlrnovdF6UljqxM5ryBvYMh7n2xvtGnf6Ke1L5ZB56aUXV9SJ0igy1cbpt4Sz/Yf80B+L+htxNUo/itKVnU1fdpiN1hV+z7/gvISBpUc2Ls3lrBxKc2nqnrFOmApDxgzGEhsP79QFc3XCyS8m/DPjrPXfbDsljrLY0g/yfARlYi6hNl+G/tly+PvklVnXwn+ya6g/F7VUt9ii8yJFtA7vufeutHSBFhPHufD87GebZ5rq9ogGLjTlYlOeSMjCoYcdnN750zm4vOvCtVoa6lZrhjD2QSOcB+0QHnsmNivMm2++RaaNnDzk/jbOXbhqtfJzXrPPJ554NNP23G23PcL99z2Q3NCs58I8PVtu+bO4On1uWp3beKPNqp5dieY7K9k89sgXtPYOG3sxHW6UVeXkm4db39ddr1Kbq9Nl3P+58czWc+PZrbUeNLXR5uP517/+HTbZeLP0XpTmw488kLTWL7nksnBavOCr2rNC1AC85o8D666C18LQxt2378lhp513zKz++tenwjY//2X2XfRytrnUcqd4J8DDUfuu6Mm3g7wfVliXXGKZvHXFd2TIo8bnvZkGSVkNdVaHOepB7aki8rEfpDHophuSZhKasNtt23lvwdrrrBUvQO08hx+v9lgbXQis+Lbfbsfw2GOPp8/b77g1LLXUkkk7dONY5++9+568jWdGpj2st/66mX2z/TKLoOBFuzXiRDvdr5D3cs5vzw3nnXd+sqa/zT7HHEmbFwvKyeVx3/ve95K7jo5hN8e9992VaTSdfHLfuLW9f9rlAU3TqvtBBx0SBt14Uxb3PPPMGzWp/56++cufhagtndBGaCJ1w6PdHdTJm2+8lS6Bw61Hz55ZXtGAfeyxh7M8nTD2vgnFRTy8s9NANIX+9Kc/X5OFKVrVJ9zIkSPT/RdPPPEkn6mcaLyLxqDdTVmk1c/ukyV+2LmTJjJHgd1I9R5pqMsftH+xmF8ur+NSFx7GhsjAyUvaWYRmAw/+0DwHhyjYzvzwghYuGgM80Lunn+7cJcW37vU44MD9w/JRK1gPWv1ojutBi2nRRRfXZ1g27lo54MD9EnZXXDEg62OROU+ayvKItslmm22RNNq5MHWXXXZO9cCuDdr75ZddHrG7KGnWKow1rxn4x3D00b/JrG677ebxdilljgUv6pv1jp6wQe04HQXyYfHFf2CdA+cp33/f/eGMM08LK664YnLLa6ij3XHpJZeGS6NW/7333V2hAV4RWQMfaDz+eJXVUt1Rv7QNNHjefvvt0LfvaYnG0B/oe926jdMQOuOMs8JFF16cxjmbh2OOPjYMHHhNsn/4kQeTFquywa6IX2yzbWpra629Zph/vvkS/X32uefCb88+N+Vhy622iDTjHAXJ+A+0nfeJx4ec/7sLsqPp2BWwwgorhBNPOCmFHTRo3AWEZ599TvKriI466ojUDtDKO+qoY5L1aua8bfmzZqMa6ioXYbm0nXxC1yjXySf1TVHSNk8+5cT0PqF/tj+vvsbqYfu42wPt9KFDhybNccakKMTNkoGecM+FaF2cgCRtvlcjFsccc2zyB/266+47Mo3QX++zX9QuvyOdhR4XgwOXtaL5zANti4uSAfpOnJaXTB7in8a0KECNuwm2lHVLzLIa6owpb8aLZuGP2EHGjhI9lufAriw9Vjx5c1JoqKONNt+8C6SkL7zogrQTgo9Waagzni2/3Eopfo110AJohsY5HKPwKu2sSx7jH7sLN9l408wPfZfdQ+KHjz/h2LDHHrvLezLL8AoEeDHumNhg/Y2yOOz4q/rG0dKEZ555Jmy15TYpDH6WXW6ZtPNCR13uEdv08Sccl8WZfxkyZGg4OPIdg6MWqHgv+jsP5dExmdDv3Xb7VRac8YxdJCo/F6jRZ+o94hlot+wmpQ3n+SjiuPOu2wM7TfS0qg0Tn+XDf7ruOqHLNF0CvIrK8pe/PlGxa1L3ARCWfLND1/Jl+QvKxUvRrqAllM/ycoxJKyy/fEaL5o/a3OzI1MO4RN3r4Xi0HbbfSZ+Jl7Dp33LLoLTrBg/MZdhZqPqnnfbs0SNEIW045NDOObA0TdWm6tEQe/yqvRtF5dT8kXgWjBqg7MbTs8evdg/HH99Jj7GD/2IHnNoaYeEDaQc86pNF9Dd5yP098MCDYdddxvU7ymvTz4+9b0eN4g022Dira9L738cfZ/lZZZWVw1VXX5nxuM3SizL5smnYOqF/nNL3pLB63JVYhv4wxjM3E99KnLPM0if0jvVz1VUDEoKt6E+N0A71dxJVO4GvZTeZ+hv5u+POWwM7w3nQ6l5ttTWzOqEf8Wisp53hn53rjeQhBa7yV6aeiMLKRMjHD3+4eIYz7vnjDjVHU71CC6JQNysLYRqRoeBP/da28fw4xJznd+efm3hQwvCUoR+dIYr/lb69mLhMXRHrgAFXxrsNT0pn+jMHzD+77LJbePCBhyrkUNodCHbME2g3FgPioE0x19GcEjt2E1/4+4t4TXQ7T5vYfQu/zdNMOyVcWWw/i/O4TTbePKN3jAXsMBX9Ux9plP6RB3+mEARqSdsnhRtaS3ZlSRpRVtuZ1eZIcJM/NIuVL6sNHCfHmT3udmWP1TXsqmmoo12t+MkL72gex4la0jC3+ePdrp6yEiZ3Vp1ZFUMDgvCyx5TWOdqEsiePkbFKWqbk367KoYWocuZXo1mNAx+0TAmPv7z2Kiup5B/NGosFaduVQaupHYl+iuu/HwxPGinKJ6uWykuRyYqpTYN43njztQ7qzWqMorGg8EWrzocfcVgHWkrX/PHqtCIKlsoDJvbvDBuc4kWrXW557WilYc08hqz0oiVKPUmjivioT4WjDEoDk7KwyokWgdX4xy0KLlO4V197OdW/bU+sjtMmilbplRbmb885O0sPLUnSQbMBTS+bD6vxWU0TvZr9b449piIutMKff/6fSTvarsijVUSeqFulTR2jyYM9YWQv87XXX0luaHfKjjDaoWHrjPpAgxQtuPzuhJdfeTHFMyH90uKaf1dbQLsl7yYtOfKPZry0EWgL6p9ovCnc24PfyGgHfQ5727bRopVfVq2FC21Z9tA8aXHltUqVJuHozwoTJ3hZXLjFRZbMTRr42LParzBokyt92rnaI2UkbrnRDxXGrurLDlPti/oVbcNe/onL7mhg14Pir0dPlI401Alnd1/gzuo+9qQv/3kTOocf26fzfoq+iZNw9Nsid9lZDXX6O1pecmNck6ZOPH4ks8edNkH8/NBYUBiZ9B9osL7z5oRoqNu2KZqVj7/omzKQ33z7lN/ttts2K9Ov9twj0X9pokGvbr75xkzjB3yraSgqvnqm2jK4v/X2fyqweuGFf2V5QdPHxkW9SFsZesQ3Wpmqj7xWC2HZbaK+YuPi3fZD/MldbUjahbRfpYE2P/40NmrcxU4a6vjNa8XSHhWHpStKU6a0wKvVFf5oY9KSw59otOKwu9aKNDrlr1GTsUF5Z2eTxhEb3tI37G29iM+Rf0uvbrzx+gx3aahrV5CludJKvvDCC1Je4JkUn8ydd94puYGh7FplltVQBy94Ao1BlEXjBLTF5qssPbZh7fuk0FC3Yyw8gNKXPWOe7JoxLd9GP0QjlHho47Qb9c2TTjohSweNZvUH6ILmDLRTtRfqw46zyi/2jfAKjBfisUiLfJIv0oCXV//AtBrq7BzDDhprd87AuylMfodMEW7KbxG+1IPigm5LC5L04t1UmZvdUVCUBnaWByBOaL/6O/ysxkWwsDSzVW3Y0n/L/4C/5mvQWeXf0mbGC2GMf7sL09JBjT+U79RTT8n6KHMetS/cLI/JbgnNC84975wsfUujmFfQFskb44R2khKnrWM7ly0am6RpSh4aoSHsGsQvP+pI2NhyUj/ChjQtNrYetcPB9j3io/x2rtWIhiZzbeULvkI8Ftiwu0JuqmfslQbtTH2M9OF35J+8q4zN0Iuy+cqnAR2yY24z9If805cpE31b5ZHZqv5EfLVoh+3vYK/2SF0oHHmExilv6nO0ETsGvPLqS1kfsTub6+VB8ebNsvVE+xaNRttcdIv6oZ+r/aiPkp7qADd2/CkPjDvSnIbnlH0t0/Zb+DKNQ+RLmJEOcgvF0wz9UNi8qfShg3JTuo3WVT0NdfEwVg5leT0wQ85D+tBgO/5aHtHyqPgRbYJOaswkz5pLNdNOm8FWPCj1JLpEWdidL/qPWyP0T3XgZvtqpdu6iWfLTf6MarJOI2M7OnmS0IsGyITCHpHC4M1gRGchDD91GpXHuokoWSaEeOXXdhriym+h1wRVaUmgbuPDDSGj4sS04U48sZN5Jy8wy/zyW1jYUqc0djdHuQgL3CDMYnZtWrajQtCsm93iTxyWkCk9TCsYA/OoxZGEPwh2bXz5dwiZypT3CxOqNKgThbWCHdztpFh+rNDaLjDgbrfQMYgrTDXTYpjfimSJOXnRIGoFGDDiFnfwsXHmiaMGZeJTe6mWN9mz5Vc4akCRG+1BONJOZC+mCTcGvnr2mlDgPz85sgwn7jBExKdBFjtNKuwgiz0/CYlpR7JDQEEcCJ5lBzYMlMorpraP44fJKXbN9ksbb9G7mBylY/2IFqm/WjfblrXwhztCM5WNPqMJIwyYDY/wjjIxsbD2vNvFI8toi1mjL+TDqM8XuamerbDOTo4Y3PPxsXWZcljaKCbE2tE/VF7L4Cg+0sQdnGWHCUNNPYOBta/2bgXqloHFvz0yxU7mbFyTUqBuJ+jKA1s2hZOtUytctAy4wtUzwZxtk/oV1WW1OMTs2YXpan5lb/tz0QKA/CGw1KIZtF40UG0RLKh/KxhQ2DImtFe4wkgXhVU/LhKaMmkTfwBd1XtRHRbFbe2sAFK0EXfFqfFQi1y2H7GoSzmscMUK1MW3KD3GWfX5/GRTfjDFd9QSqEOnhKHyaOOAn1IZ7OTK+inzboVy9kixWnEccMD+KY+0n7w/2oBoI3RN7mrfmnDaowxeiAst+NP2YsZvhZOpcYhxVXatMssK1BFM5dO29abxuVl6nI+bb9ueJ/TIFxaYodP6QY8lbKPtadFe+ZDwhXqVXTOmFV7leRziUx1bPlC40ubzC3SEkcIKCgnKk2hMo7yCHbPycwXitAoV8IFKR4J+K5yVGwocjKdqC7IvMmvhy+IddQLvUhSX5l/1jisiXfEMxMcYns8LfK5oj47Ka2UbRoCv+PNlgYcHLwn9yJv4+KI+T3jhL5pCGPFSRbRJbaXITXMaOy5JAIUSjeUTSIf0JSDW4iz2du5py4IbP/HsjdKQegJ1xvJ83hifhLPGEHgx2RUtTlseOj9nUt6tqXYJlnb+JT8IPWmz55zbeQyWnVcWHY3GHIX80c81z2uGXpTNl02jiOdrhv6AgcZA+rYwwWxlfyK+WrTD9ndonM0H7zrio2/fkzM35k/0Q7t4o3DigfLjc608KGzeLFtPhKfdkDcJaBWnbe9WUKo6sIs0CqOFUtqb7GqZ6rfweUXjr+b7VqmrGfpRLQ9K3/J8ZetK+bHjq02vnkC9qN9qTm35fdHtX/96n/Gwhe8DI8JJ2baZdqqyNEqbmeOL/uX7JBhYGUsj9M/i5u+dY1s749AWAnW70sykwzZKdRYErmqoDNR2kg8RyIOsySBhNDG1TIid2Nq4LaFSnJaQEp8EpFaQVjR5ZVCDCeCXFwgRN/YMpHR4zvWWNgJpwKwrfREO7NHmlb1MK6zET56JxJ8IEu5WoC4Cij2YoZ0C06HJp9Jo1GQQ+vs/nu2AUWYwkeCV+PkpHsv4WOZG7pgSzhAOIQGTI/tTnJhFg4+Ny2JoBc/4QcBj45KAjnMDZW+1bRUv52rJ3dYX7hIm4a72onCNmNQpgzbCMwQAtj1D5BWHBljSseUqsrfCBfwXtUkYV5VJWpAIfGSnCaomDbRZBhvc1VcZjOVfebICY9xsPfIuzUDcpCHdbL8UNtVMCaWKGH7hDNPLZDX/U7mk7ag0JPyRO8LkPEMmvzLp/9AkJhliFglv+6+YtaLzaKVpqzpRvJhiYosmgdW0JdgZoPzT/ohHTIill3ZSBOOZx8gu4Nmy2Pw18i6BetHEFCGy8qqdEfk4J6VAnUW5fPrCjnzmhYhWsATjyRgITdQkLx9XK74tZkVtv1oaOvMPelzNj+wRdLIQaekf5UdjBEG2/E2IacdxtYFqZlHbIW1NdBQOGlarvzLxQ0BI3xH9UFiZEioQv+iIFjt0Djv9WWWXYI+xTXaaTFp/csPUeF0k/JG/RgTqlt4o/9XMogU7pdWoyXnGxJ9fZKsVHp6KMEUTVcKpXdqJtwTqmhBaXlJ9UHVPnefTF82pNhnM+y/zXVagbgUQSscKrDTxbCU9bqVAvVp7wp46ywtT1CartX1hUM+0wiv1PxtG/IkdB7UIDN3Kj2d80/fJt50fqI83yitoJ15RuyN/LLQLMytQt7wFwnu0oPPCTVu+au+18NXcw9IiGw98KHmzfIB1t+923Hth7CKWdeddO2PFn7SyDVNfwpExi3LXmh+oHvO7YJRnMCc+NKRlJ4F6ER1WWymiW9p5bRcmxEsz9ypqe+LzoB9K346BvMtepsaJRmlIPYG6XQBQGpgaC6UIZxeNqo2nWqBoRKCkdgmmNt1q7+L5qvUxFHnUNuBdiacZelE2XzaNovpqhv6Qd2gl5aGNW0xa2Z+ItxbtsP09r9hIWM2ji/oD7vCMCG1p++xm1OJdvg5r5cGW3b6XrScblnfmL4xTtBW7s9TSCtUB40o+vOW5G5kLqd/CL+fj4lt8JDQL3LBrhn4UxY2d0i8qC+6N1JWE0NV4qFoC9Wrji8po6YDodpFSV1H5mmmnSrdR2mzlkkV9gXxpbtQI/Ssqh9u1r2C9LQTqCGA1yDGJsg0fYSINCIIrP0xENQBhZzW81NjU2XCvJ1DXRAe/1SaPYhzwIwFpRThzTILyUM2EMIuhJL6inxXQWmFwEfFAuKc4qgkQNPnEnxWoIwSwWCkeTBgfJgEi3NXKgz2DjtX2s/HYd8VhBepFgho7Ebbhq73X0pwkzXoY2nglULdCryKBmSWeYKiyYYpoEq/ai3Wv9s7kzAq1bb703qxAnUma4qg2aZVAAn/ShKeNKBwTCNqD+gMCc/UDyky5GHzkX9rYZ555emYnt2qmtGcVL/7K9Mtq2Mpe6UJnZIdpJynyU83URFDhaTO2zmFo5WZN0oBhtH7zaVjGS8xakQBUE608M016OoLD5lOTQLR6bJ70Tr0qL2IYRYstoyPGVn5rmVbIqHQaNSXcUnuw4WBwlS6MuHXTuyZX1Wii/OVN0cMyR74U0R+bRy1OKS2+oXsqg0xoLourjdBcxdWoKcEMaTQavxWwFe0iyqfNJBqaIPqgciFAKEMH8/HabztpJx36SLWfHUdtHLyr/5BHaUrm/fBtJ1IqD+nRrtQ/sWdxXOHVhl4YK1BSnm1blPDcHj0hu6I2T9yaINYqVyMCdUuPq2Eney59UrmaNckvGDG+NBqHsGVCXhRGCxIWU41fuuDa0jQtEmpx1wpUFb+OU6qGv/w1Y2o8s8K0onhqTWrpX2qDEqi3kh7b/l5LCEm+hT+8pS2HNGqpF3go/ZRv+APrX+8qB/Uuu2ZMK7wSL2fjkZaqrX/GROWvnklczfAK4ouKhLDEabVKrUAdjXkJIZU36Av8NvOBRml5LXxVZ0UL9+TNCqm1MGUxte/iGchrtQVi7c6RkE15U/lqmY3wFHZ3mOICQ3YB0D6U30bKpfZi26V4qSLaJIF6EZ8FP0Z+LA0Q9spnNROeTvm27Y932cssS0PqCdSLyklayrsE6pqXg7XykjclpGpEoCQ+uVq7zMctYWy1PmbzrDiboRdl81UvjbL0R+XWGEn/kR1mq/uT4rN9QOmpv9s5gtwwNe6pr8uNcAhdxSvl230rBOpl64m8Mf+Ch7JKiPm8aX6Ef9VB0RzN0hc7rxMGeVP9tkimhV/kLMqL5tbqg7KvZlr6kU9X30q/X25xoExdTYhAvZrChfq1BOpW+aveeKSyNdNOy2KL/Ab8i/qJ8iFeuBH6pzButq8Q3dbNZL+UlKPmuaRo+eVWzC4DisxW+G28OIonCiXS5Yi8czEYF2lxyQgXFnDhHE/+chvsylxKenm8PPCUeIkgTyTw4bTTO9+Txdg/G58uJdXlC7XC2Th452KcbX+5fYU15enTp092iSOO6623bujX/7Lkz16oGY+pCKuu+pOK8PbiRi48ePyJRyrc+dhv3wPCrbfeluztpaRYcFnrTTfdHG4adFN20U3yOPav3qVHXELD5WH2wifyMddcc4ZevXulCygUX5ykpdd//WvcpaTLxsuPuOjRPlxI9v35Oy8qwZ6Lhbp17Wa9hLvvvifh1KVLl3gZ4P4VFxxVeIwf9TCcd57vZ0FefuWF0Lt377DH7nuGe++9L9lzCcgWW/ws88OLLQMXTzz99F8yd11uhoXaS+ZY5UWXlllnsJlxphkrLjo96eQTQhSsJG9lLiX9d7zUbON4WRBPPr/JMv5ZnKI2Tbxwd7PAJYo/XHypdFEIbZWLRtZcY50UJC6MhA/iJWCbb955gVs8LinsuOMu6QIO2xb79eufXXRHQC5EtA+XkLz00kvpsj4uYDv66CNDs/3Sxlv0vtyyK6S2yuWb9pLJd+NlqT9aaZUUhPzNMOMM4wX/61+eCiuv8qN0ue4666yduXMRyRqrr5X1gciApkuiMg/x5fXXXw+bbvKziot6uPBmpplmShem6fK8115/ObswSRfexIE6XVxk49syXubMRVf5i0zxs9ee+wQueuHCo6j9n4LpgqlqNI56nn++BZPfuIAUVl75R9lFLn3iZTF/+/uzyQ06Aj3h2eYXP09m/k847RcvMuNCrmYeXWLIJVJx8lMRxVtvvRVWX22tZBc19sIcsf/lnz//6dpwxBFHpYtc46Jj3rnqt2h9FMiH9TdYr6o/eykpl1ytueYaFX7txdpRYJsuzazwED8YDxjTbrv19uzSGvwU1Xc+bJlveyG3vQiwXhy6wPf78VIpymAvBMqH5fInLpDmYikuc+rVq2fqD1wmpAsVo8Az0erZZps1H7zhby7oXPennfTj1ltvCsssW/si56KI77rz7nQ5s9zgJwYNuj5w8Wz+4YI18g89uyBegLvscstmXt55Z1hYZeXO8djyIWpD0MN555s36FLXOOkMaou6gPSggw7ILpOTHfm5/fZbsnT0okuQ85fxyh2zkUtJB159TXaxZxQ0V1xwZeNq1fuhhx6eLhLmMtKBA//QULSbbLJ5unyuGv+hsY/LRrlEm+fXYy8ljVu906Wi9gLMuKATZp555uySKRtOGdKYY/kvuU2oqfGdseWyyy+pGl3RxWDyPHr06LDA9xdOn7q4vpX02NIJXQyvtPOm6jQ/nqz6kzXS5dSXXHpRvJxwwyyY6gva8Nennsj4enmYGJeSipdTGpjCy9b/MWMvJca9aEx7//3/hs/jGL/AgguEs+Ml9M3wCr855rhw9dUD44WZO4a+p55MUhWPHX+hRSusuELmTr1zyfttt92eeEHLa3Nx8IknHZ9dzJsFyr3Uwld1VsRLEI2lc/HM4zRfyUWffdrL36IAqHDMUFuIQp50kbXqhEiK8Me+LE/BJY8333xLuizbXghK+7vp5hvDYostmuY+K67wI6IP8czjisuok2X8u+WWW8P++x2YLl5/5NEHk7V4qf323zfyGIfJazLPPee8cG68NLKonv/wh6vCcceekPhf0QBhT+Cisj/z9LNh6TgeMI7uueceKQ3bT4vyXZaG1LuUtKicZER5Fy/NRZnbbbtDGv9ffOnfhePK5pttmS58beRSPvG/cSEiXuTeOXdJAFT5O/Y3x8dLOa8uxF5BNDeLiy5hw402CPbC0EbpRdl81UujLP1RWZSPfL9tdX+qRTvU3+0cQfnD1LjH5ZBcEsmj+NJH/GOeO1/kk5gLXX/9DWmOFBdkww03dsp4bBh4UfVDha9mCp9G28/XX48IW2+9TXbpLbSCOeJ3Z/5umGGGGcLll/VLSdn5ndIo4tntOGHnddXyqxSdK7EAACDhSURBVH7Lherq69bv+++/Hy877qRXUYEjyVjUB/HXKP2wcdp3pW8vJS1bV5KLbbzxRmluauPnvdalpNX4XvWPgw8+MBx8yEHB4vDXp56Ml9vPkU9mvO9m2mlZbBmf9/31/mmuUCSHI1OSsTRC/8YrhFu0NwJWuj4531m91MqaViytBgl5s2cMyg9mkRaE3Imznoa6tjPit2iFzJ55ix9p2qHVpjzn80p+2V6GFjOXU+hcRltOVqXtWdn2iAurgVZPu9puAyY/aPPn69KutFkN9bw/8nPTTTdUnHVJnLVWVzlyQjiAny6VJG60wuSGqfTqaajjj+21CivMFb6sWQ9DpYMprSZWEGWP5mA+zShEy9yjgLvCXSvjhG807zYMWp4Wc529SHzNaqgTn8qDSfvMl8nmweab7a4Ky1mevNOmCG93E3CWofzFhbEsfttX8ljl86DvZvulwlczpe1VtOtAdKPoLMBq8WGvfi3NXHBE68eG0dZh3F4Yq7kqd7vbwdZ7Le0HaA5Yoz2ieGTW0lAv2hFCOLvlXOdcF63q2+2k1L3SbLU5uTXUOdKpVpnoP2rraGbl/UoTFj+6TCvvx35zd4faX17r0/pD24mz+PQTvbJ+8u+RQU95pe1V24qdD2NpN/Qo726/dTwHZYVWMeZKI5NtvOyiQmNVeHHOrQ3P+9HHHJU0sKEP/NDwz/vhm6OSFA/a/EV+atlxfrFwJh29F+2CQftFaVmtJMWvLbj4aaWGejVtL8ZX0qI+lYe8KY2wav0c/5a21tNEzsfPN3wCGrKqK7QOi/zJThrxtL9GNWp1DJjV5lR8mNL0sWlPqIa6dgigEWXTasW76qVaeZRGNS0x3Is01FtNjzWGceGu8lRkUpe0xTw/KV5TGqAKa7U00W6XvcxaWpDy04hp0ymijdI4tjy77i9Cm76RNPAjutEoryCtaZuuTcte9G411K0fvUNr1D+oA46BkVs1sxa+0hqWBmA+Do1l1eiS9S+egXxVo+Fon+KuIyxb3YZtfninHXCPg9q27YOygybmw/GtIyvsMQyt1FCHjoIFNLIo/SK7dtVQt8dn5nflUQ6rYduIhqZ2Vtu7C4rwkF2/yIeBZbU+Zo+9FA/eDL0om696aTRDfyiz5gf5OUCr+1Mt2qH+Xo02aNyzGuranUk/1FxDdVjtaKxaeVDYvFm2nixfxK4LK1viXTTf8oKqg1ZqqNvjpWyZSJf2TT5k3wz9UNi8WcR7lK0raagXHYNMetL8t3wDc3HKVSR/I0xeQx070W17t0S+PPa7mXZaFlsu2KUc/Jin2PT1rnw3Qv8Uxs0pQ0O9LY58obGIyVVjxMwzGPboCfljQlfU2ET48FdPoG6ZE/yzbUNxMvnTJE1pStBot8nhlmfIJGTDjcUA4hTxLfKvzotbGYF6Pt78llp7Rj1xi5AxyLO1iB+MiMqMaYUWhCnaVij/CE7xw89uX8edtOSGqTCNCNTFyBLuiCMPz8ISB/XCJYpMAPjVE1g1I1DXJIL0aU8WA/CxAiIr5CZ/mmwStp5gDv+W0SSMnQiSliapuNm02NqIHT8r9Kpmr8ER//m6ot0rLkx7TqddNNGAYLdVwhgRRm68W6GZZWTBUtvV1R7o29QjeVK4Zvul4qxmSvhnj0ORXwlpiib8+OG+Ay4YFE3BTpdgUS4W38Qw6Ex5xc0xAuDCecKyk6kLQXGf2AJ10kCAr7RlWqGX7IqYENoFcfDjPGL5lUl7BSPooWVI5d6oOaECdQQ65JF6aTRN/IlG5y9CzsfxvhGoFzGP6oP0iXzYat+aqGuxqsifjqVQHeQv0c6HQfgpv/XKZMPq6BDyb9uk9aN3/DKJtYIdK1DHH4svtHPis7RUcVgaR35rlUt1ZMdJxVPLpBzqnzDv3COhdkKa+WN+oFPCrmjCpAkbflopUCc+FkxsWSw9tLTe+uEdN+WZvph359vGRZ0U+allZ7cyK61a/u19M40ugjAeKG6reEA60F+59e077rIz8WrNHvmC0Ix482NjrbI16ibBghXmFYUtmtTKX5FAvdX0WG0aoWe1c0Ct4EH8sPKofpwXqOMumgLGeR6gGYGJ0rRmPeGV5hpW6GaPdSqiTbR3xjR7GV1ZXkFjKWXnmEubZ965xFxtWgJ1+EAWI/nl77yhLTC2EQbljnx8+W/hS5j8uKyzveFpi2iGFCo4oiEfb/7blpP6zrtbYZ8WI1rZhrWAWyTMVznhz5Uv8a5W4Cc3xniNNcyjZK9xuugoFNGtRo98Ee8Hb16koABvTNuzF9la+l10BE5ZGmLnssxFGiknftTXdeQLdpoX4WYXa2lXdv7RiECJSwhp38SVHwNIC4wZz7UwwxisPkQ7UzlkamykD2hhtxl6UTZf9dJohv5QJrVNe1kj9q3sT8RXi3aov1fjczXuqX9Bx1RHmuupfjBFV6sd+VJEv2x4+162nkSDi44ssnU0sQXqlJE2Y8vCu2RK9G+5NUM/FDZv5ulGM3UlxdAi5QkUS1X3kkORh2YE6oxFxIWpvqzyQM90Kan46LLtlLjKYmv5syKFhPsfuDcrfyP0T+Vx0wXqWYdvpDFYBkEdDqGrDUungWjLHbPaxBKCJH8Sftk08sRfGhMKg8YGzGDeHnc7gRAzhj1pEgaGXcIExadznjRhw54JPZMOmCVpiMi/FRTUEwaDkZg4hYcwMtHUBFP2mCJklonCHg1BmDMYUWk0Yg/DYush/87kVfGDAZogaO7ZyZPcFbYRgbodwAiPgAqhBj9p4GIPU5GfICgdmfUwVP4wJcwGHzGM2MMowpCjaSThKPaUOc+823ZDHAgrIabKT5Fp2zYLRZQTRkZaicrjhAjU88I4GFImY7a+SYcJg81jfpcGfqzwKb9og3ueAbZtEUxoh0wcYXpsf6XMStviSJyN9kuFLzLVN8XgWT+abJMWTLoEiUx0uJgWe366YBEGQfXWb+yilG3bdvWcy1YJi3+d50va7AhRvJhKEzcxzEXCPAQC+Ld4qSzqH3bRQJNAwoC/JhwwAfaCXasNVI0JkcYA9cZkX/2PCZQYnXy/pO7wD8bKZy1zQgXqCD+EK/1W40CtNHHTpTnQPSZoeWZN4a1AnXSsAElnZmNP31cYTGgsCzb5C/NoS+oHlv7bsLzn+3AtwTP+4/bNhANxFwlL8vHzDQ1UXuLxGRX5L/JPG8rjpH6GgMOGKRIa4G5pLbjVKpcWsYQv6ds0CMtYayc+uGuRg3BWQGHb8wtm94hlkGnXVsAorTLi4tdqgTr9mzGIfIOZ6Cf1UmsB2QoVWLyzQg2LkS4KJT5okHWj3EyM4COUB+teVqAOfRC9gv5JYKg4WeDLn1tuz/NGoKc6BgurfEBeFI8walagLmFQ0cJTWfqlPMmUYKHVAnXit+23UXqsfOVNxnW1aerf7jhkbLLu0Ph8v1c/tvRQadCWRFfyyjAS2hCedKr9EBYpviKznvBKY7wVqJOW6h5his6nJX60zjQOWyUCxQNWjfAK0F5hQ3ziGWnP8SjHDHPiU/8gjPAibY2z5MsuatBXirCwdgg9Va/QT1tv9vI86kU0g/TtzuCiXX02Dd7FMygtcBLNh7YKZ7Cw41Gr2rAd78TjkC/GNI3tVtlB7Y78IkARjYdHEz2hDux4IV6qFQJ1u8DAmGX5FF2gTN4sn0cehS95yC+25AVjto7smKZFLfql4ptQgTrzY7VZ4iQvwp1vKRs1IlAif4oLnkh5o/zwJcozu8ApIziofdk+Bs2w/cXunm2GXpTNV700mqE/lFdjKjtrbLvBrVX9ibhq0Q71d8Z1/OZ/GvfsfEu7hOGpKDthaJdWjsHcz8ZVKw/Wn30vW08s9qtNUS7FRR8V7cbd8pUaG4rmaJZPUjkVZ5Gpfksa8EPMu/FHWC0G4mZ3xDZDP4rSxk7pay6LXdm6gsYLQxYo1C4xtViCu+RQpNGMQF2Ce+IiHeZjxMWOB8Yw7GmTwr2ZdtoMtlp8Jn3aicZs+HLygz2/PP2bUP6Ssvtv8mLQNhrqNAQNhDQ2BtEixlmTdDVKy/jaxqRBGH/q0LUE6gx4trErfkwIqY3PCtRhCDWo2TD23QpU7KBu/Sgd2VmBSj1hMOVmMBIxVBzWRDikb0vINNjJrcisx0SzWGDxsXHYQQh71ZEVOqK1IPu8aRlKG699zy+85OPgux6GNj4J1AnHgFytXSiMtGxsulzkJneZMA/WT/69aAFCYS2OEyJQJ02r+a/4rYkwVsILm0fbP/Fvt+rRJ2wcdrKqOGCC7UKE9a93BCUagAjXbL9UmkWmJlCUp8jdMnXki75j27d2mxBWwmOYP5tvHdFD2xFOGtBVVhgxtS0xZbiJASB+2Rcxa6I7dqKl8tQSqCscaZG+LRur+rbulWf8KW5MJi4w8SoLcYjxkh2CHYWxjAl4yr6WOaECderD0j3yRT/iV6QZo7xYYS1hKBthwEZ+MPMCdfyy+GUXgcBN44/C2jGA+oXW5xfN2Akh/3mzjECdPqc2ZsehfJz5bzHvlL2W8DYfzn5rrM4L1K0f+25pHFjWEqgTDgYUf/woI7sEaJMqL/Z2B4X6PfZ2FxpxMY6rr1EXtg+y0Kx0MBlL5Fcm9q0WqBMn+FMuWyaO1bK4Fb3bhX6bd1uXHA1nabraIvSBdBUuvzBKenaiKH9F+bB2LCTZeEmbtm8xtP55t9iDAYIZi4Vd/MO/BGDNCNRtf4Ze2bw0Q79seN7Fa00MgXpZepzPW/5bx5OobsE8T6OoPymK2PDqx0UCdfzZxXdpj2Fv+6fSLTLrLfDVE15JEJ7nUVgkt22Lcti2yXe+vGV4BcqY55MQLqpPWD5DAnXCSGsSLPAL/bF1kV+YIEzRzx7hRVyU1fIOdlzCXfWoOsgLAIrSwE48A+E0/pJvCVIVHwsVNo5WtWG7MK08gJlwxrQ7DciDxZgw+bLnx+NWCtRJH/5OuGDSt2xbhE5avowwVtubMtldvJoLWsGYsCYepcX8BvtWCtSJD7zy/CB5RGtTfEGj7ckeF0m+bZ/km8vWVTZMhJAWO95V9/hnDNECD/6bpRdl8lUvDfLRDP3REWWqTzuXblV/Im+1aIf6OzjjN//TuGcF6nYxhLzbtqL6zQvUa+Uhn6b9LlNP8ET5tiNaYOnXxBao27mV0lcdWxxVzmboh8Jas4hulK0rFmqtvCVfvyqPlUM1I1An3zp+Vtio7ejb8vnNtFPSKIstfKRtz9AetSneNXZb+tcK/tLWo7+PT4cmBSZtJVC3kye2nRYBYDUp6ZhFfrCzA6gEGnZQKyL+TPi0SqQOyeD7QlxxE2OIvTRLlDbxI0CznQh/fBcJo9FIz3d8tFctQ2uFrzBTyg9+lG7eRHBHPkSwCEM6EH+LbV6rHwGSnVgrLQY0u4U/n579BiMrSCIO8m3PhaROFMZq0VkmQO7WRCjCJNTWKfGDUX7ia8PZ93oYqsyYVqBOHGzPZRCzAyp5YfKOJr5NR+8wbBB7WxeNTHwQxIv4khfSQRPSakcXbT3Fr61XMfx5e/LHgIcmjj2jHn8Qehg0K0xSeTCl0Si/1o13m28mKHl3vmFYYPzzfYWwTOIto6vwzfZLhc+b9FfKwI/JV95d+OSF/+TZHt9jNfXsIhvxIbgSHkwglAZC5nzfR5PEDqgWf/XLZgXq2gpL+moTLKhAR2w+aNto7cC0Kq+YCDzACXdrzzt1CV3J1yU00woX8YtwW/TBas3n47TfHEVF2nnNVfzY896h6zacfUejqW/cqWP7LnH2G7ubwPq17+BNOSzNoT6tHyuAQzBh8SQN6BqLuDYM77SVfN/DPz+wLKprGweMqPxj5rG2ftktJL8aB6170TsTMbVdBEZFfhqxQ2iBJk2j6ebxq1Uupc9RVMqryolJvaGFKM1Nu5hejbdAy01x2DPKWZSwx5rJD4Juq0UtLTnypnajnSzqR/ARyrsmw7TPvB1tLy/kIV1L+xWmyISGsAsijylt1vrHX353ksrH2IUb7cGG4d3iKf95P0Xf9FUtQiocJnhBS4rCWAGsDcN4kfcvgTpCU9yg5QqjdqgJUp6uSAOuiK9shn7l83Zm3KlCXuoJ1GlX+CuiUUXCMKVThh4rTC0TmgYNE34y6W8sfEuLOR+H2lw1gTrtSXwRggOF16Ra6VQz640f0HyFtRrQSqeaQB13Fv/yvB5xoR1eNM40yisobUwEPPk+wHnoCOtFy+xCA2HIszBT2fhGuYI82PhrvTPu27HH8geEY25C3kS/SIs6yh8pUSsN7QxjzAUzaQsq3yz2V9ut2ao2TBsQLVC6mJrPFeWfdmWxAQOwKBqPpTDRrIY6ecvngXkO2FjsaQ8ocFieUOGYh9pFZRtnWRrCnEc4SQGEdGqVE3e1SWin8mVNxgl4ZuqbusVNR0pBD63fWu+0W8pnsYHOVKMF8NOM/5bvY+xlATY/v5sQetFovuqlobKXpT+UhXFeuGAqLsxW9SfiqkY7xNsUzREIVyRQx566E72j7ZF3eH4trOYF6rXygFutX6P1RBwsyFg6QN74ZhePxjYrUK81R7OKB0V9OJ9nK9Bm15LFh3Rqzc/L0o982nxXoxtl64pxF7qvdgmG0ArNq/i2AnXJ9fKL3MqjdlsUzUdQMLILEMSNLCM/xjTbTslDWWzZ1Ueebf2RJ8ZG0T/kQypfK/hLxeVmbVowMfGZhsjb+9rUSZ+70aNHh2HvDAuzzDJL6NW7V6kMfPzxx+kG4nnnnS/07NmjZthPPvkkfPrpZ+lm+Wmnnbam37KO3C7do8e0YeaZZ2446IgRI8I777wTunTpEuaZZ57QtWvXhsPK49fxluzh770XZpl1ltC7d29Zt8QcM2ZMePvtt0PXLl3DnHPNGbp3796SeMtEMmzYu2H0qFFhnnnnKbzBviiuUdH/N998E+ujdnuwYbnFesyYb1LboD4m1kOdg+lcc80VuNF8Uj70lffeGx5mn322dLt7vbQnpF/m495+ux3DY489HuIqcdhu+23zztn3V199HfP4bph11llbig99/3//+18s+xx16USWmQl8OeH4E8OAAX8I++2/bzjiiMNSbB988EH44vMvwnzzzzdBsX/00Ucpnllnm7VmO4c+1KOLE5SRSRj4qy+/CosuunhKMQoiwtJLLxXp57DUnxZZZOHQp0+fmrmhbQ0ZMjj8978fhJ6RNswx55ypL7Sqv9Nf1lxjnTB48OCwz6/3DkcffWTN/Mhx0KCbwkEHHpI+oxZh3XIo3OQ0acdvvvlmysJss86Wxodu3bq1NEv017fefCvFudgPfhB69erZ0viJ7Oyzzwnn/+6CsPY6a4Urr7wiQJ9ffOHF0KNnzxCZ84k25jE+qe1O/53vhNnnmCONPS0v4NgIR44cmdol9B8+a775avNLjP1DhgwJQ4e+E+aee66m+ZNa5Tnm6GPDwIHX1OwrUwr9apQe18JDbrTBl19+JXz22WdhgQUWCHPOOYecvtUmPHRHR0fqB43wwmV5BXB99913Y/yzN0xLGHPeG/7eBPMj5LWj45uYbq9CPpb+NnTI0DDb7LO3ZLwmvWHD6Ltz1+QPbINqRRum/lSPc8wxe5rb2DSK3unj7w8fHuaKdKaRei+KY0LsGLeHDh0app9++vC9732vblTQUuYYzC9aPebVTbzAw0MPPRy+ie1nkUUXjXR67goftKu111o3jdVRWz2ss87aFe71PtQu+8zSp2F+nDEGnnOmmWaqF33T7s3kq15iarezRZ66XjukzUBPqP9q88xW9CfyXI921CtX3n348PcDbZj+2Wj7bTYPZeoJPIcNG5ZkKDPOOGM+25PkG/oFPvBnjY67ZelHmYKUrSvwfifybD0jrwyfN80005RJrpRf2sTwODbOGedRrZanKSNlsaX+hgweEmaYcYaG6M+Uwl8KDzcrEXCBeiUe/uUIOAJTAQKPP/5E2G7bHcIKKywfBt10w1RQ4hCKBOpTRcEnUiGLBOoTKammor33nvvCHnvsmcLGXR5JWN9IROusvW547bXXw6677hxOOvnERoK4nxYhkBeotyhaj6YOAkxkll1m+fDFF1+EeHdLEtrXCeLOjoAj4Ag4AjkE9tl733DHHXfGRdnZwzXXXBUWWmihtDD1/PMvhGsG/jH86U9/TiFeevn5hoXiuST80xFwBBwBR8ARaCsEXKDeVtXhmXEEHIFJhcAeu+8Z7r33vhC31oVVV/3JpEp2sqXjAvXWQt/uAnW0KRAQovGOtlujD2EIi/bixNL0aDQvU5s/F6hPnhq/5JLLwmmnnh4OO+yQcMCB+0+eTHiqjoAj4AhM4QggOP/51r9IvAdF0c5X+Ao98biXsO12v9Snm46AI+AIOAKOwBSNgAvUp+jq88w7Ao5Aswi8/dbbYYsttgrzzz//VKGljrCuf78rwj777OVCo2YbjQnX7gJ1k1V/nUIQcIH6pK+oL7/8Mqy55jqBo25uv+O2ho/fmPQ59RQdAUfAEWh/BDiu5NS+p4Unn3wyfPDBhynDffp8Lyyz7DJhr732DD/60UrtXwjPoSPgCDgCjoAj0CACLlBvECj35gg4Ao6AI+AICAHOWDzmmGPT5xFHHD5Rz5xWmm5+uxFgq/yDDz4Ulll66bDjTjt8uwvrpXMEHAFHwBH4ViPAfUGcAR0vC/xWl9ML5wg4Ao6AIzD1IuAC9am37r3kjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAIlEHCBegmw3Ksj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOwNSLgAvUp96695I7Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCJRAwAXqJcByr46AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCUy8CLlCfeuveS+4IOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAjUAIBF6iXAMu9OgKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4AhMvQi4QH3qrXsvuSPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao5ACQRcoF4CLPfqCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AIzD1IuAC9am37r3kjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAIlEHCBegmw3Ksj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOwNSLgAvUp96695I7Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCJRAwAXqJcByr46AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCUy8CLlCfeuveS+4IOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAjUAIBF6iXAMu9OgKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4AhMvQi4QH3qrXsvuSPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao5ACQRcoF4CLPfqCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AIzD1IuAC9am37r3kjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAIlEHCBegmw3Ksj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOwNSLgAvUp96695I7Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCJRAwAXqJcByr46AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCUy8CLlCfeuveS+4IOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAjUAIBF6iXAMu9OgKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4AhMvQi4QH3qrXsvuSPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao5ACQRcoF4CLPfqCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AIzD1IuAC9am37r3kjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAIlEHCBegmw3Ksj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOwNSLgAvUp96695I7Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCJRAwAXqJcByr46AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCUy8CbSVQHzNmTPj66y/DiFEjwuhRo0JHxzdTb814yR0BR8ARcAQcAUfAEXAEHAFHwBFwBBwBR8ARcAQcAUfAEXAE6iIwzTRdQrfu3UOP7j1Cz569Q9euXeuGadZD2wjUP/v8k/Dll1+E3r2mCz169gzdunUPXSIQ/jgC/8/evewkDAVhAD5C1ERuilxifP9HMwZEpFwUBIqnrFzIwnhIVb5uShoy6Xxh9TOZQ4AAAQIECBAgQIAAAQIECBAgQIAAAQKHBPI4mL3ZrMNquQyvbzFjvqqFRr116Os/el56oF5MoWfZOJxVqrHJZqjEu4sAAQIECBAgQIAAAQIECBAgQIAAAQIECHxXIM+3YTafhl28t1rtUEyvp7xKD9Qnk1Goxmn0Y/1jkBJLLQIECBAgQIAAAQIECBAgQIAAAQIECBD4/QLFRpRtnFq/vu4kfdlSA/WiqTzPQ6t5k7QpxQgQIECAAAECBAgQIECAAAECBAgQIEDgtAWy6UvciFJJOsxdWqBeHEA6eh6Ebqdvzctp/651T4AAAQIECBAgQIAAAQIECBAgQIAAgeQCxfqXp9EgdG77yQ4qLS1QXyxm++n0RuM4y+GT6ytIgAABAgQIECBAgAABAgQIECBAgAABAn9KYDbL9lPqtVojyXuXFqiP4+70emzi4vwySSOKECBAgAABAgQIECBAgAABAgQIECBAgACBzwLv61WYx+HudqJd6qUF6sOnx9Ap1r0kPmX1M5bPBAgQIECAAAECBAgQIECAAAECBAgQIHC6AvkuD6O49qXXvUuCUFqgPhg+hH7vPkkTihAgQIAAAQIECBAgQIAAAQIECBAgQIAAga8EUmbRAvWvhD0jQIAAAQIECBAgQIAAAQIECBAgQIAAgX8hkDJQ/wAAAP//iCw+VAAAQABJREFU7J0HnBW12sZfFASsqAgWQBALlmsH4drbtQPSFaUjvYN0pPfeexUERAX7LfaO+Nm7ogJ2BBVREcQvT9Z3zM7OnDMzexaQfcKPnTlTksx/kkzyJHlTYMtP3/8hu8F9/c3nUrLEMbshZAZJAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiSQXwhkUosuQEE9vyQbPicJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJ5D8CFNTz3zvnE5MACZAACZAACZAACZAACZAACZAACZAACZAACZAACSQgQEE9ATTeQgIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkkP8IUFDPf++cT0wCJEACJEACJEACJEACJEACJEACJEACJEACJEACJJCAAAX1BNB4CwmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQP4jQEE9/71zPjEJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkEACAhTUE0DjLSRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAvmPAAX1/PfO+cQkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIJCFBQTwCNt5AACZAACZAACZAACZAACZAACZAACZAACZAACZAACeQ/AhTU89875xOTAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkkIEBBPQE03kICJEACJEACJEACJEACJEACJEACJEACJEACJEACJJD/CFBQz3/vnE9MAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiSQgAAF9QTQeAsJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkED+I0BBPf+9cz4xCZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAAgIU1BNA4y0kQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAL5jwAF9fz3zvnEJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACCQhQUE8AjbeQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAnkPwIU1PPfO+cTkwAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJJCBAQT0BNN5CAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiSQ/whQUM9/75xPTAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkkIAABfUE0HgLCZAACZAACZAACZAACZAACZAACZAACZAACZAACZBA/iNAQT3/vXM+MQmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQAICFNQTQOMtJEACJEACJEACJEACJEACJEACJEACJEACJEACJEAC+Y8ABfUE73zbtt9E/vgj8p2F9isk++yzj3z22ToZP26CHHTQQTJwUP/I9/NCEkhCYOaM2fLuu+9Knbq1pUqVykm8yMg9K+9bJUuW3CXVqleT+vVvyoifufXkhx9+kIEDBsvOnTtl7LjRUqBAgZRe/v7777Jj+w7Zt+C+UrBgwZTXavmwX+H9PH//MOXFbyg3AlzhIoUDjv51aPv27bLz951SsFBB2Xffff86wT0SIAESIAESIAESIAESIAESIAESIAESIIFdToCCekzkEOJuqd8w1l29+/SUypXPkzfeeFN69+or++23n9xz7/JYfvBiEvATgBi8efP39vChhxaznTbuNe3bdZRPPvlUmjZrItWrV3VP7dL9m2+6VbZs2bJHpfv169dL61btLIf7H7jPE77DwIwYPkqeffY5ueyyS6VT5w5hl8nWrVulXt369vzUaZOkdOnSdv9//31MJkyYFHgfyoMTTzxBqvyzilSten2Oa5Rfhw7t5IorL89xngdIgARIgARIgARIgARIgARIgARIgARIgAR2HQEK6jFZb9q0WRo2aBzrLoxGP+usMymox6LGi9MR+PbbjdKkcTN72dx5s+WII4pnu2VPEdTvv/9BWbx4idS4sbrUrVcnWxx314+4gvqgQUNl9Uur0wrq6DiAAA7nCur/+fd/ZdKkKWkf95JLLpbOXTpmE/jr1r1Zft76s1BQT4uPF5AACZAACZAACZAACZAACZAACZAACZBAnhOgoJ4BxDAHUb1aTevTqNHDpUKFCoG+coR6IBYeTEjg7yKoJ3y8PL1tdwnqMPe05K5F3rNt+3WbvPjSS/LoI/+Wt9562x5v0bK5XH/9dd41FNQ9FNwhARIgARIgARIgARIgARIgARIgARIggd1OgIJ6Bl5BbgR1mJD5/PMv5LjjykmRIkXSxgYj5L/buFHKH18+h4kPvfm3336ztqELFSpkbS7/8ssv8vHHa+WI4sWl5JEl9TJvu27denPdPnLMMcd4x+LugMGGDZ/LL7/8LOXKlpMgu9CwI71t2zYpYP7peYT9448/yimnnJzjeX799VdrsuS4csH+pYrjjh07BP9hcxoc4Nav3yC/Ghaly5SOxPqrr74yJjx+tu8mnY3tVHHBOwYb8C9RskTgpRpf2OcOstENu9x//LFTChcubEcvgw0E9dat2lr/pk6bbEeoFyiwj7lmP3vMP0Id/Neu/cSeL1WqVGA83IN6/QEH7C9HHnmkeyrbPuICp+kXaXTDhg2W24EHHihIG7AD7r4LTaPZPPL9wLoDMIcS5OKmWbD67ruNcuyxx0rRokVNWohn8iVTI9T9grr7bF06d5MPPvhQzjnnbOk/oJ93KjeCOkzQfPrpZ3L44YdJyZIls4189wLgDgmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQGQCFNQjowq/MImgPm78GLmj3wDZaMRxdUcdfZQMHjxQSpQ4Qg/ZLYTNBfMXylNPPeNdD3HytNNOlWbNm0rZssdmu15tLnfp2kkeeugRee/d9+x51/4zRN4Z02fJmjVrjAieJYjub4TTiueeK23atrKiYzZPQ37An/HjJhp/Xsl2BcyP9O3XR8qVK+sdf/yxJ2ScWZQV5xo3aWTvg7AKd+fiBXLIIYfYfVy3cuUqK6bbA+ZP+fLHSa3aNeWCC87XQym3o0aOkaeffkauuvpfUsp0FCxatFg0LNx48cUXSdt2rT0RWD3D80ydOl1ee+11a2YDx8H65JMrSBMT5xOMreuo7qmnnpYpk6d6fNWvq6+5Slq0aJ5N3OzRo7e8bUYoN2hwi9SuUytHEDdcX90emzhpvGWqv/0XnmrSxPDhQ+xhV1D/+quv5ZFHHrXiNk5CqK5R88bARULff+99mW/S27sm3SBtwyFtwGxR69Yt5eCDD7bH8Oe77zZJo4ZN7G8s7jnYmEbZtGmT/d21W2fLebJh8O9H/2P3cQxu+PCR8tyzz9v9sD9nnnmGDBo8wDudJM3eddcygbkVN5/BrErVqtdLZyNgw0Wxob4rBPV777lP5s1bYPJeEVl+91LvuZMI6m+//Y6MHDHaexfwDOkY7/yWW27O0XnlBcYdEiABEiABEiABEiABEiABEiABEiABEiCBlAQoqKfEE+1kXEEdvkKghF3k4mbU8ubNmz3hEiNYZ86aJhjZq27atBnysBHG4SCEQtBUgRD+TDOjkw877DC93Npwhi1n+IUtHPYhJN7WopkdLdyxQxdZt26dd+73nb97AnIFIx6PGDE0regGgfqW+g08wVgFcQifcBDwxk8Y6wn+ujAjngHM8B/7GHU9Z+5MK+K/8MKLMnTIcHs//hxpRtR/ZcRgdUOGDpLTT/+H/gzdQkx85plnPc6Iy2GHHWpHdetNbgcDjsH8RvsOneQLM2MADsJm0aL7e6Ik4jpp8ng5+uij7flUf1auvF/mzJ5rL0HYmBmg/uLghRdeILd37+p50bXL7fL++x9EFtQxmnnjxu+8uKGTopCJH0ToVq1aWH9VUNd0gHgceuihXtrBRf4FSzFyu13bjl56RLrCrAPtdMHIdrxTHQWPODRu1NSG54az//77S7v2baRKlcoyceJk+e9//pdNUF+2dLk8/sST9j73DzqPvvziS3sInSfde2SJ3hjhHjfN3nfvSpk7d77nvZuW8Fwq/O8pgjrE/yWL77JpdtmyJV684wrqr776mvTr29/ej3dyvJnN8tln67znRWeSdmx4gXCHBEiABEiABEiABEiABEiABEiABEiABEggEgEK6pEwpb4oqaA+adIEOxodwvSTTzzlLVoIoRWCKxyESAiScG3btpZ/XXWlHdkMIROCKQTzMmXKyJSpE+01+KMj1LFf76a6UqtmDc/ECo6NGD5Knn32OSt4jxo9Qk444Xgc9hZNxX716lWt2Ir9MIfFJmfNnG39GTN2lB1FjmthKqVN6/Z2RHitWjWkYaMG1gsV1PEDgiYWaz322DL2HP7AjEeb1u3sb4j/7Tu0teZaYO5k0MDB8vrrb9iwFiyc641m92727aigjsMQZiEgQlCG6Y/ppoNi9eqX7R3L777LCvn4MaD/IG+k/XDToXDqqafYa3APBG8IsBAoEb6akbEX+P4gPdxUr74Voc+/4J/SvXs3+84gCi+Yv0hWrbrf3nHvfXd7/sQV1OEB4hVlUVJci1Hvt95a38YDpm/GjhknH330se3QmTd/Ni4x5nh+M4J+I6+jB2mjePHD7bk333xLevXsY/crVapoZh/0tvuuoA6+PXt2l4qVzs3WGRMkqNubA/4sNaLyYiMqozNj5qzpUqxYMXtV3DT73nvvSbeuPey9lc6rJF3NbA2YekFemz9voTzwwINe6HuCoI600axpC5vG0GGEjiN1cQX1gQMGy8svr5GTjRmlocYfNSH0wAMPycwZs6y37owQDYdbEiABEiABEiABEiABEiABEiABEiABEiCB9AQoqKdnlPaKJII6TFlgNLHrunXrYc2z3HDD9XYkOc6p0HrNtVdbcxvu9bCN3K5tB3vorqV3eqPaVVCvXOU86d27p3uLscP9h1S94UZ7rHefnlK58nnZzuvIaox4njsvS2jNdoHz46effjIC4GY54IADrI1m55RMmTLNLrR4ojGRArEdzhXUZ82ensMut47QPfqYo+2oe9jQVueKvRi1nM70iwrqEGaXmtG+rl+w2V7/5iyRf6yJG8y47Ny5U6pVrWGD69ChnVxx5eUatN26NrdHG6H5pAonZTvv//H555+bUd47zWj2ozxBE9e4Ybuivb7nqCZf4FdUQb1s2bJ2ZD3uUecKzivuWW5HnL/zzrvS/fas9DJ9xpQcNvVhtgXmWyCc37dyhdexoyPUW7dpKddcc7UG4W2jCuruyOqRo4ZbMzvwJEmanWdGpt9rRqij4wbCvI6oV//AG/bK4XaloI5ZDtoZgbBhfx6mb55//gXPJNEwY7IH5pzUxRXUGzZoYoV5dKIgPbkOpn+2mU4F2FN3mbjXcJ8ESIAESIAESIAESIAESIAESIAESIAESCCcAAX1cDaRzyQR1FesWJZt1DgCU1vT7gjg6tVqWvMbECvPPuusHHFq1izLvAcWMTznnLPteRXU27VrY0e0uze5IjwWstzvzwU79RqYhhg0KMsG9z33Lg9dFFKv1y1ETyyAuPWnrfKT2S5btlxeeP5FgTg+Y8ZUe5kK6jBT45q0UD9gpgKiKjoCmjXNssut57Dt26+/NQcSZfS8Cuqw+42R8H5Xs0YdK2D27dtbKp1X0dprx4h/uKB3g+PNDWuYn4Hd+mrVbsChSA6jon8yXMAHnRC3m44TuH7GxjxGc8PlpaDudtDYwMwfLFRbp/ZN9qeK52oixX1nej227j1Tpk4yMyNKW7MzKqjPmTsrh/1/3BdFUEfnQMsWre078ZuhSZJmexqb9G8Zm/RBz444PfTQw2amwkzs7lJB3QYY8gcdFc1vayrXXXdttiviCurDho2Q5597wfqBjrjLL7vUdhq5nUrZAuAPEiABEiABEiABEiABEiABEiABEiABEiCByAQoqEdGFX5hXEEdo1QhVvsdbG5jhLgK6t988600bdLcf1ngbyw0WLdeHXtOBfVevXtYG9buDVigcdKkKe6h0H0dvR16gTnxxhtvypIlS+3IenDwO1ecVUE9bPS7Cod+P/y/Ycpi5Mhh/sPZfqugjkVJYSrH7zQsFdR19DVMuiy5a5H/cvt76NDhtpPAte0deKE5iBH1WEgWNuHV3r3/2l0lqPsFasTDTbMqqEd5PuWmo/hdky+u+Rz3WdMJ6jB30qZNe9tZUuWflaVXr6wOB/UjSZqtU7ueNbnTvn1bufJfV6hX3tYdob8rR6gjApgxoO67777z1jkImrWB6/zM9d6wLUwTderY1Y5S12sg1v/jH6fJdddfK+cZEzgFChTQU9ySAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAnEIEBBPQassEtdcXLU6OFSoUKFwEshPvfu1deO+o4iqMM8g45Ax0KhBx3410KlGsDb77wjp55yilx62SWe3fVUgroKx7i/YsWs0dHql27Vz8ZNGknp0qX0cI6tX+jEoo8wJQFRGkIyuCQV1IPi9t5778txx5WTE086MYcpC3/k4grq+ixho+fh/5Ahw+TFF16Siy66ULrd3sUfpPcbi5u2atXGWwAVYiYWhsSirQead/j440/Ya/c0QX348JHW/Ajsvvfocbv3PO6OCtWdOnWQyy6/NNsI9aSC+uhRY+Wpp54WdLRMmz41hymSJGlWReigWRp4Hte8TRRBXW24h814UEauaSBXINf05e+wwXoDzZu1tLffeGM1adK0sXrlbfVZtBPDO5FiZ8eOHfLiiy9ZM0uwf49ZEurQIYR1GiiqKxFuSYAESIAESIAESIAESIAESIAESIAESCA6AQrq0VmFXplXgjoCVJMvQTbXwyKUSlB3zWfADrYuWBjmV6rjagIFYn8fY48dgrG6u5evkIUL74wlqPftc4e89trrUqNGdYGYnxsXV1CHqZu2ZpQ03N0rlkqRIkVyBI8FQGGa5LYWzY0pketynNcDEDKHDM4aQY8R8DDrouIlTOPcWL2W7WwIEtSD7F7DTMxN9bJsYU+cNF7KlStrg0JcoixKGnWEutrPP8rYfZ85c5oNw/0DkzX16ta3h6ZNnyylSpXKtaD+yCOPytQp061ddoyUP/LII90g7X6SNIuOK3RgXXvdNaZzo0UOP90FOqMI6roAb9jsEg1AnwfXrbhnmffewwR13DdxwiT5738fs17Mmz/HWwhW/UwiqOu9usWI/EULF1smOBZlHQC9l1sSIAESIAESIAESIAESIAESIAESIAESIIG/CFBQ/4tF4r28FNTVtvaVZpHM9maxTL9b8/Iau8ggzDkcfPDB9nQqQd1dfBOjVC+88IJsXmKRxFde+T8rcKYyDQEzHTVurG3v7dqts1x88UXZ/NF4xxmhvnjxXbL0rmVGVC1pRipPySH2f2gWkfzm22+t7e7SpUtnC8//I66g7grdLVo2l+uvzy6Yf/zxWunYobMNZuy40XLCCcf7g/R+z541V1atut8uiLlg4VzvOHbeffe9QBvqY0aPkyeffMoz9+Pe9OyzzwlGSMOFCepB5nlgE/6TTz6VqIK6awZl0uQJxjTJsW40zDM9ILNnzQldlDTuCHW8z86du9kw3M6FbIGaH0nSLMztrFhxr50tMXferGwdJPCvQ/vO8umnn9qgogjq69dvkNat2trrwxbFxShwmFpZt26dnHHG6TJ4yEB7Pf6kEtR/+OEHwUKiKEf+eX4V6dmzu3cfduII6rBzj9H3cKef/g8p5KyRgFHrtWrWteG0at1Crr32Gnsd/5AACZAACZAACZAACZAACZAACZAACZAACUQnQEE9OqvQK/NSUH/00X/LlMlZo4UbNLhFqlWvak3GQByDaIhRxXCueYlUgjquVVvZMEXSt19vOfvss+xI2u+//16GG+H2bbOYI0xTLF6y0Bthi/v8DiIg7DWfetqpMmDAHdZUB1hAUH7wwYfs5XEEdXckMky+dOzU3uskePrpZ2TUyDHWzzC72G784grquFdNnmAfAu85554tWMhx3br10qN7L2vr+rDDDpM5c2fmEPtxjzoI4xDI4YYMHWSFTezj+bp37yk/b/0ZP7MtSuqOmIY5lQsvusCKoWvXfmIE1t7ePa6gDtMytWrVtX7BVnwLM3LeFVDjCuroJGncqJlA4MX7H2Hs1Jc2Jn8gQL+8eo0MHjzUhuWavElqQ/3HH3+U5s1b2ueqVauGNGzUwPod9idumnU7QCBuo9OnWLFidlHYuXPmeSPCEV4UQR3X3VK/oWWDfZiSufiSiz3zNN98/Y2MGDFKPjCdBHD+NJpKUMf1mM2BWR1w4yeMlfLlj7P7+KOCOkTwK6643Dvu7mAGBN49OsQwiwD50G/a5aUXV3vvcOasaXLUUUdZL9CJtXTpctsp1qlzB9db7pMACZAACZAACZAACZAACZAACZAACZAACfgIUFD3AUnyMy8FdcRn+vSZ8tCDD3tRK168uGzevNmKZjjoNxOSTlCHcNq5UzdvhC6EdZhrgTiurv+AfnLOOWfrz8CtjijXkxCb1Q8Islu2bIll8gX+wPb60CHD1UsbL4y6VRvQJxn76RB6EedULomgjk4KjKyHGAuHMPBfwy5atIhMmTrZ2vpOFTZMtKCzQe+D+Y+ChQpa8Rh+/PLLr/Z2d1T2pk2bpWWLVt45hAt76ypugyWcK6jjt5rdwT7uwUwBFUXjCurwA8JwKzMS24070jf+w8EW/KjRI7wOhaSC+vhxE+Wxxx63fiLtIe5+hxHWXbp2soeTpFk1v6L+wj6+dmaULVvWS/9RBXW8o04du3hpHP7C7jvet75THKtf/yapd1NWRwd+w6UT1CGE17+5geUOMR2iujoV1PV32PaBB1faUzpDAj/AFf6hvICJIDj/6PmaNep47xsL8iLv0pEACZAACZAACZAACZAACZAACZAACZAACQQToKAezCXWUdckRapFSbE4YK+efQSi6vK7l+YIY87suXbEeaVKFe3Icb0A5kiWLFkqzz7znGzYsEEPW5MiDRveaheH9A6aHR1J26t3D6lSpbJ7ytuHCIiRuq+88mo2gRCCKUyehC2s6nnw584yM7J1uRlZqwIsBLxatWtKyRIlZOLEydkE9ccfe0LGjZsgYTa61e9nnnlWMGL7g/c/8IRciNIYnV+vXh07Ql+vDdvqQpcYud22bescl6lICRvnlc6r6J2HnXC8h1dffd3YB88SIPG+zjjzDCOU3pzDDIp3o28HwvSAAYOt+Q89VaZMGbsYZM8evW1ngyuo4xqMhMco8C+/+FJvsXbKe/bqLm1aZ5n78QvquAdmWF599TV7z2lmtsCw4UPsPkzUoHMgqskXDRQj6RctWixvvvGGJxSjE+ess880o8qbmvRbVC81aWez6TzIWkgzzPb85MlTBQuLXn75ZXbWAW4eNmyEPP/cC54/QTsnn3KyjDSdJ+qSpFmYqXn0kX9nyzfXXX+tXHnlFZ4Jn6iCOuKBkfVjx4wX/0KfOAdTRTca+/9BplT+Z2ykTzC20iFWQ7QOcmqnHecGDuovWAAVTjvI7I8Uf1RQxyXgPXfefK8DAcfQoVC9ejWbh9SmP45PnTpdHnn4UXHTDo7TkQAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJ5CRAQT0nkz36CEayfm3E2uLFD5cDDjggI3HF6NWff/7ZjLY9IpJYHRToN998Kzt2bJeSJUsGjjYOuifdMYyK/sKIywcYIRCj33e1gwmc337bLiVKHJE46G3bfpOvvvpKDj20mGe+Jp1nes9hhx0aebQwRnCjUwOLqQaN9k4XZth5dAwULlI424KzYdfuyuNx0yyEcIzyR/rMzUK87jOCDWzUQ6g+8YQTLCf3/J6wj9kdyJvpyguYD8J7piMBEiABEiABEiABEiABEiABEiABEiABEkhNgIJ6aj48SwIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAKWAAV1JgQSIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESiECAgnoESLyEBEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABCioMw2QAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQAQCFNQjQOIlJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEBBnWmABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiABCIQoKAeARIvIQESIAESIAESIAESIAESIAESIAESIAESIAESIAESIAEK6kwDJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJBCBAAX1CJB4CQmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAlQUGcaIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESIIEIBCioR4DES0iABEiABEiABEiABEiABEiABEiABEiABEiABEiABEiAgjrTAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAlEIEBBPQIkXkICJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACFNSZBkiABEiABEiABEiABEiABEiABEiABEiABEiABEiABEggAgEK6hEg8RISIAESIAESIAESIAESIAESIAESIAESIAESIAESIAESoKDONEACJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACEQhQUI8AiZeQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAX1BGlg27bfRP74Q/YrvJ8UKFAghw87d+6U7b9tt8cLFymc4zwO7NixQ37f8bsYD6Sw8SeJSxePJH7m9p7t27fL4juXyFtvvS3ffrtRLr/iMmnQ4Jbcertb7797+Qp5/vkX5Oqrr5Krrv7Xbo3Lnhw43v3O33dKof0KyT777JMyqtt+3ZYj7f/++++yY/uOHPcV2KeA7Ldf6jyyJ+aFHA+yiw5o+bPPvvtIoUKFdlGoe1cwr776mixcsEjKH19e2rZtnfbhkPZ//vlnm073KfBX2i9YqKDsu+++ae/fXRdonk0Xzz/M9+43fPeMC/um7a5nQLjffP2NLF26TN5//0P7Hlq2vE3Oq1xpd0YpV2H/8MMPcvvtPU094jcZPmKYlChxRK78S3Jzt249THm8XXr26rHLw3/8sSfkgQcelLPOPutvV3/YunWrfPTRx7J/0aJStlzZjJfB+aE+8tVXX8lnn66Tjd9tlFKlSslJJ50oRYoUSZKMd8s9SfNv3O/Obnm4PA70s8/WyfhxE+Sggw6SgYP653Fo4d4nfYeuj5nww/VvV+3/ncvfOIySthuC7gtLtzNnzJZ3331X6tStLVWqVI4TvbTX7o4w00aKF5DAnwTyMu3vbsh/17I9HbennnpaVt636m9Z9073bHl9noJ6TMK//vqr1K5Vz97Vq3ePwA/kPSvulfnzF9pr5s6bLUccUTxHKEOHDpcXnn9Rypc/TsZPGJvjfLoDbjxGjR4uFSpUSHfLLjmPRvh7777nhXXBBedL9x7dvN9/x50B/QfJmjWvyI03VpMmTRv/HR9hl8T55ptulS1btkiXrp3kkksuDg3zxRdfkiGDh1nx8Z57l3vXjRg+Sp599jnvt7uDxtXJp5ws11xzlZx77jnuKdtx06RxM3ssLL9lu2Ev/zFj+ix58MGHpMLJFWTUqOF7+dPmzeM98MBDMnPGLClbtqxMmjw+bSCa9oMuLFOmjJx11plSt15tKxIEXZNXx9Dw++mnn4yov48UK1YsRzAa7w4d2skVV16e47weQAdpzx697c8HHlyph/eILSq2t93WSn7e+rMXn3TP4124h+7877+PyYQJk2zsmjZrItWrV814TNOljRuur27DnDxlohx7bJmMh5/Kw/nzFsg999xn882uFNW+//57+d10Ch944IGxBzqgjjB+3ERBenQd8n/ffr3kyCOPdA8n3t+b6yMffviRTJ82Qz744MMcfI48sqTpZOoqJ5x4Qo5ze9qBpPk37ndnT3vuqPHBNwnlDwYTIa+57o033pTevfrmqB+61+yK/aTv0I1bJvxw/cvkfqqybneVv5l8vnR+YcBXWLshFZuwtndYum3frqN88smnkhff8d0RZjque+v5VGXW3vrMUZ4rVV7Jy7QfJW55ec2eXLbn5rnzQ9mfGz6p7qWgnopOyDk03r/84ku55tqrpXXrljmuckXlVq1byLXXXpPjmrp1b7YCQL2b6kr9+jflOJ/uAEa431i9lr1s0uQJRvg5Nt0teX5+06ZN0rBBExtOjRrVpboRoA855JC0o5XzPGK5DGBvbsDmEk222+vUrie//PJrWkH9mWeelZEjRudoMA0fPlKee/b5bH4G/Wjfvq1c+a8rvFPffPOtNG3S3P6moC5GCJ5tR3eeeeYZMmjwAI8Td6ITiCtsaHmeKgR0rKLz9OCDD051WUbP/fc//5OJEydbIX/JXYty+K3xTidA78mC+hOPPyljx2Z1enTt1lnOO6+SEWoKB84eywFgDz3w448/mg6MPrJ9x3YZMmRQYKd8bqOeLm3kR0FdO5j835h0rLW8wHWYkVK6dGnZuvUn29mrx0aNHiEnnHB8Oq/Snt9b6yMvvbhaBg8emu35MTp90+ZN2TrL2rVrI/+66sps1+1pP5LmX01HUTty97TnjhofHTwRNOAmTCSM6nemrkv6Dt3wM+GH618m91OVdflBVEnVbkjFJqztHZZu81JU3B1hZjIN/p38SlVm/Z2eI9NxTZVX8jLtZ/o54vq3J5ftcZ/FvT4/lP3u82Zyn4J6ApqzZ82VVavul6OOPkpmzpyWzQdMoa9xY23vGEYm+kdYuT3jY8eOSjziRhu8M2dNk6OOOsoLc3ftrHl5jQwYMNg2KO9esTTjU51313PtrQ3YTPPMlKDub2Sho+bpp5+V+02eQ96BmzZ9sp0Kjv1UFWOcz29u4cI7BWYBKhlhsW/fXvnt8TPyvHGFjTBhetOmzfLkE08K3glMGiWdkZT0odKJpmHx9oe3Jwvq2oF0ohm5OsZ8T+miEUiXNrR+kZ9GqKdqHIZR/c2Y5alT+yabv8+/4J/SuXNH21mM69evXy9du3a3gvCFF14gt3fvGuZN5ON7Y30E5SRGi6KMRIdEh47tpHLl86SoMZsDB4539Bvgff9zU2+ODHo3XBj3u7MbopiRIFOJU2EiYUYCpicegVRlXX4QVVK1G1KxAUD9Nrpt77B0m5ei4u4I00tA+WwnVZmVz1Bke9xUeSUv0362SPBHxgjkh7I/Y7B8HlFQ9wGJ8vP119+QPr372UuX332XV+nHAdhA7Ne3vz2HP2gc3LdyRbbRcjpVBHahV9yzLNs53INGxUdm6mtJM8U1aJo+roGrXq2mvXbBwnly2GGH2mOYjgYXNkIPvev4X8D8C7KFi4bNdxs3WtvB6exg24DMH9hsRqPy+edekHHG9iFGpc+eM8OeLliwoOC/36F37/PPv7ACU5h9bI1rmB+YMvrHHzuzPSvigfjAdjTYw49P1n5i7N0XlmOOOTowLm7ccP1HH31kuZcsWdK+m6QNWHSufGqm+hUy77lUqWPSho14wHboVmO64LjjyuVIFxpP/zPina81z4j4Hn74YXqZ3eJ9fvnllzZ8vJd0Lsn7Vz/zSlBX/zHlDjMg8PzNmjeVatVusKdSVYz13lTbjRu/k6+//joyI/gFm9Lbtm2z3obZdtX0iXQYZMs8yrtWP8Lys+Z3Nw7Ll90tixYtlosvvkgwYhdO8xLydFh+U79w3p/3o5ZJNjDfHw07Tj52vYj7fvAcmGJ7XLlygWWc67fu43qsh6H5NK6wkU6Y1jIf4fm/GRoHvOu1a9facirKKPZU5Yumz//97zGBCaD9D9hfFiyYa4Ny30O6eGvcogrqUdK0+omtlrcom2ASA+8gXXrR+/W6KZOnyZNPPiXoiIMQB6dpWDm437t169YLvj+nGBNS/nQe57uk+Rrfm4+Nzeyi+xc17+6YbOX2L7/8Ip999pn9Jsbt9Nb86OZ9f9kPBnG+b2CjTNKlDRUNVFDX9FmyZAlT38j+nYG/fpebMiNKpR528781dZXSpUulnfWBZ96wYYP5tm41s/nK5rDHreVsw4ZNrPjdomVzueKKLBNIbtnqf0b8hs3J0aPG2jSHvI104Totj4sWLWLy/lL3VNp9zR+oB0atj4D7hg2fm9liP0u5sjnLQM03Sb4F6TimfaCQC9zZaTARiLzsd0j7jRo2tWbl0HHRo8ft/kvsb02nqO+FlaOaB9xyIU5dKVXZq5EKyr96TrdJvjtR8pW+Yy2j9J6Cpl5c3piZjOLSpSP4oRyxH5RPtG2gaU3jNWbMOHnxhZekcpXzpEuXTrjdq8cHiYQwo4T2AurFQeFYD5w/ScrxIEZB71CPOcHl2HXLbL3ePZbbclzLhSTfzShlXVD5i2/7li0/2XfgL+NyADAHorQllI2+U5iP+MLM/oaJsQMOOMDzFukM4W/e/H3kNODdHLIT1G6IwgbeBbW9g9Itrk0qKkbJf7kJM105qWlU61J4FnX63tw07T8XdJ9eo+WAlgt63N1qGEH+pIs7/NEwCpg1jYLWqdPzbn3YDV/39bpUZZZeq9so5Y9e699qeGHx0jQaxB5+7Yr2EsLReKSqM/nTPvLx2rWf2PeB2WdRHOrrMFmJunU6F+W77Pcjjv/+ezWNuu9C801SDUrDUH+C0n9QuHqfngu7L13b2F/2451BH0HZe4KZYYl0SRdMgIJ6MJeUR1HgqbmVfv36SMVK53rXq/1ijA59xdjUxEfRb+N81MgxZsTtM9YW9B39+3r3fvjBh0b0WGQX9MR9cDATcLlp2AWZhalZo44VF+9aeqe1Q4gMiGNwYY0SdASgQ+Ccc86W/gOyOgWQYRYYm+9PPfWMKYyzRgCjwnTaaada4TKdORkdmW4D9v2pVq2q8SPLDAzCmTtnnrGT/bwXDi4vV66ssRFbTS67/FL89FwPY7P3bWO7t0GDW6R2nSzzNt5Js6MN/omTxls/cE57S/H8sMftNyHSqFEDqVmrhuuN3UehCpvJEI6UPex2d+nS0dijfjiWDfXvvtskQ4cMy2EHFLa/YV/cbzMSjYWpU6fLa6+97k1tBv+TjQ3sJk0a5ZjBoM+I0W4YZYhOHHUYpdm3X28rHKBHHYWnOoggQ4cNyvFhyu37V//zWlBHOJp+K1WqaJ8Tx4IqxjiezkE0xccD+UYdRI/2xp50UINer8FWK7LYdzu08BsOTOvWucmawHHTXNx3rRX3seNG5zAX8N5770m3rj2sgLNy1T1ZAZu/K1feL3Nmz7VmcWC6AE4/ksWLF5d582fbY+4fpBNUfuCmTJ0kZcqUtvtxyyR7k+9PknwML+K+HyyktXLlqmxpHuJBrdo1A98nKh6TJ02V1atX2/eEMJHvUNYWMSMj49hQTydMo0zBu4TzfzMgtq9a9YB8+umn9jz+oNxHGmxs8r9/4eso5cs777wr3c2ilkHOLU/TxVvvTyWox03T8BPpDXzfNettZCtvTfn46KP/tmJLujUrdGS6xtHd4ruK8hZpAp284AmWsHGt+f3OxQus0B33u6TfbyxQfeihh9rZIO4zDDDf1dIm/0yaOMV+5zVeqOB26twhMC3qNbqF8Fuvbn370y1ftOyP+31Tf7GNmjb0+zramCqZbb7b7too+DZ2Ns9ybsW/6j4aRibKDC2v/DP8UPe603QWooxT5ggX5XarVi3l0ssuwU/PoYGlHS7u9Zhd2KtXD9G6TZfO3XJ8r+EJygO3bPU8dnbWrv3EdpyXMB0NqDP53f33PyizZs4ONbvkvx6/k9RHkA+RvmHL3XVI+31NPbVcubL2sLKFGIc84Heff/65tGzRxh6GiSqUoVE5+v2K8hvvtFbNuvZ9XmnWccD3N8z959//lUmTptj3gnqvjmDH9XHKUbdc6NK1s13TZYtZ/0Vd2bJlpVfv7jlmfkYpe+FHWP7FuaTfnTj5yi2j9iu0nzz88COWL+qACxZmdawiLkEuajrCvWF1EPV36dLlsvjOJXLGGafL4CEDZfHiu2TpXcv0dLat1nG0boXyctz4MXZmgrZLcAPy7uDBA3MslJybcjyIUdA7xPtvZDrd0jk1wxnkB+5NWo5n4rsZpazTMgLlL9plU6dM8+pIiD++rb379MwhruAdRG1LuizRaTt40BAjmn8N763D97VNm1a2HT127ATbkabnsD7Q4EEDIg+Y0PvcbVC7IQob+OFve+OYm27dtaH8oiKuTeXi5L8kYUYtJ1u1bGs7od3BS4j3tl+3Sa1ade0j+E2jYdDTTfVuseemz5iSo61pT5g/mr7ifINwb9S449q7TDmzxJQ3p5pv8vDhQ3Aom1PTvGhj31gja72YbBf8+SNKmYVL45Y/QWHh2J7aXvLHN0pecdP+1yZvP/LIo169DeV7jZo3BmpbyAMzzECgNWvWeOUOBgVVPPdcadO2VbbvPuIV9buszxDXf73P3Wa6bHf9xn4m81+ctrHmTZT91czaTeNM2QtecKgPn3rqKXJbi+a7fF0lG4E9/A8F9YQv6HYjVrxrRIsbbrjeJK5mni+YtgqzFBgZ+uQTT9nGDcRgiBjqbqnf0CbQ1m1amkUWr7aH0fvepnV7r7GPRhB6+LURGGRrXcUQjIDXXiMdTV3RNHT73dFHg7RbVOR1QVVUhjClFm6aWQTq4Ycesfso5DCqRyuwKMSmTZucckTaxx+vlZEjRwtGF+jCcEeb0UFw1113rVSter3dn2gWWfuvEY/gkDHxjG4FCgLxhRdeYM/jT9cut8v773+QSFBHgx8NJDwPGl1aIMBf/6KZqATc1ryVV2FD47xgwULebzDAc6UTeOA3wmnSuLl9j3hGiOLff/+DrZjgPCoQi+6c74lkqJy079BJvjCjb+AQdtGi+5t3v8n+RvyxKOLRR2fxxEGtjKNxhOvgJ5w+4/HHlzc9it/Y+OMcekr1fcL/RXcuzNZjn9v3bwM3f3aFoK5p4p/nV5GePbvboIMqxhqnsC0q/StW3GtPo4FW4ogjrLinYlunTh1ydPC4fmHkVT2zDgJsxjdt2tiuF+Cef/vtd6RH9yxzK3jfxYoVsxXRuO9aRS1tbLphvGU6f7BQpF/0+fej/5HJk6dmK5vWr98grVtlieuuuRz1Dx1d95mVvbHw26zZWbNLkpRJ6p+71XfmCrnueX1Gt2Ms7vt54YUXTSfWXwuw4jncsmXI0EFy+un/8IJF5RcziV577XV7DAwxy0dNCmnegrASZVFSLYtT2SLXzpHOXTrKpZdeYsPV0a0aMcQbcdByH43Ktm1b6+nI5QtmpcD81mZTPiCNwmmZXLdObS9tR4k37tW0hn13UdIk5Re+ay1btPLihfJ133329cpbZZ+uvIXwjjSLijp4oawsbr4pcJ06tbcLdaMBhsU9cQ7X6HUYUTJn7kz7bYj7XcL6D1gHAmUrylz4jbSj6Q1lbPny5S0znDu8+OF2zRUbMfMnirkKt2EaJKjH+b5puLr94osvIqUNzZcaFt4TnH7jsQ+x/aQKJ2HXukyVGW6l3jWZhzyrHch+7oiAv4HfsUNnQf0EDp3N6Jz66KOPvfw1a/Z0OzMCnTOv/N//ed9hPPNBBx8kRYsUSbRovA3Q/EGdq4OJA77v7owhPR+0TVIfwXfrlvoNvDzlrxOgfIM4jg4EiPVtWmeJ1ir8ufG40wigy4wQ6na+RuXo+hN1X0UhXI93jYZcXBe3HA0qF1Af1fIf4eP5UUZgFCVcnLpdWP5N+t2Jm6+0jNK8i/gj/5YsUULwnQ1zcdIR/EgnqKv5ORXUMZMIQldQmd3HtEmw9oCbHrTujXexefNf7SE8F8xtHHjggd6jJC3HwxgFvUPUt3v2zN6u0gi439rZpg6FGcZBfuB6rcNr2CjL0rVTMvXdjFLWafmLb5nWH/x1KuRTt2zGc8VpS2AkbeNGTXGbbV+CLcLAc2o9HPV8zHyGQz0deVC/P5qm7MkEf4LaDVHYICitN7ltb023eJdJBfW4+S9umHHKSbB44IEHcwz8W/3SyzLIdH7AuQOb8Fvr4ci3y5YtwaFAl+QbFCfuCDSdoN6pYxdbF0gnqEcpsxBe3PIH9wS5PbG9FBTPKHlFBXUt51APwSAU1SPgr3+xXnTed+zQxdRT1tlgce/vO3/38j0600aMGJrouwwP4/pvIxHwJ5Nle4D33lpo6Lx0B97GzX+aJzUMfznubxtr2a/tMNznfwf4PWPmVHtc/eVWhIJ6wlRwjxHj5htRrlSpUtaeM7xBha/BrY2tj0uXLZYXnn/RNubLlCljRn1OtMdRadCFO3UBRWTwZk1bWHEUiX30mJHeyDnYQob5BjgddWd/mD8QzrYY0RgjMNVpZkPBhenH+Lire+IJs3jbmPH2mE5NVjuquAbCDRZ7QqMTlR0UhvDfjb/6FbTVxSbRmPOPfNJRWrgPBegNN1xnhUBMicd06dWrX7Zeug28JB8WrajCM7fD4sMPP5JhQ4fbBhMqZq7te4iSEIzghpuCGj1wcJ99tk46d+rqVe7SCTy4R01FoCI6w9jXx8cDDo16NErhevXuIVWqVLb72gGCH27YaNjh+ZFeUHhhVJGaDXGfsU+fXnJe5UrWLw3b/jB/3PTy3HPPy/BhI+0pN5xMvv+8FtRhR7V1qywhwB31HVQxVgZBWzRqdfR43Xp15JZbbvYuG2hEyJfNWgDIhyoseyd9O+hBf/DBh4xIkVN0haCN/HmyMSsxcuQwe2eSd62iVhxBHZywwBtGZqBDR50uplynbm259das0a96Tjv5tHKZtExS/9xt3Hwc9/24lfNLLrnYdFC1tXkFUxIHDRxsZ+SgPEQeUqEJ5Soa+3DoELmh6vW2PEKDDbZ6VYQLerfus+m+NrDCBHWUPyhL4ObNn2PEmsOzlQk69R1TnyH6rjIjcOeZ2RNwLVvdZjsmsa95PGr5ovkbZUiqRUlrmpEiiEOY+/DDj+2IchuHB1d6lyVJ0+3adrSj8fFO3IUaIfR2Moy0wRylvEVEtCGDd4/OUtepcIZjqCBCAMB0cnVJvksqVsEPzMBq2qyx/Wa+/9770t10ouH9wbkd6Xg2PDcazP4yx17s+5Ouso7Lo37ffF57P9OlDS17cIN+S5A333zzLTuaEEKLO6I4k2WGVupd0cbN5xildPXVV9lnAau+fe6wjWOMpoZwDAcTLxjlA+d+81DnaN6spRVnrr7mKjsK0l5k/ui31S/M6/l0W5QfiCdGXcNs38MPP2objxBrUbdxzRiE+ZWkPqLpGHkK6wiAA5wrxNYyM/Mamhl6cPotCMpjOigE30Wk1SQcbSAR/7h5FPVGLaMj3p6oHHXDxLuZMHGcrWchbTxgZhRonTuofhWl7A3Lv0m+O0nylVtGYXFyDPCJwjVuOoorqOs7TWWPWEVCXAthbtKkCXY0OspODFLCDAU4dwCOxhvHo7Yv0jEKe4cIw++Q75Gn8O1y61dhfmg5A3+iluOZ/m5qHILKOi1/ET8IWEPM7AK0JfGcyBuo28KhToG6BZx+T7AfpS3pCurIU+jogdk3DFYZMniY1yZ00wD8nmJGyz/6yL+xa2cPocxL4lK1G1KxQVhBbW9Nt7kR1DUdRy3H44TptkGj1DfD/Nb6FjjgWV2ztdqhElQXw/Wui/MNiht3hJMpQV3jnKrM0veGa6OWP+qvf7sntpf8cXR/p8orKqjjetSH0e6EvoQBXmON2S8MbnA77nGdcva3DzQ94prqZuQ0OMPFbRPF9d8GEvAnk2V7gPdex7K/PImT/9w6c9S2sVv2I2zUJ3UmJ2a39jIdymjjuNpGUPzz4zEK6gnfuptQV9yz3I741Up6uXJlbeUAlQ8IVXBqNxe9nWNGj7OVWxWd3Urp3HmzbMPf3vTnHx2VdeW/rrAjsNxz/n1URjAKHZVPv9kXNDpfe+11cUc9auF9zbVXS+vWLbN59+mnnxkRoIM9pmZlsl3g+5FKUNfpQTBjgHi5DsLXbc1bWvEY5hYwGh9O4xZnZKsW7v6ec/in8UNBrdO4XfM97dq1sR0KuFYdxAMUIHBBjU+9TreYcv3YY4/bBq027PUcRvD/+OMWM1r5EDsLAO+qWtUs8zNBQpwrILsjAfUZgyotOhUxaDSciqb4EOGDBKeMM/H+MyWoYyThrc6Mjk1mmu3jjz9hhVHEGe/Pne6dqmKM6/3OzZdDhw2Wf/zjNO8SpAfYC9u58w9rm9c7EbDj5g93FKkrCOtsiKTvWkWtOIJ6QFTtITUFAwEBnXnq3OdQQSOTZZKmsaj5OO770YozRmBPM7NpdEQhng9lS4MGjWxD1y0PtXEaZIsX4essk0wI6hgt3rtXX9uZ5wrbOpUUFUr09qPy4rqhpgMQnbJo0I4alTX6Pk75Ar+0keuG64ahHQHusXT7OkI9SZqGYIUFHOHcjkUN002LUcpb3KcVzKDyUL/JuE5HI2NfXZLvkgoxQR3H+q0OOoeOY4yyckVijYd/m66yHvX75vfX/Z0ubWjZU6NGdWsux71XTTm4AwoyWWZopd5lhbIZ9nULFtw324wtxMsdhbPq/nttGeCOaMOIQTd/YeQ4vhvowCpR4gjv0fTbGiQyeRel2FFTIu4lGEnZ7fYukQTNpPURpBeM7IRg719HRQUofFd10V79FvjTKTp+WtyWNSNGv2lJOLrPn25fRWZ/wzHdfXo+STnqlgtBpgkaN2pmO0IgAEAghYtT9obl3yTfnST5SssoiJFLly62IobySrWNm47cuGmd2vXfP0Jdz6moEdQecIWTQYMHCDoEXKemGtzZwbkpx8MYhb1DNy7Yx3cQ4UMcOs0MYkCdUs20hfmh5UzUcjwvvpsah6CyTstfPN+KFcuymVZBGaUmmvob02rnmBGUcFrPi9qWcAV1LOTsmuvCYKa2bdpbf/2zRVHONWyQNXDNHYBlL47xJ1W7IRWbsCA03frLMRUV3XZXmB9x81+cMOOWk+57dme1ajuyXLmy1nSfO+NORfIePW+X88//Z9hj2uNxvkFx444AtF0QZvIl6gh1fYhUZVaS8kf99W81H+1J7SV/HN3fqfKKpv2gdpR+O+CXamhoO1e94UbrvWtFQcPTNOO2YeN8l5P4r2H7t5kq2/3+6u9M5D/NA3Haxm7Z7x+9jri5dad777vbG+ip8c7PWwrquXj7KiDqNNVBg4bK6pdWW5tQKgq3aNHaTvdVMQf2iCAOuiO7tJBALz1GY/gdzmMkbNSR4rDH/YgZGeVW1lxzL2oXE+GoGQKMkjj7rLP8QUuzZi3sMdhbP+ecs3Ocdw+oYO1vpOEaDcdvP1jv1zgjDLXtHvfDAr+0cA+qvLiVNC3A3ZGj/oqjxk3fcxSBByMXMDoZDg1pjGD8x+mnBS6k5NqtDgu7ueEPUwKuHTt9xiARXis07qhWfQ5tiLidFvpeMvH+lZOKyBquf6vpxF/xdBcm89+jvyEM4kOrswhwPFXFWO/zb1VIRBzqmgYzhNUoi574/dH345p9QS8u7FdD+NdZIknftYpamRDUt5jZJkg7cK6IMG/ufLn33pW2MTjsT1uDmSyTkuTjOO9HRUyMumnWNGvUgvue+vbrb01u6KgGVKqwBgZ62cPKo0EDh9gRUkEVQddv3df44jfKXTg0tL8wYrqac0J6gB1ZNLrhdD0AVxiwJ/788+KLL9mRWm4+iVO+wJt0oqnGG6LCAftnmfRw46D7vxrTVEg/cCqoJ0nT6NBFxy4cBBgw8TvM4MLMnCjlLe6NIqjj+YKmIGv5F5YOgr5LKlYFiUHTp8+Uh8yaG+63V59PRWi3g0TP+bfpKutRv29+f8MZ1IoAAEAASURBVN3f6dKGlj2uaKL3q4CNOosutJnJMkMr9a6grmHrFnWaLVt+svaqYV964sTJ9pSK5zArofUXzDiqY0wdYb2bYsWKqRc5tvptDRKZclwccEDtXO8wZQtszqOMgUP669+/X7YZQwG3SybqIyjfYN9z609b5SezXbZsue2YQ6NqxoysusmPP/4o9W/OGq3uilIqXJx00ol2piTimIRj0LOFHcutoJ6kHNVGoVu2uvHTb8r1118nWKAWLk7ZG5R/k353kuQrLaOCOozd50y1HyUdqSiCcjwvBPWgerHO/nPL2NyU42GMgt5hEC81jYG6KTpt3VkoYX5oORO1HM+L76bGIais0/LX7TB1n11nsSBvII/A6TuI2pZwBXWdra1huHa6MdjANXmJa/Tb5A400nujblO1G1KxCfM/jrgd5od7PEr+ixNmknISA0EQhr5n/RYcb8yKXnLpJTJ71hxvRobb6aMDCN3n8e/H+QYlibuKibtCUNe0H6ce6eehv/e09pLGK2ybKq+ooB7UxnHTi7ZH3QE1U83gqP2MuVrXQcNRc0Naz4vzXU7ivxu+u5+pst3107+f2/yn9ZiobWOEr2V/WN0Ig9Rq1cxaq9HtTPPHPT/+pqCei7euAiBGcDVq3ND22mNkOBZY0WnlOkJDR8/pyBd3Kqn6EyUqKmakulaFDlfQ05Hx7vQat0KRyj+c0+m/qa5TodQvqOtHGPf6K07qnxaK7kjKJB8WLdyDRj+68VBBHYtkTJ0y3U5bDDKJgPhpPKIIPGhAQ4x75ZX/00ezWwhzV1/zL7n88ss8cT3ombPdZH7oKFVXvEn1jCqoB422V7v/Kqhn+v1nSlBHQe5WoDFSH1yRNhYumuetF6Cs3OcIS196rW5h4xwfKxU8cBzhXmhs+F93/bU5FgDV+/zbe++5z5rmcIVXbfBddNGFdmQi7kn6rrXhkAlBHfHQiqlrdkIFTO30w3WZLJM0/0QdcYHw47wfFYVxXyqnU9RgBgEmH+DC0osKS+57TeV3ujjA3AhGqZ72p5gOv/SeoI4xnHfLK41nnPIFfqQTTdPFAX7ABdlQT5KmVRwCj7DF8bQSGKW8RdyiCOruiBbcAxfEN+vMX3+DnlHFKneml96hgnqQSAO71LBPnQlBPer3TeMVtE2XNrTscesz6g++b/3vGGjX/FBBPZNlhlbq/YI6yvrZs+fIa2YhbrXtq3HSrTa08FtN8+k5bJH2Lr/iMrn22mus6SX3nH5bg0Qm97oo++hQQzmGBaIxZR3fF6R51+6z35/c1EcgfCxZsjSbkO/67wrqOK7fAjefqVDmHxUal6Mbbrp9FbdxHb7vaiYv3X16Pl0ZFpTPNcygcgH+ar3LFdTjlL1Bje2k350k+SpVGaXcwrZx0lFeCuphDXrkJ3xHVFAPer/+Z4tbjuP+oHfo9/fZZ5+zJgpw3O2Y0uvC/NByJmo5nhffTY1DUFkXVv7qc7Vp3d7aOFah1a2D6zVhW21LuoK6X4B1BfU5c2dlm0UEf/XbtDcK6nHyH65FO8afV1TIdDtskpSTak5D85r+xswdaBpNm97mDfR7efUaGWhMLJYrlzVDH+8pnYv6DUoS910lqCctf8LY7GntpbB46vFU5UhQOtT78D1FRwScCuq66Lhek2qrYm6c73IS/8PikKmyPcx/HNf8ljT/ab5JFQbOadsY+1r2uzMacdx1+s6DBm661+W3fQrquXjjTzxubJKPHW8/IB06trc2sv0j4XTEEcRAFBo6KujuFUs9YVUr74hKxYrn5ogRRuv9bKbKlzrmmBwLjea4+M8D2jDSqVcqUriilvshQCP/oAP/WuBH/X37nXfk1FNOsdPxIDamcmGCulvZCqocwc+ghmSSD4tm9KgVVa1o+9+b+5w6nctteLrng/bfNaPTYOcPwgNMSKjDSDmIo0gPWrinCnvIkGHy4gsviSvOpnrGOIJ6pt+/xsutxOlzu1v9SPifWxuObucB7tPGL/Z1Ngj21bnpS4VHPZdqiw/i4yYPP2XMMEHwwIdZHUbZ6ILBeixoi3erZp0wRf7QQ4t59tldu71J37U2HDIlqOvIUhUStMcenW+whaiLG2eyTEqSj8E66vtxKw1B5ed7xrb1cceVkxPNqEuUf9+YBXvREIALK4+SCuqohKhtZ/hfdP+i1qQQOhn9TuMd1PmFa10BZv6CudlMOUQpX+BHOtFU4xAm6sMPuCBBPUmahm3/wYOH2pHpWNBLp8ZnhZL1V2d9RC1vkwrqbrkRlg6CvkupxKr8LKhnsszQSr0rqK9d+4ldh0DLaXxDMXABi4fClNrbf66D4grqSFHIR/gWP28WLv7SmIxRhzLPteGP4/oNCxKZ9L642y1mZgf8hYMta5hjC3NJ6yOaF9Vf1DNKlixp6xko88HML6jruio6AELNvYDLsuV3ZVu4HP7G4ajxiLJ90zGrF2UmpN9PLcPilKNap9DvoN9PTcuuoK7XRCl7gxrbSb87GheEH/R9C2ofpCqj9DmCtnHT0Z4gqOdFOQ42Qe/QZYaBHjDhg7zlN1mi14X5oeVM1HZKXnw3NQ5BZV1Q+avPhK1fUE/SlqCg7hLN2o+b/5II6nHKSX2vOhNNR8xOmTrJCOml7XpwKH+wZtziO+8yAuCD1mQrBm1FcVG/QUnK+F0lqCctf8L47GntpbB46vFU5UhcQV3rP/A76FuH46pJNW7SKJtZ1ijf5dz4j7Bdl6my3fXTv5/b/Kf5Bv4G8fS3jXGdlv2YhTJu/BgcyuH0nUfVSXJ4sJceoKCeixfrimlYcAFTVy+77FLp1DnL7ji8xrQt2JvDyHV8ZCDUlCuXvQd35X2rZM6ceRJ1NCT8TedW3H2PLFiwyI7iwMhI2FWHwwgpjNBSp1OVgmwV6jVRt2GCOu5X297uyHzXXx3Vi0zf744sm+X6YXEXd9N73MIMi9mUK1fWntKMHrWi6i524nZyWM/+/KNxjyrwuPdiHw2pe+9baU0B4LeOEHdN0ISFrR0jt7Vobhdyxf2pnjGOoA6/Mvn+dYFC/6rUCMd12kkAkzgwgaEuTFBHHmrapLm1QY0GMMQvV4hzKzRxBHUNF1s0ip5//gWB+RMsCAtRAfbBXHvc7vXuvi4iB7MvJ1U4SW7v1iPHjIek71oFdb+td4Svo6MQ16Dp1m4cdR922erWudmWR+jgg+B6jxllj5kTHTtl2azEtZksk5LkY42vblO9H10bAjOFUMmK4jTdh5VHmpajlslacUknTLtx005OzIho2TJL4HfPa+eHf/SRew32w8oXnMtLQT1Jmna/mSONXXh30VzE17WPGrW8TSqoIzwt28PSQdB3KZVYlZ8F9UyWGVqpdwX1qX+askPjHh2MpUqVwiu0Tgcu4IdfUM+6IusvphnDHB7qYaiT+WcL6Lc1SGRy/XH3YWP8WzNyvqIx9aQzE93z2Fd/699ys9QzC32GuaT1Ee2EwvP0MSbR3A48NaniF9TdbwFG10LcWHrXMvF3aAfFNR3HoHvCjqFsRz7ENmjtF/c+CLhLFi+132fU8bBQe5JyNDeCuhufsLLXrZ+qLXrcl+S7kyRfpSqj3Pj79+OmIxXU4c/9D9yXrV6GY1o2++t6qewRh4mE8A/OP0IdxzJdjsPPsHeIczA3hbUGICYGzVTCNXBhfmh5ELWdkhffTY1DUFkXVP5mPVHWX7+gjqOatqO2JSmou0Sz9uPmv7C8EiRkJiknESu1mT512iTbgVS4SGHPfJ4uQooFglEuYwFr16RszifMfiTqNyhJ3FVQdxcqd0NXawFNTJvhRtN2SOdSlVlJyp+w8PbE9lJYXHE8VTkSlA7VL3zvUWbA6Qh1HeCFYxhwowO88DuOC/suZ8p/xCVTZXu658pN/kvSNtayP6zd6c4eChrol+559ubzFNRz+Xb1AwhRCwVEUMNcC2K9xjW3gODRswYRDi5opBx6qT76+GNr+9O1HW1vCPmDBTBvvaWRbXi0adPK2hf1Nx5xqxberk1318s1L6+RbabhiYUbDz74YPdUjv1Ugrra79apK+7NaJw1bXKbtdHrjqDH4q0wVRN0j4qJ8Cc3gjo+6LCnDOeK1vaA+bNmzSsCcQ0uisDzmrERjHRQrlzZbB0XuN9jcF4l6du3l+1sUVvOOnUS16lzG9duwaUfsKDKeFxBPZPvX1c6RzpH5cs126LPhFFuqIxDzPBXZMIEddyLdDhgwGDrTdu2rW0jRv2MK6jjY7veVPywIJ0/P7kNxKBFDDVMd6vpHuJrhZNPsqMha9a80ZqB0uvQKZDkXevHNGhqFWwGQzCNI6gjPtrIxToPGBGDRqF/6mwmy6S4+Tju+9HR5BiVOW36lByVMNg1/ubbb+2ImtKlS9tX0rFDZzsrIajz5zuzCC4WSUYaxTudNHm8vsbQbRJBXW1qQ/yaPWeGN2NJA4FJDcxwcW1Axilf4I8K6kgjQSPCo8Y7aIR6btM0ZqjApnOxYlk2rSFSYBFsrBkBF6W8xXWantWsGo6pSyeceWWyEUP79uutt9lt2HcplVj1dxTUw9KGduZFNfmSyTJDK/WuoN6qZVvbYPd3/uFlaRmAfRXU8f1EPeiII46weR/n1Gne05F3ely/re5ilHoubKsjiIPKEtyjdTHsBy3yhOPqktRHtm/fLjVuzFo4M2gEvH7j/YI6wtS8g7yGDjzkPX8ck3DU54m61QV7cX3YaF+UN61btbNp4CQz22j0mJHWe32XccrRdOWCvlN3hHqcsjessZ3ku5MkX6Uqo8LeSZJ0tHnzZmlwa2Prpd/WtTsQIkxQd79tGq8wkVDPBwnqmS7HEVbYO8Q5FfhQPxg/YYytg+G434X5oeVMUB1eRyXCLzVNiX2tC2bqu6lxCCrrgspfxEFdkKCu5UzUtuTfQVAPYqMM/NuwdJtKVHT9SJL/4oSZpJxE/LSd8c/zq8jzz72QbdAgykSIdmijr179sjU9g5mu7oAn9xmD9qN8g5LE/YknjAWBMeOtWTrMuHLjhDYPTF3CNWkST1APKrOSlD9BLHBsT2wvhcUVx1OVI6nSfpCgDjN51arWsMGhk8ZvFQFtBLSJUGc9z+goeKdxvstJ/A979kyW7WFh4Hhu8p/Wi+O0jbXsR9hBawJgPccZ02fhdK46PawHe9kfCuq5fKG6II1641aA9JgKbvpbbT/pbysuNm5uTYNg9Piw4YM9MRKNGXywtphpw1FGDqmf2Pbo0dtOg0ZPE8IIWizy0Uf/LVMmT7O3QcyuVr2q/SiiYbdg/kJrqxAno4iL+pw6hdh6+ucfdyobhLxaNWvYleNRIUflH4INCkmIVyp6qWkQeAGbnhdedIEdkbR27SfSs2dv+Xnrz9b33Ajq8ECFK+yjADm34jm2oIa42rtXP8sO56IIPNpgKl68uBWVixYtilsF06lxDnZfW7VuYe234riKyNhH2Oece7YdFb1u3Xrp0b2Xfe9IE3PmzvSEQv2ABVXG4wrqmXz/rokKCBV3/LkIG0Z5o3H1/vvvyx1GJNT35q4c77IIS+fKFn4vWrTAph/c5wrqM2dNM6YxDsfhHA7xQI+3VkJxgSvOI46zZs6x0xYRhr8SlsPDPw8gr2AWCioI6oLyS5J3PdB0IrxsOhOQp7qZmSann/4PmzaffvoZGTUyazoW8k3UEeqIn47m1HIB6ctvzzqTZVLcfBz3/bijDjDDBSPttfPP5eSOxFq16gG7oBJ4uOUR0tId/QZY0Qbn0GDOK0HdHeENwQFiGMRlVBqXm9lOGFkK54561zwQtXxZ/dLL3iI+8B+mo9yGRW4EdcQtSZrGGh+dOnbx8ku5cmVt2f/RRx/DS9sAQjkZpbzF9dogSyKoJ/kupRKr/k6Cerq0EVdQz2SZoZV6V1DXBd1RbqEDSm1tY4Q4BFl1Kqij/rJixb02bWHUXNmyx9pL0FHSq2cfQXqr9Gfntt6r30/k+yFDB3rliJ4P2r5q7LlDYIPDwsdYTwdlMhxmO/Xu3deamsGxKLOektRHdB0MNPYHDLjDmmvB92j2rLl2QXvEJUhQR2dj587dcNo6iHVLly7OVkbE5YgOyW5dbzfl2DYTl35ygjGDlc79YEyn4RkQZ3DCAIMqVSp7nW0QGVHWaBnhmoZJUo4mEdTjlL1hje0k350k+SpVGZXqXSRJRzo68zST9lqbwTulS5cS1Inmzplv61IIzy+oo0GOhjnetX/whX7/kc+Rl/0uSFDPdDmOMMPeoa6FgTridNMh7M749cc1zI9UdfgwQT3T381UZV1Q+es+W5CgHrctkWlBHULbCFNGHHFECRkzdmSOAQpu/LHvthv8M1tTsfH7o7/D0m0qUVHv1W3c/BcnzCTlJOKlttE1jr3NDKjKlc+zP/1tnyr/rCy9emUNDtTr022jfIOSxB2j5dEJD1etWlWpXaembUfhW4N1zt5//wN7rklEQT1VmZWk/LGBB/zZE9tLAdH0DqXKK6nSPr71/hHq8FQ7s/FtwCCXs88+y9ZHMDBh+PBRVtOCub/FSxba43G+y0n89x7Ut5PJst3ndbafucl/SdrGWvYjEngHw4YPsTOJoY/8nylj+/85wNStm2eLcD7+QUE9ly9fe2jhTdAIcBxHA65O7SybYkigQSMF3ZG7uAcNm3332dcKqvp78uSJprJQHD8jOVdMQrhY+AWVVL9TEUCPQ6yB0I0CDy7I5Ipe625TCeq4Do27Vavu927BM6q4ioN3GFMv5xpBTB2m/7ds0cpbfAzPgAW98EFEgbrFdDLA5VZQx/tp2aKNHakL/xAO/qMhg+1hhx1qG8ZRBB5XpIBfpcy0dAi569atw08bb4i+eA44VEgwsgMdJ3Bu2PiNSvuUqZOzvfdUlXH9uAXZyfMvSgr/4TL1/uEX7KGiA0jTDp6nRMkS1iyFewwN4jPPPAO3eE7FuTBB3a14uWnSrRh7ngXsuIts6GhHXAbGZcqUsaPWNT02atRAatbK6ikP8CrHofHjJspjjz1uj8OvKVMn5rgmybt2yxd4iDzzh+nFh+CoeQCM4wjq8EenO2L/ZmOK6ibTyeV3mSqTkuTjuO9HzaPoM6ADAvkaeRjupJNOlBEjh9n8pddoxU1/u+URBLVPP/3UiHB5J6gjXLWNGhQHHPOXOXHLF3cEIfxD+Q/zMlf+6wr8TLswqr3I/AkaoY5zSdI07sOMk0mTpnplLo4hHWP9hTfeeMOuG+F/dlwT5HIjqMO/uN+lVGKVlqV/h0VJ06WNuII6WGaqzNBKvVtpV/EA4cCh/Nu2bZvN41oW4rgK6hiF1sQMVNDvDuo1+JbjW4tjSG8Yje3OUpoyZZqdYQR/4DCyZ9bsGVk/Qv6ioYHy//HHn/CuwH1bTYe/1lEQFkyxuPUb72LfTpL6iI5EUq8g8uH54ZRNkKCO8yriYB8dAsiDrovLURdQhB9ho1Vd/3UfHROYDajvC8dR30XD1V2A1v32671xy9EkgnqcsjessY34JvnuxM1XqcooZRa0TZKOFi1aLMuX3e15h28vnh/vUdOeX1D3f69RB4O91mPMOlGaz+MI6gg8k+U4/At6h8gLyC9wyNN41iA3YOAdpu5wbKAfuD5VHT5MUMd9mfxupirrgspfhK8uSFDHOf3+6XWp2pKZFtR11gDC7t6jmx2ApvEI2rrtBr+gnopNkF84FpZuU4mKfr/i5r+4YcYtJxG/bdt+MwOG/jJTtmLFMm8wE87rwqLY9y9mjWNRXLpvEPyIG3d8l9G2/sB0Gqtzv4ta328SUVBPVWbB/7jlj8bJv91T20v+eOrvVHklVdrH9yFIUMdMjc6dutn2F8LQclbrMzjmdqjH+S7j3rj+454gF/R9wHVJy/agMHAst/nPn27TtY217EfdC2kR7wnfYmzxHw75CGZ6dMCoPcg/QkE9l4nAnaaVajFG7UU755yzbWEQFCwaekuMbc8333wzWwMCAiP8Ll48eORtkF84hrjBdjoyQSrblPjwLFmyVJ595jlvZCbuR6Zp2PBWuezyS/EzrdMFRlCJmjd/duD1sNH5jAlHBWYUluiIqFbtBjsiyX8TRmpjETt3MTGI1D17dTemQ9rZy11BXadFBo3eTlVRRYNlrrGf/cqa//NEOBQoXbp2Ftijh+mXoIacP774jSm648ZNyBZnFEgVK51rR5v6C6GtW7dau5Cvvvq6bNy40XqJBsYZRnCuX/9mWzF3w0n1jFEEdcxEwLOoy9T7V/8gfOMji95RLYD1XLlyZc0I/ZY5bCfjvDYCwwR1XKO2rZFu0EN9wAEH2M4O2JpP59yVrJE3Zs2aI4/973HvfeN+pF0IjudVrpTOu2zn3WnZQeZZ9OK47xr3YQQmRs6jI0ld5SrnyRWXX+4t8BhXUEc+ROUdbt78OaFlS6bKpLj5OMn7QYceRnd8YEaeaLpDvsOsG9gtxr7rILbPnj3XTmNVtrim+W1NTdm5Q2bOmCVh9hddf7CvlSh3NLn/mrDfKDcR7/dMuaHxLmuE/AsvPF/q1M0y5eDeG7d8QUNk4cI7vTLXzf9R4+2m7wceXOlGxwiH8cov92aM4H3zjTfl4EMOlgpm/QF0NGoer1Ejmk18tXMeJN49/tgTtiw+6uijZObMrJlYbvi6H+e7pOYpgmznqqCQSlDHSE6M+kjl3E74Oxcv8ISbVGV/qu9bWFip0kYSQR3hZKLMQHrFDA1XUIffGIWIKdFb/uxMxzGMirv55pusuSD8VkEd+xgtPXrUGNshhN/qsOASZuyhLuE6cJ81c7ZdrBp5Ed+ZqGUrFrzC1HT9hsNf3I8ypH2HdqH21d3wdT9JfQQjZzGzRTsREXat2jWlZIkSdtpwmKDuijhqy1Tjods4HL/88ktp26aDLcsgLEJMjeowEhHlLoQiv8O3GesTYZZWkItTjqYrF1T0dk2+IMyoZW9Y/oUfSb87cfJVqjIKcUjlkqQjiElYwFnTHvyHaUtMsUc+9gvqOI/j95n1ozQvjzXrIpxwwvF2UAZmkKAOvPzupbg0mwsaoa4XZKoch39B7xDm6HRBcw0zaKuzkIP8wPW5Lccz8d1MVdaFlb/6rGGCepy2BMSahg0aWy/9a0i5dnqDzKDqt0nTDDzRmUoQSmebTlB05qRyYKjtBv/aYqnYhPmJwURB6Vbb/qn0AdfPOPkvSZhxykmNVxczi+kD065zByXpuYcffkSmTc3qdHbrKno+yjbKNwj+xI07ZnsOHjTUfv+1bo300bFje9sJ+NFHH0c2+YLww8osnIOLU/5k3RH8d09sLwXHNKucDKszpUr7eB9BgjrCgVg916wr+Morr3oDA3Ac9TbMXqtQoQJ+ei7qd1lviOu/3udu86psd8PQ/dzmvzhtYxXUUfe+6eZ6Zib8aKuxIC5oH599zlnS2MzCDDLpq/HNr1sK6nvom0fj+A/zr4RpDGGE865y+AB9bSqNEO8hVuaVQ4Xp243f2kwZ5fnQS4dGJkaYpaso5SbOqBB+/vnnNoyw0SdR/cfoTcS5aNH9jRmSwyLdhmlNv/223bz3IyJdn+mLMvn+wRKiOhggHZcrV3aXpuWobMB8y5af7GhELHKWxL344ksyZPAweytWvI+Sd+K+6x9//NGI6j9KCWMTGAsD7WqXiTIpST6O+35QUfviiy/NO9jfdgpG4YTG1U5zH2ZTuCZRotybqWsgPqDsKWGmLEd5v3HLF+Rt5EmsHZBXzxglTWP9C7wjiCf+ShkYQGyAyBJkQzFTrMP8iftdCvPn73Y8r9JGJsqMIJYoC7///gcrFkfJK0j3X3+dZZu/ZMmSadM/0ieYFCxYyJpPCYpD2DGIiuvXb7CNj1KljkkbVpg/OJ6kPoKRlzt2bBc8J0T1dE4Xe0XnAsywpXJROYIfroWJtSQOo9E2bPhc8J4xsKP8ccdFKhMRVtxyNEn84pa9YWEk/e7kVb5y4xk3HeFePM/27b9FTntII8hncP6BJvZgwj97YzmeV9/N3JR1qV4P3uuuaEu6cUDZizp8puo3ecXGjXPYfpL8F+ZX0PFdUU4GhRt0LM43CPfHjTuuh9nVwoWLWG0jN+kjSpmVqfJnT20vBb3DvMormEn5888/m9lqR+QYFOWPR5Lvchz//eH93X7jHcVtG+MZMeBs8+bv7aCQ3OSdvxuvuPGloB6XGK8nARIgAYcAKj1YxBIiQNCoVedS7pJAviega3tgBOKw4UPluOPKWSYYZXLPPffJ6pdW299RO6byPVACIIGEBFw7sz163i7nn//PhD7xNhIggbwkwO9mXtKl37uLAL9Bu4s8wyUBEsgkAQrqmaRJv0iABPINAYwmxsKgatoGowFhixGzKOhIgASCCWCx5x7de3vmbXQULUZPqMOUwho1b9Sf3JIACWSQAGZULZi/yDPxB5vvM2dNz9jIzgxGlV6RAAkYAvxuMhnsTQT4Ddqb3iafhQRIgII60wAJkAAJJCDw4YcfmcVTuto7Yd+1T99e1l5uAq94CwnkKwIwWTBx4mQjErzv2d2FfT4s5Aa7feeee06+4sGHJYFdSQC2YGEnGQ5r2PQ1366DDz54V0aBYZEACcQkwO9mTGC8fI8lwG/QHvtqGDESIIEEBCioJ4DGW0iABEgAI2phV+wgs5BiFDu+JEYCJJCTAOwkw8ZlsWLFcp7kERIggYwTgI3Xn8xiwsWKHRLJznrGI0APSYAEckWA381c4ePNu5kAv0G7+QUweBIggYwSoKCeUZz0jARIgARIgARIgARIgARIgARIgARIgARIgARIgARIYG8lQEF9b32zfC4SIAESIAESIAESIAESIAESIAESIAESIAESIAESIIGMEqCgnlGc9IwESIAESIAESIAESIAESIAESIAESIAESIAESIAESGBvJUBBfW99s3wuEiABEiABEiABEiABEiABEiABEiABEiABEiABEiCBjBKgoJ5RnPSMBEiABEiABEiABEiABEiABEiABEiABEiABEiABEhgbyVAQX1vfbN8LhIgARIgARIgARIgARIgARIgARIgARIgARIgARIggYwSoKCeUZz0jARIgARIgARIgARIgARIgARIgARIgARIgARIgARIYG8lQEF9b32zfC4SIAESIAESIAESIAESIAESIAESIAESIAESIAESIIGMEqCgnlGc9IwESIAESIAESIAESIAESIAESIAESIAESIAESIAESGBvJUBBfW99s3wuEiABEiABEiABEiABEiABEiABEiABEiABEiABEiCBjBKgoJ5RnPSMBEiABEiABEiABEiABEiABEiABEiABEiABEiABEhgbyVAQX1vfbN8LhIgARIgARIgARIgARIgARIgARIgARIgARIgARIggYwSoKCeUZz0jARIgARIgARIgARIgARIgARIgARIgARIgARIgARIYG8lQEF9b32zfC4SIAESIAESIAESIAESIAESIAESIAESIAESIAESIIGMEqCgnlGcu8+zzz5bJ+PHTZCDDjpIBg7qnycR+eGHH+T223vK9t9+k+EjhkmJEkfkSTh/R0/Xrv1EJk2cnKf8/45c0sV5yJBh8sYbb0rXLp2lYqVz013O87uZwKuvviYLFyyS8seXl7ZtW+/m2OwdwYeV3XNmz5W33npb6tStLVWqVN47HpZPQQIkQAIkQAIkQAIkQAIkQAIkQAJ7AQEK6nvBS8QjQJTs3auv7LfffnLPvcsTP9XOnTtl8+bv7f2HHlpM9tlnH8+v//33MZkwYZL93bRZE6levap3Lr/vZIp/fuK4ceN30rhRU/vIZ511Zp51BO0Kpqnyza4If1eF8cADD8nMGbOkbNmyMmny+F0VbJ6Fsye8t7Cyo327jvLJJ58Ky9o8e/30mARIgARIgARIgARIgARIgARIgAQSEaCgngjbnndTmCgTN6bffrtRmjRuZm+bO2+2HHFEcc+LH3/8UXr26CPbd2yXIUMGZTvnXZRPdzLFP7/hGzF8lLz++hvSuUtHOffcc/62j58q3/xtHyog4nuboL4nvLewsoOCekAC5CESIAESIAESIAESIAESIAESIAES2AMIUFDfA15CJqIQJsrE9XtPEJjixnlPuD5T/PeEZ2Ec4hPIL/mGgnr8tJHujrCyg4J6OnI8TwIkQAIkQAIkQAIkQAIkQAIkQAK7hwAF9Vxy//3332XDhs/ll19+lnJly0nhIoVz+PjHH3/Itm3bpID5p+c3bdosX375pZQqdYwccsghOe5xD0QJI0iU+c3YOodJg4IFC9r/rp/Y13hhv0iRIvLrr78KhMHWrdrikEydNtmOQi9QYB8pXHg/ewzXwBUuXFgKFChg9/1/8Fw//bRVypUrGxiue/3WrVvl008/k8MPP0xKliwZ6qd7T6r9HTt2CP4HPfP27dsFLIPOpWO1bt162XfffeSYY44JDD6I//fffy+ff/6FMY9xrBxwwAGB90U9mCp8PBOeDQ7v0e/02dz0p+9Rr//pp58EYRx11JFy6KGH+r0I/I00/N3GjdaetmsayL3YHw7u2bBhgxx3XDk58MADbbwR/0KFChm++9pb9R3iN44jDX/80cdSdP+ilr+b7n755Rf57LPPbB466qij3KAD9xEfmNE4rlxwXsVN/vBxbP36DfKrCat0mdI5GMPPdPkGfsAhz+H5ke7LGrMpyj/rbPS/CHO9eV+FjImnMiZOQfzjPkdQ6GAF3iinkG9yI6jj2deatQYOOGB/OfLII4OCy1Em+S9CWkB6xvPCvBWclmNu+kZaxoyaU045OZAN7ovz3nD9tm2/mfivNWnwaDn44INxKK2Lck9Q2QGP/YI63ie+NWCA/JPORfluwA9wgNO06M+j9iT/kAAJkAAJkAAJkAAJkAAJkAAJkAAJeAQoqHso4u1ggc7x4ybKmjWvZLsRJlL69utjxWQ98fhjT8g4s2AoznXp2lmGDB4mW7Zs0dNWWOvVu7sRM7MLgnHCCBJlVJC55JKLTbidvPB058EHH5IZ02dZYeruFUulWtUaeirb9tTTTpXhw4dYEbBe3fr23IKF8+Sww/4SXiFeTZs6Q/7v1Vfl560/e/eXKVNGevTsJqVLl/aOYeftt9+RkSNGy6ZNm7zjEFBr1LxRbrnl5lARzLs4ZGfmjNlG9HtQzjnnbOk/oF+2q9q17WjE+0/lggvOl+49umU7BzM3EEVbtGwu119/nT0H/uCzZs0a02GSJTrtb8TAiueeK23atpKiRYt6frj8J0+ZYJ/tIyMCq4N4Wu+mOnL++f/UQ2m3UcPX9AUPsSAt7JGrg+DcsEFjG/8rr7xc2ndoJ999t0kaNWxiL5k1e7rMmjlHVq9+WW+Ro44+SqpWvd7j4J0wOxAvF8xfKE899YxsNGI6HN7baSaNNGve1KTlY+0x/HHDGTtutAweNNR73127dZaLL77ImhcC906dOshll19q7x01cow8/fQzctXV/7Li/t3LV9iOEJzEorsDzHuFsD1p4hR7nb3J/IHA2qlzB/t+9ZhuwWjlylVWTNdj5csfJ7Vq18xxvRt+KdOBsmjRYivi6n2Id9t2rT0B8obrq+upbFvNNziIDo8pk6fJk08+5T0LjoN1r149snHD8TD38cdrZcSIUfLlF19muwRh9enT03ZS6Im4z6H3QWCdPGmqSROrvXSPd1y//k1SxKT5uDbU33/vfZlv0sy7777nPTvyEdJp69Yts4nT7733nnTr2sOmqZWr7tEoedulS5fL4juXyBlnnC6Dhwy0xzX9o3xt3KSRLZchusPduXhBaIdllPcGP7B2xKpVD9iyA7/hEBbKEYTndvBknY13j1t2uOtfaPkNG+q/GzEd6RAiOVzRokWkYsWK0q59Gy8dathxvhtR8qj6yy0JkAAJkAAJkAAJkAAJkAAJkAAJkEAWAQrqCVICxJpb6jfwxCYdYQ4hAw7i0/gJYz2RTBfzhOAHQQT/IchASFRXvHhxmTN3pickxw0jSJS5//4HjVg62xPM/aNYu3TuJh988KGo0IrfWChSRW7EESNgzzzzDGnVqoUZdf6T3FTvFhtlV1DHKMyOHTrbkbc4CbGnYMFCXqcBeAwdNtiOFsX5V199Tfr17Y9dK5Aef3x5M8p4nRcuBEsIrkncK6aDo3//QfaZXXEKwnKd2jdZLxG/5Xcv9bzHaGHtKJgzZ6aUKFnCCqAdO3Qxo7bX2esg5P6+83evs6DCyRWMsDnUe1/KH8+6//7722fH+8ZIVhWe4dGo0cOlQoUKXthhOxBg44Tfo0dvefutty3PefPneDMKxo2dII8//kTW8Xmz7QwJdzFQCLoQZxFvdJC4abLb7V3koosuzBbFadNmyMMPPWKP+Z8PIuk0M6vhsMMOs+fdcMBvi+lEUj4QAqtUqRwoqKOj5ZlnnrVCKPIUwkHcvvrqa+sv3l/58uXlLfO8OHd48cOzCcxjx46SE048wYv3Cy+8KEOHDPd+H3lkSc8vHBwydJCcfvo/vPMaPp4HnUNBbC677FIr3uOmdPkG1yB/QAyHO9HEDSIsOlxUIEXHRtiobXuT+fPhhx9J505d9ae5vqTJM5s9sR/cZ8+ZYUf146K4z4F70GGCvPnaa6/jZ45nRxgoH8qaDqIoi5KuX79e0JGlz4n7MZtHO6hKlSply0qdAZNOUF+48E5BB4srqAeVr0gXmEWDMtXt+LIP9eefKO/tqaeeltGjxnq3gTnyiD4POn3atm3tncdO3Hu07ECc3TJLBXX3W4F9vHMNHxwGDR7gifpxvxtR8mi2h+MPEiABEiABEiABEiABEiABEiABEiABoaCeIBGoUA2hbYwR7zDSFe6rr76SNq3bW4GrVq0a0rBRA3tcBR/8gCAyYeI4K3BC5H3AiN4YeQjXp08vOa9yJbsfN4wgUcYVwP0jlzGivP7NWfFzBUiIRWGLkrr+uYL6oIFDvBHOEHcgwMPBtEXvXv2sAAcREazgBg4YLC+/vEZONuYYhhoxE6Yk4NScBPZTjSzF+TAHQalmjTr29NRpk7yR8c8++5xgAUx1kyZP8Do8XnpxtQwePNQKuAgXDtfiHrzjUaNHyAknHG+PK2f8qF69qmD0KJx7HL/RIQAxGsIpRoF27XK7FdYhBoNdmMiHe+Hihr9582Zp1rSFTXsYYY+R9u+88650v72n9W/kqOFysukEgHNFNPxu0OAWubFGdfse8I773zFQ3n//A5wSV+j973/+JxMnTrbHISL+66or7fPBP4h/W4xgjhkJU6ZOtNe44YBjz57dpWKlc71OCFykMwPcEeoqBON8tWpg3NiGg5HO3bv38sTE2nVq2bjjui+++MIKt3j/devVsbMccBymP9q0boddwUyN9h3aWsEZnUCDBg62C6IibgsWzvVGMrvhYxQy3iWuQd6YbjoUdDT/8rvv8t5jqnyDfNCqZZYZpeGmE+bUU0+x8UH+b96spaDT4OprrpI2bVrZ42F/BpiOIsyIQecbZkHAjBAE8NUvvWzTL+5zOweSPAfEaojWcE2bNpYbql5vnx1xvKPfAK9TIIqgDsYNGjSynRKIM/JRcdP5Affmm29Jr5597H6lShXNrJ7edj83gjo8gGCPsu7YY8tY/9L9SfXe0AGCjhC4ylXOky5dOtnR4BCzV628X+bNyyorWra6Ta677lp7XZJ7tOwIE9ThMb4xAwbeYdMown/wwYdl9qw5NkzM6EGah4v73YiSR63H/EMCJEACJEACJEACJEACJEACJEACJOARoKDuoYi+A9ERowQhaMH2t+umTJkmjz7ybzsKVQVkV1CfPmNKDjvcjRs1s2LrrbfWlzp1a1vv4oYRJspgtClGhPvNvjz00MNGHJxpBSiIiepSCUxBgjrs+aqpmFatW8i1116jXtktBLIRw0cbQVTsSFSM2G7YoIkV2V1BVG/62oxC3mZEUdhT11Grei7qtlu3HvKeMS9xW4vmcsMNWeZbxoweJzC3AWEfo/JdEWr69JnykBGodLQpRMqqN9xog+ttzGhUrnxetqBXGjFtzuy5tnNkrhn1Daf8sV/TmK1p1Lghdj33+eefS8sWbexvf+eGd9GfO0nCx61upwFGwoM7RsdDlG7WPEv4x3WuiFbpvErSt28vHPbcFiOMN23S3I4idhmiUwBC+zXXXm1NdXg3mB3YwW/XtoM9dNfSO63pETec1m1ayjXXXO3eYvdTCeqY+aEdHHqjpuegcxhJjNHBMCUCxnB33fX/7d0HeBTVGsbxDwgJoSgdQakWsIAN9Vqw9y4qCKiI0lEERKQIFqTZCx1EUAFBxHYVRLFhL1fFLggKIlKUEmoK3POdeNazm91kd7OYhfzHx2R2dubMzG8my/O8c/Y7M2Ta1OlSy9S9HmN6z/vf0vADXy0BpOG5Ti6I1ocfz8yYFrRNPA+i/B7L2gNZg1M3aXmV1avX2KC2evVqbnHY3+q5ZcsW+5kTWpO/Q/tOtte9/zAhnvNwZZFOPOkE6du3T9BxaKh+fbsO9qFNNIG6/0An3Ofea3PnyciRo21g//wLs+xDk8IG6v4DoKCDj/Aiv8+7qea+ecbcP/owYNz40UHXTZsbOnS4fPjBR6LfVrnPPLDSKZ5t3GdHpEBdl2tP+4oVK9p9uB/uoZv/ECvWfzei+Rt1++M3AggggAACCCCAAAIIIIAAAgjkChCoF/JO0PBTS4ZsNoNwbjK/Z8yYaUMWDfDGjRttW3eBemhg4nbtQkLXs9gtd7+j2UekUOajjz62Ndt131on3QWKrtzLVa1a2trIbl/5BUzhAvUlS5bKzd172s21fTewnWsv3O9hw0bIB+9/aN/ScPaM00+zJTrcsYXbJpZlz82abWs2+z1fW7ZsbXvKaike7XWqZWYeevgB22zHjl1syZA77rhdmh7TNCgc1oFZU83AmP6k5WkGDx5iF7mA1PnrwjFjR5pBHPfzN7Hz2ktZeyv7YX6elcwCP5yOdv+uHd9Wl+k3IsZPGBv4FoAu80M0/1sR+p6bhgwZJh99+HHQg5hLL7nc9g7XcPyoI490qwZ+tzehrk5au/7oo48K2s/jkyZIuMA4v0A9XK179/DDv7buAFx9bT/gdH9b2sO4/Q3/PFRw2wwcdKe99v63DVwQ7Qfzbn39rd+A0J7wAwcOkGOPO8a+ld/fjT4kcjZaMqRFiyttT/3QgNTfR0Hz2ktZ/x7dZ8+AAQPtA5CLLrrQPEhqbzeP9Tz0c+ayS6+w13iQGQdCv00QOrlvo0QTqD8/+wWZNGmyfZjhPgv99rSHvivDNGr0Y3Zw1cIE6lqiZ4Z5ABLLlN91u33AIPsNBt/Ub9v/bHWlWuLZxn12hP774Eq+HGM+kwaZz6bQyZW30m9PuAcS/jrR/LvhfxZE+hv122QeAQQQQAABBBBAAAEEEEAAAQSEki/x3gQagkyb9oztCe3q2fpthQvUNdx0PZr9dV1Px9BAPZZ9RApl9Ng0tNIA0PWM9nvZ6vHocbkpv4ApXKA+Z85cGT1qrC1hM236U66ZfH9rDeaePXrbXupuRQ2FGjc+TC648Hw5zvSaDjfQn1u3oN9at7lrl5tsLXetle5eu0EiXbg+a9YM2Wn+u/KKq2yTs56baXvFz3vtdXnssVEF7ca+78rlOH9d+NLLz4c9fjdIZLgw2N9ZPPt322tI6QYh1WV+aRu3TjQhmgun3X2svai113o0k3tg4O/HL4/it5FfoO6+MeCv7wL1cD2oZ5gBK582A1b6gbq71n4b4ea1/NC99w6zb7kgOtz+dQXXZrSBum7jHvLovJu0PMkZZ55uv9VR9e9SKO69SL91IOHX5r5uHrr8EnYVP/yN9Ty0ZJWWoNEp9HPB7cz1wI4mUHefa+EejLj2nOXNZrDcM82guYUJ1CN9vrp9hfud3+dd6LGFbu8/KHFe8WzjPjsiBer+tw78Y/AHFNUe9LVq1bJva3vR/tsUzd+ov0/mEUAAAQQQQAABBBBAAAEEEECAQD2ueyA08NRep1qiRAde1AEQNcR2QaTuwPVQjxT4uODJD9Rj3UekUEb3r2UVtLyCK/vy6qtzZMzocUG9tHU9nfILmMIF6u7ctDyGP9BnbmuRf2ZnZ4v28NTtvzb1lDXwd5MGcH1u6x02lHbrFPTbBVvjJ4yxveEnT37SlD25wZQ/uUjcQJ3aO7tUqZJyl6np3rDhQXL/A/faZl0pCn2hvUPDTd9+950cesgh0u7660yd9v2CSr68+NLswDcB/G1diQbtLT1gQG5tc/99Nx/P/t22eo20pI7zDNfT2A/RJk4cJzXM/Rs6ueBUe9prj3s/PNTAukL58qGbiDM57fRTpVmzk4J6qCdDoB7uWv5g6rI3aFBfDjLX/9prr7bnFGsQrRvl93djGzU/NLDWclAfmM8IHQjWTfowya/T75aH/nYPZNzy+vXr2ZJN5c210LIyOhUmUF+9arWpm97RthOpt7K7L6IJ1IcPv1fef+8DCffww+7E/Ghx5VW2Z72roZ+MgfpNN3Wz4wW4Y3a//QcQk6dMsqV43OdOLNtE+ux2PdTDlcbSY/DvOVfqJtZ/N/zPgkh/o+58+Y0AAggggAACCCCAAAIIIIAAArkClHyJ405w9Yo1WLzd1NjWes5ucoP6FTZQj3UfkUIZPS43UJ4r+9LH1BjXWtjdu98oZ519pjt0+9sPaVyvS7dCuEDd9f7WdVztbLd+LL81SHvqyak2mNbt7jcDGDZs1DCWJoLWdTXTu5ryJG+++bb9JoELj90gpGeZHrFlyqSbwVD/K23bXiNXXHm5bcMvuaKlFNygqUE7CHnh/HWxK18Rsop06tRVfl/xuw1uNSSLNMWzf9eWK8mh11pDdX3QoddRQ1c3+SFa/wF95fjj/+PeCvx27ZxuyvH07JVbG92VfPEHng1sEGbG30+ksG5X91AfePsd8uWXX0lzM+iqPvyIZtpVgbq/b/0mwZxX59qa23qd/F71/npu3v/b03Np3aZ10BgD/foOkG+++bZQgbruy13jSKWA3MCo0QTqbqyBmrVqyvjxY9ypBH5ruZqrWraxr12ZJBeo68Jw3/R49JHH5HXzEO7ww5vIPUPuttu6h3qRHljalSL8yO/zzpUL0m/NdO6c+6DBb0Yfng4dMtzWVnclX+LZxn12ROqhruWTtIxS6PTpJ5/J3WZgXX0g88KLz9m3Y/13I5q/0dD98hoBBBBAAAEEEEAAAQQQQACB4i5AoB7jHZCVlSXNL8sdOLT3rb3klFNODmrBDdxYmEA9nn1ECmXcwbmBT/WYdfBGDWGemTE1T81zP2By5UxcG36oN+XJJ0zv2Eri1132B1V122hA5gYl1Xrgur4OVqhTkyaNpbRXn1x7rV9xeUvbwz/cAKeuzWh+uwE6NYz6/PP/BQ2+un3bdrniipb2GwX6METrmvshuD/QqvaU197W/qQDSWqbaujK0zh/Xc/vJey280NyDQI1EIw0xbN/bcsNfqnHpQHmbbf1N73E15o638EDj/ohWrg64evWrTP1xjvZQL5zl45ywQXn20N197Y+iOhuSnSETp99+pkdULZx48NEB5/191NUgbrrUa3fIhkzdlSehyOLzAC1q9essfW7a9eubU+psIF66N+NPtBav369Ka1Uze7Hd3OldQr6hsdnn30uGmbrNHXak9bXtaOfF1q2SL8Z49978ZyHji+gx9u06dFyx50D3S7sby0x0rFDZ3tfRBOo++F4uNJDL774skyc8Lj9O3I1wPXeu/aadnZ/fhkTXaCfHVp2SD+jdkWgHnrd3LXRz4iJj4/L81l55x13288BV0pKjzGebdxnR6RAXf+eJz4+3gyOWkV3EZjcQ6/69evJo489LPH8uxHN32hgh8wggAACCCCAAAIIIIAAAggggIAVIFCP40bQkhpaB1yDlLvuusP2FNUwa+KESaI1jnUqTKCu28e6j0ihjLal08wZz8pTT03NfWF+Hn/Cf6R//76B127Ghc36WmtId+rUIRB6hwvUdT1XQkXnNYA+4YTjbUimQXWfW/tJRkaGtRo+fIhoGK29UtUrtLSL6zmu7Wiplpo1a+qsaDiuA4FWq1o1bOkFu1LID3/AQ31LBz/t2jW3PrS+duGwzocbzNCV4dEwa+CgAXLUUUfaEjQajA4ffp98a3oDa4kfDTe13rvz1/Z06nZjFznzzDNsgKsOfW8bIBs2bLD7mmLKQxQ0eGus+9f7Uetfa2/nG9pfLzrIpj64uK1PbmmZ2/rear312PwQTV9fcUVz0TrNekwaVg42vV6XLv3FXkMN5qvXqK6rydy5r8mokbk9jbU8yiVmHxoC6oOQKaakjvZI1smVn/D3U1SBuv8gQ0u+9OjZPRBGv/vuAtEyKjr539aIJ4jO7+9GbWaZgXL1XtJBcevVq2v3qfdo/363y+LFP+d56GFX8H74QXOLllfagW31vtO/Se2Fr23oVNhA/cW/Q25tSwcsvuLy5pJWJk20hv4dg+6yD5/0vXr16pn6/A/rbMRJA159kKf3vf6tjDA16rU8kj4w0t7V99wz1G578snN5NY+twTacYO+HmY+X7t262K30Xts0uOT7bdJdMVEBer5XTf9zLmxW3d7XLo/fRipA8nqZ9jMmbNEv42kk6v/rvPxbOM+OyIF6trufvvtZ/6tGWT/Frdvz5Tnn39BpprxAnRyf+86H+u/GwX9jWqPez0+fbB27rnn6C6YEEAAAQQQQAABBBBAAAEEECj2AgTqcdwCrter21QHF9RAUycNjjJMgFzYQD3WfUQKZdwx6vFp2OImN0Cpe+3/dmUDdJmGgNoLX8t+RArUNRzX4FbLyLhtUlNL29rI7rVfI1ofPLz4Ym74qu3vv38D0cBQw1yd/LBMX3fs2MXWnA4N3vS9/KabbuwRGLwx9Hyfn/2CTJo02W6u56dhmT9pGNir562B7fU4taequ866rpZh0B7wOjl/na9qgn/tGa7b+A76ngaqer4FTbHuv68p+aEhv953Y01PbDeoqyt9o2HdpCcm2HPwQzRdX8vQ6KQPFrZs3hI4tHBlP9ygoG4lPVe9dnoP6OTXe/b3U1SBuh6TK82h8zrpddQw29WZb2jqp2vYq9dLp3gCdd0u0t+N3jPXt+sQMFIz/XaH9gRXN93vkKGD5dBDD9FmIk639LpVfjI96nXSbcqWLWs/a/S1u3aFDdS1LfcwR+d1cm3rvAbpOiBqNIG6rq912bt0uTFgrfehnrO7Xw44YH9bP94vq6QP/vQBoJv0eulnj27jPl/9z4jClHzRfUS6bvqe/5BPX/sW+vqyyy6R62/I7VGvr3WKdRv32REpUHfm2nbo/kMHOI713438/kb9h1F6zz4xeaIeAhMCCCCAAAIIIIAAAggggAACxV6AQD3OW2DGMzNtL0UXymnApTW4a1SvLo8+OjIoUH9z/lvy0EOPSKRawi7A8gcl1cOKZR86sKf2ds2vdITrla3rzJg5PRC6hhIsW7bclmL44osv7VvaU3SY6V3u9/p+euqUoNrx+p4G1J99+rkNk3VDNalfv55o7+h99tlHFwUmHXhz0hOTgwJcDYsuvfQSucr0lnaBsG7g6jprL1YN1aOdXLikxzHruRlB5T5Wrlxpyld0sU2FK+uib2iIN+nxJ0xZhy+CgnQNATt17iCNGjUKHMq3335neqH3t/6jx4ySh831/uqrhYH3Dz7kYGnR4gpbSiOwsICZaPf/1ptvy4MP5vYW1tIP9evXC7Ssdaq1hIbep24wVD9E08Enn5zyVGBQS92wfv169jqcfsZp+jJo0rIb06Y9I+8teD/QW1lX0IdKWofe3+avv9aZhzi5YeOzs54J2yvf1VD3yydpSSItX6PfkLjxxq5B+3eBfriBLvXv5WnTa9fdr/6GCxa8Z3o3vyI/mYc+LszVAFN72ev9pvNuym//uo4beHJbGjBoAAAs80lEQVTgwAGmZ/kxbjOJ9HejK2i5lPvve8DWOQ9sYGb0Xrqld0/bA9lfHm5eeyY/8MCD8uEHHwXe1r+ZHj26y7vvLLDf5PAD9XjPQ++ViRMn2cF8tXe5TurToeMNpqxItowfN8E+FNKHQ9FMGsxqSP71woWBh2wa0B551BHSwQwUnJ6enqcZfeg2Z87cQBCvK+i3KLR3u/YM9wP1gj5f8zQesiC/66arvv/+B/be+eH7HwL3jobczZqdKPptgXBTLNtE+ux2g5JqD/R08+2R8eMnBjz0IYN+y6h9+xuCaunrscTy70Z+f6P6t965czf7wK1Nm1b2GwvhzpVlCCCAAAIIIIAAAggggAACCBQ3AQL1Ql5xLYWQnZ0lNWrUCPRwLWSTeTZP1D5cT+9LLrlY2nf4p7d6nh3+vUB7SWu4pqVANJSOdtKyKFoWQU38YDzc9hrE6/lVrVpFypUrl2cVv9RFYQY9zdNwjAv0OLZs2WLrYPvha37NqMHKlX/IvqYXeLTbRGovnv1HassP1F3Pcb3WK0xP9RqmvEu4gDNcW3p+q0wP5EjXLtw2Rb1Mw/Tff19p7rWy9iHArjie/P5uNKRctWqV3W00fx/hjk9DZX0glJqaZu0L+hsL10a0y/RbIzuMmZb9ScR+tMe6lpDRQDiaSfeflZW5Sz9f3XHkd910HXVfsWKFVK9W3Z6D2y6/3/FsE6k9vXfWmM/KHTt35HlAGW6bRP27oWVx9JoxIYAAAggggAACCCCAAAIIIIBArgCBejG5E7RH+MiRo+3ZTnly0i4LExPN6cohaA3hMWNHJrr5YtleuEC9WEJw0ggggAACCCCAAAIIIIAAAggggAACCMQoQKAeI9jutrqWWtAaw67297nnnSPdzEB/u8ukg7yOGztBLr/8MrmuXdvd5bCT+jgJ1JP68nBwCCCAAAIIIIAAAggggAACCCCAAAJJLECgnsQXJxGH1s8MVvmNGaxSS7acdfaZZoDATlKyZMlENP2vtDFmzDh59ZU5dtDIQ0wdcqbCC2j5mHbXtbcNaRmdaEu8FH7PtIAAAggggAACCCCAAAIIIIAAAggggMDuLUCgvntfvwKPPiMjww6kV7FixQLXTcYVtG6w/r87PQRIRkeOCQEEEEAAAQQQQAABBBBAAAEEEEAAAQQKL0CgXnhDWkAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBAoBgIE6sXgInOKCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoUXIFAvvCEtIIAAAggggAACCCCAAAIIIIAAAggggAACCBQDAQL1YnCROUUEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBwgsQqBfekBYQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEioEAgXoxuMicIgIIIIAAAggggAACCCCAAAIIIIAAAggggEDhBQjUC29ICwgggAACCCCAAAIIIIAAAggggAACCCCAAALFQIBAvRhcZE4RAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoPACBOqFN6QFBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgWIgQKBeDC4yp4gAAggggAACCCCAAAIIIIAAAggggAACCCBQeAEC9cIb0gICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAMRAgUC8GF5lTRAABBBBAAAEEEEAAAQQQQAABBBBAAAEEECi8AIF64Q1pAQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAYCBCoF4OLzCkigAACCCCAAAIIIIAAAggggAACCCCAAAIIFF6AQL3whrSAAAIIIIAAAggggAACCCCAAAIIIIAAAgggUAwECNSLwUXmFBFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQKL0CgXnhDWkAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBAoBgIE6sXgInOKCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAoUXIFAvvCEtIIAAAggggAACCCCAAAIIIIAAAggggAACCBQDAQL1YnCROUUEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBwgvsEYH6H6tXyD7V9y28Bi0ggAACCCCAAAIIIIAAAggggAACCCCAAAIIIBBBIJFZdImMTet3RtjPLl28es1KqVq1hpQsUXKX7ofGEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBIqnwI6dO2Tt2lVSvVrNhAAUWaD+1/q1Ur5cBUktnZaQE6ERBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQR8gcys7bJpc4ZUrljVXxz3fJEF6ps3b5QdO3ZKhQp7x33wbIgAAggggAACCCCAAAIIIIAAAggggAACCCCAQCSBjIwNUrJkCSlXbq9Iq8S0vMgC9ZycHFn75x9Sreo+5oRKxXTQrIwAAggggAACCCCAAAIIIIAAAggggAACCCCAQH4CO3bkyJq1f0jVKvtIqVKJyaCLLFDXE83YtMH0Ut8he+9VKb/z5j0EEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBGIS2LBxnenMXVIqlE9clZQiDdT17NeZWuopKaUTelIxqbIyAggggAACCCCAAAIIIIAAAggggAACCCCAwB4loJ25s7OzpFKCaqc7nCIP1HeaUVbXb/jLln2pUH4vyr+4K8NvBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgZgEtMxLxiYdvzNHKu5dWUqUKBnT9gWtXOSBujtAfWKwZcsmKZteXtLKlLG91ksm+GTdvviNAAIIIIAAAggggAACCCCAAAIIIIAAAgggsGcI7DCdtrU3+vZt22TLVpMxly2/yyqiJE2grpdOByrdtm2zbM/KlOysLFGIEnvGNeUsEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBIssNO0px2zU0qXlrTSqVKmTLmEDUAa7lCTKlAPd4AsQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgGQQI1JPhKnAMCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAkkvQKCe9JeIA0QAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBIBgEC9WS4ChwDAggggAACCCCAAAIIIIAAAggggAACCCCAQNILEKgn/SXiABFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSSQYBAPRmuAseAAAIIIIAAAggggAACCCCAAAIIIIAAAgggkPQCBOpJf4k4QAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIFkECBQT4arwDEggAACCCCAAAIIIIAAAggggAACCCCAAAIIJL0AgXrSXyIOEAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCAZBAjUk+EqcAwIIIAAAggggAACCCCAAAIIIIAAAggggAACSS9AoJ70l4gDRAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgGAQL1ZLgKHAMCCCCAAAIIIIAAAggggAACCCCAAAIIIIBA0gsQqCf9JeIAEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBJJBIKkC9a1bt8raNX/J9u3bJSdnRzL4cAwIIIAAAggggAACCCCAAAIIIIAAAggggAACSS5QqlRJSUtLk6rVKkt6evouO9qkCdSXL1shW7ZsNSedKnvvvZeUK19WUlNTd9mJ0zACCCCAAAIIIIAAAggggAACCCCAAAIIIIDA7i+QmZkpmzdtkQ0bNprO2plStmy61K6z7y45sSIP1LOysuXXX5aLPkGoWWsfKVMmbZecKI0igAACCCCAAAIIIIAAAggggAACCCCAAAII7NkC27Ztl5W//2EroNStV1tKl05J6AkXeaC+eNFS2yt9Vz0xSKgWjSGAAAIIIIAAAggggAACCCCAAAIIIIAAAggkvYBWRNHe6gccWD+hx1qkgbqeVHZ2ttRvUDehJ0VjCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAsVbYOmSXyUlJSWh5V+KLFDXAUiX/bpCtNs9ZV6K943N2SOAAAIIIIAAAggggAACCCCAAAIIIIAAAokW0PIvWm68Tt19EzZQaZEF6to7PScnR+rVr5NoJ9pDAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQEB+WbrMjN9ZKmG91IssUF+8aIlUqVJZKlWuyGVFAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCDhAuv+Wi9//vmXqaXeICFtF1mg/uMPi03t9DqSmpqakBOhEQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEfIHMzExZumSZNGx0gL847vkiDdQTdRJxnz0bIoAAAggggAACCCCAAAIIIIAAAggggAACCOzRAtq5O1FZNIH6Hn2rcHIIIIAAAggggAACCCCAAAIIIIAAAggggEDxFiBQL97Xn7NHAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQiFKAQD1KKFZDAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQKN4CBOpxXv9pU6fL1GnTZdiwIdKkSeM4W2EzBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgd1FgEA9zit1wQUX2y3btG4lrdu0irMVNkMAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDYXQQI1OO8UgTqccKxGQIIIIAAAggggAACCCCAAAIIIIAAAgggsJsKEKjHeeEI1OOEYzMEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGA3FSBQj/PCEajHCcdmCCCAAAIIIIAAAggggAACCCCAAAIIIIDAbipAoB7nhSNQjxOOzYqVwIoVv0uNGtUlJSWlWJ03J4sAAggggAACCCCAAAIIIIAAAgggsGcKEKjHeV2TOVDPzs6WrKxsyczcLuXKlYs7zJw9+3l5+qmpUrp0aZk8eZKkl02PSuvuuwbLl19+JQcddJAMHzE0qm1YKTECt/XpJ4sWLZKDDz5YhgwdnJhG42xlxIj7ZNTI0VKnTh2Z/+Y8SUtLi7OlxG4W632tf0/Z2Tn2IMqUyf8ctm3bbtcrXTpFSpUqFThwtzyw4O+ZlJRS+f59xrLv0LZ5jQACCCCAAAIIIIAAAggggAACCCCQeAEC9ThNkzlQv2PQnfLEE1PsmbVqdZWMuHdYXGc5Zsw4GTZ0uN32y68+l8qVK0fVztVXt5V333lXDjzwABOkvh7VNqwUncDWrdtk/fr1duXKlSvlCakvvPASWfjVQmna9GiZ/fys6BrdRWuddOIpsmzZMtv6K6++LI0bH7aL9hRbs7He17feepvMeGam3cmvy5ZIiRIlwu7wvffel9atrrbvjRs/Rs4771w7v3z5b3LiCc3CbqML9Vodbf5v06aV1KtXL2g9f98/L/nJPtwKWoEXCCCAAAIIIIAAAggggAACCCCAAAL/qgCBepzcyRqoZ2ZmyuFNjpLNmzcHzuzHn76X9PQygdfRzsQaPLp2CdSdROJ/v/TSy3Jjt+624WdnzZDjjjs2aCfJFKhrT/AB/QfKWWedKQ8/8qCULFky6FiL6kWs93WPHr1k9nPP28PNL1B/6623pe217ex6fqC+7NdlctJJpxR4uvptEr2mhx12aGDd3r37yMwZz9rXS5Yuyrc3e2AjZhBAAAEEEEAAAQQQQAABBBBAAAEEdpkAgXqctMkaqM9/Y760a9c+6KzGjB0lF1xwftCyaF7EGjy6NgnUnUTif+9OgXrizz4xLcZ6XycyUG/e/FJp2/ZaeyI7duyQTz79TF54/gX5/vsf7DIN1Rd+/UWgJzqBemKuOa0ggAACCCCAAAIIIIAAAggggAACiRIgUI9TMlkD9a5dbpT//vcVW7c6LS3V1NNeLGeedYZMmjQx3zPdvn27rXuelpoqBx50oK29Hk3wuGHDBvnKlBipXr267L9/AxsExhKoa6j4xx+rZOfOnVKpUkUpW7asbN2yVb786ivR9w444AA7qGV+B691pr/5+hvZZs7hiCOOkNA619prf82atbaJatWqSqo5Rzdpbes///wz7HtqsnZt7ntVqlTJ065rI/T36tWr5eefl5g69lnSsGHDsMe/ceNGycjYZDetWXOfPL23165dK9u3ZxrPFGurPr//vlJef/11GTTwTrudPijR83Xr6MLQHupq+NNPi2TlypW253O1atXstvn90B7VixYvtse+3377hl3Vd6tevZq97qHbZWRkyMaNGbZESq1aNW07em3/WrcubJv+wkgDma5Zs0YWLvxaDjrwQKldp7a/Sdj5eO9rv7FEBuq9e/eS7jff5Ddv5/19vPzyC3L4EYfb5QTqeahYgAACCCCAAAIIIIAAAggggAACCBSpAIF6nPzJGKhruN34sCPsGfXsebOtrz18+L329f+++FSqVq2a52w1oNSyHHPnvhb03uB77pItJvyMVEP9M9Ozdqipr/7ZZ58HttPBJ++7f4SMGjUm6hrqS5culVNOPt22MWLEMPnxxx9N+D850KbOXHvtNXL7wAF5Au1Vq1bLnXfcJW+//U5QiZtmzU6SQXcMNIHwQbYdv7b1449PkLPOPjPQ/pNTnpLbbx9kX4f25NdSGxpo6jTv9bnSqFFDOx/px1dmINbu3XuKnpM/Va1aRcaPHytNj2kaWPzIw4/KAw88ZF9/+91CqVChQuA9nbni8hbyySefSpPDm5gHJC/ahxYXmfro4abDTG3yV02Ncp38QL3XLT2lQ/tOQTYHH9xIpk57Ks+9oA8lhg4ZJi+88GLgIYK2t48J+y+77FLp06d30CCbM4zNrX/bzJg5Xfre1j9w3n373SZdu3aW/v1ul6efnqrNyLLluSazZj0nvXr2tsvy+7FgwdtSt17dwCrTpk6XKVOeDPTk1jf02FqbMQJu7tE9T13zeO/rwA69GT/sLmzJl0iBun+PDhx0u3TocIM9AgJ170IwiwACCCCAAAIIIIAAAggggAACCCSBAIF6nBchGQP1mTNnSe9bbrVn9Nq8OSZQT5VTTznDvh4yZLBcc23ugInulLXn9lUtWweF4u49/a2DimoPd538QUl/+22FnHXmOUFBrV3p7x8arOtglNEMSuoH6vXr1w+Esn57On/rrbfITd1vDCzWGvHNL7siKGANvGlmNMR+dc4rss8+NWyP94YND7FvdzFBbz8T+Lqp/Q0dZd683IFTW7duJcNHDHVvyS3G8lljqm19/r9P84S2gRXNjIbpF110qb8oz/zzZpBQHXxSp0QG6ieeeIJMfyY3uHaBuh6zDmDq19J3B6Sh+kumF3RaWppdpL3YdfBLPddI03XXtZW7B98ZeNsP1DXY/mPlH4H38gvUta56j5t7BdaNNPPRxx+I69Ueuo2WRfHP6xbz4EBDdTfFe1+77UN//xuBuj4w6Nu3v911/wH9pHPnjnaeQD30avAaAQQQQAABBBBAAAEEEEAAAQQQKFoBAnXjr71rv/7mm3/tSgwbNkSaNGmc8P21bNFKPvzwI9Fg+p1337Ttn3P2eTZ0dj2d/Z3ee+/9MvKxUXZRUxP0DjS9wBsdfLApqbHQ9C4eEAjTdYUvvvxMtOyJTi601fmrr24j7TtcL1pK5N13F0iXzt10sZ1iDdR1o/amZ672btbpxRdfkrvuHGznNUT9/od/rlHHDp0Dveo16G3ZsqUtfTL/jTdN795Odhv/nNu0vkYWLHgv0ONbV9Dg9YD9G9p19YeG0P/74rPA62OPPd4GxS2vaiH33TcisDzcjJ73K6+8at+aNv1pOf74/5j2s0Rrnrue3O3bX297zutKsQbqbp/R1lDX9dV/1OiR5n6oJwvMtRk2bETgmr5ierQ3Nj3bdRo/fqLcM3iInT/5lJPl7rvvsPfQokWLbC9z7Smvk963ba5ubef9QF0XdO7SSS6++CIbgpcoUcKU76kUtoe63TjMj9fnvSE33NDBvtPtxq5y2225D4YWLvxaLrzgYrtcz+fxSROkXr16poTPGvPAo4+8bQYC1WnKk0/Iaaedaufjva/txmF+/BuBuv839cTkx+WMM3K/tUGgHuaCsAgBBBBAAAEEEEAAAQQQQAABBBAoQoFiH6hrYNfPhMf/5tTG9IRu3aZVQnepvcZPOP4k22avXj2khyn5opNfB/3td+ZLgwYN7HL94cJ2DavffufNoFrfS5YsCfRu13VdoL5+/Xpp0vhIXWRDYy0fkpKSYl/rDz/wjTVQ11D/udnPBvUE94NG10te63cfdGAju08tB3PPkLsD+9eZsWPH2/IlOu+Oe8KEx2Xw3ffoIlNW5jtJL5sun5tyNZeZXu5+D2tnpOVkjml6nF1/1OjHTO/zC+18pB8aPmvN871M6ZY6desEVtPa5/otAe2J75dm+TcC9ffeeyfoWJ568mkZMGCgPbb7779XWrS80s678jL6QOGN+fOkcuXKgeNXh1NPOd32CD/9jNNk8uRJ9j0/UPcfFAQ2NDPhSr7477t5/17Tcj0ajrt76uGHHpEHH3zYrvrhR+/LvvvWcpuZGvQZcuwxx9tj848hnvs60GiYmUQG6joo6SWX5pbu0W8G6DcbZs9+wX6jQ3et3+7Qe9CdP4F6mAvCIgQQQAABBBBAAAEEEEAAAQQQQKAIBYp9oK72GqrroJaxTFOnTberNz7ssJh6m2uouit6p/vBuV/v2y+p4gftOljjgQfkhtIarGrAGjpdd9318ub8t+xiF0xrb2UNYHV66OEH5PLLm9t59yMnJ0fq1zvAvow1UNe67z3NwwB/8oNnF3b75VU6dGwv5517jr+J6WX+ZaDH9dNTn5STT25me+lr0KrTs7NmyHHHHSuPPvKYOe8HRdtQpzdenx/ohT3n1bnSqVMXu36k+vP2zTA/dMBRHehUBx3V0LfVVW3sWhqWvvf+O3beP69oaqi73fgPLNx5uPf0t3sAoQ8JPvnkQ/8te46uXr27F7R2eoP6B9r1It0Hrve9Pnj57vuv7QMPP1DXGuraIz90iiZQ37Rpk1xw/sX22DTQf/2N1wLfhND2/HtwtnnYEjo1b577UODII4+UF1+abR5qxHdfh7brv05koO63Gzqv3yzROv6HHHJw4C0C9QAFMwgggAACCCCAAAIIIIAAAggggEBSCBCox3kZkq2GugalGgrrpAN4+pMr56Eh68emNrWW5Pj++x9sD3Vdzx8E0d9uxIj7ZNTI0XaRC9T9QTxfNoNlHm4GzQydXKgba6B+773D5apWLYOa8wcGdYH61KenRf2tggG39zfBeAfR3sBNjz7WDrjZt28f6dqti63BroOqauj+6y+/2t7b5513rowbP8aUPblHJppe7X6v8qADC3mh7T/xxGTR41XbcNO/Gahrb//Zpma7P2nd8YMb5ZZ5cYH6jz/+ZOvh63p633Q0DxdCp4dMD/GHTE9xnd7/YIHUrr2f+IH6W2+/Ifvvv3/oZgX2UNfe+507dZU5c+babcPdT3q8fr30PDvxFiz9ZbH89NOiuO5rr5k8s4kO1PXBgU5+jXu9z7TGvqtr7w6CQN1J8BsBBBBAAAEEEEAAAQQQQAABBBBIDgEC9TivQzIF6l+b3vUXnH9RVGfiBsb8+eef5bRTz7TbuEEkQxsYMmSYjDPlU3Ry5VaemT5D+vTpa5e5tuwL74crubGrAvUZz8y0g2jqLnWAzYYN/6mDrss03P7k00/lP8cdZ8prXByoR+0GGdXSJY899ogcekjuwwAtAfPHqj9EH0poL+yvv/nS1AO/zH5roYcZ7LKXGfSyoKlrlxvlv/99JbCaHte+++0rFStWlFnPPmeXJ2Og7pdbcQ8aAifx94xfk/zTzz62pYESEaiPHj1Whpu67jqFe5iiy/1A/dK/S6Xocjd99PHH5kHJ0baEj9a514dK8dzXrr1wv3XAVr3ndHIPlsKt5w8KPMnUej/zrNy/r2W/LpOTTjrFbtK7dy/pfvNNdl570zdrdmpgQFf3wMhvm0Dd12AeAQQQQAABBBBAAAEEEEAAAQQQKHoBAvU4r0EyBeqDzYCSE8zAkjpp79emTZsGndV3330fqNHsao77pT60rvPDjzwUtI2+cAN56rwLEr/43xdyySW5ZV40wNQBO/0pKytL9m9wkF20qwJ1/wHCxInj5exzzvIPIeK8Xy5Ft2vfvqPoIJxPPz3FbuMGIdUe61e3udYuC1dWJXQHa9eulaOOPMYu1hrgDz/yoB2k1a2nJV/ef/8DWx/blXxx5WZ0Hb9Ej9vmpBNPsdfMH1hV3/PPIdyxuW8HRNtDXR8+6IMF7QXe/PLL5OGHH3SHEPjd/oaOMm/e60GDthY2UNcBbJ1xfoO+un1Hcy/pAcd7XwdONszM9GnPmEFS+9l3/AFDQ1fVwY2n/V0Kyj140HUiBer63qxZz0mvnr11Vty3I+yLv38QqPsazCOAAAIIIIAAAggggAACCCCAAAJFL0CgHuc1SJZAXQPExocdYQNRrcH8zrtvhj2j800Pdq0Trz2wtbe5lpZw4atuEFq2ww/O9X0XqPtlQ7QX9gsvPi/p6WV0FTtNnDhJ7r5rsJ2PJgT1a7yH66UcruSLXyf7wgsvEB00VMvYuGn16tWB2u/NTP10N5DlmjVr5OijjrWrac3tL774QgbdcbsJ1m+wywYNvNMMujnFPJA4WrQUjE6LFv+QpwyHfcP78dZbb0vba9vZJSNGDJNWra8KvLtu3To5vMlR9rXfQ3327Oelx8297PLB99wlbdvmBvi6QAc4PeP0s+17+QXqGtw3b36ZXc/9cNc02kBdt3MPTvTemDdvjtSuU9s1J4sXL5bTT8t9YHGuqVU/fsJY+15hAvXly5bL2aaevd5LWupk9uxZUqZMWmCf/szIx0aZ3uv320VzX3s1qL64Lpw//01Zs3qNVKpUSc45N9fMGej70d7Xum6kyf82h7rqA5eyZcsGra5lfpqbAW71nPzrrCvlF6jr369ea1euKfRbHwTqQcy8QAABBBBAAAEEEEAAAQQQQAABBIpcgEA9zkuQLIG639PXLycRelrjTQ92V0vd9eqeOPFxE37fY1fVMP6W3j2lUaOGdpDWoabcy9q1fwaacYG6Lrj++vZ2AE+d1/Ip11/fTipXriwLFrwnw4YO18V22lWBujbeq1fvQCmVdu3aytXXtDG1vevIt998I/373x6oY/6RqRlfq1bN3AMyP92DBbfA7x0+/4350q7dPzXEzz77LJn4eG7JG7d+uN+rVq2WY5oeZ9/ShwwPPHi/6Ll/b74ZoGVmFi1abN/zg1a/hr3Wtr/pxm5y6mmnyq+/mlru/QcGAtbQQF17urtBTvWhQL/+t5nzrh14aODC5FgCdb+XtB5/v/595dBDD7H3gd4fLuzV2vLai1qneAN1rRt+6SWXBa6PBsh+gG8bNz80IC9durT4Nd712xf3mcFzjz32GNm2bZto+aH77nvAbnLddW3l7sF32vl472u7cZgfWuv91FPOCDiorQ5k27hxY9FBVfXhk9bc1zBdJy3pon+LbsovUNd15r32uv22hM5r28+ZwVfdAyI/UNcBS0uVLKWr5Zn0utWtVzfPchYggAACCCCAAAIIIIAAAggggAACCCRWgEA9Ts9kCdT9ARPnvznPBLkHhj0jP9S74ILzRcM5DQq7db0pqPa3v/Hxx/9HPvzwI7vID9Q3bNhgarZfHCgj42+joaeGoRoi78pAXXupX9f2eltKxd+/Px/a81vfu//+B0XLreikx/r5/z4NhJcZGRmBuur6/tCh99igXucLmq6+uq28+867YVfTIH3ZsmVBPZe1Z/I1ZhsNyEMn7SleYa8KtrZ2aKC+fv16Of4/JwXCW93WHzg1nkBd2/AHHtXXoVP/Af2kc+eOgcXxBup+/ftAY2FmXnn1ZRNY5w6g6n8DIMyqog+Dnps901zPqvbteO/rcG27ZVrWR3vyRxpw1q2nwf4ddw6UUqX+Cb79v71wD730eC+66FJZ+NVC28z48WPl3PPOsfN+oO72Ee73sGFDpM3VrcO9xTIEEEAAAQQQQAABBBBAAAEEEEAAgQQKEKjHiZkMgbpf+iSa8NqFrXrKOhBnetl02bJlizxiAua5c14L9MDVHtPDTJj8kwnFXY9zNyip49LBLMeMGSf/ffmVQLirAfw9Q+6Wu0yvZg2XozmmX375RU5udppt9v4H7pMWLa5wu7C//d7ToYM2agD+6KMj7b78oFMD5lvMQKJnnHF6UFv64qOPPpYWV+aWZAlXu7tli1aBhwih+8vTmLdg27btMnDgoMDglfqWBr3Dhg+RKZOflDlz5gYF6vq+Hn/PHrfY+uT6Wifd5r77R9iAW8P20EBd1/nclKMZNXpM4FsC/jqXXNzclrI58cQTZPozU3X1wKS9wxsedLB93atXD+nR8+bAexrqTpnypLw2d15QyK814c8//7w8Ya0/AOe7C96SevXqBdpyM9rT/qmnnrYvly1fan/79cjdeuF+v2ZKz2ivazdpaRcN4/VbEK4nuL7XvsMN0q1bF6lSpYpb1f6O974OaiTkxcaNG829PVjeevOtoG9v6Gp6r1/Z4sqghw5u8+XLf5MTT2hmX0Ya+PWDDz6Uq1rmBuJ6D7jSTf6AqK69cL/DjWcQbj2WIYAAAggggAACCCCAAAIIIIAAAggUToBAPU6/ZAjU4zz0iJv99tsKUy88NWhAzYgr//1GTk6OLVNSrVo1qVChQkGr77L3tVa5/l9zn5r2QcEu21EBDavH8uXLpXz58oEe0wVsYgfS1AcUe+9dUapXrxboMR/NdlmZWZJqrpnfI7qg7Qp6Xx/UaOmZunXrFlg/vqC2Ev2++mpv/zJl0qVGjepSsmTJAncRz31dUKNa5uf777834wek2/I4er2ZEEAAAQQQQAABBBBAAAEEEEAAAQT2fAEC9Tiv8Z4YqMdJwWYIIIAAAggggAACCCCAAAIIIIAAAggggECxECBQj/MyE6jHCcdmCCCAAAIIIIAAAggggAACCCCAAAIIIIDAbipAoB7nhSNQjxOOzRBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgd1UgEA9zgtHoB4nHJshgAACCCCAAAIIIIAAAggggAACCCCAAAK7qQCBepwXbtrU6XJY48OkSZPGcbbAZggggAACCCCAAAIIIIAAAggggAACCCCAAAK7kwCB+u50tThWBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgSITIFAvMnp2jAACCCCAAAIIIIAAAggggAACCCCAAAIIILA7CRCo705Xi2NFAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQKDIBAvUio2fHCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAruTwB4TqB9wYH0pVarU7mTPsSKAAAIIIIAAAggggAACCCCAAAIIIIAAAgjsJgI5OTmyeNFSadjogIQccYmMTet3JqSlGBvRpwK16+wrZcumx7glqyOAAAIIIIAAAggggAACCCCAAAIIIIAAAgggULDAli1bZfmyFXtGoF6pUkWpXqNqwWfNGggggAACCCCAAAIIIIAAAggggAACCCCAAAIIxCiwetVaWbdu/Z4RqJcoUUIa7F9XUlJSYmRgdQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEIgtkZ2fLkp9/lZ07d+4ZgXqlSntLTs4OqVmrRuSz5h0EEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBGIUWPn7KjOGZ0nTQ33D7h+oL/ppidSuXUtWr14r6aaOerVqVWLkYHUEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBPIKrFnzp2w19dOrV68qy5f/Lgce1CDvSnEsKbJBSZeZQvBVqlSS7Zu3yqatW6V06dJSrXoVyr/EcRHZBAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQEBEy7ysWf2nZGVlSfn0dEkrly5//rlO6tTZNyE8RRao/7n2L1vuJb1MmmRuy5SsnGzZmLFJKlbcW8pXKCdpaammO36phJwkjSCAAAIIIIAAAggggAACCCCAAAIIIIAAAgjsmQI5OTmyfXumbMrYLOvXb5C9KpSX0qVSJLVMqmzdtt2WfalStXJCTr7IAvWsrGxZuuRXqVuvtmxan2FPZqf5mW2C9e2ZmZJpniDsMPXVmRBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQiCRQ0tRJTzUVUNJSUyXFBOkl/l6xfMUK8usvy6V+g7qmQkpKpM1jWl5kgboepdaxyTbBemUzOOmmjZtjOnBWRgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgnED5vcrJX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## Assigning a Custom User ID By default, the PostHog user ID is assigned in the format:\ `op-checkout-` To associate this with your own user ID, append the `phid` parameter as a URL hash to the checkout URL: Example: | | | | ----------------------- | ------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- | | **Original URL** | | | **With custom user ID** | [http://example.com/pay/ea25713d-313f-41f3-bf05-72bf00231d5e**_#phid=custom\_uid\_123_**](http://example.com/pay/ea25713d-313f-41f3-bf05-72bf00231d5e#phid=custom_uid_123) | This method works for both Checkout Session URLs and Payment Link URLs. Internally, OpenPay uses [PostHog aliasing](https://posthog.com/docs/product-analytics/identify#alias-assigning-multiple-distinct-ids-to-the-same-user) to merge the custom user ID with the checkout-session-based ID. This allows you to do un-splitting later if needed. ## PostHog Events Reference The hosted checkout page publishes the following PostHog events: | Event Name | Description | | --------------------------------- | --------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- | | `op_open_checkout_page` | Fired when the hosted checkout page is first loaded_(This event has no properties.)_ | | `op_select_payment_method` | Fired when the customer selects a payment method**Properties:**- `provider` - the payment provider - `processor_name` - the name of the specific processor, if applicable. Note that this will not be filled up for credit cards | | `op_checkout_started` | Fired when checkout first starts (i.e. when the customer hits submit)_(This event has no properties.)_ | | `op_setup_payment_method_success` | Fires when the customer succeeds with payment method setup (only available on `setup` mode)**Properties:**- `payment_method_id` - the ID of the payment method created as a result of setup | | `op_checkout_success` | Fires when the customer succeeds with checkout (only available on `checkout` mode)**Properties:**- `invoice_urls` - the list of invoice URLs resulting from the checkout | | `op_checkout_error` | Fires when the customer encounters an error during checkout (or setup)**Properties:**- `error` - the full error message - `error_code` - the standardized error code (e.g. `FRAUD_RISK_TOO_HIGH`) | Other PostHog events (typing, mouse clicks) are also enabled by default. # Hosted checkout form This is the simplest and most popular approach. From your pricing page, a customer can click a “Pay” button and be directed to our hosted checkout form - we will handle everything from there. \[x]\[ ] OverviewAPI Recipe **This is the simplest and most popular approach.** From your pricing page, a customer can click a “pay button” and be directed to our hosted checkout form - we will handle everything from there: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/TqK-lyUJe2_P_ak4ItEd_.png)]() * The form can be [**fully customized to fit your branding**](https://app.getopenpay.com/business-settings?tab=brand) * [**You can configure your checkout settings here**](https://app.getopenpay.com/business-settings?tab=checkout) * You can customize which enabled payment options (ex: credit card/apple pay/ACH/crypto/etc.) will be shown * You will receive the appropriate [**webhook events**](https://docs.getopenpay.com/get-started/integrate-with-openpay/webhooks) on success/failure **Learn how you can create a hosted checkout session using our payment links here:** [Payment links Easily create a fully functional payment page in just a few seconds and share the link with your customers—no code necessary.](/get-started/start-accepting-payments-no-code/payment-links) Once a customer has submitted the checkout form, this will automatically sync into our system and you will see the customer in your OpenPay admin console with the subscription or one-time price that they purchased. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/aR-cAFVVaX71CfLLNEFM5.png)]() ## Install and import our client For this recipe, we will use the TypeScript SDK, which you can install using ```plaintext npm install @getopenpay/client ``` plaintext Then, import and configure the client: ```typescript import { Configuration } from '@getopenpay/client'; import OpenPayClient from '@getopenpay/client/client'; // Configure the OpenPay client const config = new Configuration({ basePath: 'https://connto.getopenpay.com', // Production environment apiKey: 'YOUR_PUBLISHABLE_KEY', accessToken: 'YOUR_SECRET_KEY', }); const client = new OpenPayClient(config); ``` typescript ## Create customer ```typescript const createCustomerRequest = { email: 'john.smith@example.com', firstName: 'John', lastName: 'Smith', line1: '123 Main St', city: 'San Francisco', state: 'CA', country: 'US', zipCode: '94105', }; const customer = await client.customersApi.createCustomer({ createCustomerRequest }); console.log('Created customer:', customer.id); ``` typescript ## Create a checkout session ```typescript const checkoutSession = await client.checkoutApi.createCheckoutSession({ createCheckoutSessionRequest: { customerId: customer.id, // previously created customer lineItems: [ { priceId: 'PRICE_ID_1', quantity: 2 }, { priceId: 'PRICE_ID_2', quantity: 1 }, ], mode: 'subscription', currency: 'usd', returnUrl: 'https://your_return_url.com', successUrl: 'https://your_success_url.com', }, }); console.log('Redirect user to:', checkoutSession.url); ``` typescript ## Full working example ```typescript import { Configuration } from '@getopenpay/client'; import OpenPayClient from '@getopenpay/client/client'; import bodyParser from 'body-parser'; import cors from 'cors'; import express from 'express'; const app = express(); app.use(cors()); app.use(bodyParser.json()); // Configure OpenPay SDK const config = new Configuration({ basePath: 'https://connto.getopenpay.com', // Production endpoint apiKey: '', //publishable key accessToken: '', //secret key }); const client = new OpenPayClient(config); // In-memory map to associate your app's users to OpenPay customer IDs const usersDB = new Map(); // Serve a simple front-end page app.get('/', (_, res) => { res.send(`

OpenPay Hosted Checkout Demo

`); }); // API endpoint to create a checkout session app.post('/subscribe', async (req, response) => { try { const { yourUserId } = req.body; if (!yourUserId) { response.status(400).json({ error: 'Missing yourUserId' }); } let customerId = usersDB.get(yourUserId); if (!customerId) { // Step 1: Create customer const createCustomerRequest = { email: `${yourUserId}@example.com`, firstName: 'Test', lastName: 'User', line1: '123 Main St', city: 'San Francisco', state: 'CA', country: 'US', zipCode: '94105', }; const customer = await client.customersApi.createCustomer({ createCustomerRequest }); customerId = customer.id; usersDB.set(yourUserId, customerId); console.log(`Created OpenPay customer ${customerId} for user ${yourUserId}`); } // Step 2: Create hosted checkout session const checkoutSession = await client.checkoutApi.createCheckoutSession({ createCheckoutSessionRequest: { customerId, lineItems: [ { priceId: '', // Replace with your actual price ID quantity: 1, } ], mode: 'subscription', currency: 'usd', returnUrl: 'http://localhost:3000/', successUrl: 'http://localhost:3000/success', } }); response.json({ url: checkoutSession.url }); } catch (err: any) { console.error('Error creating checkout session:', err.response?.data || err.message); response.status(500).json({ error: 'Internal server error' }); } }); // Handle success redirect app.get('/success', (_, res) => { res.send('

Subscription successful!

'); }); // Start the server const PORT = 4000; app.listen(PORT, () => { console.log(`Server running on http://localhost:${PORT}`); }); ``` typescript # Setup payment method and checkout later This solution makes sense if you require your customers to provide a payment method upfront (to be charged later). This solution also makes sense if you are just looking to collect updated payment information for an existing active customer. ### **Install and import our client** For this recipe, we will use the Python SDK, which you can install using pip install getopenpay or poetry add getopenpay": ```python from getopenpay.client import ApiKeys, OpenPayClient OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaystaging.com' # production environment production_host = 'https://connto.getopenpay.com' client = OpenPayClient(api_keys=api_keys, host=sandbox_host) ``` python ### **Create customer** ```python create_customer_request = CreateCustomerRequest( email='test_customer+1@getopenpay.com', first_name='John', last_name='Smith', line1='123 Main St', city='San Francisco', state='CA', country='US', zip_code='94105' ) customer_external = op_client.customers.create_customer( create_customer_request=create_customer_request.to_dict() ) ``` python ### **Create a checkout session** Create a CheckoutSession with`SETUP` mode ```python checkout = op_client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id=customer_id, # <- pass in cutomser_id mode=CheckoutMode.SETUP, success_url='https://youapp.com/success-callback', ) ) ``` python ### **Reroute to our hosted page** ```python print(f'Reroute customer to this page for payment: {checkout_session.url}) ``` python ### **Handle success callback** Verify customer and payment method ```python # handle success callback @router.get('/success-callback') def success_callback(request: Request): query_params = request.query_params secure_token = query_params.get('secure_token') payment_method_id = query_params.get('payment_method_id') checkout_session = op_client.checkout.verify_checkout_session_payment_method( checkout_secure_token=secure_token, payment_method_id=payment_method_id, ) if checkout_session: # (Optional) continue for authorization/charging ``` python # Payment intent statuses The table below explains the meaning of each payment intent status, helping you understand where a payment is in its lifecycle and what action (if any) is needed. | Status | Definition | | --------------------------- | ------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------ | | **Requires Confirmation** | Payment intent is created and waiting to be confirmed by the user or application. | | **Requires Capture** | Payment is authorized, but funds haven't been captured yet. [**Read more about authorization amounts here.**](https://docs.getopenpay.com/get-started/set-up-your-account/settings/subscriptions#default-authorization-amount) | | **Requires Action** | Additional user action is needed to complete the payment. | | **Requires Payment Method** | Payment intent requires a valid payment method. | | **Processing** | Payment is in progress - it has not yet succeeded or failed. | | **Canceled** | Payment intent was canceled and won't be processed. | | **Succeeded** | Payment was successfully completed. | | **Exception** | An error occurred during the payment process. | # Customer billing management Enable your customers to manage their subscriptions and payment methods via our hosted customer billing portal or your own UI. [Hosted Billing Portal ](/get-started/integrate-with-openpay/customer-billing-management/hosted-billing-portal)[Programmatically Manage Customer Profiles](/get-started/integrate-with-openpay/customer-billing-management/programmatically-manage-customer-profiles) # Hosted billing portal Our hosted customer billing portal comes fully out of the box—no code or development work required. Your customers can manage their subscriptions, update payment methods, cancel or add plans, and configure billing details all in one place. \[x]\[ ] Create via admin consoleAPI Recipe **You can configure your **[**billing portal settings here.**](https://app.getopenpay.com/business-settings?tab=portal) To create a hosted billing portal, navigate to a customer’s details page ([**from the customer's tab**](https://app.openpaystaging.com/customers)) and select the "create billing portal" button from the available dropdown options on the top left block: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/LJ31s6pTX85lul6CNXC73.png)]() That will generate a link that will take you to the hosted billing portal for that specific customer. Here they can update their subscriptions and payment methods. ### **Install and import our client** For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay` ```python from getopenpay.client import ApiKeys, OpenPayClient OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaystaging.com' # production environment production_host = 'https://connto.getopenpay.com' ``` python ### **Generate billing portal** The billing portal will stay active for 24 hours ```python response = client.billing_portal.create_portal_session( CreatePortalSessionRequest( customer_id='TODO_TARGET_CUSTOMER_ID', return_url='https://your_return_url_after_checkout', ) ) print(f'Your customers can manage their profiles here: {response.url}) ``` python # TypeScript SDK TypeScript SDK v0.0.17 The OpenPay TypeScript SDK (`@getopenpay/client`) provides a fully typed interface to the OpenPay API. It abstracts HTTP requests, handles serialization, and normalizes errors—making it easy to interact with OpenPay resources in TypeScript projects. This guide covers installation, configuration, and usage examples. ### SDK Architecture The OpenPay SDK is auto-generated from an OpenAPI schema and includes: * A `Configuration` class for API key and environment setup * Resource-specific API classes such as `CustomersApi` and `SubscriptionsApi` * Fully typed method inputs and outputs via interfaces like `CustomerCreateParams` This structure ensures type safety and consistent API access throughout your TypeScript project. ## Installation \[x]\[ ] npmyarn ```markdown npm install @getopenpay/client ``` markdown ```markdown yarn add @getopenpay/client ``` markdown ## Initialize the SDK You must create a `Configuration` instance and use it to instantiate each API class. ```typescript import { Configuration } from '@getopenpay/client'; const config = new Configuration({ basePath: 'https://connto.getopenpay.com', // REQUIRED: OpenPay API base accessToken: 'sk_test_abc123', // REQUIRED: your secret key }); ``` typescript You then pass this config to an API client: ```typescript import { CustomersApi } from '@getopenpay/client'; const customers = new CustomersApi(config); ``` typescript ## Examples ### Create a customer ```typescript const createdCustomer = await customers.createCustomer({ createCustomerRequest: { email: 'opemipo@disu.com', }, }); ``` typescript **Note:** * The argument must match the exact structure expected, for example, an object with a `createCustomerRequest` property. ### Create a subscription ```typescript import { SubscriptionsApi } from '@getopenpay/client'; const subscriptions = new SubscriptionsApi(config); const result = await subscriptions.createSubscription({ createSubscriptionRequest: { customerId: 'cus_abc123', subscriptionItems: [ { priceId: 'price_xyz456', }, ], }, }); ``` typescript **Reminder:** * `priceId` and `customerId` must refer to existing resources. These are typically created using the `PricesApi` and `CustomersApi`, respectively. ### List subscriptions The `listSubscriptions` method requires a **non-empty object** with a `subscriptionQueryParams` key. ```typescript const result = await subscriptions.listSubscriptions({ subscriptionQueryParams: {}, }); ``` typescript If you remove subscriptionQueryParams, or pass undefined, TypeScript will throw an error. ## Type safety & autocompletion Every method expects a named object input, and the SDK ships with full types like: ```typescript import type { CustomerCreateParams } from '@getopenpay/client'; const payload: CustomerCreateParams = { name: 'Jane Doe', email: 'jane@example.com', }; ``` typescript This enables full IntelliSense and compile-time validation. ## Error handling The SDK throws a `ResponseError` when an HTTP error occurs: ```typescript import { ResponseError } from '@getopenpay/client'; try { await customers.getCustomer({ customer_id: 'invalid-id' }); } catch (error) { if (error instanceof ResponseError) { const body = await error.response.json(); console.error('OpenPay API Error:', body); } else { console.error(error); } } ``` typescript ## Example project structure ```typescript // openpayClient.ts import { Configuration, CustomersApi, SubscriptionsApi, } from '@getopenpay/client'; const config = new Configuration({ basePath: '', accessToken: process.env.OPENPAY_SECRET_KEY!, }); export const OpenPay = { customers: new CustomersApi(config), subscriptions: new SubscriptionsApi(config), }; ``` typescript Then in your app: ```typescript import { OpenPay } from './openpayClient'; await OpenPay.customers.createCustomer({ customerCreateParams: { name: 'Ope', email: 'ope@example.com' } }); ``` typescript ## Notes * Most methods follow the pattern: `api.method({ methodSpecificParams: {...} })` * The SDK is designed to make direct REST interactions easier while preserving OpenPay’s API shape and constraints. * You can inspect request/response bodies from your OpenPay dashboard or logs. ## Reference * [OpenPay API reference](https://docs.getopenpay.com/openpay-api) * NPM: [@getopenpay/client](https://www.npmjs.com/package/@getopenpay/client) * Other SDKs: [OpenPay SDKs In this directory, you'll find OpenPay's official SDKs designed to simplify your integration with our APIs.](/developer-resources/openpay-sdks/) # OpenPay SDKs In this directory, you'll find OpenPay's official SDKs designed to simplify your integration with our APIs. Our three server-side SDKs handle things like request formatting, authentication, and error handling - so you can focus on building features and delivering value to your users, without worrying about the low-level details. ## Supported SDKs [Go SDK v0.0.29 ](/developer-resources/openpay-sdks/go-sdk)[TypeScript SDK v0.0.17 ](/developer-resources/openpay-sdks/typescript-sdk)[Python SDK v0.0.29](/developer-resources/openpay-sdks/python-sdk) OpenPay SDKs use semantic versioning (SemVer), where a change in the major version number signals breaking changes that may require updates to your integration. # Installation In this guide, you’ll learn how to install and initialize OpenPay.js in your project by using either OpenPay’s package manager or CDN, so you can start securely collecting and tokenizing payment data. #### Option 1: Via Package Manager Install `@getopenpay/openpay-js` using your preferred package manager: \[x]\[ ]\[ ] npmyarnpnpm ```bash npm install @getopenpay/openpay-js ``` bash ```bash yarn add @getopenpay/openpay-js ``` bash ```bash pnpm add @getopenpay/openpay-js ``` bash Then import and initialize the form: ```javascript // index.js import { OpenPayForm } from '@getopenpay/openpay-js'; const opForm = new OpenPayForm(); ``` javascript #### Option 2: Via CDN Add the following script tag to your HTML file: ```javascript ``` javascript # Set up payment method Save a payment method without creating a subscription. Sometimes you might need to save a customer’s payment details for future use without initiating a subscription. In this guide, we’ll show you how to securely collect and store a payment method using the `setup` mode. ### **Step 1: Create a secure checkout token** First, you'll need to create a **Checkout Session** with `mode: 'setup'`. This is done using the same API endpoint as for subscription checkout, but we provide a different mode to signify that we are only setting up payment details, not charging the customer. ###### **Checkout API Example:** Here’s how to generate a secure checkout session using `mode: 'setup'`: ```python checkout = client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id=customer_id, # (Optional) To create session specific customer line_items=[], # No line items for setup mode mode=CheckoutMode.SETUP, # Setup mode for saving payment info ) ) secure_token = checkout.secure_token # Token to be passed to frontend ``` python Once the `secure_token` is generated, it’s ready to be used on the frontend to securely collect payment details. Pass this token to the `OpenPayForm` constructor in your frontend app to handle the payment setup. ### **Step 2: Implement the payment form** Use the `OpenPayForm` class to construct a secure form where customers can enter their payment details. The form operates the same way as a subscription form, but it only saves the payment method for future use. ###### **Pure Js Implementation Example - in the frontend, you can now render the form like this:** ```javascript // Initialization const openPayForm = new OpenPayForm({ checkoutSecureToken: 'checkout-secure-token-uuid', // Token from Step 1 formTarget: '#payment-form', onChange: () => setError(undefined), onLoad: onLoad, // Called when the form is loaded onValidationError:(message) => setError(message), // Handle form validation errors onSetupPaymentMethodSuccess: (paymentMethodId) => { // Callback for successful setup console.log("Payment Method ID:", paymentMethodId) // Use the saved payment method ID }, onCheckoutError: onCheckoutError, // Handle any checkout errors }) // Elements openPayForm.createElement('card').mount('#card-element');// Create and renderthe card element // Submission document.querySelector('#submit')?.addEventListener('click', () => { openPayForm.submit(); }); ``` javascript **HTML** ```xml
``` xml **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onSetupPaymentMethodSuccess`: A callback that returns the `paymentMethodId` after the setup process is successful. * `onValidationError`: Handles any validation errors from the form fields. * `onCheckoutError`: Handles any errors during the setup process. For detailed props and callbacks, please refer to the [**main guide**](https://openpay.apidocumentation.com/developer-resources/openpayjs/guide-js): [Guide (.js) Integrating payment elements](/developer-resources/openpay.js/guide-.js/) **Note (For using staging environment for testing purpose) - **please provide `baseUrl` prop with our staging environment. `baseUrl` is default to our production environment. **Example:** ```markdown new OpenPayForm({ baseUrl: isStagingEnv ? "https://cde.openpaystaging.com/": undefined }) ``` markdown ### **Step 3: Handling a successful setup** Once the customer successfully saves their payment method, the `onSetupPaymentMethodSuccess` callback is triggered. This callback provides a `paymentMethodId`, which can be saved in customer's details and can be used to perform further actions. # Examples Explore some of our ready-made examples for integrating OpenPay.js in your JavaScript applications, these samples are helpful for learning how to tokenize payment methods. Here are some of our code examples on [GitHub](https://github.com/getopenpay/openpay-js-examples/tree/main/vanilla-example). # Apple & Google Pay Submission OJS supports submitting Apple Pay and Google Pay independently of a specific processor. You can optionally specify which processor to use, or let OJS default to the first available one. ## Checking available payment methods Use the `getAvailablePaymentMethods()` method to check what payment methods are currently available and which processors support them. ```typescript const availablePaymentMethods = await form.getAvailablePaymentMethods(); ``` typescript You can check the available processors in `method.processors`. The result is an array like: ```typescript { name: SubmitMethods; processors: ("stripe" | "airwallex" | "authorize_net" | "adyen" | "paypal" | "pockyt" | "loop")[]; isAvailable: boolean; }[] ``` typescript ## Submitting Apple Pay/Google Pay ### Basic submission If Apple Pay is available, you can submit Apple Pay/Google Pay with: ```typescript form.generalSubmit('apple-pay'); // or 'google-pay' ``` typescript If you don’t specify a processor, OJS will us the **first available one**. ### Specifying a processor To explicitly submit through a specific processor (e.g., Stripe): ```typescript form.generalSubmit('apple-pay', { processor: 'stripe' }); ``` typescript ## Randomize processor selection If multiple processors support the method, you can randomize processor choice. This can be helpful for A/B testing, load distribution, or failover scenarios. ```typescript form.generalSubmit(SubmitMethods.applePay, { processor: Math.random() < 0.5 ? 'stripe' : 'airwallex', }); ``` typescript ## Apple pay integration notes #### Stripe Apple/Google Pay We're using Stripe.js APIs directly here and we don't have control of their availability decision. we're just returning what Stripe returns.Usually, Stripe's ApplePay will only available on Safari browser on Mac and iPhone/iPad. GooglePay on Android and some Chrome desktop (it checks the availability strictly including considerations for added cards to GooglePay). For more information, please check [Stripe’s Docs here](https://docs.stripe.com/testing/wallets?ui=payment-element#device-requirements). You can compare with this Stripe's demo pages : [https://stripe-payments-demo.appspot.com/ (or) ](https://stripe-payments-demo.appspot.com/) #### User Gesture Required Apple Pay requires that you call `applePay.startFlow()` **directly within a user gesture handler** such as a `click` or `onClick`. This is enforced by the browser — violating it will result in Apple Pay failing silently or throwing an error. To ensure a successful integration, follow these requirements: ### ✅ Do’s * Call `applePay.startFlow()` immediately inside a user-triggered event (e.g., a `click` or `onClick`). * Ensure the event handler runs on the **main thread** (i.e., don't `await` anything before calling `startFlow`). * Keep the triggering element (like a button) **visible and mounted** during the Apple Pay session. ### ❌ Don’ts * Wrap `startFlow()` in `useEffect`, `setTimeout`, or any async flow not triggered by a user. * Do async work (like API calls) before calling `startFlow()`. * Unmount or hide the button while Apple Pay is still processing. ### Example ```typescript ``` typescript # Create subscriptions via checkout This is for when you want to accept payments and directly create subscriptions in one simple form. If you want to break it out into two steps where you collect payment method first and then later create a subscription please see this guide: [Setup payment method and create subscriptions A step-by-step guide for setting up payment methods and creating subscriptions using the OpenPay SDK and OpenPay.js](/developer-resources/openpay-react/guide-react/setup-payment-method-and-create-subscriptions) ### **Step 1:Create a secure checkout token** First, you'll need to create a Checkout Session with `mode: 'SUBSCRIPTION'`. This will result in checkout session information that contains a `secure_token` to be used in the next steps. **Checkout Session API Example:** Here’s how to generate a secure checkout session using `mode: 'SUBSCRIPTION'`: ```python response = self.client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id='TODO_TARGET_CUSTOMER_ID', # (Optional) customer_email=None, line_items=[ CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_1', quantity=2), CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_1', quantity=3), ], currency=CurrencyEnum.USD, mode=CheckoutMode.SUBSCRIPTION, return_url=RETURN_URL, success_url=SUCCESS_URL, ) ) ``` python Once the `secure_token` is generated, it’s ready to be used on the frontend to securely collect payment details. You’ll pass this token to the `` component in your React app to handle the payment setup. ### **Step 2: Implement the payment form** Use the `` component to display a secure form where customers can enter their payment details. You will need to render OpenPay Card Elements as well as required billing information to proceed checkout. **React implementation example:** ```markdown import { ElementsForm, FieldName, CardElement, } from '@getopenpay/openpay-js-react'; import { FC, PropsWithChildren, useState } from 'react'; interface InputProps { type?: string; placeholder: string; openPayId?: FieldName; } const Input: FC = ({ type, placeholder, openPayId }) => ( ); const StyledWrapper: FC = (props) => { const { children } = props; return
{children}
; }; const HorizontalRule: FC = () =>
; function CheckoutForm() { const [error, setError] = useState(undefined); const [amount, setAmount] = useState(undefined); const onLoad = (totalAmountAtoms: number) => { setAmount(`$${totalAmountAtoms / 100}`); }; const onCheckoutError = (message: string) => { setError(message); }; const onCheckoutSuccess = (invoiceUrls: string[], subscriptionIds: string[], customerId: string) => { console.log('invoiceUrls', invoiceUrls); // Can be used to redirect or display invoices console.log('subscriptionIds', subscriptionIds); // Useful for retriving details about the subscription console.log('customerId', customerId) // Created customer's ID or pre-assigned customer's ID }; return ( setError(undefined)} onLoad={onLoad} onValidationError={(message) => setError(message)} onCheckoutSuccess={onCheckoutSuccess} onCheckoutError={onCheckoutError} > {({ submit }) => ( <>
{error && {error}} )} ); } ``` markdown **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onLoad`: Triggered when the checkout form is successfully loaded. It includes `totalAmountAtoms` and `currency`. * `onValidationError`: Handles any validation errors from the form fields. * `onCheckoutSuccess`: A callback that returns the `invoiceUrls`, `subscriptionIds` and `customerId` after the checkout process is successful. * `onCheckoutError`: Handles any checkout error during the process. For detailed props and callbacks, please refer to the main guide: [Guide (React) Integrating payment elements](/developer-resources/openpay-react/guide-react/) **Note if you are testing in staging/sandbox - **Set `baseUrl` prop to point to our sandbox environment, `baseUrl` defaults to our production environment.\ **Example:** ```markdown ... ``` markdown ### **Step 3: Handling a successful checkout** Once the customer successfully checkout with their payment method, the `onCheckoutSuccess` callback is triggered. The callback returns the `invoiceUrls`, `subscriptionIds` and `customerId`. * Invoice urls can be used to display invoices or redirect to invoice page * Subscription IDs can be used for further processing with OpenPay SDK * Customer ID is the created customer on OpenPay side during checkout process. If you are creating the checkout session for specific customer, it will return that specific customer ID # Setup payment method and create subscriptions A step-by-step guide for setting up payment methods and creating subscriptions using the OpenPay SDK and OpenPay.js This is to be used when you want to collect payment method first and then create a subscription later time. If you want to accept payments and directly create subscription in one simple form please see this guide: [Create subscriptions via checkout This is for when you want to accept payments and directly create subscriptions in one simple form.](/developer-resources/openpay.js/guide-.js/create-subscriptions-via-checkout) ### **Step 1: Create a secure checkout token** First, you need to create a **Checkout Session** using the `checkout.create_checkout_session` method via the OpenPay SDK in the backend. You can configure the session according to your specific requirements, such as defining the `mode` of the checkout session. In this case, since we only want to save the payment method (and will create subscriptions later), we'll use `SETUP` mode. [**For detailed API references, please refer to this.**](https://docs.getopenpay.com/openpay-api) **Here’s an example of how to generate a secure checkout session:** ```python # Setup Mode checkout = op_client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id=customer_id, # (Optional) To create session specific customer line_items=[], # No line items for setup mode mode=CheckoutMode.SETUP, # Setup mode for saving payment info ) ) secure_token = checkout.secure_token # Token to be passed to the frontend ``` python ```javascript // JavaScript Example const checkoutSession = await apiClient.checkoutApi.createCheckoutSession({ createCheckoutSessionRequest: { mode: CheckoutMode.Setup, lineItems: [], currency: CurrencyEnum.Usd, } }) const secureToken = checkoutSession.secureToken; ``` javascript Once the `secure_token` is generated, you can pass it to the frontend to securely collect payment details. This token will be used in the `` component in your React application to handle the payment setup. ### **Step 2: Implement the payment form** On the frontend, use the `` component to display a secure form where customers can enter their payment details. While the form operates similarly to a subscription form, in `SETUP` mode it only saves the payment method for future use. **React implementation example:** ```javascript setError(undefined)} onLoad={onLoad} // Called when the form is loaded onValidationError={(message) => setError(message)} // Handles form validation errors onSetupPaymentMethodSuccess={(paymentMethodId) => { // Callback for successful setup // Handle setup success }} onCheckoutSuccess={(invoiceUrls, subscriptionIds, customerId) => { // Handle checkout success (only in 'SUBSCRIPTION' or 'PAYMENT' modes) }} onCheckoutError={onCheckoutError} // Handles checkout errors > {({ submit }) => ( <>
{error && {error}} )} ``` javascript **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onSetupPaymentMethodSuccess`: Callback that provides the `paymentMethodId` after successfully setting up the payment method. \[Applicable for Checkout session mode `SETUP`] * `onCheckoutError`: Handles any errors encountered during the setup process. For detailed props and callbacks, please refer to the** **main guide: [Guide (React) Integrating payment elements](/developer-resources/openpay-react/guide-react/) **Note (For using staging environment for testing purpose) - **please provide `baseUrl` prop with our staging environment. `baseUrl` is default to our production environment. **Example:** ```plaintext ... ``` plaintext markdown ### **Step 3: Authorize payment method (optional)** After the customer successfully saves their payment method, the `onSetupPaymentMethodSuccess` callback is triggered. This callback provides a `paymentMethodId`, which can be sent to the backend for authorization. To authorize the saved payment method, use the `payment_methods.authorize_payment_method` method via the OpenPay SDK. For detailed API references, [see Authorize Payment Method.](https://docs.getopenpay.com/openpay-api#tag/payment-methods/post/payment-methods/authorize) ###### **Authorizing Payment Method Example:** ```plaintext # Authorize the payment method request = AuthorizePaymentMethodRequest( payment_method_id=payment_method_id, authorize_amount_atom=randint(5_00, 55_00), # Random authorization amount currency=CurrencyEnum.USD ) pm_external = client.payment_methods.authorize_payment_method(request) ``` plaintext python ```plaintext // JavaScript Example const request = { paymentMethodId: paymentMethodId, authorizeAmountAtom: 5_00, // Amount in cents (e.g., $5.00) currency: CurrencyEnum.Usd, }; const authorized = await apiClient.paymentMethodsApi.authorizePaymentMethod({ authorizePaymentMethodRequest: request, }); ``` plaintext javascript ### **Step 4: Create a subscription** Once the payment method is successfully saved, you can use the `paymentMethodId` to create a subscription for the customer. To create a subscription, use the `subscriptions.create_subscriptions` method via the OpenPay SDK. For detailed API references, [see Create Subscription.](https://docs.getopenpay.com/openpay-api#tag/subscriptions/post/subscriptions/) **Creating a subscription example:** ```python # Create a subscription request create_request = CreateSubscriptionRequest( customer_id=customer.id, payment_method_id=pm_id, selected_product_price_quantity=[ SelectedPriceQuantity(price_id=price.id, quantity=initial_quantity) ], total_amount_atom=initial_quantity * price.unit_amount_atom, coupon_id=coupon_id, # Optional is_preview=True # Option to preview subscription details ) # Create the subscription sub_create_res = client.subscriptions.create_subscriptions(create_request) ``` python ```javascript // JavaScript Example const selectedPriceQuantity = [ { priceId: price.id, quantity: initialQuantity, }, ]; const request = { customerId: customer_id, couponId: coupon_id, // Optional selectedProductPriceQuantity: selectedPriceQuantity, totalAmountAtom: initialQuantity * price.unitAmountAtom, }; const subscriptionResponse = await apiClient.subscriptionsApi.createSubscriptions({ createSubscriptionRequest: request, }); ``` javascript # Pay with Klarna OpenPay provides Klarna access via the `` component. You can get their handlers directly from the **function-as-child callback**. This allows you to: * Check availability (`isAvailable`) * Trigger the payment flow with `startFlow(...)` ## Accessing Klarna from \ Wrap your payment form in ``. Inside the render prop callback, you’ll receive `klarna` and submission helpers. ```plaintext {({ submit, klarna, submitWith }) => ( <> {/* Card fields and Billing Fields here */} )} ``` plaintext ## Klarna object shape `klarna` object has the following structure: ```plaintext { processors: PaymentProcessor[]; isAvailable: boolean; isLoading: boolean; startFlow: (customParams?: KlarnaFlowCustomParams) => Promise; } ``` plaintext ## Starting the payment flow Only call `startFlow` if the method is available. You can pass the processor explicitly, or omit it if there's only one available. ```plaintext {klarna.isAvailable && ( )} ``` plaintext Calling `klarna.startFlow(params)` inside `` is functionally equivalent to calling `submitWith('klarna', params)` when using OpenPay.js. # Pay with AfterPay/ClearPay OpenPay provides AfterPay access via the `` component. You can get their handlers directly from the **function-as-child callback**. This allows you to: * Check availability (`isAvailable`) * Trigger the payment flow with `startFlow(...)` #### Accessing AfterPay from \ Wrap your payment form in ``. Inside the render prop callback, you’ll receive `afterpay` and submission helpers. ```plaintext {({ submit, afterpay, submitWith }) => ( <> {/* Card fields and Billing Fields here */} )} ``` plaintext #### AfterPay object shape `afterpay` object has the following structure: ```plaintext { processors: PaymentProcessor[]; isAvailable: boolean; isLoading: boolean; startFlow: (customParams?: AfterpayFlowCustomParams) => Promise; } ``` plaintext #### Starting the payment flow Only call `startFlow` if the method is available. You can pass the processor explicitly, or omit it if there's only one available. ```plaintext {afterpay.isAvailable && ( )} ``` plaintext Calling `afterpay.startFlow(params)` inside `` is functionally equivalent to calling `submitWith('afterpay', params)` when using OpenPay.js. # Quick start (unstyled) Here's how a basic checkout form can be implemented using OpenPay Elements. ```javascript import { ElementsForm, CardElement, FieldName } from '@getopenpay/openpay-js-react'; import { useState } from 'react'; function CheckoutForm() { const [error, setError] = useState(undefined); const [amount, setAmount] = useState(undefined); const onLoad = (totalAmountAtoms: number) => { setAmount(`$${totalAmountAtoms / 100}`); }; const onCheckoutError = (message: string) => { setError(message); }; const onCheckoutSuccess = (invoiceUrls: string[]) => { // Invoice URLs are returned here console.log('invoiceUrls', invoiceUrls); }; return ( setError(undefined)} onLoad={onLoad} onValidationError={(message) => setError(message)} onCheckoutSuccess={onCheckoutSuccess} onCheckoutError={onCheckoutError} > {({ submit }) => ( <>
{error && {error}} )} ); } ``` javascript # Testing Subscription Flows It's important to verify that your subscription logic works as expected, including plan changes, and renewals. OpenPay supports a testing mode powered by your Stripe test account. ### Testing Plan Changes To test subscription upgrades or billing cycle changes in your development environment follow the following steps: 1. **Update the Subscription** Use the `PUT /subscriptions/{subscription_id}` endpoint to switch between monthly and yearly plans. Be sure to set the `proration_behavior` parameter appropriately:\ \ \- `none`: apply the plan change now, but bill the new price at the next renewal.\ \- `always_invoice`: invoice the customer immediately for the change.\ \- `create_prorations`: prorate the unused time and apply it in the next invoice. 2. **Preview Upcoming Charges** After making changes, call `POST /invoices/preview` endpoint to test the next invoice and confirm the amount and billing date are as expected. **NOTE**: you can only move the subscription billing anchor to the next day. Testing further ahead in time isn’t supported. ### How to Test Payment Failures To test failed payments like insufficient funds or invalid cards, follow these steps: 1. **Connect a Stripe Test Account** Add your own Stripe test account in OpenPay settings, or contact us to access our shared Stripe test environment. 2. **Use Stripe Test Cards** Stripe offers test card numbers to test different cases. Here are some examples: \- `4000 0000 0000 9995` – Card declined\ \- `4000 0000 0000 0341` – Insufficient funds\ \- `4000 0000 0000 0069` – Expired card 3. **Common card errors** Available [here](https://docs.stripe.com/testing). 4. **Results in OpenPay** When using test cards with a connected Stripe test account, OpenPay shows the error directly in your workflows. # CardElement with styled container The following example uses TailwindCSS to style containers wrapping OpenPay Elements. ```javascript import { ElementsForm, FieldName, CardElement, } from '@getopenpay/openpay-js-react'; import { FC, PropsWithChildren, useState } from 'react'; interface InputProps { type?: string; placeholder: string; openPayId?: FieldName; } const Input: FC = ({ type, placeholder, openPayId }) => ( ); const StyledWrapper: FC = (props) => { const { children } = props; return
{children}
; }; const HorizontalRule: FC = () =>
; function CheckoutForm() { const [error, setError] = useState(undefined); const [amount, setAmount] = useState(undefined); const onLoad = (totalAmountAtoms: number) => { setAmount(`$${totalAmountAtoms / 100}`); }; const onCheckoutError = (message: string) => { setError(message); }; const onCheckoutSuccess = (invoiceUrls: string[]) => { // Invoice URLs are returned here console.log('invoiceUrls', invoiceUrls); }; return ( setError(undefined)} onLoad={onLoad} onValidationError={(message) => setError(message)} onCheckoutSuccess={onCheckoutSuccess} onCheckoutError={onCheckoutError} > {({ submit }) => ( <>
{error && {error}} )} ); } ``` javascript # Committed MRR Committed Monthly Recurring Revenue (CMRR) represents a forward-looking estimate of MRR, adjusted for known or scheduled changes—such as a customer’s confirmed plan to cancel their subscription in the future. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Track CMRR in OpenPay](https://app.getopenpay.com/analytics/cmrr) **CMRR is useful metric to track in order to:** 1. **Anticipate MRR fluctuations** before invoices are generated or payments are received. 2. **Mitigate revenue loss** by re-engaging customers who are scheduled to churn. 3. **Track progress toward performance goals** with greater foresight and accuracy. ## **Calculating CMRR** CMRR=MRR+nMRR+eMRR+rMRR−cMRR−chMRR Where: * **MRR** = Current Monthly Recurring Revenue * **nMRR** = Scheduled New MRR * **eMRR** = Scheduled Expansion MRR * **rMRR** = Scheduled Reactivation MRR * **cMRR** = Scheduled Contraction MRR * **chMRR** = Scheduled Churn MRR # LTV OpenPay calculates Blended LTV (Blended Lifetime Value), giving you a single metric that reflects the overall value of your customer base, across all lifecycle stages. ## What is blended LTV? Blended LTV (Lifetime Value) estimates the **average monthly recurring revenue (MRR) per customer** across both **churned and active customers.** * Blended LTV is **MRR-based**, prorated by time and calculated with a blend of actual and predicted future value. * The formula accounts for both churned and active customers. * The chart granularity (monthly, weekly, etc.) affects **how much MRR is recognized to date**, but not the final lifetime value. * Predictions are based on **current MRR and historical churn behavior**. ## The formula We calculate **Blended LTV using MRR:** ```plaintext Blended LTV = (MRR from churned customers / # churned) × % churned + (Expected MRR from active customers / # active) × % active ``` plaintext **Or more simply:** Blended LTV=#total customersMRRchurned​+Expected MRRactive​​ ### Example calculation **Let’s say you have:** * **Total customers**: 1,000 * **Churned**: 400 * **Active**: 600 ##### **MRR Data:** * **Churned customers** generated $120,000 in prorated MRR while subscribed\ → $120,000 / 400 = **$300 MRR-based LTV from churned** * **Active customers** have contributed $90,000 MRR so far, and you expect $60,000 more based on their current MRR and average lifetime\ → $150,000 total / 600 = **$250 MRR-based LTV from active** **Final calculation:** ```plaintext Blended LTV = (300 × 0.4) + (250 × 0.6) = 120 + 150 = $270 ``` plaintext ## How does reporting view affect LTV? **LTV uses MRR-based, prorated recognition, so it aligns with your reporting granularity. **Let’s say you have a customer that pays $120 for an annual subscription in January: | Reporting view | What is counted so far | | -------------- | -------------------------------- | | Annual | Full $120 recognized immediately | | Monthly | $10 of a $120 annual plan in Jan | | Weekly | $120 / 52 per week | | Daily | $120 / 365 per day | The in-progress LTV will appear **lower in shorter-term views** (e.g., monthly) — but the **final LTV is consistent** across all views once the full MRR is earned. ## How is expected MRR from active customers estimated? We combine **actual earned MRR so far** with **predicted future MRR**: 1. **Actual = Cumulative, prorated MRR recognized to date** 2. **Predicted = Current MRR × fractional months remaining** 1. Based on a **predicted cancellation date**, calculated as: ```plaintext Predicted cancellation date = First subscription start + avg. lifetime of all churned customers up to that point ``` plaintext 2. **If the predicted cancellation date is before the end of the reporting period** (i.e., the customer has already "outlived" the average), we only count expected MRR up to the **end of the period being displayed**, not the customer's invoice cycle.\ In this case: ```plaintext Predicted MRR = Current MRR × fractional months between today and the end of the reporting period ``` plaintext **Example:** * A customer starts a $10/month subscription on **Jan 15** and is still active on **July 21**. * The average lifetime of churned customers is **1 month**, so the predicted churn date would have been **Feb 15**. * But since they’ve remained active well past that, we assume they'll remain active **at least until the end of the current reporting period**. **If viewing LTV in June:** * Revenue from Jan 15–Jun 15: $10 × 5 = $50 * Revenue from Jun 15–Jun 30: $10 × 0.5 = $5 * **Expected LTV = $55** **If viewing LTV in July (as of July 21):** * Revenue from Jan 15–Jul 15: $10 × 6 = $60 * Revenue from Jul 15–Jul 21: $10 × (6 ÷ 30) = \~$2 * **Expected LTV = $62** **Note: This assumes current MRR holds steady — meaning no contraction, reactivation, or unexpected churn. This can slightly overstate LTV for volatile customers.** ## Key things to note * **LTV will only be calculated if your account has at least 10 churned customers.** * LTV **will not appear at all** if fewer than 10 customers have churned. * Once the threshold is reached, **LTV is only calculated from the first period where churned count ≥ 10**. * Example: If your 10th churned customer cancels in April, LTV data starts from **April onward**. * Learn more about how our approach differs from another popular LTV formula here: [Comparing alternate LTV formulas Customer Lifetime Value (LTV) is a core subscription metric that helps quantify the value a customer brings to your business over time. Different platforms compute LTV in different ways, and it's important to understand the tradeoffs behind each methodology.](/reporting/mrr/ltv/comparing-alternate-ltv-formulas) # Retention Retention rate refers to the percentage of customers (or revenue) that continue to use a subscription service over a given period, relative to the total number of customers or revenue at the beginning of that period. It's a critical metric for understanding how well a business retains its subscribers and keeps them engaged with the service. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Track retention in OpenPay](https://app.getopenpay.com/analytics/retention/customer_retention) ### **Customer retention rate** Customer Retention=Start Period CustomersEnd Period Customers−New Customers−Reactivated Customers​ ### **Net MRR retention rate** Net MRR Retention=Starting MRRStarting MRR+Expansion MRR+Reactivation MRR−Contraction MRR−Churn MRR​ # Manual data import Manually invoiced customer data from outside OpenPay can be synced into OpenPay, giving you a unified view of your business analytics. **Head to your Settings > Analytics settings to access the CSV upload portal and download the CSV template to use.** ## CSV format guide ### Required fields | Field | Definition | | ------------------ | ------------------------------------------------ | | **Invoice ID** | Unique identifier for the invoice | | **Customer Email** | Billing contact email address | | **First Name** | Customer first name (billing contact first name) | | **Currency** | Three-letter currency code | | **Product Name** | Name of the product or service | | **Total Amount** | Total invoice amount | | **Period Start** | Service period start date (YYYY-MM-DD) | ### Optional fields | | | | -------------------------- | -------------------------------------------------------------------------------------------------------------- | | **Field** | **Definition** | | **Business Name** | Full business name (defaults to the Account’s business name) | | **Subscription ID** | Links invoice to a subscription (leave empty for one-time charges) | | **Last Name** | Customer last name (billing contact last name) | | **Address Line 1/2/3** | Customer billing address components | | **Zip Code** | Postal/Zip code | | **Country** | Two-letter country code (e.g., US, GB, etc.) | | **Period End** | Service period end date (YYYY-MM-DD). Leave blank if subscription is still **active**. | | **Billing Interval** | Day, week, month, or year (required if **subscription ID is provided)** | | **Billing Interval Count** | Number of intervals (e.g., **3** “month billing interval” for quarterly) | | **Quantity** | Item quantity (defaults to 1) | | **Tax Amount** | Tax amount | | **Discount Name** | Name of the Discount | | **Discount Amount** | Discount amount in cents | | **Promo Code** | Promo code associated with the Discount | | **Paid At** | Payment date (YYYY-MM-DD) - if the last/most recent invoice is unpaid, leave empty to generate an OPEN invoice | | **Trial Start/End** | Trial period dates for subscriptions | ## General Rules * Importing refunds is **not supported**. * All **amounts must be positive**. * All **dates must use YYYY-MM-DD format**. ## Invoice Rules * **Line items:** Each invoice must include **only one line item** (one product per invoice). * **Period:** Use `Period Start` and `Period End` to define the service period (e.g., Jan 1 – Jan 31). * **Payment status:** Leave `Paid At` empty for unpaid or future invoices. * **Auto-generation:** * You do **not** need to upload every invoice manually. * If one invoice includes a payment date, missing invoices will be auto-generated based on the billing interval. * For active subscriptions, all historical invoices up to today will be generated and marked as paid automatically. ## Subscription Rules * **Required fields:** If `Subscription ID` is provided, you must also include: * `Billing Interval` * `Billing Interval Count` ### Indicating Active Subscriptions * Import invoices and **leave **`Subscription Cancelled At`** empty**. * Missing invoices will be auto-generated from the last invoice up to today. * If `Subscription Cancelled At` or `Period End` is empty, the subscription is considered **active**. ### Indicating Cancelled Subscriptions * Import invoices and **set **`Subscription Cancelled At` to the subscription end date. * Missing invoices will be auto-generated up to the cancellation date. # Subscriptions These settings let you control how customers can buy products, when they're charged, and how their payment methods are verified. ## Allow duplicate product purchase * If this setting is **ON**, customers can subscribe to the same product price multiple times * If this setting is **OFF**, customers can only have one subscription to a given product price. ## Attempt payment before updating subscription * If this setting is **ON**, a subscription will only become active if the customer’s initial payment **succeeds**. * If this setting is **OFF**, the subscription becomes active even if the initial payment **fails**, and OpenPay will try to collect the payment later through dunning. ## Default Authorization Amount An authorization amount is a temporary hold placed on a customer’s card to** verify that the payment method is valid**. It is not an actual charge and will be automatically released. **This is a recommended step to prevent fraudulent or invalid cards from being used.** This setting lets you define the default authorization amount by currency. For example, you might authorize **$5.00** for transactions in **USD** and **€10.00** for transactions in **EUR**. **If you do not want to authorize your customers’ cards, set the default authorization amount to $0.00.** **Here’s an example in OpenPay -** a customer starts a $800/month subscription with a 14-day free trial. Since they’re still in the trial period, they haven’t been charged yet, but a temporary $5.00 authorization hold was placed on their card to verify the payment method: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/GnqfLD4oYuCypA8w2hW7P.png)]() # Standard Charge a fixed price for each individual unit of a product or service. Subscription businesses frequently offer customers a range of service tiers, each providing progressively more features and benefits. This model lets customers select from various options (such as Good, Better, or Best) and pay a fixed price based on their chosen tier. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/vgNGutLuMgwjf_VJcWuCy.png)]() Imagine a business offering three distinct service tiers: Bronze, Silver, and Gold, with both monthly and annual pricing options available for each. To set this up in OpenPay, you would create three products: `Bronze`, `Silver`, and `Gold`. Within each product, you would define pricing options that customers can choose from. For example, the Bronze product would have prices of $5 USD per month and $50 USD per year. Breaking this model out: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/kf6xvNNXL8JYIwA2oWkk0.png)]() # Pricing models Choose the perfect pricing model for your business with OpenPay. **These are all the pricing models that OpenPay supports:** [Standard ](/get-started/set-up-your-account/product-catalog/pricing-models/standard)[Package ](/get-started/set-up-your-account/product-catalog/pricing-models/package)[Volume ](/get-started/set-up-your-account/product-catalog/pricing-models/volume)[Graduated](/get-started/set-up-your-account/product-catalog/pricing-models/graduated) # PGP encryption Industry-standard protocol that safeguards your data, maintaining privacy and integrity throughout transmission. OpenPay employs PGP encryption to ensure the highest level of security for sensitive communications. ### **Benefits** * **Enhanced Security**: Advanced encryption protects sensitive information * **Data Integrity**: Ensures messages remain unaltered during transit * **Authentication**: Verifies OpenPay as the intended recipient * **Compliance**: Supports adherence to GDPR and PCI DSS standards ### **Implementation process** 1. Obtain OpenPay's public PGP key 2. Encrypt your data using the provided key 3. Transmit the encrypted data to OpenPay securely ### **Use cases** * Secure payment information transfer * Encrypted business communications * Protection of customer Personally Identifiable Information (PII) ### **PGP key details** * **PGP Key ID:** A76E450D9DD4F76C * **Type:** 4096-bit encryption * **Fingerprint:** 3B99 5618 5E42 EEAA 1B6E 1CB7 A76E 450D 9DD4 F76C * **User ID:** [**_dev@getopenpay.com_**](mailto:dev@getopenpay.com) ### PGP key ```plaintext -----BEGIN PGP PUBLIC KEY BLOCK----- mQINBGnGKawBEADGWZdGVtNUaArOk3UOPIO1TwBRWhc+i1GVcq593iIgDOVpVxlC gj5oV72LcoEsv24tT7DDhZcueRsFVZp9wEKH5ml+Pp3D0Xcg+yaLXlJZ7rrWmWW+ 6YJ8K1pbqhoKg1+pxx36AntFJ16JptFAZ7VQHm1jz9AArLLBE6nhzDSpDAO1OS+H ioufl0QHLv5/gJQx0Z61RYIQDwb6mRv1ExGNdAkCoFbQuxEw60rYnWWQ3ipChuhF bmK2D5gGYrFp/MRePDgDH3lei8/ibz0QAUtVvHs5+hVJZBRNfz72G69riKZ9XRem aI/2fTIOmxbdSaER0f7EqtakbgyrautzKLNjmJPF+Zj+AYQVRgZNJNm9cfZ/I9vs mjLq4EE7KOTa/HP6hbG3k/OBX+cP7AoxR3X5ugFJ9ruvxx511KBqkVd5MLeedMLJ m20fx28FsKcWfkauEoHwnAP+F0xYNKAWRUjg5xVVxDRaTgZEaM43KpdBy1QcGf8q B/T8w9PBfLB2tPE51cp4b4m5GzYAI0RwOvdccOmSJrnzR2gT/hTRq7mpL45aYucg yW+CW3RvjhM3WfSdcGNfNi4mDIe+70F+StpCCnMWmrfs0znxbxbcby0mPr1hQqAa rrlgigK+2y3jmoAcd1NrwxC2Jc9gghqV8+ZMhN3yoH/pAuL+sOrNdUEvSwARAQAB tEdvcGVucGF5b2ZmaWNpYWwgKG5ldyBrZXkgZnJvbSAyMDI2LTAzLTI3IHJvdGF0 aW9uKSA8ZGV2QGdldG9wZW5wYXkuY29tPokCcwQTAQgAXRYhBDuZVhheQu6qG24c t6duRQ2d1PdsBQJpximsGxSAAAAAAAQADm1hbnUyLDIuNSsxLjEyLDAsMwIbAwUJ AeEzgAULCQgHAgIiAgYVCgkICwIEFgIDAQIeBwIXgAAKCRCnbkUNndT3bAx3D/9x BxfqjeGeujJ4vGIVc0SAeIRxXOjkyh6q+r35pc4c8gy+wffNMhmjBZjAwY9L60t7 tN49CQRgcfUXlhByyW8drsWyVJlhI2eX9uFrKzcypEL4qtHf/r7MbFNP2TH0aGlv wbGf/L4gsQPN//LN4UJAKWmM0U7R2XDpG9wa9W8vZ46qObwgxsirB2rtYvK1iepz mbC0AI/m1pVSycDaYO2NJKg5ydUDio12VFujiX6mafbnsbLjesgdckvQjuS+t1cD 3+eLDT23guaK4YaxjBcyIl3BtZ2yhdrR4xbGI9NWZZdG6Lublmf8sh6IKHtTpErU B7jNbddnGGE15RGM8jV3bSJMgIsvpBF6j6FcLhMSoI4jWwDeHiPhQTaLtmO14yJX rU0gEvT8L2Yss+LVQ+1GAfLKNCT9V1ZE+gH6kHJQqYZl1S8qGWgLyNH95S3ePEc1 ZOQqDJkZvWG+C6X4RBmE/zJftGT+6kgAkV9g9KnHDPBojDozuL7YfyNryuJQskEK E1vWIwaeGjXx4XogXUM148fGb6J/GsTPFe6u8c3LXZLpq0NE46Tvv8IitPXzwICn E3xM7UjaAAJp5CvQYzbfBfO+5qAcv5N8EHWQQNQros3B0wGw9ahk87o+mknMB6gj cOQNWOcZzpnMhDDEYM76GiPeRk7J5PDTKk0TYUcVB7kCDQRpximsARAAwZTiaht0 tHwvtZ8kqHNzf2Wko/cGa3Cf76nNYmOXSx1y5XT7Q98ipNDY6xlkYVJvghauwNQZ WDPSh1E1NUo24IzztG1nvIFlFq3xEoij9BsKHtjLpU3A5/5ay5gvwYdCm/m1JASP gHSMoAsd7OogNfpMTmCQ80c4QOIFwKUN5c7J0M7qN/chvblLbn2Ica9l34WivtXs BYHJ5T8L9g1ttQxybeChSM+ybSZTV+3m2BeetfNKgKDdnEm7J+nJnaTsMugiVjf/ pfxVPBY71nb1ECdYJHDyQ7+B5yR7HAtqpxETbUEiiVvUGFn9ID+Oh8HgAePmA1Bf 5ABaHfrYrJuy16TowWy6wk1uE2Iqu6SRARPA6BGCXSHDsw9BQOcRAnydhxucSUDK ssWTCzBVp0COAV5wWU9y7OLRAuJSOnhdtRy6Xh9b4oJkvUuGOk63DseXOM8Psryh mfFTIYO78wQHzUTdjFPwdO6zI59NF7HCqFQEgl12nuJw5oaS/wbUNaDcbP+IpvBZ amKK6dwIubBMFLF+kEX+GNEF8iEKEz09YPovEpiIiu9KO0YyFebcG0i6tYNKiOMV IPHMLJJywJU7GR6zsEOv2hC/S8ZzclAHPeF0qz3koJnj+SOCNORtwN81xu5XBhzz bGpKBiLuz2HMRUWnWSludYbRRp5PowfzUPkAEQEAAYkCWAQYAQgAQhYhBDuZVhhe Qu6qG24ct6duRQ2d1PdsBQJpximsGxSAAAAAAAQADm1hbnUyLDIuNSsxLjEyLDAs MwIbDAUJAeEzgAAKCRCnbkUNndT3bMuPD/9WPeFRjNwzXmL0kWijTI3PE7VXHmfR 8X//rBJcvjPQrEHpqfH+H6tELB5zHbMTBPOEPV3K+UFr5fYF6TzFoKjdPnuEV8kD fdkeaWjV1FfXFGGp+E93/iLQdIstnqniaMJnPy3ROBvPRxuEQ8ukEg+sY8dc7LAZ zn+HKniOCJ8Q2useE/NtjVpbBsejUJNqMIFmn/Ru1v8mpwpDUx0eB1O3ude85wfT rm6I//GKnKXNu4mArrG03Lc2vf5CyfTBKRY3MQFUUKQ4h/zwa5JbrRcmiWOIJ4OY YU0Gv3BquNXRVePsuH6bUvskNHmXPB+eVyVYjD/kqPmUoiQ/arzmpWxZH7G7YNlR kobjiwUAqfkKlvart8tuP5xXJ8b8rv+DNAEXKvRNPNDEEkeXNpMmNyn4pLWGoRWv R0clLtlHJId3ix3sXlEtbeLyxXVgQBimVYSrZ5nh1o47lAhRefTVFWzx5bMt9u9x UH8yr/r8oNjMuVNRziZUkHpOA1t6MVLCVoZKIjDR3B3AJ7z9lFOaaCRhSPz2wbz5 NGNdULTgQXBQeEOS9L8HtEo0q636fxDjiRSbaW3xwR8Hg4QFZiAbs4HD+NHn3Okj 0CRkslsDHDOpggiT6JunvVQ/pCc9NGBhTH6Hv/jEc5+GPEbkZPF2vwmzSm4rmJhM chFLgafij9lmKw== =W8Xg -----END PGP PUBLIC KEY BLOCK----- ``` plaintext # Add-ons Add-ons are additional charges that supplement a subscription’s base price. In OpenPay, they’re configured as prices that can only be purchased alongside another price. ## Create an add-on [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/xfist65oT271WPGDkH2jr.png)]() ## Including an add-on in a subscription When creating a new subscription, you can include add-ons by following these steps: * Select the customer from the dropdown. * Select a price for their subscription. * Click the “**Add-ons**” button next to the price to see a dropdown of available add-ons. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/CGBgD60N_0k9-5C1g57WH.png)]() # Migrating from Recurly Migrate your customers' billing information from Recurly to OpenPay. ## Export customer billing information (non-tokenized data) In order to export your customer billing information (which does not include sensitive credit card numbers): 1. Go to the **Analytics** tab in the left-hand navigation menu of your Recurly Admin Console. 2. Visit the **data exports** page. 3. Download the **Billing Information Export**. **See more info on **[**what you can export from Recurly here.**](https://docs.recurly.com/recurly-subscriptions/docs/export-overview) 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)]() All exports give a ZIP file upon completion, which you may use to migrate to our platform. ## Exporting credit card data or billing information (tokenized data) [Reach out to Recurly’s support team for assistance.](https://support.recurly.com/hc/en-us/articles/360026949031-Can-I-Export-Customer-Credit-Card-Data-or-Billing-Information) # Loop Enable Loop as one of your payment service providers in OpenPay. ## Enable crypto payments \[x]\[ ] Configure LoopHook up to OpenPay Contact [**support@getopenpay.com**](mailto:support@getopenpay.com) to get set up with a **Loop merchant ID.** * We will also need to know: * Which networks do you want to receive payment on? * Networks available: Solana, Base, Polygon, Ethereum, BNB Smart Chain, Arbitrum, and Optimism (you can enable all if desired) * Whether you want to receive **crypto or fiat** * If you want to accept **crypto** we will need to know your **wallet address** and what tokens you want to receive payment in (most companies start with just USDC) * If you want to receive **fiat** you will be connected with [**Fern.**](https://fernhq.com/) - Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor * Select **Loop** and enter your **Merchant ID** * Specify your environment type [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/ARZAu2ogk_UJxgceUpZjR.png)]() * Toggle on crypto as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/iavREx5H9-MtcRHGOy_0G.png)]() * Click **Create**. ### Loop Integration Loop Crypto enables cryptocurrency payments through an embedded widget. OpenPay provides two ways to accept Loop crypto payments: ##### Hosted Checkout - Ready to use, no setup required The easiest way to get started. OpenPay provides a fully-hosted checkout page that handles all the complexity: * Pre-built UI with Loop widget integrated * Automatic handling of customer creation and authorization on LoopConnect widget ###### Custom Integration For advanced use cases where you need full control over the checkout experience. Please see this guide for custom integration: [Loop Crypto Custom Integration](/get-started/set-up-your-account/payment-service-providers/loop/loop-crypto-custom-integration) # Authorize.net Enable Authorize.net as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ] Generate Key in Authorize.netHook up to OpenPay To enable secure communication between OpenPay and your [Authorize.net](http://Authorize.net) account, make sure to configure your API login ID and transaction key in OpenPay. [**Sign in to Authorize.net**](https://login.authorize.net/) * Select **Account** from the main toolbar * Under Security Settings, select [**API Credentials & Keys**](https://sandbox.authorize.net/ui/themes/sandbox/User/TransactionKey.aspx) * **Copy your API login ID (you will need to add this in OpenPay)** * Select **New Transaction Key** * Click **Submit **to continue [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/Kbjun_q9o3qP99-QDjrTy.png)]() * Request and enter PIN for verification * Your new transaction key is displayed [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/VejmVc0tXUwEjn_dCGoM5.png)]() * **Copy your transaction key (you will need to add this in OpenPay)** * Go to **Tools > Fraud detection suite** * Make sure your settings are configured like this: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/LQqHjw9kK7yqTYgL5CS4M.png)]() * When you click **Setup wizard**, make sure this is configured: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/FiO8BmLrcEkzuKP9mTA-T.png)]() * [_Make sure you have test mode turned off before going live with your account_](https://support.authorize.net/knowledgebase/Knowledgearticle/?code=000001314) - Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor * Select **Authorize**, and enter your **API login ID and Transaction key** * Specify your environment type [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/NDe4gCMPEqSyZtIEgOHO2.png)]() * Toggle on credit card as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/ohoA0J3ki2P5CPtUcl4vj.png)]() - Click **Create** ## Enable Apple/Google Pay \[x]\[ ]\[ ] Enable Apple PayEnable Google PayChecking payment method availability **NOTE**: In order to enable Apple/Google pay, you must have your own custom domain.\ \ Enable payment method in [Authorize.net](http://Authorize.net) by following their guides [here](https://developer.authorize.net/api/reference/features/in-app.html#Apple_Pay) and [here.](https://support.authorize.net/knowledgebase/Knowledgearticle/?code=000001505) ### **Verify your domain with Apple** Follow [this guide](https://developer.apple.com/documentation/applepaywebmerchantregistrationapi/preparing-merchant-domains-for-verification) to authorize your website’s domain to use Apple Pay. This step ensures Apple recognizes your custom domain and allows it to initiate Apple Pay transactions. ### **Create an Apple Pay Merchant Identity Certificate** #### **Create a Merchant ID (if you haven’t already)** * Go to the [**Apple Developer Portal**](https://developer.apple.com/account/) * Navigate to **Identifiers** > **Merchant IDs** * Click the **“+”** button * Enter: * A **description** (e.g., "My Store Apple Pay") * A **Merchant Identifier** (e.g., `merchant.com.yourcompany`) * Click **Continue** > **Register** ### **Create a Certificate Signing Request (CSR)** You'll need this to generate your Apple Pay certificate. On your **Mac**: 1. Open **Keychain Access** 2. In the menu, go to:\ **Keychain Access > Certificate Assistant > Request a Certificate from a Certificate Authority** 3. Fill in: * **User Email Address** (your email) * **Common Name** (e.g., "Apple Pay Key") * Leave **CA Email Address** blank 4. Select:\ **“Saved to disk”** and **“Let me specify key pair information”** 5. Click **Continue**, and choose: * **Key Size**: 2048 bits * **Algorithm**: RSA This creates a `.certSigningRequest` file. ### **Generate and download the**`.cer`**Certificate** * Go to [**Apple Developer Portal > Certificates**](https://developer.apple.com/account/resources/certificates/list) * Click **“+”** and choose: * **Apple Pay Merchant Identity Certificate** * Select your **Merchant ID** * Upload your `.certSigningRequest`** file** * Click **Continue**, then **Download** the certificate\ → You now have a `.cer` file (e.g., `merchant_id.cer`) ### **Install and export from macOS Keychain** ###### **Install the**`.cer`**into your macOS Keychain** 1. **Double-click** the `merchant_id.cer` file you downloaded\ → It will open in **Keychain Access** 2. Ensure it's installed in the **login** keychain, under **"Certificates"** 3. You should now see: * Your **certificate** * Its associated **private key** (the one from your CSR) ###### **Export the Certificate + Private Key as**`.p12`**\*** 1. In **Keychain Access**, find your certificate by name (use the Common Name from CSR) 2. **Expand** the entry to see the private key 3. **Right-click** the private key and choose **“Export…”** 4. Save as: `merchant_id.p12` 5. Choose a password when prompted (you’ll need it during `.pem` conversion) \*If you export **only the certificate** (not the private key), your `.p12` will be incomplete.\ You need the `.p12` to contain both the cert and private key to convert to `.pem`. ### **Convert**`.p12`**to a Private Key**`.pem` Open Terminal and run: ```markdown # Extract private key openssl pkcs12 -in merchant_id.p12 -nocerts -out key.pem -nodes ``` markdown You'll be prompted for: * The **password you set** when exporting the `.p12` * Possibly to create a passphrase for the private key (if not using `-nodes`) ### **Enable Apple Pay in OpenPay** * Enable Apple Pay [**in OpenPay in your Authorize.net payment processor settings**](https://app.getopenpay.com/payment-processors) * Add your Authorize.net account ID and merchant name (to display to users in payment request UI) * Upload your `.cer` and `.pem` files [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/8C_AFP9DPJL2BoLjTAxFh.png)]() ### **NOTE**: In order to enable Google pay, you must have your own Google Pay wallet console account. ### **Enable Google Pay in OpenPay** * Enable Google Pay [**in OpenPay in your **](https://app.getopenpay.com/payment-processors)[**Authorize.net**](http://Authorize.net)[** payment processor settings**](https://app.getopenpay.com/payment-processors) * Add your [Authorize.net](http://Authorize.net) account ID and merchant name (to display to users in payment request UI) * Add your Google pay merchant ID [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/uw2893Q4rG2xENeASa0k6.png)]() * You can find your Google pay merchant ID from your [**Google Pay wallet console account**](https://pay.google.com/business/console) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/30S8tpdeQilTUU72QMYKl.png)]() We recommend registering after you complete your staging integration, as you will need to provide screenshots of successful Google Pay usage on your website to be approved. Approval time usually takes a couple hours. To render the payment button, the availability of the payment method have to check first. Please note that `formInstance.getAvailablePaymentMethods()` should be called after the from loaded. **Here's the example:** ```markdown const formInstance = new OpenPayForm({ onLoad: () => { const availablePaymentMethods = formInstance.getAvailablePaymentMethods(); availablePaymentMethods?.forEach((method) => { if ( method.name === 'authorizenet-apple-pay' && 'isAvailable' in method && method.isAvailable ) { // Apple Pay is available - enable or display your Apple Pay button document.querySelector('#apple-pay-button')?.removeAttribute('disabled'); } }); } }); ``` markdown The payment button can be configured like the following to invoke submission when clicked: For better design/styling practice, please follow [**_Apple's design guideline_**](https://developer.apple.com/design/human-interface-guidelines/apple-pay) or [**_Google’s brand guideline._**](https://developers.google.com/pay/api/web/guides/brand-guidelines) ```markdown document.querySelector('#apple-pay-button')?.addEventListener('click', () => { formInstance.generalSubmit('authorizenet-apple-pay', { ...optionalConfiguration } ); }); ``` markdown The appropriate Payment Request UI will be prompted according to user device and browser. After successful payment, it will either setup payment method or create subscription. `onCheckoutStarted` ,`onCheckoutSuccess` , `onSetupPaymentMethodSuccess`, `onCheckoutError` callbacks can be used to track the checkout status. [**Learn how to implement Apple/Google Pay using OpenPay.js here.**](https://docs.getopenpay.com/developer-resources/openpayjs/guide-js/apple-google-pay-submission) [**Learn how to implement Apple/Google Pay using OpenPay React here.**](https://docs.getopenpay.com/developer-resources/openpay-react/guide-react/apple-google-pay-submission) # NMI Enable NMI as one of your payment service providers in OpenPay. ## Enable customer token vault Once a token has been [**offered by your partner**](https://support.nmi.com/hc/en-gb/articles/27127243040145-Customer-Token-Vault#Partner_Experience), you can enable Customer Token Vault directly from the Marketplace Apps [**through your merchant portal.**](https://secure.nmi.com/merchants/login.php?cookie_check=1\&referrer=L21lcmNoYW50cy9pbmRleC5waHA_\&qed=8c1116f4f94cffe72c735939374ddc62203fb68b2f8fae8fb52475074c07fa1a) 1. Click on **Marketplace Apps** → **Customer Token Vault → Enable** 2. The Customer Token Vault Application page will show up with the New Fee Schedule Summary where you can click **Continue** after reviewing the fees and adding any additional services you wish to enable. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/m78yg2I4t79YolMnhBcRN.png)]() 3. Most of your information will be auto-populated under the Application Information section. You will need to enter information about your business to assist with onboarding your Visa and Mastercard brands. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/3Htxcgos3q7jMyUQFL86e.png)]() 4. Once you review your information, you can **Submit** your application. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/FLYS2umw-Z6_jv1roxp2d.png)]() 5. You are all set and will see an onboarding confirmation message. You can then adjust the [**_configuration for Customer Token Vault_**](https://support.nmi.com/hc/en-gb/articles/27127243040145-Customer-Token-Vault#01J423PEE69H41RZCTTRETBYH0) in your portal. Visa onboarding is nearly instant, but for Mastercard it can take up to 72 hours to onboard (activate) tokens on a merchant account. Partners can check their onboarding status in their [**_Partner Portal_**](https://secure.nmi.com/resellers/) under the specific merchant's page. Merchants can check their onboarding status in the [**_Customer Token Vault Configuration_**](https://support.nmi.com/hc/en-gb/articles/27127243040145-Customer-Token-Vault#01J423PEE69H41RZCTTRETBYH0) section of their [**_Merchant Portal_**](https://secure.nmi.com/merchants/login.php?cookie_check=1\&referrer=L21lcmNoYW50cy9pbmRleC5waHA_\&qed=8c1116f4f94cffe72c735939374ddc62203fb68b2f8fae8fb52475074c07fa1a). ## Enable credit card payments \[x]\[ ] Generate security keyHook up to OpenPay To enable secure communication between OpenPay and your NMI account, make sure to add your security key into OpenPay. [**Sign in to NMI**](https://secure.nmi.com/merchants/login.php) * Navigate to **Options → Settings → Security Keys** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/pd6XTS_o61dIKtDA5nbhO.png)]() * Underneath **Private Security Keys**, click **Add a New Private Key** and make sure to select **API** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/xhAtelsVlRpCh-gK6hfXG.png)]() * The added key should look similar to the below screenshot (we’ve omitted the User/Key here) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/AxYZGmKOeZps7411T07_I.png)]() * **Copy down your security key (you will need to add this to OpenPay)** - Select **NMI**, and enter your** Security key** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/QIXNdb-m9feaKD7k7poGC.png)]() * Click **Create** # Subscription item descriptions You can add notes to subscription items that will appear on invoices and the customer billing portal. ## Adding a subscription item description You can add notes to individual subscription items to help clarify their purpose for your customers. For example, if you run a pet medication subscription service, you might use descriptions to specify which animal each item is for (e.g., "Medication for Bella the dog"). * Head over to the customer’s detail page, drop down your subscription and click on the pencil icon next to the specific subscription item that you are trying to add a description for [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/g5Q771Ae2pgMDwuDwK-t1.png)]() * Add the description and save [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/xWsoo4MiNXt2iB-7ElQ8k.png)]() [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/JjTpkbDyKscWIuzaMYy4a.png)]() ## Example of subscription item description on invoices [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/YETraXqcFW9etAcZRV_XQ.png)]() ## Example of subscription item description in customer billing portal [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/SoYPwswdf_PXMgcws1vi7.png)]() # Create a new subscription Subscriptions grant customers access to your products or services for a set duration. Using OpenPay, you can streamline recurring billing, offer trial periods, and tailor subscription options to meet the specific needs of each customer. **There are a variety of ways you can create subscriptions in OpenPay.** \[x]\[ ]\[ ] Admin ConsoleCheckout linkAPI Recipe In the admin console, you can navigate to [**the subscriptions tab**](https://app.getopenpay.com/subscriptions) and click \[+ Add Subscription] on the top right to open the subscription creation workflow. You can also use one of our shortcuts to save yourself the extra step: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/IaRA-YN6Xj3I60nDwqQHM.png)]() See how you can include add-ons to a subscription here: [Add-ons](/get-started/set-up-your-account/product-catalog/add-ons) ### **Create a new subscription via a payment link** [Payment Links Easily create a fully functional payment page in just a few seconds and share the link with your customers—no code necessary.](/get-started/start-accepting-payments-no-code/payment-links) ### **Install and import the OpenPay SDK** For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay`. ```python from openapi_client.models import ( CalendarIntervalEnum, CreateCustomerRequest, CreatePriceRequest, CreateProductRequest, CreateSubscriptionRequest, PriceTypeEnum, PricingModel, SelectedPriceQuantity ) from openpay.client import ApiKeys, OpenPayClient ``` python ### **Initialize the SDK with your API keys** You will need both a Publishable Key and a Secret Key. If you don't have keys yet, follow this guide: [API Keys Begin by generating API keys that you'll use to follow along the guide.](/get-started/integrate-with-openpay/api-keys) ```python client = OpenPayClient( api_keys=ApiKeys( publishable_key='TODO_YOUR_PUBLISHABLE_KEY', secret_key='TODO_YOUR_SECRET_KEY' ) ) ``` python ### **Create a product** The Product object is the foundation of every subscription. It is a representation of the service you want to offer on your platform. Define the attributes of your product. You can link it to an SKU in your existing system, list the features that differentiate this product from the others, and even choose what each unit of this product should be called. ```python product = client.products.create_product( CreateProductRequest( name='Standard license', description='For personal use', account_sku='970000000001', features=['Priority support'], unit_label='seat', is_active=True ) ) ``` python ### **Create a price** Define the value of your Product with a Price object. Our API gives you the ability to create prices as simple or as complex as you want, from basic flat-rate models to tiered models that charge based on usage. ```plaintext price_amount_atom = 9000 # = $90.00 price = client.prices.create_price_for_product( CreatePriceRequest( product_id=product.id, unit_amount_atom=price_amount_atom, is_active=True, # Simple pricing model with a flat rate and 7-day trial pricing_model=PricingModel.STANDARD, trial_period_days=7, # Bill every month price_type=PriceTypeEnum.RECURRING, billing_interval=CalendarIntervalEnum.MONTH, billing_interval_count=1, # Require a minimum of two months' commitment contract_term_multiple=2, contract_auto_renew=True, ) ) ``` plaintext ### **Create a customer** Now that you have a product with a price defined for it, create a customer who will be subscribing to it. ```python customer = client.customers.create_customer( CreateCustomerRequest( first_name='John', last_name='Doe', line1='123 Main St', city='Anytown', state='Anystate', country='US', zip_code='12345', email='john.doe@example.com' ) ) ``` python ### **Create a subscription** Assuming your customer's already attached a payment method to their account, you can now create a subscription for the price you just made with that payment method as the default. If all goes well, you should now have a subscription marked `active`! ```python subscription = client.subscriptions.create_subscription( CreateSubscriptionRequest( customer_id=customer.id, payment_method_id='TODO_PAYMENT_METHOD_ID', selected_product_price_quantity=[ SelectedPriceQuantity(price_id=price.id, quantity=1) ], ) ) print(subscription.status) ``` python # Splitting payments between different payment methods Some customers may want to split a single payment across multiple payment methods; for example, paying $100/year for a platinum subscription by charging $70 on one card and $30 on another. (**Note**: the amounts here are just examples, the same logic applies to any other split.) While OpenPay doesn’t currently support splitting a single subscription charge across multiple payment methods, you can achieve this by using one of the following examples: In the examples below, we’ll refer to **Card A** and **Card B** to represent two different payment methods. #### Option 1: Subscription + One-Off Invoice with Coupon * Create a subscription for the full amount ($100/year) on **Card A** * Apply a **$30 off coupon** to reduce the initial subscription charge to **$70** * Charge a **one-off invoice** for **$30** on **Card B** (no coupon required) * The subscription will renew at the full price ($100/year) on **Card A** #### Option 2: Two One-Off Invoices + Credit + Subscription * Charge a **one-off invoice** for **$30** on **Card A** (with a $30 off coupon) * Charge a **one-off invoice** for **$70** on **Card B** (with a $70 off coupon) * Issue a **$100 credit** to the customer’s OpenPay account * Create a subscription for the full amount ($100/year) on **Card A** * The subscription will use the credit for the initial charge and renew at full price on **Card A** #### Option 3: Credits + Subscription + One-Off Invoice * Issue a **$30 credit** to the customer’s account * Create a subscription for **platinum** on **Card A** (they will be charged $70 using the credit, with $30 outstanding) * Issue a **$70 credit** * Charge a **one-off invoice** for $70 on **Card B** * The subscription will renew at the full price ($100/year) on **Card A** # Payload format Each request to your webhook endpoint will be of content type `application/json` with the following content schema: ```plaintext { "id": "Unique ID for this event.", "webhook_id": "Unique ID for the webhook endpoint that this event was sent to.", "data": "JSON-serialized data for the event." } ``` plaintext json The `data` key is a **JSON-serialized string representation** of the object associated with the event. For example, if the event is a subscription creation, `data` will contain a snapshot of the created subscription object as a JSON string. ### **Example payload** This is an example payload for a customer update event: ```json { "id": "aaaabbbb-cccc-dddd-eeee-ffffgggghhhh", "webhook_id": "webhook_endpoint_abcdefg12345678", "data": "{\"id\": \"event_dev_abcdefg12345678\", \"object\": \"event\", ...}" } ``` json The value of `data` can be parsed into the following JSON object: ```json { "id": "event_dev_abcdefg12345678", "object": "event", "created_at": "2024-06-02T00:15:10.020202-07:00", "updated_at": "2024-06-02T00:15:10.020202-07:00", "is_deleted": false, "account_id": "account_dev_abcdefg12345678", "type": "customer.updated", "data": { "id": "cus_dev_abcdefg12345678", "email": "john.doe@example.ai", "object": "customer", "address": { "city": "Boise", "line1": "2512 Walnut Avenue", "line2": "", "line3": "", "state": "ID", "country": "US", "zip_code": "83716" }, "discount": null, "last_name": "Doe", "account_id": "account_dev_abcdefg12345678", "created_at": "2024-06-02T00:14:57.575457-07:00", "first_name": "John", "is_deleted": false, "updated_at": "2024-06-02T00:14:57.575457-07:00", "balance_atom": null, "subscriptions": [] }, "data_previous": null, "request_id": "XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX", "request_idempotency_key": null, "pending_webhooks": 1 } ``` json The exact schema of `data` depends on the type of event and matches that of the corresponding object in the [API reference.](https://docs.getopenpay.com/openpay-api) For example, the customer event above contains `data` which follows the [customer object schema.](https://docs.getopenpay.com/openpay-api#tag/customers/get/customers/{customer_external_id}) # Webhooks Webhooks are powerful tools for reacting to events regarding your users' activity. If you have in-house systems that you would like to use to monitor new subscriptions, webhooks are the best way to do it. This guide will walk you through setting up webhooks with OpenPay. By implementing webhooks, you can automatically respond to important events like new customers and subscription updates, ensuring a seamless experience for your users and efficient management of your business. [Adding a webhook ](/get-started/integrate-with-openpay/webhooks/adding-a-webhook)[Payload format ](/get-started/integrate-with-openpay/webhooks/payload-format)[Supported event types ](/get-started/integrate-with-openpay/webhooks/supported-event-types)[Payload signature ](/get-started/integrate-with-openpay/webhooks/payload-signature)[Caveats](/get-started/integrate-with-openpay/webhooks/caveats) # Quickbooks OpenPay provides an integration to Quickbooks. To get started we recommend you create an Intuit sandbox account to test your configuration. To create an Intuit sandbox account follow these steps: ## Creating an Intuit developer account 1. Visit [Intuit Developer](https://developer.intuit.com/app/developer/homepage) 2. Click “Sign Up” to create an Intuit Developer account 3. Fill out their questionnaire, the answers should not matter as this will just be for testing ## Connecting your OpenPay staging account to a Quickbooks Sandbox 1. Nagivate to the developers page within OpenPay 2. Click the “Connect” button under the Quickbooks integration card 1. this will navigate you to an Intuit OAuth flow to connect the OpenPay app to your Quickbooks account 3. Complete the Intuit OAuth flow 4. Once redirected back to OpenPay, visit the “Developers” page and click the Integrations tab. You should see that the Quickbooks card is now labeled as “Connected” 5. \[Optional] If you need to configure which account to attribute income generated via OpenPay, you can click the “Configure” button under the Quickbooks card 1. Set the “Income account name” field to the account name in Quickbooks that you would like income to be attributed to. **Note:** The income account must be of the type **_Sales of Product Income_** 6. \[Optional] Similarly, if you are using a tax integration within OpenPay, you will need to configure the Income account to which OpenPay will attribute any tax payments to. ## Testing a payment and verifying the connection 1. Create and visit a payment link within your OpenPay staging account 2. Fill out the payment page. You can use any test payment method you would like, for example Stripe test cards [Payment links Easily create a fully functional payment page in just a few seconds and share the link with your customers—no code necessary.](/get-started/start-accepting-payments-no-code/payment-links) 3. Verify that the following objects were created within OpenPay: 1. a Customer with fields matching what you filled in on the payment page 2. an Invoice with the payment amount matching the cost of your product 3. a Payment which is linked to the invoice you created 4. Visit your quickbooks staging account and verify that the following objects were created: 1. an Invoice with an Invoice number matching the last portion of the invoice id created within OpenPay 2. a Payment with a Payment reference number matching the last portion of the payment id created within OpenPay 3. a Customer with the name matching that which was created in OpenPay ## Importing Existing Quickbooks Customers to OpenPay If you have existing customers within Quickbooks which you would like to import into OpenPay, please reach out to a member of our team. You can export an excel spreadsheet of customers from Quickbooks and we can create linked customers within OpenPay. # One-off invoices This solution makes sense if all you want to do is generate a one-off invoice without having to create a price and subscription. ### **Install and import our client** For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay` ```python from getopenpay.client import ApiKeys, OpenPayClient OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaystaging.com' # production environment production_host = 'https://connto.getopenpay.com' client = OpenPayClient(api_keys=api_keys, host=sandbox_host) ``` python ### **Create a draft invoice** Creates an invoice for a specific customer and their payment method ```python invoice = op_client.invoices.create_invoice( CreateInvoiceRequest( customer_id='TODO_TARGET_CUSTOMER_ID', payment_method_id='TODO_TARGET_PAYMENT_METHOD_ID', invoice_type=InvoiceType.ONE_OFF, collection_method=CollectionMethodEnum.CHARGE_AUTOMATICALLY, net_d=1, selected_product_price_quantity=[ SelectedPriceQuantity(price_id='TODO_TARGET_PRICE_1', quantity=1), SelectedPriceQuantity(price_id='TODO_TARGET_PRICE_2', quantity=1), ] ) ) invoice = op_client.invoices.finalize_invoice(invoice.id) ``` python ### **Finalize an invoice** This marks and invoice OPEN ```python paid_invoice = op_client.invoices.pay_invoice( ``` python ### **Pay an invoice** ```python invoice.id, pay_invoice_request=PayInvoiceRequest(comment='Paying invoice via API') ) ``` python # Programmatically manage customer profiles ### **Install and import our client** For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay` ```python from getopenpay.client import ApiKeys, OpenPayClient OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaystaging.com' # production environment production_host = 'https://connto.getopenpay.com' ``` python ### **Customer buying more of the same price** ```python new_quantity = 2 update_request = UpdateSubscriptionRequest( items=[ InlineSubscriptionItemUpdate( id='TARGET_SUBSCRIPTION_ID', quantity=new_quantity ) ], ) # Execute the update update_response = client.subscriptions.update_subscription(sub_created.id, update_request) ``` python ### **Customer upgrading prices** ```python update_request = UpdateSubscriptionRequest( items=[ InlineSubscriptionItemUpdate( id='TARGET_SUBSCRIPTION_ID', price_id='TARGET_PRICE_ID' ) ], ) # Execute the update update_response = client.subscriptions.update_subscription(sub_created.id, update_request) ``` python ### **List customer payment methods** ```python pm_methods = client.customers.list_customer_payment_methods('TARGET_CUSTOMER_ID', CustomerPaymentMethodQueryParams()).data ``` python ### **List invoices** ```python invoice_resp = client.invoices.list_invoices( invoice_query_params=InvoiceQueryParams(customer_id='TARGET_CUSTOMER_ID') ) ``` python # Go SDK Go SDK v0.0.29 The OpenPay Go SDK is a client library that streamlines integration with the OpenPay payment platform. It offers straightforward access to OpenPay’s APIs for processing payments, managing customers, and handling various payment-related tasks. This reference provides comprehensive documentation for the OpenPay Go SDK beyond what’s available in the repository README. For the source code and further details, [please visit the project on GitHub.](https://github.com/getopenpay/getopenpay-go) To get started with the Go SDK, follow the steps below: ## Setup Install the OpenPay Go SDK using `go get`: ```bash go get github.com/stretchr/testify/assert go get golang.org/x/net/context go get github.com/getopenpay/getopenpay-go ``` bash Next, import the SDK package to your project: ```go import "github.com/getopenpay/getopenpay-go" ``` go The SDK requires Go modules, you can run `go get github.com/getopenpay/getopenpay-go@latest` to pull the library. ## Authentication OpenPay uses HTTP Bearer token authentication. To authenticate, set your secret API token into the request context using the `getopenpay.ContextAccessToken` key. For example: ```go ctx := context.WithValue(context.Background(), getopenpay.ContextAccessToken, "YOUR_BEARER_TOKEN") ``` go All API calls should use this `ctx`. For instance: ```go client := getopenpay.NewAPIClient(getopenpay.NewConfiguration()) customer, resp, err := client.CustomersApi.GetCustomer(ctx, "cust_123") ``` go This ensures the `Authorization: Bearer YOUR_BEARER_TOKEN` header is sent. The example in the docs shows setting the context with `ContextAccessToken` and then calling a client method with that context. ## Usage examples First, create a client and set your API token in context: ```go cfg := getopenpay.NewConfiguration() client := getopenpay.NewAPIClient(cfg) ctx := context.WithValue(context.Background(), getopenpay.ContextAccessToken, "sk_test_xxx") // your secret key ``` go You can then call any service. For example, **creating a customer**: ```go createReq := getopenpay.CreateCustomerRequest{ Name: getopenpay.PtrString("Opemipo Disu"), Email: getopenpay.PtrString("opemipo@gmail.com"), // ... other fields (all fields are pointers; use Ptr helpers) ... } customer, _, err := client.CustomersApi.CreateCustomer(ctx, createReq) if err != nil { fmt.Println("Error creating customer:", err) } else { fmt.Println("Created customer ID:", *customer.Id) } ``` go Here we use the `PtrString` helper (see Other Considerations) to supply pointer values. To **retrieve a customer**, use: ```go customerID := "cust_123" cust, _, err := client.CustomersApi.GetCustomer(ctx, customerID) ``` go For **subscriptions**, you might create one like: ```go subReq := getopenpay.CreateSubscriptionRequest{ Customer: getopenpay.PtrString("cust_123"), PlanId: getopenpay.PtrString("plan_gold"), // ... } subscription, _, err := client.SubscriptionsApi.CreateSubscriptions(ctx, subReq) ``` go And to **attach a payment method (token)** to a customer: ```go attachReq := getopenpay.AttachPaymentMethodRequest{ CustomerId: getopenpay.PtrString("cust_123"), PaymentMethodId: getopenpay.PtrString("pm_abc123"), } pm, _, err := client.PaymentMethodsApi.AttachPaymentMethod(ctx, "pm_abc123", attachReq) ``` go Each method returns a response object and an `error`. Handle errors appropriately (see Error Handling below) to inspect API failures. ## Error handling All SDK methods return an error alongside the response. On success, `err` will be `nil`; on failure, `err` will contain details. Typically, API errors return a `GenericOpenAPIError` which includes the raw HTTP body and status. To handle errors, check the `error` first. For example: ```go cust, resp, err := client.CustomersApi.GetCustomer(ctx, "cust_123") if err != nil { // You can inspect the error message or parse details from resp fmt.Println("API error:", err) return } ``` go If needed, you can type-assert `err` to `getopenpay.GenericOpenAPIError` to access the response body: ```go if apiErr, ok := err.(getopenpay.GenericOpenAPIError); ok { fmt.Println("Error status:", apiErr.Error(), "Body:", string(apiErr.Body())) } ``` go Validation errors (model `ValidationError`) may be returned if request data is invalid. Always handle `err` before using the returned object.The SDK example usage shows `r, err := client.Service.Operation(...)` with error check. ## Testing The repository includes example tests. To run them, edit `test/sanity_test.go` and replace the placeholder `TODO_ADD_BEARER_KEY` with your own secret API token. Then run: ```bash go build go test -v ``` bash This will execute the tests against the API (by default, the OpenPay sandbox). For writing new tests, use Go’s testing framework (`testing` package) and the `assert` library (already listed as a dependency) for convenience. The SDK’s models and methods can be invoked in tests just like in code examples above. ## Reference * [OpenPay API reference](https://docs.getopenpay.com/openpay-api) * [Sample integrations](https://github.com/getopenpay/getopenpay-go/tree/main/test) * Other SDKs: [OpenPay SDKs In this directory, you'll find OpenPay's official SDKs designed to simplify your integration with our APIs.](/developer-resources/openpay-sdks/) # API Tour In this tour guide, you’ll learn how OpenPay’s API objects work together to make your payment integration strong and reliable. OpenPay's APIs are designed to handle real-world payment issues seamlessly. This guide walks you through: * The core concepts driving the API * How payments works within OpenPay * Objects you'll work with and when to use them With this API tour, you can get patterns down; you're not just following tutorials anymore. You can build stuff that grows with your business and doesn't fall apart when things get complicated. ### Concepts of OpenPay’s API #### Everything is an Object Everything in OpenPay is object-based. Whether you're creating a customer or starting a subscription, you're interacting with different API objects: * [**Customer**](https://docs.getopenpay.com/openpay-api#tag/customers)**:** for storing user details and billing info. * [**Payment Method**](https://docs.getopenpay.com/api-reference#tag/payment-methods)**:** to store how users intend to pay. * [**Subscription**](https://docs.getopenpay.com/openpay-api#tag/subscriptions)**:** manages recurring billing cycles. * [**Payment Route**](https://docs.getopenpay.com/api-reference#tag/payment-routes)**:** maps out how and where payments should be routed. * [**Payment Link**](https://docs.getopenpay.com/api-reference#tag/payment_links)**:** for creating quick one-off checkout URLs. Even actions taken via the dashboard (like adding a customer) create backend objects. #### Objects Have Lifecycles OpenPay treats processes like payments or subscriptions as living things—they evolve through states. For example: * A **Subscription** starts in a trialing state and moves to `active`, `paused`, or `cancelled` based on the user’s interaction or the defined logic. * A **Payment Method** can be `attached`, `authorized`, or `detached`. This status-driven design gives you control over every step. Need to pause a subscription? You can call `PUT /subscriptions/{subscription_id}/pause`. ### Payment Orchestration With OpenPay At the center of most OpenPay payment flows is the **Payment Route** and **Payment Method** pairing. 1. **Customer Creation** Start by creating a `Customer` object with their billing data. 2. **Attach a Payment Method** Once tokenized and authorized, you can attach a method to the customer: `POST /payment-methods/{payment_method_id}/attach` 3. **Set Up a Payment Route** This determines how the payment will be routed, especially important for businesses using custom payment providers. `POST /payment-routes/` 4. **Initiate the Subscription or One-time Payment** With everything attached, begin the action: \- For subscriptions: `POST /subscriptions/` \- For one-time payments: use a [Payment Link](https://openpay.apidocumentation.com/reference#tag/payment_links) 5. **Track with Events** Every major activity such as payment success, failure, refund, is logged as an `Event`, which you can listen to via webhooks: `GET /events/{event_id}` ### **Testing Your Integration** When testing your integration, make sure to use OpenPay’s staging environment. All requests in test mode should be directed to the staging base URL: `https://connto.openpaystaging.com/`. It allows you to test customer creation, subscriptions, and payments without going into production mode. ### Wrapping Up By now, you should understand how OpenPay’s API objects and flows work together to make payments seamless, scalable and reliable by providing endpoints to build fast, secure, and scalable payment experiences to your business. With this API, you are not just calling endpoints, you’re also working with smart and state-aware objects like `customers`, `payment-methods`, `subscriptions`, and `payment-routes`. Whether you're setting up a simple one-time checkout with a Payment Link or building a fully automated billing platform with retry logic and subscription lifecycles, the OpenPay API is designed to support you at every single stage. ### Need help? * Explore the [OpenPay API Reference](https://docs.getopenpay.com/api-reference) for detailed endpoints and object schemas. * Try out real-world [code examples](https://github.com/getopenpay/openpay-js-examples) to see OpenPay API in action. * Add [webhooks](https://docs.getopenpay.com/get-started/integrate-with-openpay/webhooks) to automate your response to key events. Once you understand the basics, there’s no limit to what you can build with OpenPay. # Setup payment method and create subscriptions A step-by-step guide for setting up payment methods and creating subscriptions using the OpenPay SDK and OpenPay.js This is to be used when you want to collect payment method first and then create a subscription later time. If you want to accept payments and directly create subscription in one simple form please see this guide. [Create subscriptions via checkout](/developer-resources/openpay.js/guide-.js/create-subscriptions-via-checkout) ### **Step 1: Create a secure checkout token** First, you need to create a **Checkout Session** using the `checkout.create_checkout_session` method via the OpenPay SDK in the backend. You can configure the session according to your specific requirements, such as defining the `mode` of the checkout session. In this case, since we only want to save the payment method (and will create subscriptions later), we'll use `SETUP` mode. [**For detailed API references, please refer to this.**](https://docs.getopenpay.com/openpay-api) **Here’s an example of how to generate a secure checkout session:** ```python # Setup Mode checkout = op_client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id=customer_id, # (Optional) To create session specific customer line_items=[], # No line items for setup mode mode=CheckoutMode.SETUP, # Setup mode for saving payment info ) ) secure_token = checkout.secure_token # Token to be passed to the frontend ``` python ```javascript // JavaScript Example const checkoutSession = await apiClient.checkoutApi.createCheckoutSession({ createCheckoutSessionRequest: { mode: CheckoutMode.Setup, lineItems: [], currency: CurrencyEnum.Usd, } }) const secureToken = checkoutSession.secureToken; ``` javascript Once the `secure_token` is generated, it’s ready to be used on the frontend to securely collect payment details. Pass this token to the `OpenPayForm` constructor in your frontend app to handle the payment setup. ### **Step 2: Implement the payment form** Use the `OpenPayForm` class to construct a secure form where customers can enter their payment details. The form operates the same way as a subscription form, but it only saves the payment method for future use. ###### **Pure Js Implementation Example - in your frontend, you can now render the form like this:** ```javascript // Initialization const openPayForm = new OpenPayForm({ checkoutSecureToken: 'checkout-secure-token-uuid', // Token from Step 1 formTarget: '#payment-form', onChange: () => setError(undefined), onLoad: onLoad, // Called when the form is loaded onValidationError:(message) => setError(message), // Handle form validation errors onSetupPaymentMethodSuccess: (paymentMethodId) => { // Callback for successful setup console.log("Payment Method ID:", paymentMethodId) // Use the saved payment method ID }, onCheckoutError: onCheckoutError, // Handle any checkout errors }) // Elements openPayForm.createElement('card').mount('#card-element');// Create and renderthe card element // Submission document.querySelector('#submit')?.addEventListener('click', () => { openPayForm.submit(); }); ``` javascript HTML ```xml
``` xml **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onSetupPaymentMethodSuccess`: A callback that returns the `paymentMethodId` after the setup process is successful. * `onValidationError`: Handles any validation errors from the form fields. * `onCheckoutError`: Handles any errors during the setup process. For detailed props and callbacks, please refer to the main guide: [Guide (.js) Integrating payment elements](/developer-resources/openpay.js/guide-.js/) **Note (For using staging environment for testing purpose) - **please provide `baseUrl` prop with our staging environment. `baseUrl` is default to our production environment. **Example:** ```markdown new OpenPayForm({ baseUrl: isStagingEnv ? "https://cde.openpaystaging.com/": undefined }) ``` markdown ### **Step 3:Authorize payment method (optional)** After the customer successfully saves their payment method, the `onSetupPaymentMethodSuccess` callback is triggered. This callback provides a `paymentMethodId`, which can be sent to the backend for authorization. To authorize the saved payment method, use the `payment_methods.authorize_payment_method` method via the OpenPay SDK. For detailed API references, [see Authorize Payment Method.](https://docs.getopenpay.com/openpay-api#tag/payment-methods/post/payment-methods/authorize) ###### **Authorizing Payment Method Example:** ```python # Authorize the payment method request = AuthorizePaymentMethodRequest( payment_method_id=payment_method_id, authorize_amount_atom=randint(5_00, 55_00), # Random authorization amount currency=CurrencyEnum.USD ) pm_external = client.payment_methods.authorize_payment_method(request) ``` python ```javascript // JavaScript Example const request = { paymentMethodId: paymentMethodId, authorizeAmountAtom: 5_00, // Amount in cents (e.g., $5.00) currency: CurrencyEnum.Usd, }; const authorized = await apiClient.paymentMethodsApi.authorizePaymentMethod({ authorizePaymentMethodRequest: request, }); ``` javascript ### **Step 4: Create a subscription** Once the payment method is successfully saved, you can use the `paymentMethodId` to create a subscription for the customer. To create a subscription, use the `subscriptions.create_subscriptions` method via the OpenPay SDK. For detailed API references, [see Create Subscription.](https://docs.getopenpay.com/openpay-api#tag/subscriptions/post/subscriptions/) ###### **Creating a Subscription Example:** ```python # Create a subscription request create_request = CreateSubscriptionRequest( customer_id='TODO_TARGET_CUSTOMER_ID', payment_method_id='TODO_CREATED_PAYMENT_METHOD', selected_product_price_quantity=[ SelectedPriceQuantity(price_id=price.id, quantity=initial_quantity) ], total_amount_atom=initial_quantity * price.unit_amount_atom, coupon_id='TODO_OPTIONAL_COUPON', # Optional ) # Create the subscription sub_create_res = client.subscriptions.create_subscriptions(create_request) ``` python ```python // JavaScript Example const selectedPriceQuantity = [ { priceId: price.id, quantity: initialQuantity, }, ]; const request = { customerId: customer_id, couponId: coupon_id, // Optional selectedProductPriceQuantity: selectedPriceQuantity, totalAmountAtom: initialQuantity * price.unitAmountAtom, }; const subscriptionResponse = await apiClient.subscriptionsApi.createSubscriptions({ createSubscriptionRequest: request, }); ``` python # Installation To get started with `@getopenpay/openpay-js-react`, you'll need to install the package using your preferred package manager. This SDK allows you to securely collect and tokenize payment information using OpenPay in React applications. You can install it using **npm**, **yarn**, or **pnpm**: \[x]\[ ]\[ ] npmyarnpnpm ```plaintext npm install @getopenpay/openpay-js-react ``` plaintext ```plaintext yarn add @getopenpay/openpay-js-react ``` plaintext ```plaintext pnpm add @getopenpay/openpay-js-react ``` plaintext # Guide (React) Integrating payment elements This guide provides an overview of using OpenPay.js Elements in your application, including embedding secure payment fields, handling callbacks, managing billing information, and customizing styles for a seamless checkout experience. \[x]\[ ]\[ ]\[ ] Elements overviewHandling callbacksBilling informationCustomizing styles Elements are secure embeds that host various payment fields on our servers, ensuring PCI compliance. They are managed through the `` component, which acts as a provider, offering the necessary context for these elements to function. To use ``, you must supply a `checkoutSecureToken`. This token is generated by creating a checkout session through the OpenPay Python SDK. **Learn how to create a checkout session:** [Create subscriptions via checkout This is for when you want to accept payments and directly create subscriptions in one simple form.](/developer-resources/openpay-react/guide-react/create-subscriptions-via-checkout) The library provides separate elements for different card details, as well as a combined input for all details in one field: * ``: Card number input field. * ``: Card expiry date input field. * ``: Card security code input field. * ``: A combined input field for card number, expiry, and CVC. The `` component offers a variety of callback functions to handle user interactions, errors, and form state changes. These callbacks can be customized to tailor the checkout experience. * `onFocus?: (elementId: string) => void`\ Triggered when a form element gains focus.\ Parameters: * `elementId`: The ID of the element that gained focus. * `onBlur?: (elementId: string) => void`\ Triggered when a form element loses focus.\ Parameters: * `elementId`: The ID of the element that lost focus. * `onChange?: (elementId: string) => void`\ Triggered when a form element's value changes.\ Parameters: * `elementId`: The ID of the element whose value changed. * `onLoad?: (totalAmountAtoms: number, currency?: string) => void`\ Triggered when the form is successfully loaded.\ Parameters: * `totalAmountAtoms`: The total amount to be processed in atomic units (usually the smallest unit of currency). * `currency`: (Optional) The currency code for the transaction. * `onLoadError?: (message: string) => void`\ Triggered if there is an error loading the form.\ Parameters: * `message`: A string describing the error. * `onValidationError?: (field: FieldNames, errors: string[], elementId?: string) => void`\ Triggered when there is a validation error.\ Parameters: * `field`: The field with a validation issue. * `errors`: An array of error messages. * `elementId`: (Optional) The ID of the element where the error occurred. * `onCheckoutStarted?: () => void`\ Triggered when the checkout process starts. * `onCheckoutSuccess?: (invoiceUrls: string[], subscriptionIds: string[], customerId: string) => void`\ Triggered upon a successful checkout.\ Parameters: * `invoiceUrls`: Array of invoice URLs. * `subscriptionIds`: Array of subscription IDs. * `customerId`: Created or pre-assigned customer's ID. * `onCheckoutError?: (message: string) => void`\ Triggered when an error occurs during checkout.\ Parameters: * `message`: A string describing the error. To proceed with checkout, customer billing information is required. While OpenPay.js allows you to implement these fields in your own way, it is important to include the `data-opid` attribute with the predefined field names. This ensures OpenPay can access and process these fields correctly. All billing information fields should be rendered within the ``. Here are the available field names: * `FieldName.FIRST_NAME` * `FieldName.LAST_NAME` * `FieldName.EMAIL` * `FieldName.LINE1` - address line1 * `FieldName.LINE2` - address line2 * `FieldName.LINE3` - address line3 * `FieldName.ZIP_CODE` * `FieldName.CITY` * `FieldName.STATE` * `FieldName.COUNTRY` * `FieldName.SHIPPING_LINE1` * `FieldName.SHIPPING_LINE2` * `FieldName.SHIPPING_LINE3` * `FieldName.SHIPPING_ZIP_CODE` * `FieldName.SHIPPING_CITY` * `FieldName.SHIPPING_STATE` * `FieldName.SHIPPING_COUNTRY` * `FieldName.PHONE` * `FieldName.PROMOTION_CODE` By managing the input fields yourself, you gain full control over validation, styling, and autofill functionality. Out of the box, OpenPay elements are unstyled, with a transparent background and text color adapting to the system’s color scheme. However, you can easily customize the appearance of these elements using the `styles` prop, or by wrapping them inside containers to apply your own custom styling. Here are some CSS properties you can apply to the elements: * `backgroundColor` * `color` * `fontFamily` * `fontSize` * `fontWeight` * `margin` * `padding` **Placeholder Customization:** * For individual card elements, the placeholder accepts a string value. * For the combined ``, the placeholder accepts an object with specific placeholders for card number, expiry, and CVC.\ `placeholder` : `string | { cardNumber: string, expiry: string, cvc: string }` # Examples You can find our example repository [**here**](https://github.com/getopenpay/openpay-js-examples). [Quick start (unstyled) Here's how a basic checkout form can be implemented using OpenPay Elements. ](/developer-resources/openpay-react/examples/quick-start-unstyled)[Separate elements with styled containers The following example uses TailwindCSS to style containers wrapping OpenPay Elements. ](/developer-resources/openpay-react/examples/separate-elements-with-styled-containers)[CardElement with styled container The following example uses TailwindCSS to style containers wrapping OpenPay Elements.](/developer-resources/openpay-react/examples/cardelement-with-styled-container) # Apple & Google pay submission With OpenPay’s React SDK, you can easily integrate Apple Pay and Google Pay across multiple processors. Trigger payments directly from the frontend, with the option to specify or omit the processor — giving you full control over the checkout experience. If you're using **React**, OpenPay provides Apple Pay and Google Pay access via the `` component. You can get their handlers directly from the **function-as-child callback**. This allows you to: * Check availability (`isAvailable`) * Trigger the payment flow with `startFlow(...)` * Optionally choose a processor ## Accessing Apple/Google Pay from \ Wrap your payment form in ``. Inside the render prop callback, you’ll receive `applePay`, `googlePay`, and submission helpers. ```typescript {({ submit, applePay, googlePay, submitWith }) => ( <> {/* Card fields and Billing Fields here */} )} ``` typescript ## Apple/Google Pay object shape Each of `applePay` or `googlePay` has the following structure: ```typescript { processors: PaymentProcessor[]; isAvailable: boolean; isLoading: boolean; startFlow: (customParams?: ApplePayFlowCustomParams) => Promise; } ``` typescript ## Starting the payment flow Only call `startFlow` if the method is available. You can pass the processor explicitly, or omit it if there's only one available. ```typescript {applePay.isAvailable && ( )} ``` typescript Calling `applePay.startFlow(params)` inside `` is functionally equivalent to calling `form.generalSubmit('apple-pay', params)` when using OpenPay.js. ## Apple pay integration notes ### Stripe Apple/Google Pay We're using Stripe.js APIs directly here and we don't have control of their availability decision. we're just returning what Stripe returns.Usually, Stripe's ApplePay will only available on Safari browser on Mac and iPhone/iPad. GooglePay on Android and some Chrome desktop (it checks the availability strictly including considerations for added cards to GooglePay). For more information, please check [Stripe’s Docs here](https://docs.stripe.com/testing/wallets?ui=payment-element#device-requirements). You can compare with this Stripe's demo pages : [https://stripe-payments-demo.appspot.com/ (or) ](https://stripe-payments-demo.appspot.com/) ### User Gesture Required Apple Pay requires that you call `applePay.startFlow()` **directly within a user gesture handler** such as a `click` or `onClick`. This is enforced by the browser — violating it will result in Apple Pay failing silently or throwing an error. To ensure a successful integration, follow these requirements: ### ✅ Do’s * Call `applePay.startFlow()` immediately inside a user-triggered event (e.g., a `click` or `onClick`). * Ensure the event handler runs on the **main thread** (i.e., don't `await` anything before calling `startFlow`). * Keep the triggering element (like a button) **visible and mounted** during the Apple Pay session. ### ❌ Don’ts * Wrap `startFlow()` in `useEffect`, `setTimeout`, or any async flow not triggered by a user. * Do async work (like API calls) before calling `startFlow()`. * Unmount or hide the button while Apple Pay is still processing. ### Example ```typescript import { useApplePay } from '@getopenpay/openpay-js-react'; function ApplePayButton() { const applePay = useApplePay(); const handleApplePayClick = () => { // ✅ Called immediately in user gesture applePay.startFlow(); }; return ( ); } ``` typescript # Overview Streamline data management, offer comprehensive insights, and monitor key metrics like MRR, churn, and LTV right out of the box. Make data-driven decisions efficiently and empower your SaaS business to adapt and grow in a competitive landscape. [MRR Monthly Recurring Revenue (MRR) is a key metric for measuring the predictable revenue generated by your subscriptions. It provides a snapshot of how much recurring revenue your business can expect to generate each month at any given time. ](/reporting/mrr/)[Committed MRR Committed Monthly Recurring Revenue (CMRR) represents a forward-looking estimate of MRR, adjusted for known or scheduled changes—such as a customer’s confirmed plan to cancel their subscription in the future. ](/reporting/mrr/committed-mrr)[Retention Retention rate refers to the percentage of customers (or revenue) that continue to use a subscription service over a given period, relative to the total number of customers or revenue at the beginning of that period. It's a critical metric for understanding how well a business retains its subscribers and keeps them engaged with the service. ](/reporting/retention)[Churn Churn refers to the loss of customers or revenue over a monthly basis, typically due to cancellations, non-renewals, or failed payments. It represents the rate at which customers stop subscribing to a service or product. ](/reporting/churn)[LTV OpenPay calculates Blended LTV (Blended Lifetime Value), giving you a single metric that reflects the overall value of your customer base, across all lifecycle stages.](/reporting/mrr/ltv/) # MRR Monthly Recurring Revenue (MRR) is a key metric for measuring the predictable revenue generated by your subscriptions. It provides a snapshot of how much recurring revenue your business can expect to generate each month at any given time. We calculate MRR by converting the recurring revenue from all of your customers into a monthly figure. Whenever a new customer subscribes, their contribution is added to the total. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Track MRR in OpenPay](https://app.getopenpay.com/analytics/mrr/) ### **How is MRR broken down?** | **MRR Activity** | **Definition** | | ---------------- | ------------------------------------------------------------------------------------------------------------------------------------------------- | | New | MRR generated from customers who subscribe for the first time (they have never paid for a subscription before). | | Expansion | MRR increases in value | | Contraction | MRR decreases in value | | Churn | MRR lost from customer cancellations, whether voluntary or involuntary (such as automatic cancellations due to failed or unrecoverable payments). | | Reactivation | MRR from customers that had previously churned but are now back on a paid subscription. | By breaking down revenue into these specific categories (New, Expansion, Reactivation, Contraction, and Churn), companies can: * Accurately forecast revenue and growth * Identify which areas of the business need attention (e.g., high churn might indicate product or pricing issues) * Make data-driven decisions about where to invest resources (e.g., focusing on expansion vs. acquisition) * Compare performance across different time periods and subscription types, regardless of billing frequency * Calculate important derived metrics like net revenue retention (NRR) and customer lifetime value (LTV) ### **How are intra-month changes represented?** If multiple subscription changes occur for a customer within the same month, **we consolidate them to show the net result for that month.** For example, if a customer signs up and churns **within the same month**, we exclude them from your metrics. This avoids inflating churn due to customers who likely aren’t a fit (they were never actually a recurring subscriber to begin with). Similarly, if a customer signs up and upgrades within the same month, we count them as a new customer with the total upgrade amount, instead of classifying it as expansion revenue, since they likely qualified for the higher plan from the start. In cases where a customer signs up, upgrades to a high-tier plan, and then churns within the same month, **we treat the net impact as zero**. This prevents extreme fluctuations in your metrics that don’t accurately reflect long-term trends. We treat MRR as a momentum metric, focused on actionable insights. Bundling changes at the intra-month level ensures that your metrics remain accurate and free from unnecessary distortions. ### **What is excluded from MRR?** * Revenue from one-time charges/fees * Free trials/100% discounted subscriptions * Taxes * MRR from customers who sign up for a paid subscription and cancel it within the same month * Refunds and credits * The only exception here is if a customer cancels their subscription mid-cycle and gets a full refund for it. We will include a refund into your MRR here because you will no longer receive recurring revenue from this user, and they’re effectively churned. # Volume Charge a fixed rate per unit based on the total volume purchased. Volume pricing is a pricing model where the cost per unit decreases as the total quantity purchased increases. **Essentially, customers pay a lower price per unit when they buy in larger quantities.** This model is commonly used to incentivize bulk purchases or higher usage levels. For example, imagine a software company that sells licenses to use its platform: * 1–49 licenses: $20 per license * 50–99 licenses: $18 per license * 100+ licenses: $15 per license In this scenario, if in a given month a customer buys 85 licenses, their order would all in the 50-99 tier. **So the customer’s total for that month would be $1,530.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/LmeksKuFKAO7ii8CaDRTb.png)]() **In this case, the more licenses a customer buys, the cheaper each individual license becomes. **The goal of volume pricing is to encourage customers to purchase in larger quantities by offering a more attractive price for higher volumes. This model benefits both businesses, which can increase sales, and customers, who can reduce their overall costs by buying more. # Coupons & promo codes Coupons and promo codes are two ways you can give your customers discounts in OpenPay. While they may sound similar, they serve different purposes in your billing workflows, and they use different API endpoints. * A **coupon** defines the discount (e.g., “1 month free”) and is typically created and applied by your team via the dashboard or API. - A **promo code** is a named version of that coupon that customers can enter during checkout. **You can create multiple promo codes under a single coupon.** Each promo code shares the same discount value but can be distributed in different contexts. ## Create a coupon You could [**create a coupon**](https://app.getopenpay.com/coupons) called `2MONTHSFREE`, which gives customers two months free: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/RX_Bc9jGvRWyrNDx9bkKb.png)]() Once you’ve created a coupon, you can **click into its details** to create promo codes for it: [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/bY7QIR1el4mCm-aYCNvi2.png)]() For example, you could **create** **promo codes** like these: * `HAPPYBIRTHDAY` * `LOYALTY` * `CHRISTMAS` Each of these **applies the same discount** but can be used for different campaigns or audiences. Promo codes will respect the value of the coupon they fall under, but can be customized by attributes like: * Redemption number * Customer specific redemption * Expiration date * Minimum purchase value requirement * Only redeemable on first time purchase [**You can also create coupons and promo codes using our API.**](https://docs.getopenpay.com/openpay-api#tag/coupons/POST/coupons/) # Migrating from Woocommerce Migrate your customers' billing information from Woocommerce to Openpay Woocommerce has [documentation ](https://woocommerce.com/document/migrating-products-between-sites/)on how to migrate information between sites. You may get your data by either an XML or CSV file. ### Exporting and Importing with WordPress To export an XML file containing data: 1. Go to: **Tools > Export** and choose the content you wish to migrate. You may choose what to export from there. [![2016-04-28 at 09.59](https://woocommerce.com/wp-content/uploads/2016/04/2016-04-28-at-09.59.png)]() 2. Click the**” Download Export File**” button. An XML file is downloaded to your computer. ### Migrating product data with CSVs To import, export, change and merge product data, WooCommerce has a built-in CSV importer and exporter that covers the core product types, and many others. Check our detailed documentation on the built-in [_Product CSV Importer and Exporter_](https://woocommerce.com/document/product-csv-importer-exporter/). If you have advanced product data, additional product types from extensions, or need a more efficient workflow for merging variable products, use our premium [_Product CSV Import Suite_](https://woocommerce.com/products/product-csv-import-suite/) extension. The premium extension includes several handy extras like a tool to delete all products on your WooCommerce store with a single click. Both of these tools work with CSV data and can be used to migrate data, or do first-time product imports from a CSV. # Pause a subscription \[x]\[ ] Admin ConsoleAPI Navigate to the specific subscription that you’re trying to pause, and select **Pause **in the dropdown menu. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/wBV2UMFHLpcg8MhgX3eCA.png)]() Now you can choose to pause the subscription for a set number of billing cycles, or until a specified date. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/GGoZoukH1lEg1LOu211xM.png)]() **NOTE: The subscription pause period will begin when its current billing cycle ends.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/g9adCpC3-eBs3dVRokxbL.png)]() **Here’s how you can **[**pause**](https://docs.getopenpay.com/openpay-api#tag/subscriptions/PUT/subscriptions/{subscription_id}/pause)** and **[**resume**](https://docs.getopenpay.com/openpay-api#tag/subscriptions/PUT/subscriptions/{subscription_id}/resume)** a subscription via the API.** # API Keys Begin by generating API keys that you'll use to follow along the guide. Don't worry, this will only take a couple of minutes. ## Creating a key 1. Click the **Developer Icon** on the right of the top navigation bar and select **API Keys** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/QemhPnV9hjQA7J7gl6S8z.png)]() 1. Click **Create API Key** 2. Name your API key something creative and assign an appropriate role. 1. Hint: If you want to _create_ objects using the API, you'll probably want to select **Developer** here. 3. Once your keys have been created, note down your Secret Key and Publishable Key. Every endpoint in our [**API Reference**](https://docs.getopenpay.com/openpay-api) lets you make a test API call right from your browser. All you need to do is plug in your secret key and you should be good to go!\ \ Your publishable key can be safely embedded wherever your customers avail your services. For example, you can embed your publishable key somewhere on your website or your app where your customers go to make payments. Your secret key, as the name suggests, is meant to be kept **secret**. This key allows you to make changes that the publishable key doesn't grant access to, especially dangerous ones such as deleting customers and refunding payments. Anyone with access to your secret key can make changes to your account on your behalf, so **make sure to keep this key safe and secret!** 🤫 # Running transactions with test cards When integrating with OpenPay, you may want to run test transactions to simulate different customer journeys end-to-end. **The easiest way to get started is by adding Stripe as a payment processor in your OpenPay account using the guide below:** [Stripe Enable Stripe as one of your payment service providers in OpenPay.](/get-started/set-up-your-account/payment-service-providers/stripe) For testing, we recommend using publishable and restricted keys from **Stripe’s sandbox environment**. This allows you to run unlimited test transactions with [**Stripe test cards**](https://docs.stripe.com/testing) in OpenPay. Test cards act as fake credit cards, and allow you to simulate the following scenarios: * Successful payments by [**card brand**](https://docs.stripe.com/testing#cards) or [**country**](https://docs.stripe.com/testing#international-cards) * Card errors due to [**declines**](https://docs.stripe.com/testing#declined-payments), [**fraud**](https://docs.stripe.com/testing#fraud-prevention), or [**invalid data**](https://docs.stripe.com/testing#invalid-data) * [**Disputes**](https://docs.stripe.com/testing#disputes) and [**refunds**](https://docs.stripe.com/testing#refunds) * Authentication with [**3D Secure**](https://docs.stripe.com/testing#regulatory-cards) and [**PINs**](https://docs.stripe.com/testing#terminal) --- **Here are some guides on how to run transactions:** [Payment links Easily create a fully functional payment page in just a few seconds and share the link with your customers—no code necessary. ](/get-started/start-accepting-payments-no-code/payment-links)[Collecting payments There are many ways to start a subscription or collect a payment. You can choose the one that best works for your environment.](/get-started/integrate-with-openpay/collecting-payments/) # Embedded checkout form For maximum styling and customizability, you can embed our payment form on your website. \[x]\[ ]\[ ] OverviewAPI Recipe - ReactAPI Recipe - .js [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/uniBMjhEoqC4S3eMdz0jA.png)]() Once a customer has submitted the checkout form, this will automatically sync into our system and you will see the customer in your OpenPay admin console with the subscription or one-time price that they purchased. ### **Install and import our client** For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay` ```python from getopenpay.client import ApiKeys, OpenPayClient OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaystaging.com' # production environment production_host = 'https://connto.getopenpay.com' client = OpenPayClient(api_keys=api_keys, host=sandbox_host) ``` python ### **Create a secure checkout token** You'll need to create a Checkout Session with mode: 'SUBSCRIPTION'. This will result in checkout session information that contains a secure\_token to be used in the next steps Once the secure\_token is generated, it’s ready to be used on the frontend to securely collect payment details. ```python response = self.client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id='TODO_TARGET_CUSTOMER_ID', # (Optional) customer_email=None, line_items=[ CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_1', quantity=2), CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_2', quantity=1), ], currency=CurrencyEnum.USD, mode=CheckoutMode.SUBSCRIPTION, return_url=RETURN_URL, success_url=SUCCESS_URL, ) ) # token to be passed to frontend print(f'Secure token: {response.secure_token}') ``` python ### **Implement the payment form** Use the component to display a secure form where customers can enter their payment details. You will need to render OpenPay Card Elements as well as required billing information to proceed checkout. ```javascript ### Embed the form on your UI import { ElementsForm, FieldName, CardElement, } from '@getopenpay/openpay-js-react'; import { FC, PropsWithChildren, useState } from 'react'; interface InputProps { type?: string; placeholder: string; openPayId?: FieldName; } const Input: FC = ({ type, placeholder, openPayId }) => ( ); const StyledWrapper: FC = (props) => { const { children } = props; return
{children}
; }; const HorizontalRule: FC = () =>
; function CheckoutForm() { const [error, setError] = useState(undefined); const [amount, setAmount] = useState(undefined); const onLoad = (totalAmountAtoms: number) => { setAmount(`$${totalAmountAtoms / 100}`); }; const onCheckoutError = (message: string) => { setError(message); }; const onCheckoutSuccess = (invoiceUrls: string[], subscriptionIds: string[], customerId: string) => { console.log('invoiceUrls', invoiceUrls); // Can be used to redirect or display invoices console.log('subscriptionIds', subscriptionIds); // Useful for retriving details about the subscription console.log('customerId', customerId) // Created customer's ID or pre-assigned customer's ID }; return ( setError(undefined)} onLoad={onLoad} onValidationError={(message) => setError(message)} onCheckoutSuccess={onCheckoutSuccess} onCheckoutError={onCheckoutError} > {({ submit }) => ( <>
{error && {error}} )} ); } ``` javascript **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onLoad`: Triggered when the checkout form is successfully loaded. It includes `totalAmountAtoms` and `currency`. * `onValidationError`: Handles any validation errors from the form fields. * `onCheckoutSuccess`: A callback that returns the `invoiceUrls`, `subscriptionIds` and `customerId` after the checkout process is successful. * `onCheckoutError`: Handles any checkout error during the process. For detailed props and callbacks, please refer to **this guide.** ### **Handling a successful checkout** Once the customer successfully checkout with their payment method, the `onCheckoutSuccess` callback is triggered. The callback returns the `invoiceUrls`, `subscriptionIds` and `customerId`. * Invoice urls can be used to display invoices or redirect to invoice page * Subscription IDs can be used for further processing with OpenPay SDK * Customer ID is the created customer on OpenPay side during checkout process. If you are creating the checkout session for specific customer, it will return that specific customer ID ### **Install and import our client** For this recipe, we will use the Python SDK, which you can install using `pip install getopenpay` or `poetry add getopenpay` ```python from getopenpay.client import ApiKeys, OpenPayClient OP_PUBLISHABLE_TOKEN = 'TODO_YOUR_PUBLISHABLE_TOKEN' OP_SECRET_TOKEN = 'TODO_YOUR_SECRET_TOKEN' api_keys = ApiKeys(publishable_key=OP_PUBLISHABLE_TOKEN, secret_key=OP_SECRET_TOKEN) # sandbox/staging environment sandbox_host = 'https://connto.openpaystaging.com' # production environment production_host = 'https://connto.getopenpay.com' client = OpenPayClient(api_keys=api_keys, host=sandbox_host) ``` python ### **Create a secure checkout token** You'll need to create a Checkout Session with mode: 'SUBSCRIPTION'. This will result in checkout session information that contains a secure\_token to be used in the next steps Once the secure\_token is generated, it’s ready to be used on the frontend to securely collect payment details. ```javascript response = self.client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id='TODO_TARGET_CUSTOMER_ID', # (Optional) customer_email=None, line_items=[ CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_1', quantity=2), CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_2', quantity=1), ], currency=CurrencyEnum.USD, mode=CheckoutMode.SUBSCRIPTION, return_url=RETURN_URL, success_url=SUCCESS_URL, ) ) # token to be passed to frontend print(f'Secure token: {response.secure_token}') ``` javascript ### **Implement the payment form in pure** Use the component to display a secure form where customers can enter their payment details. You will need to render OpenPay Card Elements as well as required billing information to proceed checkout. ```javascript ### Embed the form on your UI import { ElementsForm, FieldName, CardElement, } from '@getopenpay/openpay-js-react'; import { FC, PropsWithChildren, useState } from 'react'; interface InputProps { type?: string; placeholder: string; openPayId?: FieldName; } const Input: FC = ({ type, placeholder, openPayId }) => ( ); const StyledWrapper: FC = (props) => { const { children } = props; return
{children}
; }; const HorizontalRule: FC = () =>
; function CheckoutForm() { const [error, setError] = useState(undefined); const [amount, setAmount] = useState(undefined); const onLoad = (totalAmountAtoms: number) => { setAmount(`$${totalAmountAtoms / 100}`); }; const onCheckoutError = (message: string) => { setError(message); }; const onCheckoutSuccess = (invoiceUrls: string[], subscriptionIds: string[], customerId: string) => { console.log('invoiceUrls', invoiceUrls); // Can be used to redirect or display invoices console.log('subscriptionIds', subscriptionIds); // Useful for retriving details about the subscription console.log('customerId', customerId) // Created customer's ID or pre-assigned customer's ID }; return ( setError(undefined)} onLoad={onLoad} onValidationError={(message) => setError(message)} onCheckoutSuccess={onCheckoutSuccess} onCheckoutError={onCheckoutError} > {({ submit }) => ( <>
{error && {error}} )} ); } ``` javascript **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onLoad`: Triggered when the checkout form is successfully loaded. It includes `totalAmountAtoms` and `currency`. * `onValidationError`: Handles any validation errors from the form fields. * `onCheckoutSuccess`: A callback that returns the `invoiceUrls`, `subscriptionIds` and `customerId` after the checkout process is successful. * `onCheckoutError`: Handles any checkout error during the process. For detailed props and callbacks, please refer to **this guide.** ### **Handling a successful checkout** Once the customer successfully checkout with their payment method, the `onCheckoutSuccess` callback is triggered. The callback returns the `invoiceUrls`, `subscriptionIds` and `customerId`. * Invoice urls can be used to display invoices or redirect to invoice page * Subscription IDs can be used for further processing with OpenPay SDK * Customer ID is the created customer on OpenPay side during checkout process. If you are creating the checkout session for specific customer, it will return that specific customer ID # Create subscriptions via checkout This is for when you want to accept payments and directly create subscriptions in one simple form. If you want to break it out into two steps where you collect payment method first and then later create a subscription please see this guide: [Setup payment method and create subscriptions A step-by-step guide for setting up payment methods and creating subscriptions using the OpenPay SDK and OpenPay.js](/developer-resources/openpay.js/guide-.js/setup-payment-method-and-create-subscriptions) ### **Step 1: Create a secure checkout token** First, you'll need to create a **Checkout Session** with `mode: 'SUBSCRIPTION'`. This will result in checkout session information that contains a `secure_token` to be used in the next steps **Example - here’s how to generate a secure checkout session using **`mode: 'SUBSCRIPTION'`**:** ```python response = self.client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id='TODO_TARGET_CUSTOMER_ID', # (Optional), # (Optional) customer_email=None, line_items=[ CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_1', quantity=2), CreateCheckoutLineItem(price_id='TODO_DESIRED_PRICE_2', quantity=3), ], currency=CurrencyEnum.USD, mode=CheckoutMode.SUBSCRIPTION, return_url=RETURN_URL, success_url=SUCCESS_URL, ) ) ``` python Once the `secure_token` is generated, it’s ready to be used on the frontend to securely collect payment details. You’ll pass this token to the `OpenPayForm` constructor in your frontend app to handle the checkout. ### **Step 2: Implement the payment form** Use the `OpenPayForm` class to construct a secure form where customers can enter their payment details. The form operates the same way as a subscription form, but it only saves the payment method for future use. ###### **Pure Js Implementation example -in the frontend, you can now render the form like this:** **Javascript** ```javascript // Initialization const openPayForm = new OpenPayForm({ checkoutSecureToken: 'checkout-secure-token-uuid', // Token from Step 1 formTarget: '#payment-form', baseUrl: "" onChange: () => setError(undefined), onLoad: (amountAtm, currency) => { hideLoading() showAmount(format(amountAtm, currency)) }, // Called when the form is loaded onValidationError:(message) => setError(message), // Handle form validation errors onCheckoutSuccess: (invoiceUrls, subscriptionIds, customerId ) => { // Callback for successful checkout // handle successful checkout }, onCheckoutError: onCheckoutError, // Handle any checkout errors }) // Elements openPayForm.createElement('card').mount('#card-element');// Create and render the card element // Submission document.querySelector('#submit')?.addEventListener('click', () => { openPayForm.submit(); }); ``` javascript **HTML** ```xml
``` xml **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onLoad`: Triggered when the checkout form is successfully loaded. It includes `totalAmountAtoms` and `currency`. * `onValidationError`: Handles any validation errors from the form fields. * `onCheckoutSuccess`: A callback that returns the `invoiceUrls`, `subscriptionIds` and `customerId` after the checkout process is successful. * `onCheckoutError`: Handles any checkout error during the process. For detailed props and callbacks, please refer to the **main guide**: [Guide (.js) Integrating payment elements](/developer-resources/openpay.js/guide-.js/) **Note if you are testing in staging/sandbox** - set baseUrl prop to point to our sandbox environment, baseUrl defaults to our production environment. **Example:** ```markdown new OpenPayForm({ baseUrl: isStagingEnv ? "https://cde.openpaystaging.com/": undefined }) ``` markdown ### **Step 3: Handling a successful checkout** Once the customer successfully checkout with their payment method, the `onCheckoutSuccess` callback is triggered. The callback returns the `invoiceUrls`, `subscriptionIds` and `customerId`. * Invoice urls can be used to display invoices or redirect to invoice page * Subscription IDs can be used for further processing with OpenPay SDK * Customer ID is the created customer on OpenPay side during checkout process. If you are creating the checkout session for specific customer, it will return that specific customer ID # Set up payment method Save a payment method without creating a subscription. Sometimes you might need to save a customer’s payment details for future use without initiating a subscription. In this guide, we’ll show you how to securely collect and store a payment method using the `setup` mode. ### **Step 1: Create a secure checkout token** First, you'll need to create a Checkout Session with mode: 'setup'. This is done using the same API endpoint as for subscription checkout, but we provide a different mode to signify that we are only setting up payment details, not charging the customer. **Checkout API Example:** Here’s how to generate a secure checkout session using `mode: 'setup'`: ```python checkout = client.checkout.create_checkout_session( CreateCheckoutSessionRequest( customer_id=customer_id, # (Optional) To create session specific customer line_items=[], # No line items for setup mode mode=CheckoutMode.SETUP, # Setup mode for saving payment info ) ) secure_token = checkout.secure_token # Token to be passed to frontend ``` python Once the `secure_token` is generated, it’s ready to be used on the frontend to securely collect payment details. You’ll pass this token to the `` component in your React app to handle the payment setup. ### **Step 2: Implement the payment form** Use the `` component to display a secure form where customers can enter their payment details. The form operates the same way as a subscription form, but it only saves the payment method for future use. **React implementation example:** In your frontend, you can now render the form like this: ```markdown setError(undefined)} onLoad={onLoad} // Called when the form is loaded onValidationError={(message) => setError(message)} // Handle form validation errors onSetupPaymentMethodSuccess={(paymentMethodId) => { // Callback for successful setup console.log("Payment Method ID:", paymentMethodId) // Use the saved payment method ID }} onCheckoutError={onCheckoutError} // Handle any checkout errors > {({ submit }) => ( <> {/* Additional form elements or UI components */} {/* Trigger form submission */} )} ``` markdown **Key callbacks and props:** * `checkoutSecureToken`: The secure token generated from the backend to link the session. * `onSetupPaymentMethodSuccess`: A callback that returns the `paymentMethodId` after the setup process is successful. * `onValidationError`: Handles any validation errors from the form fields. * `onCheckoutError`: Handles any errors during the setup process. For detailed props and callbacks, please refer to the** **main guide: [Guide (React) Integrating payment elements](/developer-resources/openpay-react/guide-react/) **Note if you are testing in staging/sandbox - **provide `baseUrl` prop with our staging environment. `baseUrl` is default to our production environment.\ **Example:** ```markdown ... ``` markdown ### **Step 3: Handling a successful setup** Once the customer successfully saves their payment method, the `onSetupPaymentMethodSuccess` callback is triggered. This callback provides a `paymentMethodId`, which can be saved in customer's details and can be used to perform further actions. # Separate elements with styled containers The following example uses TailwindCSS to style containers wrapping OpenPay Elements. ```javascript import { ElementsForm, FieldName, CardNumberElement, CardExpiryElement, CardCvcElement, } from '@getopenpay/openpay-js-react'; import { FC, PropsWithChildren, useState } from 'react'; interface InputProps { type?: string; placeholder: string; openPayId?: FieldName; } const Input: FC = ({ type, placeholder, openPayId }) => ( ); const StyledWrapper: FC = (props) => { const { children } = props; return
{children}
; }; const HorizontalRule: FC = () =>
; function CheckoutForm() { const [error, setError] = useState(undefined); const [amount, setAmount] = useState(undefined); const onLoad = (totalAmountAtoms: number) => { setAmount(`$${totalAmountAtoms / 100}`); }; const onCheckoutError = (message: string) => { setError(message); }; const onCheckoutSuccess = (invoiceUrls: string[]) => { // Invoice URLs are returned here console.log('invoiceUrls', invoiceUrls); }; return ( setError(undefined)} onLoad={onLoad} onValidationError={(message) => setError(message)} onCheckoutSuccess={onCheckoutSuccess} onCheckoutError={onCheckoutError} > {({ submit }) => ( <>
{error && {error}} )} ); } ``` javascript # Stripe Enable Stripe as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ]\[ ] Enable raw card data APIsGenerate Keys in StripeHook up to OpenPay * [**Enable access to raw card APIs**](https://support.stripe.com/questions/enabling-access-to-raw-card-data-apis) on Stripe - [**Head over here**](https://support.stripe.com/contact/email?body=I%20would%20like%20to%20request%20that%20Stripe%20enable%20raw%20card%20data%20APIs%20for%20my%20account.%20The%20self%20assessment%20questionnaire%20\(SAQ%20D\)%20and%20Onsite%20Attestation%20of%20Compliance%20are%20attached%20to%20this%20request.\&question=other\&subject=Request+to+enable+raw+card+data+APIs\&topic=other\&refcode=l9wV) to submit the request:`I would like to request that Stripe enable raw card data APIs for my account` [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/VrUZoizNyvcNiV6DxpDTT.png)]() * **This is the message you can write in the text box:** > I would like to request that Stripe enable raw card data APIs for my account. The self assessment questionnaire (SAQ D) and Onsite Attestation of Compliance can be found here: To enable secure communication between OpenPay and your Stripe account, make sure to add your publishable and restricted Stripe keys in OpenPay. d your publishable and restricted Stripe keys in OpenPay.[**Sign in to Stripe**](https://dashboard.stripe.com/login) * Create a new restricted key [**in Stripe here**](https://dashboard.stripe.com/apikeys) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/9J-WDrgiAu4GyS3_mqgYh.png)]() [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/xr1BbG9g5FtxPysJWzcrF.png)]() * **Copy down your restricted key and publishable key (you will need to add these to OpenPay)** - Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor. * Select **Stripe**, and enter your **publishable key and restricted key**. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/FFltv5O-1Qy5VutbS73nL.png)]() * Toggle on credit card as a payment method. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/O_vzOtT9CvtgB30MX04m_.png)]() * Click **Create.** ## Enable Apple/Google Pay **NOTE: **We're using Stripe.js APIs directly here and we don't have control of their availability decision. we're just returning what Stripe returns.\ Usually, Stripe's ApplePay will only available on Safari browser on Mac and iPhone/iPad. GooglePay on Android and some Chrome desktop (it checks the availability strictly including considerations for added cards to GooglePay). For more information, please check [Stripe’s Docs here](https://docs.stripe.com/testing/wallets?ui=payment-element#device-requirements). You can compare with this Stripe's demo pages : [https://stripe-payments-demo.appspot.com/ (or) ](https://stripe-payments-demo.appspot.com/) \[x] Register Your Domain **NOTE**: You need to have a custom domain before enabling Apple/Google pay. Before you can process payments via Apple Pay or Google Pay, **you must register your website's domain in the Stripe dashboard**. This ensures your domain is authorized to display Apple Pay and Google Pay elements. [**Register your domain here.**](https://dashboard.stripe.com/settings/payment_method_domains?enabled=true) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/CVmAhl1TAN_ctqU00gVVK.png)]() After you register you domain, toggle on Apple/Google pay in your [**Stripe processor settings in OpenPay**](https://app.getopenpay.com/payment-processors)**.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/igt6jCc41wZJOZTT4XH8D.png)]() You can embed Apple/Google Pay directly into your custom checkout form using OpenPay’s ``. [**Learn how to implement Apple/Google Pay using OpenPay.js here.**](https://docs.getopenpay.com/developer-resources/openpayjs/guide-js/apple-google-pay-submission) [**Learn how to implement Apple/Google Pay using OpenPay React here.**](https://docs.getopenpay.com/developer-resources/openpay-react/guide-react/apple-google-pay-submission) # Comparing alternate LTV formulas Customer Lifetime Value (LTV) is a core subscription metric that helps quantify the value a customer brings to your business over time. Different platforms compute LTV in different ways, and it's important to understand the tradeoffs behind each methodology. Let’s compare OpenPay’s blended LTV approach against an alternate popular approach. ## OpenPay’s blended LTV approach This is how OpenPay calculates LTV: Blended LTV=#total customersMRRchurned​+Expected MRRactive​​ You can find a full breakdown of the calculation here: [LTV OpenPay calculates Blended LTV (Blended Lifetime Value), giving you a single metric that reflects the overall value of your customer base, across all lifecycle stages.](/reporting/mrr/ltv/) ### Advantages * Based on **actual customer payments**, not just averages * Accounts for both churned and active customers * Adjusts expected value based on **actual observed lifetimes** * **Stable** across time and less prone to short-term churn swings * Granular, customer-level data powers the metric ### Limitations * Requires more **data infrastructure** (MRR tracking, churn lifetimes, etc.) * **Not available** until at least 10 customers have churned ## Alternate popular LTV approach This is how many other platforms calculate LTV: LTV=Churn rateARPA​ Where: * **ARPA** = Average Revenue Per Account during the interval * **Churn Rate** = % of customers who churned For example if ARPA = $100 and churn rate = 5%, then: LTV=0.05100​=2,000 ### Advantages * **Simple** to understand and calculate * Good for **high-level benchmarking** * Requires limited data (only ARPA and churn rate) ### Limitations * Doesn't reflect **actual customer payments** * Sensitive to **short-term churn volatility** * Because churn is in the **denominator**, a spike in churn (e.g., seasonal downgrades or a one-time issue) can cause **LTV to drop sharply**, even if actual customer value hasn’t changed. * Likewise, a dip in churn (e.g., from a short-term promo) may inflate LTV temporarily. * Overly **simplified** - assumes revenue and churn stay constant over time * This method assumes that current ARPA and churn rate will continue indefinitely — no changes in customer upgrade/downgrade behavior, payment failures, or retention strategies. * So it's not tracking individual payment histories or predicting future behavior for real customers. * May **mislead** when customer behavior is non-linear (e.g., seasonal, tiered pricing, trial-to-paid conversions) While ARPA/churn rate may be effective as a quick benchmark, this approach can distort reality when revenue and churn vary across customers. OpenPay's blended LTV, while requiring more data, gives a more accurate, stable, and actionable view by **grounding predictions in actual MRR behavior.** # Cybersource Enable Cybersource as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ] Generate keys in CybersourceHook up to OpenPay To enable secure communication between OpenPay and your Cybersource account, make sure to add your Cybersource publishable and secret keys, as well as your client ID into OpenPay. [**Sign in to Cybersource**](https://businesscenter.cybersource.com/ebc2/) * Navigate to **Payment Configuration → Key Management** * Click **+ Generate Key** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/SPUolqzj-bWeM1jRev2nu.png)]() * Under REST APIs, select **REST - Shared Secret** and then click **Generate key** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/tKpAmXu5SoQd2Lc_Z8oA7.png)]() * The REST API Shared Secret Key page appears [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/GMz0We2vGPUcvVH1ga-gF.png)]() * **Copy both the public key and shared secret key (you will need to add these to OpenPay)** * Your **Client ID** is the same as the Merchant ID found in your merchant dashboard - **copy this down as well to add into OpenPay** - Select **Cybersource**, and enter your** Publishable key, Secret key, and Client ID** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/FxD6pMnCfm-ukAbEcRKX-.png)]() * Toggle on credit card as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/8Ox5--z7CLECcto9khp8t.png)]() * Click **Create** # Migrating from HubSpot Migrate your customers' billing information from HubSpot to OpenPay. ### **Export subscriptions from HubSpot** * Navigate to **Commerce > Subscriptions** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/y4fuOwOZ-HPfMczXkmof5.png)]() * Click **Export** on the top right corner of the table [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/yVmdwn4OkN4M3iHT8fxRn.png)]() * Under the **Customize **dropdown, select: * **All properties and all associations on records** * **Include associated record name** * **Include all associated records in each association column** * Click **Export** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/xK1W9ucPG_SjP4DR8qhwk.png)]() * HubSpot will email you a .csv including all relevant customer subscription and billing information. Send that to [**support@getopenpay.com**](mailto:support@getopenpay.com). ### **Export products from HubSpot** * Navigate to **Commerce > Products** * Click **Export** on the top right corner of the table * Under the **Customize **dropdown, select: * **All properties and all associations on records** * **Include associated record name** * **Include all associated records in each association column** * Click **Export** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/znWOwtNNciN1OPhsYlmbX.png)]() * HubSpot will email you a .csv including all relevant product catalog information. Send that to [**support@getopenpay.com**](mailto:support@getopenpay.com). ### **Request a payment data export from Stripe** In order to migrate your customer payment information over to OpenPay, we'll need you to [**reach out to Stripe**](https://support.stripe.com/contact?email=true\&subject=Migration+away+from+Stripe) and **request a payment data export for OpenPay.** **You'll want to provide Stripe's team with:** * [OpenPay’s PGP key](https://docs.getopenpay.com/get-started/set-up-your-account/migrate-to-openpay/pgp-encryption) - [**OpenPay's proof of PCI compliance**](https://drive.google.com/drive/folders/1_EbtM0mgX0QL2-WoxnoFc-U2ltkhGC0F) Stripe will prepare an encrypted JSON export file containing your data, including the card details of your customers, email addresses, and any attached metadata. They will then arrange a secure transfer with OpenPay, and we will use this file to import the data into our system. ### **Complete transition to OpenPay** * Once we receive everything above from you, we will migrate all of your customers/subscriptions/products/prices over to OpenPay * We will then mark everyone as **manual collection** in OpenPay (so no one will automatically start being billed yet) * Once we’ve verified all information has been successfully migrated over, we will have you cancel all of your subscriptions in HubSpot * Finally, we will mark everyone as **auto collection** in OpenPay - **billing will resume uninterrupted** # Guide (.js) Integrating payment elements This guide provides an overview of using OpenPay.js Elements in your application, including embedding secure payment fields, handling callbacks, managing billing information, and customizing styles for a seamless checkout experience. \[x]\[ ]\[ ]\[ ] Elements OverviewHandling CallbacksBilling InformationCustomizing Styles Elements are secure embeds that host various payment fields on our servers, ensuring PCI compliance. You can initialize the form using `const openPayForm = new OpenPayForm({ checkoutSecureToken, ...optionalConfigurations })` This `checkoutSecureToken` token is generated by creating a checkout session through the OpenPay Python/Typescript SDK in the backend. **Learn how to create a checkout session:** [Create subscriptions via checkout This is for when you want to accept payments and directly create subscriptions in one simple form.](/developer-resources/openpay.js/guide-.js/create-subscriptions-via-checkout) ### **Form target (optional)** This is the render scope of the form, defaults to `document.body` . You can specify the query selector string of the container to which the OpenPayForm have to be rendered. Please note that if you specified a container, the payment elements and billing information inputs are also need to be rendered inside the container. ### **Elements** The library provides separate elements for different card details, as well as a combined input for all details in one field. You can create the payment card elements via form instance and render them to your desired container via form instance. #### **Combined card element for easier setup** ```javascript const cardElement = openPayForm.createElement('card', options); cardElement.mount('#card-element'); ``` javascript #### **Separate elements for your specific needs** ```javascript const cardNumberElement = openPayForm.createElement('card-number', options); const cardExpiryElement = openPayForm.createElement('card-expiry', options); const cardCvcElement = openPayForm.createElement('card-cvc', options); cardNumberElement.mount('#card-number-element'); cardExpiryElement.mount('#card-expiry-element'); cardCvcElement.mount('#card-cvc-element'); ``` javascript The `OpenPayForm` constructor accepts various callback functions to handle user interactions, errors, and form state changes. These callbacks can be customized to tailor the checkout experience. * `onFocus?: (elementId: string) => void`\ Triggered when a form element gains focus.\ Parameters: * `elementId`: The ID of the element that gained focus. * `onBlur?: (elementId: string) => void`\ Triggered when a form element loses focus.\ Parameters: * `elementId`: The ID of the element that lost focus. * `onChange?: (elementId: string, field: AllFieldNames, errors?: string[]) => void`\ Triggered when a form element's value changes.\ Parameters: * `elementId`: The ID of the element whose value changed. * `onLoad?: (totalAmountAtoms?: number, currency?: string) => void`\ Triggered when the form is successfully loaded.\ Parameters: * `totalAmountAtoms`: (Optional) The total amount to be processed in atomic units (usually the smallest unit of currency). * `currency`: (Optional) The currency code for the transaction. * `onLoadError?: (message: string) => void`\ Triggered if there is an error loading the form.\ Parameters: * `message`: A string describing the error. * `onValidationError?: (field: AllFieldNames, errors: string[], elementId?: string) => void`\ Triggered when there is a validation error.\ Parameters: * `field`: The field with a validation issue. * `errors`: An array of error messages. * `elementId`: (Optional) The ID of the element where the error occurred. * `onCheckoutStarted?: () => void`\ Triggered when the checkout process starts. * `onCheckoutSuccess?: (invoiceUrls: string[], subscriptionIds: string[], customerId: string) => void`\ Triggered upon a successful checkout.\ Parameters: * `invoiceUrls`: Array of invoice URLs. * `subscriptionIds`: Array of subscription IDs. * `customerId`: The customer's ID. * `onCheckoutError?: (message: string) => void`\ Triggered when an error occurs during checkout.\ Parameters: * `message`: A string describing the error. * `onPaymentRequestLoad?: (paymentRequests: Record<'apple_pay' | 'google_pay', PaymentRequestStatus>) => void`\ Triggered when payment request methods (Apple Pay / Google Pay) are loaded.\ Parameters: * `paymentRequests`: An object containing the status of Apple Pay and Google Pay. To proceed with checkout, customer billing information is required. While OpenPay.js allows you to implement these fields in your own way, it is important to include the `data-opid` attribute with the predefined field names. This ensures OpenPay can access and process these fields correctly. All billing information fields should be rendered within the same target container as the OpenPayForm. Here are the available field names: * `FieldName.FIRST_NAME` * `FieldName.LAST_NAME` * `FieldName.EMAIL` * `FieldName.ZIP_CODE` * `FieldName.COUNTRY` * `FieldName.PROMOTION_CODE` By managing the input fields yourself, you gain full control over validation, styling, and autofill functionality. You can customize the appearance of OpenPay elements by passing a `styles` object when creating an element. Here are some CSS properties you can apply: * `backgroundColor` * `color` * `fontFamily` * `fontSize` * `fontWeight` * `margin` * `padding` **Example:** ```javascript const cardElement = openPayForm.createElement('card', { styles: { color: '#32325d', fontSize: '16px', } }); ``` javascript ### **Placeholder customization:** * For individual card elements, the placeholder accepts a string value. * For the combined card element, the placeholder accepts an object with specific placeholders for card number, expiry, and CVC.\ `placeholder` : `string | { cardNumber: string, expiry: string, cvc: string }` * Placeholder can be styled via `placeholderStyle` prop. It supports the following type to style placeholder to specific needs.\ `placeholderStyle` : `{ color?: string, fontSize?: string, fontWeight?: string, fontFamily?: string, letterSpacing: OptionalString, lineHeight: OptionalString, }` **Example:** ```javascript const cardElement = openPayForm.createElement('card', { styles: { placeholder: { cvc: "Security code" } } }); ``` javascript # Collecting payments There are many ways to start a subscription or collect a payment. You can choose the one that best works for your environment. In accordance to PCI compliance rules, we cannot allow credit card PANs to go through your system, so you will notice all options below allow us to relieve you of needing to be PCI compliant by having payment details sent directly to us. [Hosted Checkout Form ](/get-started/integrate-with-openpay/collecting-payments/hosted-checkout-form)[Embedded Checkout Form ](/get-started/integrate-with-openpay/collecting-payments/embedded-checkout-form)[Setup Payment Method and Checkout Later ](/get-started/integrate-with-openpay/collecting-payments/setup-payment-method-and-checkout-later)[One-off Payments](/get-started/integrate-with-openpay/collecting-payments/one-off-invoices) # Sample Demos Explore some of our code samples to see how to integrate OpenPay into real-world applications. These demos are designed to help you get up and running quickly, so whether you're testing hosted checkout, working with webhooks, or building fully custom payment flows. In this documentation, you’ll find some of our demos. Each demo includes setup instructions and showcases a different use case. ### **Hosted Checkout – TypeScript** * **Description**: End-to-end demo built with [OpenPay’s TypeScript SDK](https://www.npmjs.com/package/@getopenpay/client?activeTab=readme) for creating customers and redirecting them to OpenPay’s hosted checkout page using * **Tech stack**: Express, TypeScript * **Key features**: * Create customer * Generate hosted checkout session * Handle return/success URLs * **Repository**:[ OpenPay’s Hosted Checkout Example](https://github.com/getopenpay/openpay-ts-examples/tree/main/openpayhostedcheckout) ### One-Time Invoices Generator (Overage Billing via REST API) * **Description**: Shows how to create a one-time invoice by combining product, price, and invoice creation via OpenPay’s REST API calls using Axios. * **Tech stack**: JavaScript, OpenPay API. * **Key features**: * Create a product and price dynamically * Generate a one-time invoice (overage or add-on billing) * Works with licensed (non-metered) usage * **Repository**: [OpenPay’s One-Time Invoice Generator Example (REST API)](https://github.com/getopenpay/openpay-ts-examples/tree/main/openpay-restapi-invoice-sample) ### **One-Time Invoices Generator (Overage Billing with TypeScript SDK)** * **Description**: End-to-end demo for programmatically charging a customer for extra usage using OpenPay’s TypeScript SDK. * **Tech stack**: TypeScript + `@getopenpay/client` - TypeScript SDK * **Key features**: * Uses the OpenPay SDK to create products and prices * Pulls the customer’s stored payment method * Finalizes and auto-charges a one-time invoice * **Repository**: [OpenPay’s One-Time Generator Example (TypeScript SDK)](https://github.com/getopenpay/openpay-ts-examples/tree/main/openpay-invoice-sample) # Add tax IDs to invoices Tax IDs on invoices are important for compliance, enabling accurate tax reporting, cross-border VAT handling, and helping customers claim tax deductions or credits. You can add a tax ID for **both your business and your customer** on your invoices. ## Adding a tax ID for your business [Head over to your invoice settings here](https://app.getopenpay.com/business-settings?tab=invoice) to add your business tax ID. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/SIXqfShkEpqaLFNCpwQMC.png)]() ## Adding a tax ID for your customer Head over to your customer’s details page and edit their details to add their tax ID. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/0bIJBgjff4t3H4wkJTLJd.png)]() # Enable dunning OpenPay’s automated dunning system maximizes revenue recovery using a combination of retries and emails over a dunning period tailored to the subscription billing cycle. We ensure a seamless payment recovery experience by sending merchant-branded, localized emails that include a unique, secure payment link requiring no customer sign-in. [**You can enable dunning here.**](https://app.getopenpay.com/business-settings?\&tab=dunning) ## Example emails Email 1: **Your PayGPT subscription payment failed** Hi Henley,\ \ I noticed that your **Platinum** subscription payment of $599.99 didn’t go through. We’ll try your card again in a few days, but here’s an easy way for you to _update your payment information._\ \ Let me know if you have any questions.\ \ Suzie Johnson,\ Head of Customer Success, PayGPT\ \[pay\_gpt\_logo] ## Cadences by cycle length ### Long cycles (>21 days) The fixed cadence is as follows: | Day | 0 | 4 | 8 | 12 | 21 | | ------------------- | --------------- | ---- | ---- | ---- | ---- | | **Payment attempt** | Initial failure | 1 🔄 | 2 🔄 | 3 🔄 | 4 🔄 | | **Email** | 1 | 2 | 3 | 4 | 5 | ### Medium cycles (<21 days) The fixed cycle is as follows: | Day | 0 | 3 | 6 | N = last day before cycle renewal | | ------------------- | --------------- | ---- | ---- | --------------------------------- | | **Payment attempt** | Initial failure | 1 🔄 | 2 🔄 | 3 🔄 | | **Email** | 1 | 2 | 3 | 4 | ### Short cycles (<7days) There is no dunning in this case. --- **See all available dunning settings here:** [Dunning Configure your dunning settings to leverage OpenPay’s fully automated failed payment recovery using a combination of AI-powered smart retries, emails, and payment links.](/get-started/set-up-your-account/settings/dunning) # Python SDK Python SDK v0.0.29 The OpenPay Python SDK (`getopenpay`) enables developers to seamlessly integrate OpenPay into Python applications. It provides straightforward, intuitive classes that abstract HTTP requests, handle request formatting, and parse responses from the OpenPay API. This guide walks you through integrating OpenPay using Python. ## Installation Install via pip: ```plaintext pip install getopenpay ``` plaintext ## SDK architecture The OpenPay SDK exposes: * A main `OpenPay` class for API key configuration * Resource-specific APIs like: * `customers` * `subscriptions` * `payment_links` * `checkout` * All methods accept and return standard Python dictionaries ## Initialize the SDK You must create an instance of `OpenPay` with your API key: ```python from getopenpay import OpenPay client = OpenPay(api_key="sk_test_abc123") ``` python You can also configure a custom API base (e.g., for staging): ```python client = OpenPay( api_key="sk_test_abc123", base_url="https://connto.getopenpay.com" ) ``` python ## Examples ### Create a customer ```python created_customer = client.customers.create({ "email": "opemipo@disu.com" }) ``` python The result contains `customer_id`, which you’ll use for subscriptions or checkouts. ### Create a subscription ```python created_subscription = client.subscriptions.create({ "customer_id": "cus_abc123", "price_id": "price_xyz456" }) ``` python Ensure that `price_id` and `customer_id` refer to real resources. Prices are typically created via the OpenPay dashboard or Prices API. ### List subscriptions ```plaintext subscriptions = client.subscriptions.list() ``` plaintext Returns a list of subscriptions associated with your account. ### Create a payment link ```plaintext payment_link = client.payment_links.create({ "amount": 1000, "currency": "usd", "description": "Consulting session", "redirect_url": "https://yourapp.com/thanks" }) ``` plaintext You can embed or email the returned `payment_link["url"]`. ### Create a checkout session ```plaintext checkout = client.checkout.create_session({ "customer_id": "cus_abc123", "price_id": "price_xyz456" }) ``` plaintext To validate a session: ```plaintext client.checkout.validate_session(checkout_attempt_id="checkout_abc123") ``` plaintext ## Handling errors All errors raise `OpenPayException`. ```plaintext from getopenpay.exceptions import OpenPayException try: client.customers.retrieve("invalid_id") except OpenPayException as e: print("Error:", e) ``` plaintext ## Notes on usage * Every method accepts a `dict` and returns a `dict` * SDK methods map 1:1 to OpenPay’s REST API endpoints * Some methods may require required fields to be explicitly present (e.g. `price_id`, `customer_id`) ## Reference * [OpenPay API reference](https://docs.getopenpay.com/openpay-api) * [PyPI package](https://pypi.org/project/getopenpay/) * Other SDKs: [OpenPay SDKs In this directory, you'll find OpenPay's official SDKs designed to simplify your integration with our APIs.](/developer-resources/openpay-sdks/) # Payload signature For your security, OpenPay signs every webhook request sent to your endpoints. The signature is included in the request's `signature-digest` header, and it follows the format ```markdown t=TIMESTAMP,SIGNATURE_VERSION=SIGNATURE[,SIGNATURE_VERSION=SIGNATURE_2,SIGNATURE_VERSION=SIGNATURE_3,...] ``` markdown * `TIMESTAMP` is an integer representing the POSIX timestamp (seconds since epoch) of the event creation. * `SIGNATURE_VERSION` is `v1` right now, but this could change in the future. * `SIGNATURE` is an HMAC SHA256 digest of the string ```markdown TIMESTAMP.DATA ``` markdown * `DATA` is the value of the `data` key in the payload. * There is one signature for every available secret, but you should only need to verify at least one. ### **Getting the secret** The signatures are generated using automatically-generated secret keys. You can obtain the secret used to sign payloads for your webhook from the Dashboard. 1. On the **Developers** page (where you created your webhook), click on the webhook that you want to get the secret for. 2. On the webhook’s details page, click the three dots to the right of the webhook name. Select **Show Secret** from the menu that appears. 3. You can now copy the secret to clipboard. If you need to get the secret programmatically (using something like cURL), do the following: 1. [Obtain an OpenPay API token](https://docs.getopenpay.com/get-started/integrate-with-openpay/api-keys) with the `ADMIN` role. (Webhook secrets can only be accessed using tokens of this role.) 2. Access the webhook secret from the API: ```markdown curl -X GET \ -H 'Authorization: Bearer SECRET_KEY' \ https://connto.getopenpay.com/webhook-endpoints/webhook_endpoint_XXXXXXXXXXX/reveal_secret # JSON response: # { # "id": "webhook_endpoint_XXXXXXXXXXX", # // ... # "secret": "whsec_XXXXXXXXXXXXXXXX" # } ``` markdown ### **Verifying a signature** To verify a signature, you will need to generate your own signature using the same data as above and compare the two digests. ```python from getopenpay.client import ApiKeys, OpenPayClient from getopenpay.utils.webhook_utils import InvalidSignatureError client = OpenPayClient(ApiKeys(...)) secret_key = 'whsec_XXXXXXXXXXXXXXXX' event_data = "{\"id\": \"event_dev_abcdefg12345678\", \"object\": \"event\", ...}" signature_digest = request.headers.get('signature-digest', None) try: client.webhook_utils.validate_payload( event_data=event_data, signature_digest=signature_digest, secret=secret_key ) except InvalidSignatureError: # or ValueError # ... ``` python ```python import hmac from hashlib import sha256 secret_key = 'whsec_XXXXXXXXXXXXXXXX' content = f'{TIMESTAMP}.{DATA}' signature = hmac.new( secret_key.encode('utf-8'), content.encode('utf-8'), digestmod=sha256 ).hexdigest() expected_signature = request.headers.get('signature-digest') is_valid = hmac.compare_digest(signature, expected_signature) ``` python # Churn Churn refers to the loss of customers or revenue over a monthly basis, typically due to cancellations, non-renewals, or failed payments. It represents the rate at which customers stop subscribing to a service or product. Understanding churn is crucial for businesses with subscription models as it helps measure customer retention, identify potential issues in the product or service, and develop strategies to minimize losses. [![link icon](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/4810vV_-WccyRTHhLLI3X.png) Track churn in OpenPay](https://app.getopenpay.com/analytics/churn/customer_churn) ## **Calculating churn rate** ### **Customer churn rate** Customer Churn Rate=(Number of Customers at the Beginning of the PeriodNumber of Churned Customers​)×100 Let's say at the beginning of January you have 200 customers. During the month, 31 customers churn. * Customers at the start of the month: 200 * Customers churned: 31 ### Net MRR churn rate Net MRR Churn Rate=(MRR at the Beginning of the Period(Churned MRR+Contraction MRR)−(Reactivation MRR+Expansion MRR)​)×100 Let's say at the start of the month, you have $500 in MRR. During the month, you lose $50 to churn and $15 to contraction, while one customer increases their MRR by $10. * Starting MRR: $500 * Churned MRR: $50 * Contracted MRR: $15 * Expanded MRR: $10 * Reactivated MRR = $0 Net MRR Churn Rate=(500(50+15)−(10+0)​)×100=11% ## Differentiating churn Voluntary churn and delinquent churn are two distinct types of customer churn that are based on the reason or cause of the churn. Both types of churn impact MRR, but they require different strategies to address. Voluntary churn is often a signal of customer dissatisfaction, while delinquent churn is typically a payment issue that may be resolved without losing the customer long-term. ### Voluntary churn Voluntary churn refers to customers who intentionally cancel or stop using a service. These customers actively decide to leave due to various reasons, such as dissatisfaction, a change in needs, or finding a better alternative. **Examples:** * A customer unsubscribing from a software service because they no longer find it useful. * A customer switching to a competitor due to better pricing or features. ### Delinquent churn Delinquent churn refers to customers who stop paying due to issues like payment failures, expired credit cards, or financial difficulties, but they might still be interested in the product or service. These customers technically "churn" because their payments are not processed, but they could return if their payment issues are resolved. **Examples:** * A customer who forgot to update their payment information, causing their subscription to be canceled. * A customer who misses a payment due to financial difficulties but still intends to continue using the service. # Braintree Enable Braintree as one of your payment service providers in OpenPay. Once you have a Braintree account, you can attach it as a [payment processor](https://app.getopenpay.com/developers?tab=processors) for your Openpay account. ### Obtaining values from Braintree In order to find the Merchant Id and Keys, select the API option the the settings on the top right corner of the screen. 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)]() Here you’ll be able to find all the values you will need. 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rAAC2tiGJzTIYAAAggggAACCCCAAAIIBAnwDwIIIIAAAggggAACCCCAAAII2F+AHiKAAAKeL8DCGs+/hvQAAQQQQAABBBBAILoFqB8BBBBAAAEEEEAAAQQQQAABBOwvQA8RQAABBBBAAIFQBFhYEwoKWQgggAACCHiyAG1HAAEEEEAAAQQQQAABBBBAAAH7C9BDBBBAAAEEEEAAAQQQiBkBFtbEjDNnQQCB0AXIRQABBBBAAAEEEEAAAQQQQAAB+wvQQwQQQAABBBBAAAEEEEAAAQQ8VoCFNS5fOgoigAACCCCAAAIIIIAAAggggID9BeghAggggAACCCCAAAIIIIAAAgjYX4AeIuC6AAtrXLeiJAIIIIAAAggggAACCCDgXgK0BgEEEEAAAQQQQAABBBBAAAEE7C9ADxFAAAEEYlWAhTWxys/JEUAAAQQQQACBuCNATxFAAAEEEEAAAQQQQAABBBBAwP4C9BABBBBAAAEEELCbAAtr7HZF6Q8CCCCAQFQIUAcCCCCAAAIIIIAAAggggAACCNhfgB4igAACCCCAAAIIIIAAAo8UYGHNI4kogIC7C9A+BBBAAAEEEEAAAQQQQAABBBCwvwA9RAABBBBAAAEEEEAAAQQQQACB2BCI2YU1sdFDzokAAggggAACCCCAAAIIIIAAAjErwNkQQAABBBBAAAEEEEAAAQQQQMD+AvQQgTgiwMKaOHKh6SYCCCCAAAIIIIAAAgiELkAuAggggAACCCCAAAIIIIAAAgjYX4AeIoAAAgggEFkBFtZEVs5dj0uVKlWxYsVefvnlNGnSuGsbaRcCCCCAAAIIRFaA4xBAAAEEEEAAAQQQQAABBBBAwP4C9BABBBBAAAEEEEDAjQRYWBONF+OEw080nsbLK378+K1atZo9e/aePXt++OGHBQsWzJ8/f9++fQcPHlyyZEmvXr1SpEgRrQ2Ia5WXKFFincNP9+7dwxKoWLGiVfCZZ54Jq5j75BcpUsRqcIYMGcJpWLt27aySVmLRokUTJ0784IMPypcv7+3t7XS4o1uuXLmc9jptWvWvWLHCaZfZVPN0OuvU/fr18/Z2PqMpSRx7ApwZAQQQQAABBBBAAAEEEEAAAQTsL0APEUAAAQQQQAABBBBAAAF7C/jYu3txoXcvv/zymjVr+vfvX7JkyaeeesqxyylTpnzppZc6dOiwdatv06ZN48WL57iXtKNAhNLJkyfP7fAj4fz584dagy6BVTBhwoShlnGrzFatWlkN1u9MOG1Lly6dVdJKFClSpGrVqi1btpw6deqWLVsqVKjgWIOjW5IkSRx3hUxb9Ye6BEe/6nPnztXpzKnPnz//8ccfBwYGhqyHHAQQQAABBBBAAAEEEEAAAQT+FSCFAAIIIIAAAggggAACCCCAAAL2F4jiHrKwJopBY7i6oUOHzp8/P2fOnI7nPXPmzF9//eWYkypV6n79+uXNm9cx08bpPHnyVH3wU6xYsRjoZrx48YYNG+bj4/H/NT3zzDOVKlWyxBo3bpQoUSJrM6KJLFmyTJw48cUXX4zogY8snypVqjlz5mTLls2U9PX1bdOmzZ07d8wmMQIIIIAAAggggAACdhGgHwgggAACCCCAAAIIIIAAAgggYH8BeogAAu4v4PFLAdyfOPpa2KBBgyZNmlj1Hz58uEWLFi+99FLJkiVLlSqlRPPmzbdv364C/vfvd+zYUQWUjguhXr16Ex/8dOnSJWb6W7BgwfDf7xIzzXjMs+gXJp7Da41SpUpds2bNR9Z5586dcg9+ypcvX6NGja5du27bts0clShRonHjxpl0VMUpU6acM2eOtZhs8+bN77zzzt27d6OqfupBAAEEEEAAgcgJcBQCCCCAAAIIIIAAAggggAACCNhfgB4igAACCCAQJwVYWOOplz1z5swfDBhgWh8YGDhp0qTatWtv3br18uXLJlOJ7du3N2/evF+/fj169ty8ebPJJ45aAb+bN02FvXr1SpcunUl7Ypw0adIGDRqYlp84ccIkWrRoYRLhxPr1O/ngR0cdPnx4xYoVOkqxOUS/qGnTpjXpx4+TJ08+c+bMPHnymKq+/fbbdu3asarGaBAjgEAEBCiKAAIIIIAAAggggAACCCCAAAL2F6CHCCCAAAIIIIAAAghEjQALa6LGMeZr+eSTT5ImS2bOu3Tp0tGjR9+/f99sOsVz5861Vjk47WLz8QXGjB0bGBioepInTz5w4EAlPDTUqVPniSeeUOPPnj3br18/JRTy5MkTia/TEsjy5ct1uAkFChQwiceMkyZNOn369IIFC5p61q9f3759+3v37plN+8b0DAEEEEAAAQQQQAABBBBAAAEE7C9ADxFAAAEEEEAAAQQQQAABBNxWgIU1bntpwmtYrly5ihQpYkpcu3Zt+PDhJh2JOF68eG+88Ubv3r1nzJixcOHCQYMG1a1bV5lOVaVPn/7tBz/NmzfXruTJk1etWvWTTz7RIR988EHJkiW9vLyUH2ooVqxY586dP//882XLln388cetW7dOlSpVyJItWrR4cIa3da748eNXqFBhxIgRq1atcmxMiRIlOnXqNH78+OXLl0+YMOHdd99V5Y5VNW7cWJXky5fPZGbMmFGbJiRNmtRkmjhlypSNGjUaPHjwokWLpk+fLoEyZcqYXRGK9+7dqxrMITIpV66cSbsYP7IZWbJkMe1XrLRjtYkSJVKmCWXLlnXcpXT58uXNrlq1amkz/ODt7d2iRQtTZvHixbt37z516pTZbNmypUlEKE6cOLFV3s/Pz0pHOqEKp06dWrhwYVPD2rVr9ZsQ1mIyldGvTfi/2JI3Poqdfot0uEKBAgW0S0ECqk05BAQQQAABBBBAAAEEEEAAgSAB/kEAAQQQQAABBBBAAAEEEEAAAfsL0MN/BVhY86+FB6UqVqxotXbJkiUXL160NiOUyJMnz7JlyyZMmPDOO++UKVOmaNGizZs3Hz169IoVK55//nnHqp599tkBD3569+6dKlWqlStXTpw4sXbt2jqkZcuWs2fPfv/99x3Lm3Tq1KnHjRu3YMGCbt26vf766y+++GKdOnX69eu3cePGKlWqmDJW3L9fvwdnGKBzjRo1asqUKQ0aNMifP7+PT9BvaZYsWaZPnz5nzpwePXpUr179hRdeeOONN7p3767KBw0alChRIlOP9qoSa51E1qxZtWlC8uTJTRnFOrva8NFHHzVr1qxIkSJly5aVwIwZMz777DP1TgUiFEaMGHH58mVzyODBgxM7rCkxmWHFrjTj2rVrffv0MV2oX7++Y1UlSpQw+YqF4LhLabVE+Qpi12b4QQLZs2dXmcDAwEWLFilevHixNhUqVaqUKVMmJVwPCRIkaNiwoSnvf//+oUOHTDrSccKECb/88stXXnnF1PDNN9+8++674ayqceUXW7CNGzeWj8LQoUNNzY6xfmm1S6Fy5cr+/v6Ou0gjgAACCCCAAAIIeI4ALUUAAQQQQAABBBBAAAEEEEAAAfsL0EMEEEAgWgWClixE6wniQuUnwvhx7HsYRU44lnE9bdZAmPK//PKLSVhxvHjxKoX2kytXLquMEoUKFVq5cmWBB1/T4+fnd+DAgf379yuhXfny5Vu0aNFTTz2ltFNQ5ZMnT86WLZvyAwODvgJJCYV27drpnEpY4Yknnvjmm29q1KihHH9/f7Xzu+++u3RcYoteAAAQAElEQVTpkjbTpEkzadKkV199VemQ4Z133nnzzTcd8xMmTDhr1qyyD1/KcvPmzXPnzlkFmjdv3qtXL2vzkYk2bdro7KZ3as+uXbuOHj3q/+CLtKpVq/b11197e3s/shLHApcvXx45cqTJefbZZ999912TDj92sRmqfPuOHaYqJ7Hy5cubfMVZsmTJkSOHEibkzp3bWg2zatUqkxlO3LJl8GtppPHnn3+q5JIlS8z11RVv1qyZcsIK3t7e+tVSyJMnT/HixVXVsmXLrIt14ODBW7duhXWsK/k+Pj66XmUevk9I3enSpYt+o8I61sVfbPVuxowZppKcOXPqKJM28ZNPPlm6dGmTXrBggUkQI4AAAgggEN0C1I8AAggggAACCCCAAAIIIIAAAvYXoIcIIIAAAggg4GkCLKzxtCv2oL1mUciDpNcvIRbWJEqUaHJoP3Xr1jWHKE6YMOHo0aPjx4+v9Jo1a0qVKlW7dm0VUGLnzp3KTJ48ed++fZVwCjqwSJEi8+fPL1euXP78+Xv06GG9OKRjx46OhQcMGJAhQwblHD169I033nj99debNGlSrFgxNU2ZCgMHDlRtSjiFihUr3r59+8svv2zdunWDBg38/f3v3r2rym/durV58+aqVasWLFiwePHiFSpUmDVrljm2adOm6dKlU7pt27YNGzZcu3at0gpHjhzRpgmXH7xUJnv27GqzdilI4OWXX27cuHGVKlXeqFbtr7/+UuaLL77o9GIYZT4yLFy4cN++faaY2pDrv2uYTL5jHKFmrFy50hybJ08eQ2o2JWASJpabSSi21tyoUz/88INywgk5cuSwFpGoI6bkmTNnvvvuO5PWVUiSJIlJh4z1+7b+wY9+kebOnfvBBx/ke/hVXOfOnevatWvIQyKUo18Sq6d37twZMWKEfiXCqkGFdVld/MVesmTJ9evXTVVOF/21114zlVy9etX6dTIliRFAIFiAfyGAAAIIIIAAAggggAACCCCAgP0F6CECCCCAAAIIIIAAAgh4sbDGI38JzHtlTNPDWWRgCoQaN2/e/LnnntOun376qUuXLmbRiTaV6Nmzp1krU6tWLeutJ9plhS1btvTp0+fkyZNqxtKlS63VLXnz5o0XL54pVqBAgboP1vHcunWrdevW1uoftXbEiBG//vqrimXJkqVatWpKOAX/+/fVPBXbtGnTnj17AgICVODw4cOvv/56q1atfv75Z5Nz/PjxDz74QM3Q3kSJEr300ktK7N+///vvvz/38H02165d06YJ9+7dU4G+ffuqsBIzZ86cNGmS6ak21cKPPvpICYWOHf+zQkg5jwyBgYH9+/dXy1Uyfvz4w4YN8/YO77U3EWrGhg0b7ty5o5oVypUrp1hB2k8//bQSumSKFazVJ0pbC2tWr16ttiknnNCiRQtv76DWimvdunVWyUWLFpn0k08+qV8Gk3Yx1kl37tzZrFmzvx4sV3LxqFCL3b59e/r06WaXrp3S4Xxdl35zQvvF9pJSyF9s/QJbfdSvouPiIW2aM65YscLCNznECCCAAAIIIIAAAggggAACCCDgngK0CgEEEEAAAQQQQAABBBBAAIHoEGBhTXSoRr5OF4/83//+Z5XMmTOnlTaJe/fuzXP4uXnzpsl3jM0yFOV8++23SZMmfcLhx8/Pz3wZkPaG+uaVOXPmaJcVdj54w402EyRIYF4bo7T1xTo//PDD9evXHap/IkWKFAcPHlQZhdy5cyt2CuvWr9+7d69TpjZPnTqlWCFjxowlS5asXLlyrVq1bt++rRyFZ599VvEjg9XxDRs2OLZKaUv1mWeekckjq3Iq8Msvv3w9bZrJLFKkiNMbUEy+FUeoGbqCmzdvNsdaK2asxKRJky5evKi9qtOsOFGstHIUrLfdKB1qSJkyZe3atc0up0Uk69ev17Uzu1q0aGESIeOAgIDDD34OHTq0ZcuWBQsWfPLJJ2pe06ZNf/vtt5DlI5EzZMgQNcYcqF/4adOmhXWBrI67+Is9c+ZMtV81J0+evEqVKkoopE6dunjx4kooqDuKCQgggAACCCCAAAIIIIBAFAtQHQIIIIAAAggggAACCCCAAAII2F+AHtpEgIU1UXAhs4Xx41h1GEWyOZZxPW0tAdEhIde+3Lt3r6/Dz+UHX4Gkko4hb968ZrNLly4/hvhRa83e7Nmzm4RjfOLECcfNK1euWJsJEyY0aav+kiVLhqj+R2vRSaj179mzx1TiFBcpUuSrr77au3fvzp07Z8+e/eWXX44ZM8ZamhPWSgvHSjJkyJAqVSqToxqcGrZlyxazy9vb2xIwOS7GY8eOPXv2rCncu3fv1KlTm7RTHIlmWOtjSpYokSBBAlVoffHTmjVrzKITHx+f8uXLa1fZsmWVVuL48eOOvyrKCRkaNmxovanl6aefHuDw06tXL+vi6tesRIkSIQ9Xzt27d2s8+KlZs+bbb7+tjk+YMOGPP/7QrqgKAQEBXbt2PXDggKnwhRdemDx5svXLZjJNbP3iufiLffLkSV9fX3NsgwYNTKJq1arm3UuHDx9+JKA5hBgBBBBAAAEEELC1AJ1DAAEEEEAAAQQQQAABBBBAAAH7C9BDBBBAAIGwBFhYE5aMW+c7PuyvWbOmK2tKnPqTIUMGp5xQN0N9Dczdu3cdC/v7+ztumvTj1O/n52cqseIkSZKMGDFi4cKFFStWTJs2rfLv379/8eLF06dP37p1S5suBhdbpdpC7bjyww9q+aBBg0yZJ598sl+/fibtFEeiGVu2bLlx44bqSZosWbFixYRQsGBBbR4+fPjMmTNr165VWsF8G5SJtWktx1E61BAvXrzmzZtbu8T79n9/HB3CeWmNVUP0JW7fvt2qVauTJ0+aU5QsWXLs2LFqv9m0YhdtHfs17eF7hgSbJUsWVWV9D5R+5bRJQAABBBDwLAFaiwACCCCAAAIIIIAAAggggAAC9heghwgggAACCCCAQAwKsLAmBrGj7lRnz549fPiwqS9Dhgxdu3Y1addj6zt6li5d2jnsn8WLF7tep2NJq361M+zqOw8fPtzxqLDSnTp1atCggbe3d0BAwIIFC6pVq5Y3b94iRYqULl16//795qjAwECTCCf+/fffrb0jR44Mp2HWl1VZ5V1MrF+/3vraptq1a1vfKOR4eCSacefOHdVsKin/4Eca2jRLanbt2mVeLVOmTJmkSZMq1i6FVatWKQ4nVK5cOWPGjOEUcNxVoUIFx/UojrtiJn358uW33nrr8uVL5nRVqlQZNmyYSVux9Yvn+i/2zp07raPq1auXPn36okWLqsLbt2+vWLFCCQIC0ShA1QgggAACCCCAAAIIIIAAAgggYH8BeogAAggggAACCCCAAAKeLcDCGk+9fj179rTeHPN2y5YNGzaMUE9+/vlnUz5lypSrQvx88803Ju/IkSOmWERjq/5MmTJt2LDB1GbFq1evNumtW7e6UnPFihVNsY0bN/bu3funn366d++eyXnuuedMwiw0MWnrJTpO3xZ0/fr106dPmzL37983bXCMrY6fO3fOFItEPHDgwNu3b5sD69SpYxKOceSaYb1+5tVXX61QoYKpcN26dUqov99++60SyZIl69Sp0xNPPKG0lI4fP65EOOHtt982e/1u3hwRxs/Dt7Z4+fj4OL7exhwYw/HJkydbt25j8TZo0KBPnz6ObbB+8Vz/xQ4MDJwxY4apRNerevXq6qk2165dqyulBAEBBBBAAAEEEEAAAQQQQACBuCNATxFAAAEEEEAAAQQQQAABBBBAwEnAhgtrnHpo181ff/117Nixpnfx4scfPnz41KlTc+XKZdYEmPwnn3zy5ZdfTpo0qdl0jDdt2mQ2K1SoYK2uMDnp06dftWpVhw4dzGbk4u+++87vwTc6pU6d+uOPP06UKJFVT4IECdTySZMmhdowq5hjIn78+GbzxIkTJmHiunXrPv300ybtGF+8eNFs5smTxxFEmVbHu3fvXqRIEeVYoWjRor6+vmXLlrVyIpc4ffr0Z599Fv6xkWjGzp07L10KellLtmzZypcvr/r1O2CBrH34bVBt2rTRLgVdRMXhhAIFClgCq1av/jKMn4EDB169etXUU79+fdevmjkkyuMffvihW7duAQEBpua2bdu2a9fOpBVbsBH6xV66dKlZQ5MhQ4bOnTurHoX58+crJiCAAAIIIIAAAggggID7CtAyBBBAAAEEEEAAAQQQQAABBBCwvwA9RCD2BVhYE/vXINItmDx5svWtQ6qkfPny69evP3LkyPLly2fMmLFr164DBw7Mnz8/derU2usU1q1bt3r1apM5YMCAxYsXd+jQ4a233hozZsw333yTN2/eXr16jRgxwhSIRHz27NmPPvrIHFitWrVvv/22R48ejRs3Hjx48Nq1a2vUqFGlSpUlS5YkSZLElAk/3rNnjynQsmXLdu3aFStW7PXXXx8yZMjIkSNNvlP866+/mpxkyZJt2LChS5cu/fr1MzmjRo06efKk0jr1ggULJkyY0KJFC/X9q6++mj179rPPPvv111/Xrl1bBR4n6NJY3y4Uaj2RaIa/v791ycxKI11uq/IdO3bcvHlTm2ZXYGCgVViZoQZhWvnz5s2z0k6J27dv60qZzCeeeOLxcUxVjxPrt3fo0KFWDe+//771xibtsjru+i+2n5+f9WKeFClSqOYTJ05Yv3XaJCCAAAIIIIAAAo8tQAUIIIAAAggggAACCCCAAAIIIGB/AXqIAAIIIGBLARbWePBl9ff3b9WqVbdu3S5fDnqRielJkiRJXnjhhTJlymTIkMHkWHFgYKCVVmLAgAE//vijEgqFCxfu1avXhx9+WKtWrTRp0ijnjz/++Oqrr5SIdJgzZ86CBQvM4c8880ynTp2GDRvWrFkz8+VNfjdvfvrpp7du3TIFwo+//vrry5cvq0yiRInef/99Vfv55583bdr0/PnzBw4cUL5T8PX1VftNpk7XtWvXli1amE0/P78uXbroQG36+Pi88cYbAwcOVN8rVqxovjdKx27YsEF7Hyfcv3+/f//+4dQQuWY4vYRm7cO31OhEd+/etV7Wos0ffvjhr7/+UiKs8NRTT1WrVs3s/fnnn63fBJPjFOtSWjlvvfWW47duWfkxnJg2bZp+K6yT6lerSpUqZjNyv9izZs2y3oKjeqx1NkoTEEAAgTgoQJcRQAABBBBAAAEEEEAAAQQQQMD+AvQQAQQQQAABBBBAwDUBFta45uTGpZYvX16hQsV58+aFtZDi1q1b33zzTfv27T/99FPHfly5cqV27dr9+vX7559/nPJVvlatWr///rtjfiTSvXv3btSo0dGjRx2PvX379r59+2rXqbNx40bH/HDSx44da9q06c6dO60y/vfv79mzR+03r59RvuOyoYCAAJ1XZ1G+Cd4+PuZVLtr88ccfK1SoMGXKFLVEm1YQ4IQJE9q0aXPjxg0rM9KJ77//funSpeEcHolm7N+//8yZn4CtfgAAEABJREFUM6bOU6dO/fzzzyZt4nXr1pmE4pUrVyoOJ8gzQYIEpsD8R33n0fHjx3ft2mUK58iRo1SpUiYdu/GwYcOsLvv4+IwbN840LHK/2PpF2rJli+mRfrusl/SYHGK3FqBxCCCAAAIIIIAAAggggAACCCBgfwF6iAACCCCAAAIIIIAAAgjEmgALa6KRPpvDTzSexsvr8uXLffv2LVWqVIECBerWrduvX7/hw4d37969adOmr732WuHChTt16rRu3bo7d+44NSMgIGDu3LlFixZ95ZVXmjVr1qFDhzJlyhQqVEjlr1696lh43759Vm9Onz7tuOvgwYPWrpMPvmXJce/u3burVKlSsGBBNaxz585K58+fv169er/88otjMaVz5Mxp6lm8eLE2ncL//vc/dadEiRJNmjRp0KBBgYIFFZ87d65bt27mqPHjxzseol06i0BqP/hRp+7fv28VuHnz5rBhw/Lly1euXLl33nmnRYsWL730kgA/+eQTmVjFwkps2LDBnFTxjw/f+hOycI8ePVTACsePH3cqE9FmBAYGlixZ0lRYtmxZp9rWrl1rdimeOXOm016nzTFjxqiYCY8srGMbN25sCivevn27cgYPHqy0Qp48ebTpSnDRzVT1yPp1pdq3b68GmJArV64dO3aYY7XLxV9sU97E9+7dM4lNmzdfuHDBpIkRQAABBBBAAAEEEEAAAQQQiKgA5RFAAAEEEEAAAQQQQAABBBBAwE4CoS+ssVMP41Rfbty4sX///rlz506ePHnZsmU7d+789ddfb7nwdUvnz5/fsWPH2rVr//zzz+gQu379uhq2atWqo0eP+vv7R/oUZ8+e/e677/bs2eNKp3QWgRx48HPt2jVtOoWAgICTJ09u2LBh69atlx981ZRTgZjZdJNmxExnY/gsrv9iP/XUU5UqVjTNW/DwK8zMJjECCCCAAAIIIIAAAnYWoG8IIIAAAggggAACCCCAAAIIIGB/AXqIAAKPJcDCmsfi42AEELCHQMuWLePFj6++nDt3buvWrUoQEEAAAQQQQMD9BGgRAggggAACCCCAAAIIIIAAAgjYX4AeIoAAAggg4G4CLKxxtytCexBAIOYEihUrVqhQobfffrtNmzbmrNOnT3+clyqZSogRQAABLy8vEBBAAAEEEEAAAQQQQAABBBBAwP4C9BABBBBAAAEEEEAgDgiwsCYOXGS6iAACYQiMGTNm6dKlAwYMiP/wdTWzZ88Oo6yts+kcAggggAACCCCAAAIIIIAAAgjYX4AeIoAAAggggAACCCCAAAIIREaAhTWRUeOY2BPgzAhEpcBTTz1lVXf58qU2bdrcvHnTyiGBAAIIIIAAAggggAACCCAQWwKcFwEEEEAAAQQQQAABBBBAAAEE7C/gIT1kYY2HXCiaiQACUS2QIEGCFStWbN68ecGCBUOHDi1TpuyRI0ei+iTUhwACCCCAAAIIIBAHBOgiAggggAACCCCAAAIIIIAAAgjYX4AeIoBA3BVgYU3cvfb0HIE4LnDv3r1evXq1atWqd+/eU6dOvXHjRhwHofsIIIAAAnFDgF4igAACCCCAAAIIIIAAAggggID9BeghAggggAACCEShAAtrohCTqhBAAAEEEEAgKgWoCwEEEEAAAQQQQAABBBBAAAEE7C9ADxFAAAEEEEAAAQQQcG8BFta49/WhdQgg4CkCtBMBBBBAAAEEEEAAAQQQQAABBOwvQA8RQAABBBBAAAEEEEAAAQTinAALa+LcJffyossIIIAAAggggAACCCCAAAIIIGB/AXqIAAIIIIAAAggggAACCCCAAAL2F6CH0S/AwproN+YMCCCAAAIIIIAAAggggAAC4QuwFwEEEEAAAQQQQAABBBBAAAEE7C9ADxFAAAGPFGBhjUdeNhqNAAIIIIAAAgggEHsCnBkBBBBAAAEEEEAAAQQQQAABBOwvQA8RQAABBBBAAAEjwMIa40CMAAIIIICAPQXoFQIIIIAAAggggAACCCCAAAII2F+AHiKAAAIIIIAAAggggEC0CbCwJtpoqRgBBCIqQHkEEEAAAQQQQAABBBBAAAEEELC/AD1EAAEEEEAAAQQQQAABBBBAwJMEWFgTuavFUQgggAACCCCAAAIIIIAAAgggYH8BeogAAggggAACCCCAAAIIIIAAAvYXoIcIhCvAwppwediJAAIIIIAAAggggAACCHiKAO1EAAEEEEAAAQQQQAABBBBAAAH7C9BDBBBAAIGYFmBhTUyLcz4EEEAAAQQQQAABLy8MEEAAAQQQQAABBBBAAAEEEEDA/gL0EAEEEEAAAQQQsIEAC2tscBHpAgIIIIBA9ApQOwIIIIAAAggggAACCCCAAAII2F+AHiKAAAIIIIAAAggggAACoQmwsCY0FfIQ8FwBWo4AAggggAACCCCAAAIIIIAAAvYXoIcIIIAAAggggAACCCCAAAIIIBBDArG4sCaGeshpEEAAAQQQQAABBBBAAAEEEEAgFgU4NQIIIIAAAggggAACCCCAAAII2F+AHiJgXwEW1tj32tIzBBBAAAEEEEAAAQQQiKgA5RFAAAEEEEAAAQQQQAABBBBAwP4C9BABBBBAAIEICLCwJgJYFEUAAQQQQAABBNxJgLYggAACCCCAAAIIIIAAAggggID9BeghAggggAACCCCAQOwKeOTCmixZssSuGmdHAAEEYkvAcz8AY0uM8yKAAAIIIIAAAggggAACCCCAQMwJcCYEEEAAAQQQQAABBBBAwHYCHrmwpmTJkra7EHTInQRoCwJuLMAHoBtfHJqGAAIIIIAAAggggAACniVAaxFAAAEEEEAAAQQQQAABBBBAwP4Cj99Dj1xYU7t27cfvOTUggAACnijAB6AnXjXajAACCCCAAAIIPL4ANSCAAAIIIIAAAggggAACCCCAgP0F6CECCLilgEcurClcuHCTJk3c0pNGIYAAAtEooI8+fQBG4wmoGgEEEEAAgSgRoBIEEEAAAQQQQAABBBBAAAEEELC/AD1EAAEEEEAgrgh45MIaXZyhQ4eWKVNGCQICCCAQRwT0oaePvjjSWbqJQAwKcCoEEEAAAQQQQAABBBBAAAEEELC/AD1EAAEEEEAAAQQQQCDSAp66sEYdnjFjRhPeWyMIAgIIxAEBfdzNmDEjDnSULiKAAAIIIIAAAggggAACCCAQ5wUAQAABBBBAAAEEEEAAAQQQcCcBD15YI8ahQ4cuXry4cePGWbJk0SbBjQRoCgIIRIWAPtz0EacPOn3cRUV91IEAAggggAACCCCAAAIIRK0AtSGAAAIIIIAAAggggAACCCCAgP0F4ngPPXthjS5e4cKFhw0b5uvre4IfBBBAwHYC+nDTR5w+6PRxR0AAAQQQQAABBBB4TAEORwABBBBAAAEEEEAAAQQQQAAB+wvQQwQQQCCqBTx+YU1Ug1AfAggggAACCCCAAAJuIEATEEAAAQQQQAABBBBAAAEEEEDA/gL0EAEEEEAAAQQ8QICFNR5wkWgiAggggAAC7i1A6xBAAAEEEEAAAQQQQAABBBBAwP4C9BABBBBAAAEEEEAAgbgpwMKauHnd6TUCcVeAniOAAAIIIIAAAggggAACCCCAgP0F6CECCCCAAAIIIIAAAggggAACUSTAwpoogoyOaqgTAQQQQAABBBBAAAEEEEAAAQTsL0APEUAAAQQQQAABBBBAAAEEEEDA/gL00HMFWFjjudeOliOAAAIIIIAAAggggAACMS3A+RBAAAEEEEAAAQQQQAABBBBAwP4C9BABBBBAwEGAhTUOGCQRQAABBBBAAAEE7CRAXxBAAAEEEEAAAQQQQAABBBBAwP4C9BABBBBAAAEEEIheARbWRK8vtSOAAAIIIOCaAKUQQAABBBBAAAEEEEAAAQQQQMD+AvQQAQQQQAABBBBAAAEEPE6AhTUed8loMAKxL0ALEEAAAQQQQAABBBBAAAEEEEDA/gL0EAEEEEAAAQQQQAABBBBAAAEEvLzsvrCGa4wAAggggAACCCCAwP/Zuxd4naq8ceAjXampxkxpauqvUk1SmaF0l0aiiFIikZGSpKtLut/TTbklMSgSGXRTKl5FMtFUyju6GroMlWlqoiv+v7Gn53085ziO4xzO2ed7PqvV2muvvfb6fffD3mfvZT8ECBAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgUCICJtaUCKtOCRAgQIBAUQVsR4AAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAAQIECJQVARNrysqRMk4CpVHAmAgQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAiUY4FyM7GmHB9joRMgQIAAAQIECBAgQIAAgXIjIFACBAgQIECAAAECBAgQIEAg/QIiJLAxBUys2Zja9kWAAAECBAgQIECAAIH/E1AiQIAAAQIECBAgQIAAAQIE0i8gQgIECBAo4wIm1pTxA2j4BAgQIECAAIGNI2AvBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIJArYGJNrohlAgQIECj7AiIgQIAAAQIECBAgQIAAAQIE0i8gQgIECBAgQIAAAQIECGwEARNrNgKyXRAoSMA6AgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIECBAgAABAgTKpsD6TKwpmxEaNQECBAgQIECAAAECBAgQILA+AtoSIECAAAECBAgQIECAAAEC6RcQIQEChRQwsaaQUJoRIECAAAECBAgQIFAaBYyJAAECBAgQIECAAAECBAgQSL+ACAkQIECAwKYTMLFm09nbMwECBAgQIFDeBMRLgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAqkSMLEmVYdTMAQIECg+AT0RIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAAAECBAgULGBiTcE+1pYNAaMkQIAAAQIECBAgQIAAAQIE0i8gQgIECBAgQIAAAQIECBAgQCD9AqUuQhNrSt0hMSACBAgQIECAAAECBAgQKPsCIiBAgAABAgQIECBAgAABAgTSLyBCAgTKg4CJNeXhKIuRAAECBAgQIECAQEEC1hEgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgUCQBE2uKxGYjAgQIECBAYFMJ2C8BAgQIECBAgAABAgQIECCQfgEREiBAgAABAgQIECgtAibWlJYjYRwECKRRQEwECBAgQIAAAQIECBAgQIBA+gVESIAAAQIECBAgQIAAAQIpFjCxJsUHd/1C05oAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQIECBAgQIAAgfQLiLA4BUysKU5NfREgQIAAAQIECBAgQIBA8QnoiQABAgQIECBAgAABAgQIEEi/gAgJECBQygVMrCnlB8jwCBAgQIAAAQIEyoaAURIgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgUP4ETKwpf8dcxAQIECBAgAABAgQIECBAgAABAnYmPQUAABAASURBVAQIECCQfgEREiBAgAABAgQIECBQDAIm1hQDoi4IEChJAX0TIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAAAECBAgQKJ0CJtYU53HRFwECBAgQIECAAAECBAgQIJB+ARESIECAAAECBAgQIECAAAEC6RcQIYH/CphY818I/yNAgAABAgQIECBAgEAaBcREgAABAgQIECBAgAABAgQIpF9AhAQIECBQcgIm1pScrZ4JECBAgAABAgTWT0BrAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIlCkBE2vK1OEyWAIECBAoPQJGQoAAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAAQIECJR3ARNryvsnQPzlQ0CUBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIECAAAECBAgUu0Cpm1hT7BHqkAABAgQIECBAgAABAgQIECh1AgZEgAABAgQIECBAgAABAgQIpF9AhATSIGBiTRqOohgIECBAgAABAgQIEChJAX0TIECAAAECBAgQIECAAAEC6RcQIQECBAgQyFfAxJp8WVQSIECAAAECBMqqgHETIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAwMYSMLFmY0nbDwECBAjkFVBDgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQIECjDAibWlOGDZ+gbV8DeCBAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgQIAAAQIECBBIv8D6RGhizfpoaUuAAAECBAgQIECAAAECBEqPgJEQIECAAAECBAgQIECAAAEC6RcQIQECm1jAxJpNfADsngABAgQIECBAgED5EBAlAQIECBAgQIAAAQIECBAgkH4BERIgQIAAgfQJmFiTvmMqIgIECBAgQGBDBWxPgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQKIWBiTSGQNCFAgEBpFjA2AgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIECBAgACBTSNgYs2mcS+vexU3AQIECBAgQIAAAQIECBAgkH4BERIgQIAAAQIECBAgQIAAAQLpFyg3EZpYU24OtUAJECBAgAABAgQIECBAIK+AGgIECBAgQIAAAQIECBAgQCD9AiIkQIBA0QVMrCm6nS0JECBAgAABAgQIbFwBeyNAgAABAgQIECBAgAABAgTSLyBCAgQIECBAoFQJmFhTqg6HwRAgQIAAgfQIiIQAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQIECKRdwMSatB9h8REgUBgBbQgQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAist4CJNetNtqk3sH8CBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECAAAECBNIvIMKyIGBiTVk4SsZIgAABAgQIECBAgACB0ixgbAQIECBAgAABAgQIECBAgED6BURIgACBcipgYk05PfDCJkCAAAECBAiUVwFxEyBAgAABAgQIECBAgAABAukXECEBAgQIECBAoLgETKwpLkn9ECBAgACB4hfQIwECBAgQIECAAAECBAgQIJB+ARESIECAAAECBAgQIFCKBUysKcUHx9AIlC0BoyVAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgAABAgQIECBQvgTK58Sa8nWMRUuAAAECBAgQIECAAAECBMqngKgJECBAgAABAgQIECBAgACB9AuIkEAJC5hYU8LAuidAgAABAgQIECBAgEBhBLQhQIAAAQIECBAgQIAAAQIE0i8gQgIECBAoewIm1pS9Y2bEBAgQIECAAIFNLWD/BAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIBACJtYEgkSAAAECaRYQGwECBAgQIECAAAECBAgQIJB+ARESIECAAAECBAgQIECgZARMrCkZV70SKJqArQgQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAgQKDMCRZ5YU2YiNFACBAgQIECAAAECBAgQIECgyAI2JECAAAECBAgQIECAAAECBNIvIEICBNYuYGLN2m2sIUCAAAECBAgQIECgbAkYLQECBAgQIECAAAECBAgQIJB+ARESIECAAIGNKmBizUbltjMCBAgQIECAwE8C/k+AAAECBAgQIECAAAECBAikX0CEBAgQIECAAAECZV3AxJqyfgSNnwABAhtDwD4IECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAgTyCJhYk4dERVkXMH4CBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECAAAECBNIvUBoiNLGmNBwFYyBAgAABAgQIECBAgACBNAuIjQABAgQIECBAgAABAgQIEEi/gAgJEEipgIk1KT2wwiJAgAABAgQIECBQNAFbESBAgAABAgQIECBAgAABAukXECEBAgQIECBQWAETaworpR0BAgQIECBQ+gSMiAABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIbEIBE2s2Ib5dEyBQvgRES4AAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAAQIECBAgkC4BE2vSdTyLKxr9ECBAgAABAgQIECBAgAABAukXECEBAgQIECBAgAABAgQIECCQfgERbqCAiTUbCGhzAgQIECBAgAABAgQIENgYAvZBgAABAgQIECBAgAABAgQIpF9AhAQIECh9AibWlL5jYkQECBAgQIAAAQJlXcD4CRAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAoFwIm1pSLwyxIAgQIECCwdgFrCBAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgQIAAgaIJmFhTNDdbESCwaQTslQABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIECBAgECpETCxpsQOhY4JECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAgQIEEi/gAjLs4CJNeX56IudAAECBAgQIECAAIHyJSBaAgQIECBAgAABAgQIECBAIP0CIiRAgACBYhUwsaZYOXVGgAABAgQIECBQXAL6IUCAAAECBAgQIECAAAECBNIvIEICBAgQIECAQGkXMLGmtB8h4yNAgACBsiBgjAQIECBAgAABAgQIECBAgED6BURIgAABAgQIECBAgEA5FDCxphwedCGXdwHxEyBAgAABAgQIECBAgAABAukXECEBAgQIECBAgAABAgQIECBQHAKle2JNcUSoDwIECBAgQIAAAQIECBAgQKB0CxgdAQIECBAgQIAAAQIECBAgkH4BERIoowIm1pTRA2fYBAgQIECAAAECBAhsGgF7JUCAAAECBAgQIECAAAECBNIvIEICBAgQIPCTgIk1P0n4PwECBAgQIEAgfQIiIkCAAAECBAgQIECAAAECBNIvIEICBAgQIECAAIESFDCxpgRxdU2AAAEC6yOgLQECBAgQIECAAAECBAgQIJB+ARESIECAAAECBAgQIECgbAmYWFO2jpfRlhYB4yBAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgAABAgQIECBAIP0C64jQxJp1AFlNgAABAgQIECBAgAABAgTKgoAxEiBAgAABAgQIECBAgAABAukXECEBAhtfwMSajW9ujwQIECBAgAABAgTKu4D4CRAgQIAAAQIECBAgQIAAgfQLiJAAAQIECKRCwMSaVBxGQRAgQIAAAQIlJ6BnAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIECCQv4CJNfm7qCVAgEDZFDBqAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIECBAgACBjSZgYs1Go7ajXAHLBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIECAAAECBAikXyDNEZpYU/Sju3Llym7dunXO+vnggw+K3p0tCRAgQIAAAQIECBAgQGATC9g9AQIECBAgQIAAAQIECBAgkH4BERIgQGC9BEysWS+uNRqvWrVq3LhxT2f9fPXVV2u0KGsL33333YoVK8raqNcYb4z/+++/X6PKAgECBAgQIEAgpQLCIkCAAAECBAgQIECAAAECBNIvIEICBAgQIEBgUwuUvYk1P/74Y6dOnU7fsJ+rr756U8uXrv2/+uqrjRo12m+//fbee+8LLrjg008/LV3jK8RoFi9efM4558T4991335NPPnnu3LmF2KiUNvn666/btWuX/RmfPn16wWN9/PHHs9sn5VatWn355ZcFb2gtAQIENpKA3RAgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAgRQKlL2JNcuXL588efLsDfuZP39+Cg9mUUP69NNP27VrlzGZNGnSBRdcUNTONs12q1atOu+886ZMmZLsfu7cua1bt166dGmyWOby+JC/+OKL2Z/xgmOJQ3bRRRdlt0/KHTp02H777ctc+KVgwIZAgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQIECBAoDACZW9iTWGiKj9tiiXSWbNmLVu2LLurOXPmfPbZZ9k1pbz8j3/8Y+6ar6iJiF555ZVSPuxiGd6UKVPynQg1dOjQP/zhD8WyC50QIECAAAECBAgQIECAwCYWsHsCBAgQIECAAAECBAgQIEAg/QIiLKUCJtaU0gOzMYe1YsWKvLtbtWpV3spNUvPBBx+8mfWT72h//PHHTTK2Tb7TF1544Zxzzsk7jGHDhtWvXz9vvRoCBAgQIECAAAECJS9gDwQIECBAgAABAgQIECBAgED6BURIgACB8iNgYk35OdZrjbROnTo5604++eSddtopp3JTLV5//fVNs34ee+yxvCPZbbfdqlWrll1fpUqV1L+v5eWXXz777LOzo07Kw4cPr1evXlKWEyBAgAABAgULWEuAAAECBAgQIECAAAECBAikX0CEBAgQIECAAIENECh7E2u2226719fyc/PNN+dQTJ48Od+2w4YNy2lZnhd32223oUOHVq5cOUGoVavW5ZdfnpRLYf7999/nHdVmm202ZMiQAw44IFlVpUqVvn37brHFFsliKvM5c+a0bt06b2gjR4485phj8tarIUAgDQJiIECAAAECBAgQIECAAAECBNIvIEICBAgQIECAAAECBEqXQNmbWFOhQoXt1/JTqVKlHN0ddtgh37bbbrttTstyvli/fv25c+fOnDnztddeGz9+/G677VbmQPbcc88nnnji1VdfnTVr1uzZsw8//PAyF0LhB/zGG2+cdtppeduPHDnyiCOOyFu/KWrskwABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIECBAgEDqBcrexJpiPyQ6TAQ222yzXXbZZYcddkgWy2j+i1/8Yuedd65QoUIZHX9hhj1v3rwzzzwzb8uHH37YrJq8LGoIECBAgAABAgQIECDwXwH/I0CAAAECBAgQIECAAAECBNIvIEICxS9gYs3/ma5kcVwqAAAQAElEQVRcufKjjz56++23v/nmm/+r3eilVatWxTDeeeed7777bgN3/sUXX/ztb39bsmTJBvZTvJtHgB9//PG8efMizGXLlhVv50Xobfny5fPnz1+8eHERts3Z5Icffli4cGEcu3y/ryqncdEWo/OWLVvmdRszZsxhhx22vn0uXbo0PiFfffXV+m64ge0DatGiRcGeN5AN7NnmBAgQIECAAIG0CIiDAAECBAgQIECAAAECBAgQSL+ACAkQIECgTAiYWPOzOXPmXHvttaeddtpee+111FFHnXDCCfvvv3/9+vUvvvjiBx98cANnSCxdurRnz56Xrvkzfvz4vB+Ot95666abbmrVqlXNmjVjGA0bNtxvv/2OP/74Sy655KWXXsrbPqn597//nd13BBL1y5cvHzp0aO3atX/3u981bty4bt26Ue7cufP06dNjbb5pwIAB2f1MnTo10+yf//xn9qp1lpMxZDZPCqtWrZo8eXKsCuc999zzyCOPPOmkkyLMAw44IGLs27dvzmSmL7/8MrOjefPmJZ0k+Z133plZ1aNHj8y0oWeffTZTH4XBgwcn7fPNg+iBBx644IILjjnmmBo1ajRq1Oiwww6LwYR/HIWcPeb0MGHChOg/SZdffvkHH3wQDebOnXvuuefus88+9erVi2O37777nnzyyb179y7eiSOxr9atW+ft89FHHz3kkENiGIVJn3766b333nvOOefEpyJSfEIOOuigCD/GP3r06BUrVuR0Ep+lJNhMnjHPaRmLQZdpFoX48GfP2vniiy8GDhwY5gEVebCHeRTiQNx///2xNnqQCBAgQKAsChgzAQIECBAgQIAAAQIECBAgkH4BERIgQIAAAQIEyqtAuZ5Y889//rNHjx6nnXbagw8+OGfOnOzPwIIFCx577LFrr732hBNOePnll7NXFb68fPnyP/7xj2PGjJmQ9fPss88ecMAB2Z188803vXv3btKkydChQ2fNmpU9beLdd9+dOHFimzZtrrrqqn//+9/ZWyXl7777LqvvCX/+85+XLFly6qmn3nTTTUuXLk3aRB7lp59+um3btv3791+5cmXU5KQZM2Zk9/P+++9nGkQU2avWWY4xZLZNCu+9916E0KlTp7zO0SBi7NOnz4knnjgvawJNdlwx+GiWSbGYGcPYsWMj3mTVO++8k6mPQgFHLQ7B0Ucffcstt0yaNGnRokXJ5pGHfPjHUTjppJMC8Ouvv47KvGnu3LnRf5Ii2NmzZ0dcJ5988nPPPZfdOJoNGjQoDusHq2feZK8qWnnhwoWnn356hJ+z+bhx42rXrp1Tme/iqlWronH9+vXvueeeKVOmZHe1ePHiGH+vXr3OOOOM2FH25pUrV06CzeTxmcxukF2OI5JpFoUnn3xyq622ShrEVr/73e/uuOOObPNYFYtxIG677bZYG5JRIxEoWQG9EyBAgAABAgQIECBAgAABAukXECEBAgQIECBAgAABAgSKTaD8TqyZMmXK0UcfPXbs2IItFyxY0Lp1627duuV9k0fBG/7www8XXHDB3Llzs5tVrlz5kUce2WeffTKV8+fPP+GEEwYNGpSpybcwatSoY4899pNPPsl3bXblWWedFX1m12SX77rrrn79+mXXlGg5EG6//fYGDRrMnDmz4B2F80knnTRt2rSCm23g2m+++eacc84577zzsueU5Nvn0KFD69WrlzPdKt+W48aNu/baa/NdFZURV9OmTYv6Lpbo4L/pww8/POOMM/IOe/z48b///e//26jA/3355Zdt27aNT/KyAr9+K0KOwLMPRIw/PrfZfT/88MOrVq3KrknK8Wfkz3/+c1JO8latWiUTa6ZOnXrJJZcklQXkIVnwq4YK2NYqAgQIECBAgAABAgQIECBQRgUMmwABAgQIECBAgAABAgQIECjNAsUzsaY0R5jv2D788MNzzjmn4BkG2RuOGzduvZ73r1y5skePHtmzE5LeRowYkf26mm+//bZz586Lsl6akjTLN1+6dOlNN92U76pMZUT07rvvZhbzLdxzzz3//Oc/811V7JU//vjjM888U/hub7jhhhV5voqo8Juvs+Xtt98+ZcqUdTZLGgR4p06d1jknZs6a7zpKts3O46AMHTo0u6YI5bvvvnvx4sXZG1auXHnixIm1atXKriygfMstt8yYMSNvg+gnb+Xll1++fPnypL5SpUpnnXVWUk7y+MTmG/WsNd+3FI1btGgReRzTrl27RqEwabfdditMM20IECBAgAABAgQIENg0AvZKgAABAgQIECBAgAABAgQIpF9AhAQIrCFQHifWxGP+Sy+9dA2Gn/2scuXK55577oABA0aOHHnFFVfk/W6d22+/Pfu7inI2z1m84447JkyYkFP58MMP57xcpF+/fgsWLMhu1qxZsylTprz33nsffPDB9OnTzzjjjOy1Tz/9dFRm16ytfMABB/To0SP6j6DytlmvL9wJmRjG2lLezrNrttlmm2HDhkUPSWUUzj///MGDB8+cOXPWrFlDhgzJcQ6NJ554IhpvvfXWmT3GYnaKTTKrorDDDjtkry2gHHTDhw/PaXD00Udfc801o0aNuvfee88+++yctUuXLr3qqqtyKte22KZNm7vvvvv666+vW7duTpv4XH355Zc5lRu4eOONNx500EGF7OSFF17IeTnTgQce+Oijj7799ttvvfXWq6++et1112V3FYHfd999mZpWrVplyklh3LhxSSE7j89n9mLsYt99942a+fPnL8t6TU6VKlXiQMR+43P++OOPd+zYMdpEio9H/Blp3LhxlCUCBAgQIECAQHEI6IMAAQIECBAgQIAAAQIECBBIv4AICRAgQIBASQuUx4k1f/rTn3Let1G9evVnnnnmiiuuiIf6RxxxxLnnnvvII4906tQpR//CCy/84YcfcirzLkb/eb/aadiwYYcddlh24zfffHPgwIHZNbfddlufPn323HPPihUrVqhQYbfddrv11lsvuuii7DbXXnttvt/Ck92mWbNm48aNi/GfdNJJEdTo0aOz10b51VdfjbyQaccdd4xh5JuqVauWt5OcAe+xxx4RezSrX7/+lClTunfv3qBBg1122WXnnXc+7rjjwjnyWJtJzz33XJR//vOfZ/Z49NFHR00mnXrqqZlVUdh9990zqwoofPXVV3m/iqhXr14jRoxo37794Ycf3rRp07CNj0HVqlWz+5k0adLjjz+eXZO3XLly5bFjx954443Nmzdv27btQw89FMHmNFvnm4Ry2q9z8fbbb//HP/6xzmbRYNmyZZdddlkUMinGOWHChNq1a2+55ZZR+Ytf/KJdu3YjR46Mcib179//448/ThYDuWHDhkk5ySPef//730k5yeOPxsSJE5Nykp955plJIefz1rFjx2OOOSbQ4nNes2bNOAoDBgyIP4Pxoc35M5JsLidAgEA5ERAmAQIECBAgQIAAAQIECBAgkH4BERIgQIAAAQIECJRBgXI3sWbVqlV/+tOfso9UPOAfM2bMbmt+AU088u/Ro0fLli2zWy5YsOCVV17JrslbfuKJJ2688cac+kGDBtWrVy+nMuf1Hs2bN8/ZXdL+3HPPjREm5chjDJ9++mkU1paqVKly6623brXVVpkGdevWbdKkSWYxCu+9917kG5gCLXaU00nXrl07/vQCksyqOnXqvPTSS0OGDNl5550zlUkhnHMm4nzwwQfJquLNp06dunTp0uw+Y78d8wx13333feSRR7KbRXn48OGRF5C6d+8eMWYabL755j179swsJoWPPvooKRQtzztTZ/HixWeeeWZhvtVr9uzZ2bHvvvvuN99882ab5f7ZP+KII3ImOb3xxhuZ0bZr1y5TTgo5H+A4xMuyXksTbRr/9O6Zr7/+OhYzacaMGZnvmUoqo+Wzzz673377JYvyMiBgiAQIECBAgAABAgQIECBAgED6BURIgAABAgQIECBAgAABAv8RyH24/p+6VP/39ttvL168ODvETp067bjjjtk1mfKFF16YKSeFqVOnJoV88xdeeKFr1645q+69996ct30kDXK+WKp58+ZJfU5eqVKlunXX+GqhRYsW5bTJXuzYsePWW2+dXRPlnGkZIfDjjz9GfZHTpEmT8s4d+eMf/5j3rTDJLn79619XqFAhKX/22Wevv/76Sy+99Oyzz06cOHH27NlJfZLPnz8/KRRT/t9ukhfh/Hdh9Td/tW/fPrOYXdhjjz3atGmTXfPaa699/vnn2TU55dNOOy2npnr16jlvvtnAiTVNmjS5/vrrc/ayYMGCdu3a5UxbyWkTi/GZjzyTmjZtus0222QWsws5L4zJnuQUH8IIKrtxzgykp556Kntty5Ytt91226SmRo0aSSHJZ8yYcfTRR996663xGfjmm2+SSjkBAgQIECBAgAABAgQIENgQAdsSIECAAAECBAgQIECAAAEC6RfYRBGWu4k1eWelNFnzbS7ZB2LXXXc9es3vIcqeapDdMinfc889SSGT33bbbU2bNs0sZhdyvh+nbdu21dbyM2XKlOwNCx7DAQcckN04KedM8ojKDZlYM3369AsuuCA6yU4tWrS48sors2uyy8uXL3/44YfPOeecGN4hhxzSvHnzNm3anHfeeZdcckneF/ysWLEie9tiKed8E1OjRo223377tfXcrFmznFUffvhhTk1msVatWvnOU/nNb36TaROFDQGPzSPFJyQAo5Cd3nrrrWD89ttvsytzyjlTuPr377+WD1q1m266KXvb999/P7NYoUKFDh06ZBaj8Nprr2VUYwDjxo2LykzKnmx04IEHZuqTwtKlSwcPHhyfgf333z+6HTNmjBk2iYycAAECBAgQIECgXAgIkgABAgQIECBAgAABAgQIEEi/gAgJEEiPQLmbWPPFF1/kHL2cL4HKWbv33ntn1yxe82032avylitXrry2WTtLlizJ+d6cvJuvrWbBggVrWxX1eefQRGWMJPJiSa+++mrbtm1zumrcuPFtt92W99uFkmZTp0497rjjrrzyyilTphQ56qSrIueffPJJ9rbVqlXLXswp/7//9/9yapau+TVS2Wt333337MVM+ec//3mmXFyFnj17BnVObzNnzrz44osLmI2U/Y1OOdsWvJjzlWHxYc75II0fPz7pYcaMGUkhyYP3d7/7XVKOfMcddxw4cGAU8k3x8Yi4jjrqqIkTJ+bbQCUBAgQIECCwSQXsnAABAgQIECBAgAABAgQIEEi/gAgJECBAgACBAgTK3cSaihUr5nCsbTpI0mzzzTdPCklewPSFpEF2vmzZsrXNeMg7vyd7w4LLBU/uyRlw0lWFCv/9GqZkscj5/Pnz27Vrl7N5vXr1+vTpkxc2mn377bedOnXq0KFDwWOOliWdcr4ea+XKlQXscYsttshZW8Bxzxc8Ni/4cxUNipAC+a677qpdu3bOtpMnT+7Vq9fagipgVlBOPzmLOVO4KlWqdNZZZ2W3eeihh374Y8pM/gAAEABJREFU4YeoefLJJyPPpDZt2lSosMZHrlGjRkOHDq229vlMMchLLrlkzJgxmU4UCBAgUAQBmxAgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAgY0rUO4m1uS8ciO0lyxZEvnaUs7cgp133nltLaO+b9++Of0/99xzd955Z6zKSXvssUdOTSxWKdxPAd9hFJ2UXFq4cGGLFi2WLVuWvYvatWsPHDhwyy23zK7MlAcPHjx58uTMYlKoXr16u3btevfuPWzYsLFjxz7yyCNJfYnmOe+PKfig5/2+sDgyJTq8wne+9dZbh2re1+SE5G233ZZvP7/97W9z6iOcwqRf//rXORu2atUquyY+DC+88MLy5csfe+yx7PqTTz45ezEp169f/9lnn42D3rZt23zfqxTNevbsWfA3nUWb9CSRECBAgAABAgQIECBAgAABAukXECEBAgQIECBAgAABAgQIlHmBcjexZpdddsk5aC+++GJOTWbxq6++mjlzZmYxCgV/b9RvfvOb+++/P5plp0GDBo0bNy67JsrbbLNNzts7HnjggTmF+7n++uujh42Y/rOrxYsXn3HGGcvWnFVzwAEHDB06NGL5T4s8/61atapPnz7Z1VWqVLnvvvsmT5583XXXnX766fXq1atTp84vf/nL7DYlVM6ZyfT8888nr1rJd3fTpk3Lqc/7sclpsDEXd9xxxwcffDBnClcMID5CAwYMiEJOqlGjRnbNOeecU7gP2pxnn302e8Mo77777g0bNoxCJo0dO/aFF17ILEahcePGcaCjkDdtvvnmcdCvv/76l19+ecqUKb169YoOc5q98sorOTUWCRAgQIAAAQIECBAgQGDjCNgLAQIECBAgQIAAAQIECBAgkH4BEa6/QLmbWFOzZs2cGQl9+vT5/vvv86UbPnx4zlSSo48+Ot+WmcojjjjisssuyywmhW7dus2ePTspZ/KDDz44U47CI488smrVqijkTStWrJg7d27e+o1W88UXX7Ru3Xrx4sXZe6xWrdqIESNy3gST3SDvW2EuuuiiE044oUKFNb4k6M0338zeKm855zuVPv/887xt1llz7LHHZreJWMaPH59dkyl/+eWXgwYNyixGISLdddddo1B60h577DFq1Ki847nzzjsffvjhnPr9998/u2bChAkRY3ZNdjkOR3zesmtyyu3W/C6w5557LofrjDPOyNkkWczpds899+zYseOkSZMOOOCApEGSv/rqq0lBToAAAQIECBAgQKAgAesIECBAgAABAgQIECBAgACB9AuIkAABAqVCoNxNrKlYsWLOg//Fixd3797922+/zTkgkydP7rPmC1cqV6581FFH5TTLu3j++efXr18/p759+/YLFy7MrqxZs2b24pQpU/r27Ztdk5S/+eab6PDkk0++5ZZbcqYmJA1KOv/666/PPvvsnK/Eqlq16sMPP/yLX/yigL3HhjlrDzrooJya5cuX9+7dO6cyZzHn9SevvfZaToPCLB5//PE5zW688ca//OUvOZVfffVV165dc2ZT5XxgcjbZVIuB+cADD+Td+5VXXjlp0qTs+pyJNUuXLu3SpUu+k8kGDBjQtGnTtm3bfvHFF9k9ZJfr1q1bvXr17JrsWV9xsA4//PDstUl50aJF8Yfi+uuvz/kMx5+pWrVqJW2SfIsttkgKcgIECBAgkCIBoRAgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgkFaBcjexJg7kxRdfXLVq1Shk0mOPPda6devnnntuyZIl33777auvvtq7d+9OnTplGiSFu+66a9ttt03KBeQVK1a88847c3axbNmy9u3bf/XVV5kNzzjjjJzvwbnnnnvOPPPM119//ccff4xmH3/88TPPPBM1MbBYfOCBBwqe8RBtSiL169cve+ZEsosY/CuvvPL4Wn6SKUTVqlWrXLly0j7J+/btu3z58qQc+fz589u0abN4zRfhRH1O2mmnnbJrpk6dOm3atB9++OHrr7+ePn169qoCynE4brzxxuwGcUQiiv79+7/55pvRW2hPmjSpWbNmOV8NdsABB/zxj3/M3rD0lP/whz9cn9/3gl1wwQXZMhFC8+bNs4c9Y8aMBg0aTJ48OTkc//rXv1566aVu3brF5zaazZw5s3HjxvPmzYty3lShQoUOHTrkrU9q4iMan/+knMnfeeedU045ZdGiRcOHDz/77LPjuGem17z99ts5rw7KmWeT6USBAIGNJmBHBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIECAQKEFyuPEmm233bZfv345RK+99tq5555bt27d3/72ty1atMj5dptoHJUNGzaMQmHSjjvuOHjw4JyWCxYsuPDCCzNTCrbZZpt77703p83MmTObN29evXr1Aw444Mgjjzz//PNjYJk2sbZbt26ZxY1TSOZe5OzrnnvuuWjtP3/961+jfcWKFXNeXjJlypQaNWqEc6T69es3atQoO7rYJN+U82qfaNO+fft99tkn6tu2bfvDDz9ETWFS69at836T11133dW0adPoLbQvuOCCOEY5Xd19992bb755TmXpWQyBwMw7nqh/Nes7la699toqVapkN1u0aFGnTp3icMQnrVatWm3atBk3blymweLFi1u2bJlM8MpUZgpNmjTJmTKVWXXKKadkyknhzTffjMqlS5cmizNmzIjjftBBB8VBbNWq1QknnLBs2bJkVZLHqqRQqFwjAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIECBAgAABAptSoDxOrAnv2rVrX3LJJVEoZKpWrdrVV19dyMZJs5o1a956661J+Wc/++//X3zxxez3phx88MEXX3zxf9et+b+c2QbJyipVqqzvMJINN1V+xhln5N31c6t/8k5hydsyqWnQoEEEnpTz5t98803eynxrNttss969exfQVd6tbrnlluprfu1R3jabvKZHjx4nnnhi3mG0a9du/vz5Sf3222+fdxZXsirfT1qs6tu379pmFFWqVOmss86KNjnp6KOP3m233XIq40Dn3UXUTJs2bdasWTmNGzZsuPfee+dUWiRAgAABAgQIECBAgEAZEjBUAgQIECBAgAABAgQIECBAIP0CIixnAuV0Yk0c5a5du44cOTLny5iiPm+66KKLJk2a9POf/zzvqoJrzjjjjBYtWuS0GTFixEMPPZSpjM7vu+++wsz22G+//caMGbPHHntkti39hfr16991110Fj/OWW25Z2+tPkg0333zzaJOU8+bffvtt3sq11VStWvV//ud/2rVrt7YGmfrQfuyxx1q1apWpKbWFzTbb7M4776xdu3bOCJctW9amTZuFCxcm9UccccSTTz5Zq1atZLGAPA7HkCFD4tgV0KZ169Z518YHPm9l06ZNn3/++cLsN9r06dMnwsnbiRoCBAgQIECAAIESEdApAQIECBAgQIAAAQIECBAgkH4BERIgQIDAhgqkamLNlltumeOx9dZb59RkLx5xxBHPPPNMly5d1jav5eijj548efLFF19ccD+ZPitVqpQpJ4Ubbrgh7ytPrrnmmsx0h2h2wgknvPDCC506dapcuXIs5k3VqlWLTZ588sm99torZ+3mhfuWorwDy+knJ8DskWy11VY5jde5mL27U045ZcyYMQ0aNMi71e677z5s2LBWrVpl7z12nXdqxfHHHx/hh0PeTjJfV5Rz9KOfvI2jZrvttrvuuuvGjx+fdyZKrI1UtWrVXr16PfHEEwceeGAs5k05INtuu23eNlGztvpYtc60xRZbrLNNdoMAHDx4cF6fpUuXduzYMdOyRo0a48aN6927d8SYqcwuBFqHDh2mT59+3HHHZdfnLf/mN7+JPx3Z9bHt2ubixOf20Ucfveqqq9b2By3Gc+WVV44YMWKbbbbJ7lOZAAECBAhkCSgSIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECgFAqkamJN48aNF6z5s87XzMSD/Msuu2zO6p9Ro0Zdc801l1xyycCBA6dMmfLee+/Fk/599tlnbYetYsWKa+5tQd7G0f+zzz6b0ywWc148U7ly5R49erz11luzZs2KYVx//fUXXnhhDKZv376TJ0+eOnVq+/btY3d5R7LDDjtEb9kpp+dkkz333DO7TZS3XnPK0bBhw6Iyk7LfR3LVVVdl6gtZaNiwYbLfJD/kkEMGDx788ssvjxw5snfv3hHdgAEDnnzyyRdeeKFevXrRJvgzPQdChQoVojIn1ahRIxzCZ+jQodHPfffd9+ijj77++uu//vWvk5bnnntuppMo9O/fP6nPN69Vq1Zs/u677wZvIF988cUxqrFjx7722msxzo4dOxYwY6lnz57RfyZdd911+e7i7rvvzrSJQuwi32b5Vu64446xSXZq1qxZvi0zlbHJ1KlTszdJyvHxy7SJwmabbXb66adHjEE3fvz422+/PT5pV1xxRYw2QN5444043NFVtCw4rVq16sMPP8xuE5+ZnClH2Wvj09uhQ4fZs2c//fTTffr06dWrV5cuXeITHn/WJk6cOGPGjHPOOWe77bbL3kSZQJkWMHgCBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECgfAikamLNhhyyKlWqHH744e3bt+/atWujRo323HPPihUrbkiHRdt25513jmG0bdv20ksvjcE0adJkn7XP7CnaLjbVVlWrVj3iiCNOP/30iK5x48Y1atQowkjCp379+tHPCSecULt27e23374InWQ22XzzzYM3kC+66KIYVZ06dXbYYYfM2nQXgq5WrVqnnXbapZdeeu655zZv3jw8C/+Zf/XVVxcsWJBNlPdbz7LXJuUKFSrst99+zZo169ix42WXXRaf8PizdtBBBxV+vz/zQ4AAAQIECBAgQIAAAQIECBRFwDYECBAgQIAAAQIECBAgQIBAEQXK0MSaIkZoMwIEil1g+PDh2X3WqlVrn7TMAMuOS5kAAQIECBAgQIAAgU0iYKcECBAgQIAAAQIECBAgQIBA+gVESKDsCJhYU3aOlZESKB0Cf/vb35566qnssbRq1Sp7UZkAAQIECBAgUI4EhEqAAAECBAgQIECAAAECBAikX0CEBAgQIFCuBUysKdeHX/AECikwf/78RYsWffHFFy+99FKnTp2yt6pcufKJJ56YXaNMgAABAqVVwLgIECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAoHgFTKwpXk+9EUinwJ133nnMMcf87ne/a9OmzaJFi7KD7Ny5c6VKlbJrlAkUi4BOCBAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgQIAAAQKlXsDEmlJ/iAyw9AuUgxEuWbIk3yirVKly5pln5rtKJQECBAgQIECAAAECBAgQSJeAaAgQIECAAAECBAgQIECAAIH0C+SN0MSavCZqCBDIFfjHP/6RW7V6ecSIEdtvv/3qoowAAQIECBAgQIAAgVIkYCgECIqHbCQAABAASURBVBAgQIAAAQIECBAgQIBA+gVESIDARhEwsWajMNsJgbIssGLFiqVLl+ZEULdu3ccff7xGjRo59RYJECBAgAABAustYAMCBAgQIECAAAECBAgQIEAg/QIiJECAAAECZVXAxJqyeuSMm8DGFLj99tu7dOnSoUOHyy67rE+fPo8//vjo0aNr1qy5McdgXwQIECgdAkZBgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQyAibWZCgUCBDIX6BixYqnnXbaZZdddtVVV3Xp0qVZs2am1OQvVfpqjYgAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQIECBAgQKAkBUysKUldfRdeQEsCBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECAAAECBNIvkLIITaxJ2QEVDgECBAgQIECAAAECBAgUj4BeCBAgQIAAAQIECBAgQIAAgfQLiJAAAQLrEjCxZl1C1hMgQIAAAQIECBAo/QJGSIAAAQIECBAgQIAAAQIECKRfQIQECBAgQIDAJhAwsWYToNslAQIECBAo3wKiJ0CAAAECBAgQIECAAAECBNIvIEICBAgQIECAAAEC6RAwsSYdx1EUBAiUlIB+CRAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgQIAAAQIECKxFwMSatcCUxWpjJkCAAAECBAgQIECAAAECBNIvIEICBAgQIECAAAECBAgQIEAg/QIiLD0CJtaUnmNhJAQIECBAgAABAgQIEEibgHgIECBAgAABAgQIECBAgACB9AuIkAABAqkWMLEm1YdXcAQIECBAgAABAoUX0JIAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQLrJ2Bizfp5aU2AAAECBEqHgFEQIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAAAECm1zAxJpNfggMgED6BURIgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQIECBAII0CJtaseVQtESBAgAABAgQIECBAgAABAukXECEBAgQIECBAgAABAgQIECCQfgEREigWARNrioVRJwQIECBAgAABAgQIECgpAf0SIECAAAECBAgQIECAAAEC6RcQIQECBAiUVgETa0rrkTEuAgQIECBAgEBZFDBmAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIlCMBE2vK0cEWKgECBAisKWCJAAECBAgQIECAAAECBAgQSL+ACAkQIECAAAECBAgQILAhAibWbIiebQlsPAF7IkCAAAECBAgQIECAAAECBNIvIEICBAgQIECAAAECBAgQIECglAmUwMSaUhah4RAgQIAAAQIECBAgQIAAAQIlIKBLAgQIECBAgAABAgQIECBAIP0CIiRAwMQanwECBAgQIECAAAECBNIvIEICBAgQIECAAAECBAgQIEAg/QIiJECAAAECJSBgYk0JoOqSAAECBAgQILAhArYlQIAAAQIECBAgQIAAAQIE0i8gQgIECBAgQIAAgbIhYGJN2ThORkmAAIHSKmBcBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIECAAIFyK2BiTbk99OUxcDETIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAAAECBAgQIJB+gY0XoYk1G8/anggQIECAAAECBAgQIECAwJoClggQIECAAAECBAgQIECAAIH0C4iQAIEyLWBiTZk+fAZPgAABAgQIECBAYOMJ2BMBAgQIECBAgAABAgQIECCQfgEREiBAgAABAmsKmFizpoclAgQIECBAIB0CoiBAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgAABAiUuYGJNiRPbAQECBNYlYD0BAgQIECBAgAABAgQIECCQfgEREiBAgAABAgQIECBAgEBZFDCxpiwetU05ZvsmQIAAAQIECBAgQIAAAQIE0i8gQgIECBAgQIAAAQIECBAgQCD9AiIslICJNYVi0ogAAQIECBAgQIAAAQIESquAcREgQIAAAQIECBAgQIAAAQLpFxAhAQIENpWAiTWbSt5+CRAgQIAAAQIEyqOAmAkQIECAAAECBAgQIECAAIH0C4iQAAECBAgQSJGAiTUpOphCIUCAAAECxSugNwIECBAgQIAAAQIECBAgQCD9AiIkQIAAAQIECBAgQKAgARNrCtKxjgCBsiNgpAQIECBAgAABAgQIECBAgED6BURIgAABAgQIECBAgAABAgQ2soCJNRsZ/D+78x8BAgQIECBAgAABAgQIECCQfgEREiBAgAABAgQIECBAgAABAukXEGH6BUysSf8xFiEBAgQIECBAgAABAgTWJWA9AQIECBAgQIAAAQIECBAgkH4BERIgQIBAEQRMrCkCmk0IECBAgAABAgQ2pYB9EyBAgAABAgQIECBAgAABAukXECEBAgQIECBAoHQImFhTOo6DURAgQIBAWgXERYAAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAAQIECKRWwMSa1B5agRFYfwFbECBAgAABAgQIECBAgAABAukXECEBAgQIECBAgAABAgQIECBQeIGyOrGm8BFqSYAAAQIECBAgQIAAAQIECJRVAeMmQIAAAQIECBAgQIAAAQIE0i8gQgKlWsDEmlJ9eAyOAAECBAgQIECAAIGyI2CkBAgQIECAAAECBAgQIECAQPoFREiAAAEC5U3AxJrydsTFS4AAAQIECBD4j4D/CBAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgQGCDBUys2WBCHRAgQIBASQvonwABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIECBQGgVMrCmNR8WYyrKAsRMgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAAQIECBAgkH6B1RGaWLOaQUaAAAECBAgQIECAAAECBNIqIC4CBAgQIECAAAECBAgQIEAg/QIiJECgpARMrCkpWf0SIECAAAECBAgQILD+ArYgQIAAAQIECBAgQIAAAQIE0i8gQgIECBAgUIYETKwpQwfLUAkQIECAAIHSJWA0BAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIFC+BUysKd/HX/QECJQfAZESIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAAAECBAgUs0AZnljz7bffLlrXz6efflrMYLrLI7B48eKc47BkyZIVK1bkaVj4Ci0LJTB79uxhw4Zdd911t91225NPPvn3v/995cqVebfMe4A+/PDDb775Jm/LfGu+/PLLOL7/+te/8l0blcuXL48GkT755JNYlAgQIECAAAECBAgQIECAQCEFNCNAgAABAgQIECBAgAABAgTSL1D2IyzDE2uGDh16zLp+unXrVvaPUTFEMG/evPbt2999993F0NeaXfzwww+HHXZYznGoW7fu3nvvHZX33XdfSc9tevLJJ88888xJkyatOa6UL82ZM+fkk08+/fTTb7jhhhEjRtx///0XXnjhsccee8ghh7z++uvZwed7gI4++uj9998/DlCnTp0GDBhQwKSZ6Kpz587R8oEHHohy3rR48eKTTjopGkQaN25c3gZqCBAgQIAAAQIECKREQBgECBAgQIAAAQIECBAgQIBA+gVESIAAgXwEyvDEmsK8E2WLLbbIJ+jyV9WvX79p06ZF/sEHH5RQ9JUrV66y+icKyS4WLVp0++23169fv+R2Gju68MILZ86cec0110S5nKQ333zztNNOmzt3bsTbrFmzq6++ukuXLnXr1o3FpUuXNm/efMKECVFeZ4oDNHny5DvvvPPII48cNmzY999/n+8mP/zwQ771Ublw4cLY3YIFC6J80003de3aNQoSAQIECBAgUAoEDIEAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAgY0jUIYn1iRABx54YDzXX1saMmRI0qyc50ceeWQIVKlSpWrVqlEoiTRgwIA5q3/eeuut99577/nnnz///PNjR8uWLTv99NO//fbbKJdEOvHEE6Pb2rVrR17ktHLlysWrfwozW6vIeymWDWOE7du3j67iaE6ZMqVPnz5//OMfL7vsstGjR0+YMKHy6p98j/Lw4cMzf0ziGEXj22+/PbaNLeIY3XDDDQ0aNPj444+j50Kmd95559RTTw22aD9o0KAzzzwzChIBAgSKIGATAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIECBQZgXK/MSaMiu/UQfepk2bmat/KlWqtBF2XLFixb322qt79+533HFH7G7p0qXz5s2LQkmkfv3+8zKe++67b0M6/+qrrw5b/fPJJ59sSD8bYdt33303PGNHgwYN2nPPPaOQSQcffPAzzzwzefLkCCVTmW+hcuXK0fi00067+uqrn3/++fr160ezRYsWderU6bvvvovyOtObb755yimnxEiiq0cffbRhw4br3CQlDYRBgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQIECBA4P8ETKz5P4t0lXKj2WWXXbbccsvc2hJebt68eeXKlWMnf/3rXyMviVShQoU99tgj8mLpvLj6KZbB5NvJ66+/ntTXqlUrKWTnu+2226677ppds85y1apVhw4dev3110fLt956KylEuYD0yiuvNG3adNmyZVWqVBk/fvwGvi6ogB1ZRYAAAQIECBAgQIAAAQLrFNCAAAECBAgQIECAAAECBAgQSL+ACDepgIk1m5Q/7TuvWLFilSpVIsply5ZFLhWjwMqVK4uxt7Zt2yZvnRk9evSzzz5bQM/Tpk1r2bJlNKhWrdoTTzyxzz77RFkiQIAAAQIECBAgUCgBjQgQIECAAAECBAgQIECAAIH0C4iQAAECaRMoXxNrfvjhh6lTpw4cOLBLly6dOnXq27fvs88+u3z58rxH9bPPPhszZszEiRNj1Zdffvn000/37NnzrLPOeu6556Im3/Tpp5/GJpMmTcp37eTJk2Pt+++/n7N23rx5vXv3jsF07tx56NChr7322qpVq3LaJIsff/zxo48+eu2117Zv3/6mm26aMGHC4sWLk1XrzBcuXBh7j2CzW77zzjtR+fLLL0fl559//uSTT15xxRXnnnvuHXfc8cILL0TlhqclS5YsWrQo+smZfhFRZ3b90UcfRfmCCy6IuD744INonKSgGDVq1DXXXNOuXbsY2IMPPvj1118nq7LzOXPmxOZvvPFGduVLL70UlUlvkT/88MPRf9euXfv37//2229nt4wDGi3//Oc/J5Vjx46NxUhTpkxJagoz1BUrVkyfPn3AgAFxEGMv999/fwyggIkv69s+GUmS16hRIyk888wzSaG48uuuuy7pKsJPCnnz+IMQhynqa9euPX78+F122SXK+aYIP/6sxce1Q4cO3bp1iz7//ve/59tSJQECBAgQKK0CxkWAAAECBAgQIECAAAECBAikX0CEBAgQIECAAIF1CpSjiTVvvvnmiSeeGI9zI98vAAAQAElEQVT577jjjqeeemry5Ml9+vQ577zzjjvuuJdeeilHasmSJT179rzkkksWLlx4xBFHdO7cecyYMTNmzPj3v/+d0zKz+OGHH8YmF1xwQaYmu9C/f/9Y+9prr2VX3nTTTSeddNKgQYNiME8//XQsnnLKKVdfffWKFSuym61cufKhhx468sgju3fv/uCDD06bNm3o0KGXXnrpYYcdNnHixOyWayvPmzcv9n7bbbdlN4ioozJ6nj17dp06dS688MJHHnnkueeeGzhw4Nlnn92tW7cffvghu/36lr/44ovzzz8/ttp9990bNGgQhUx65ZVXkl3H7o466qgoT5o0KeKqWLFitPn444/POeecoLjqqqtieC+++GIM7Nprr61bt26MORpkpyeeeCI2Hz9+fHbliBEjojKO1wMPPBDH98orr4z+o+Vdd911wgknhGGm8X333RctQz6p6devXyxG6t27d1JT8FCjTRz3Vq1atW3b9s4774yDGHsJ5zZt2sQn7bPPPosGOWl92+dsvs8++1StWjUqu3btOnr06B9//DHKxZKi2wgkupo6dWq+s83GjRsXfxCiQRzNMNxhhx2inG+KzVu2bBkC0Sx6iw2D9Nhjj41Cvu1VEiCw4QJ6IECAAAECBAgQIECAAAECBNIvIEICBAgQIECAAAECBDaFQJmfWPP+++8PW8vPI488svKnr8uJp/tNmzZ99913K1eu3K1bt3jeP2rUqF69elWtWnXx4sVt2rQZM2ZMtn+lSpWSxbZt2y5btqxFixZ3rP6pU6dOUr/h+bPPPjt06NDop1OnThMmTIhyu3btYjEG1qNHjyhk0nXXXXfNNdfE4nHHHdevX7+JEycOGDDg6KOPjppLLrkkYolCEVJQxFYvvvji6aefHuXrr79+3Lhx9913X7169aI+ygEYhUKmJ598MnMc+vfvf+mll/7ud7977bXXgu7Pf/7zFltskd1P7C4WY9fnnntuFDp37nzvvffeeOONu+66ayzeeuutU6ZMiTZdu3Z94IEHHn/88b59+1avXj0OxHnnnbdkyZJoU3Dadttto0HEcsstt8SGsfn48ePvuuuu3XffPeqvvfba+fPnRyFSHN/4GARjlCOdf/75sRgphhSLkWIYka9tqAsXLowDMXv27Gh2xRVXjB49+uGHH45CbDJt2rRGjRotX/N9SOvbPvrJSVtttdWQIUOSyhhn3bp1I65MOEl9kfPf/va3ybaffvppUsjkI0aMiD84sdiqVauA3WabbaK8tnT33XfPmTMnTG666aY4fH369ImPbjSOHh599NGfRUkiQIAAAQIECBAgQIAAAQIEUi4gPAIECBAgQIAAAQIECBAgkBKBMj+xZtmyZTes5eeKK6747rvv4kB9+eWX3bt3j0Lt2rWnTJnSuXPno4466vDDD+/YseMzzzyTPPLv2bPnRx99FG2StPnmm//sZ/8pLlq0aPDgwXfccUeL1T+/+c1v/lNbHP/NnDkzumnTpk2PHj0OPvjg+vXrX3fddbGjatWqdejQIVYladasWQ899FCUb7zxxiFDhpx00kkHHXRQ48aNhw8fHoFE/e233/7Pf/4zCuubkskuAVi5cuVwaNu27e9///sTTjgh9pKY9O7de23fS5V3X+PGjcsch7vuumvChAnRpmrVqkcfffSOO+4Y5eyUvetp06Z169atadOmQZGw33zzzX/84x+ff/75Sy655A9/+EPNmjWbNGkSHUZvMdrJkydnd5VvOel/8eLFderUeeyxx2LzWrVqnXLKKRMnTqxSpUpsMmjQoMgjNWvWLD4GEXuUI7Vu3ToWI0V9LEZKuor9hlLOUAOnV69e0Wa//faLz9W5555bt27dww47LArTp0+P9kuXLr3//vujQZLWt32yVd68Ro0asbuAjVWxi/79+zdq1Cg+P/E5+f7776OyyGmfffZJtv3888+TQiYPgaQcRzN5sVCymG8+derUqL/tttvOPPPMOHyBGX+IWrZsGYOMAxqrJAIECBAgQIAAAQIECJQqAYMhQIAAAQIECBAgQIAAAQIE0i8gQgJFFdisqBuWou3OWvtPMgPg/vvvX7p0aYz47rvv3nnnnaOQSdtvv/1dd91VuXLlqIlC5EnabLP/ypx44okN1vwao6TBhufJbJhFixZld9WiRYupU6dmXhwSq66//vrIo75NmzZRyKQKFSpcdNFFu++++7Jly/785z9n6gtfiB6Sxj169Nhtt92ScuSB1rFjxyhEz/l+mVGsyptOPfXUbj/9dOnSpXnz5tWqVVu8eHHXrl1POeWUf/zjH9mbZHZ9xRVX7LHHHtmrohwH5eqrr666+guPYjFJcYxatmwZ5f/93/+NvOCU6T/0st+tsuOOOyavBZo7d27BPWTWZrrKO9T/+Z//SWZH9evXL+dzFZ433HBDdNK3b9/MF3utb/vYfG1pzz33HDFixNNPP33++ecnU4UWLFhwzTXXHHPMMfPmzVvbVuusz3yxVHwGchrHRyL5gzBw4MAIKmdtzmLywpvsmWrxB+q2224bOnRoHIKcxhYJECBAgAABAgTWT0BrAgQIECBAgAABAgQIECBAIP0CIiRAgACBUiTw3+kjpWhE6zmUAw888Ia1/2y55ZbR3+zZsyNv27Ztvu+b2X777bt06RINZs2aFXlOOvnkk3Nqimuxdu3a0dWLL7542223/f3vf49y3rR8+fLkW37OPPPMvGsjuoYNG0b922+/HXmRU+PGjXO23X///ZOajz/+OCmsM2/SpEnnn34uu+yyu++++/nnnx82bFjlypXnzp176aWXZr6WK7urvLvOXrtixYqFCxe+9tprL7/88tSpU5PZUYWf61O9evXsKUpJzzVr1ozCggUL8h1PrFpbyjvUN954IxrXq1dv7733jkJOOvbYY5OazPyS9W2fbF5Avt9++3Xv3v2VV1559NFHk5cMLV68uF27djnTmAroIWdV8mGLymSyThQyaYsttujbt+/hhx8eNX369LnvvvuisLZ05JFHxqr+/fuPGjUqOWqxKBEgQIBAuRQQNAECBAgQIECAAAECBAgQIJB+ARESIECAAAECBNItUOYn1qzz8KxYsWLOnDnRLJlREYW8KVm1ePHif/3rXzlrd99995ya4lo87bTTkrk1999//7HHHnvYYYddccUVf/vb37L7f//995PFc845JxrkTQ888EA0WLhwYeRFS5UrV847i2K77bZLevvhhx+SQhHyzTbbrF69en379o1tZ82a9corr0QhO8Wu1/b+ktmzZ3fo0GHvvfeOHk455ZTWrVvH4siRI7M3X2e5evXqedv84he/SCpXrVqVFAqT5zvU5N0w06ZNy3tcoiYzESczsWZ92xdmYNEmnOODNGTIkN69e8fi0qVLhw4dGoUipLfeeivZKucFPEnl1ltvPXjw4AMPPDAWb7/99gL2Ep/kEFu2bNlVV10VY2vUqNHdd9/96aefxoYSgdIsYGwECBAgQIAAAQIECBAgQIBA+gVESIAAAQIECBAgQIAAgfUUSP/Emm+++SYxycyoSBaz80qVKiWL//73v5NCJt9pp50y5Q0pLFu2LGfzbbbZZvTo0XfffffRRx8dqxYvXvzII480btz4nHPO+eKLL6Im0tLV32CVFGJseVPl1T/ff/99tCla+vWvf120DQu51THHHJO0fOedd5JCJl/brq+66qrTTz996tSp0fKAAw4444wzLr300l69ep166qlRU/i0yy675G285eqXGOWtL7gm36Fm3p2T97gkNasPTuVvv/026Xx92ydb5Z/nVxto8fmJNbNXv6IpCuuV4gBNnDgxNmnSpMlWW20VhbwpIhoxYkQyY+mmm2568MEH87aJmj322OOll17q1q1bHL5YnD9/fr9+/Q499NBbb711fV8UFJtLBAgQIECAAAECBAgQIECgvAqImwABAgQIECBAgAABAgQIENj0AiU9sWbTR7jttttWrVo1xvHBBx9Enm/KfOFRvlMx8t2kgMrvvvsuZ+2KFSsWLFiQUxmLm2++efPmzUeMGDFv3rxhw4Y1atQoKqdMmXLVVVdFIdJee+0VeaRp06a9tfafxx57LNoULVWsWLFoGxZyq+i/cuXK0TgzWyjKSYpVSSE7/8c//jFq1Kioady48QsvvPDEE0/ceuutF154YceOHQ866KCoL3yqUKFC4RsX3DLfoSbfM9WiRYu1H5n/rEm+pCn6X9/2scn6pkMOOSQ2mTt37vrOX1mxYkXPnj1j20j5fu9Y1Cdphx12GDlyZPImp2uvvXbMmDFJfU6+/fbbd+7cOQ7f7Nmz77rrrmSGzeDBg5ODm9PYIgECBAgQIECAAAECKRAQAgECBAgQIECAAAECBAgQIJB+ARESKJcC6Z9YE4c1mZAxefLktX37z7PPPhvNDjzwwM033zwKRUuZbzX6/PPPc3rId1ZNdptKlSrVq1dv4MCBV155ZdRPmjRpxYoVUdhtt92SWSmzZs2KxbKYPvjgg+RtPTVq1CjM+J9//vloFlHfeeedyeyNWEzS22+/nRRKLl/bJyTfPe6///5RP2PGjEK+MWh920fn+abks5HvquTrlqpVq7bZZuvxR/u777679dZbX3vttejz0ksvPfTQQ6NQQNppp51GjRqVfINYz549x48fX0DjX/7yl6eccsrEiRMbNmwYzZIXEUVBIkCAAAECBAhsSgH7JkCAAAECBAgQIECAAAECBNIvIEICBAgQIFA8Auvx9L14drgpemnatGnsds6cOU888UQUctKsWbOS+mbNmuWsWq/FXXfdNWk/ZcqUpJDJBwwYkClnCu+8807//v1zJknUqVMnafDDDz9EoUKFCqecckoUbrzxxswXCcVikr777rsuXbqs7et4kjabNv/yyy8vueSSZAzJ9KakXECevD1on3322WabbbKbZd5kk11ZXOVwTrr617/+lRQKk9erVy+aLV68ON/j+9JLL5111lkx7GiTpPVtn2yVk7///vsnnXRSfB7yzgGKwSdzXJL31uRsuLbFN998s0mTJkOHDo0G9evX79y5cxTWmXbbbbdHHnmk8up3EV122WXJn6DMVpMnT86pqVix4u9///tokPlirChLBAgQIFA4Aa0IECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAoNQKlIuJNY0bN07elnHRRRcNGTIk+1tyxo0b16pVqzg8tWrVatu2bRSKnLbaaqtk5kTfvn3feuutpJ8VK1YMGjRo4sSJmcWkMH/+/BjSXXfd1bNnz3//+99JZTQeNmxYlGMwW2+9dRQiXX755VWqVFm2bFmLFi1effXVqEnS3//+93PPPfepp5669tprs+uTtRs//+abb2KQkb7++uuPP/74tddeC4fjjjtu7ty5MZjbbrvtV7/6VRTWmQ4++OBoE5tPnz49CklauHBhBJuUS2Jmxvbbb5/MEXnyySeTvSxZsiQp0O7wjQAAEABJREFUFJDvvvvuyZd2RaQ333xzCCSNly9fHke8TZs2M2bM6N69e1IZ+fq2j01y0qpVq/74xz/Gh+dPf/rTNddck/1upPg8dOzYcfHixbFJkyZNIs9Jn376aQSVpL/97W8TJ07s3bt3u3btmjZt+u6770bjww8//O67765Y6K8G23vvvTNza7p27fr0009HJ5HGjBnTqVOnqBk5cmQyPywq//nPf44ePToKtWvXjlxKsYDQCBAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgQIAAAQLlSaBcTKyJA3rTTTclL4O5+eabDzzwwLPOOuv0008/4IADunXrFmv322+/Pn36FH5KQWySb+rRo0fUL126tEmTJqeddtrFF19cv3793r17H3744UceeWSs+u677yKPtO+++yaNx40bF+NJGh966KGPPfZYrO3UqVPkSfr5z38+aNCgKlWqLFq0qEWLFtHhmWeeedhhhx177LEvvvhitLnmmmt+v/pdIFHehOn8888Pz0g1a9aMYE855ZQgDYoYUq9evVq2bBmFwqTYtnr16tGybdu2cZiuvvrqiLdevXpvvfVWx44do/6rr76KvBjSml00atQoKgYPHnzMMccEb5cuXWJxnenss8+OD1I0GzJkyP777x9DjUNfo0aN5D091apVu+uuu2JtJq1v+8yGSaFChQqxo2QO0MiRI+Mjffzxx/fs2TOg4vMwZ86caHbFFVccccQRUchJ3bt3r/vTT+PGjWOE8blKPkIxzqFDh44aNWr77bfP2argxTjcw4cPT9p07tw5+RqvEIj+ozKO3T777HPOOefE5zk+ogsWLIiRx2c4VkkECBAgQIAAAQIECBAgQGBjCdgPAQIECBAgQIAAAQIECBAgkH6BEo2wzE+sKeRsmF/+8pePPPLITTfdVLVq1WXLls2YMWP27NlRqFKlyuWXX/7EE0/sscce2dCF7DZ7kyjvt99+jz/++O677x7lOXPmPPbYY0uXLj399NMfeOCB2G9Ufv/995FHqlChQqdOne6///7YJBYzjatVqzZw4MDjjz8+KjOpdu3aU6ZMSeamLFiwYObMmcmLSerVqzdu3Lj27dtnWq6tsOWWW8aqzTffPPJCpsqrv+VnnY0jkHzbRFyNGjW68sorX3/99WRCTHazAni33XbbESNGNGjQINrHYRo5cmTEGyyjRo1qu/qVQtlfrhRt1je0tSFcc801DRs2jA4XLVoUvDGMKEcqYKjJ2t69ew8dOjRGGIsx1LdWv6woFrt27frUU0/ttNNOUZ9J0dt6tc9smClUr159+vTpbdq0SWrefffdMWPGBFQsxk4HDBiQebVP1ERa2wGKD+Rxxx13/vnnxybPPfdc/fr1o3ERUnw4M3Nr4kDH4a5UqVK/fv0uvfTS2EV0GB/dyZMnR+Hwww+Poeb8QYt6iQABAgQIECBAgACBjIACAQIECBAgQIAAAQIECBAgkH4BERIgUNYEyvDEmq5duy5YsGD8+PGFNN9ss83OPPPMl19+OZ79P/roo6NHj56z+ueCCy7IO9lil112ic4j7bjjjoXsP2lWs2bNadOmxV4mTJjw5JNPvvHGG717965UqdIdd9wRvZ1zzjlJsyQ//vjjn3766bfeeivGM3LkyOdX/zRa/eqUpEEm33777W+77bb3338/Oh8+fHg0fO+994YNG/b7wr2r5g9/+EPs/dlnn810GIVmzZpFZQwgynlTjCrWHnLIIXlXZdcEXTTLm6LbgQMHRrwx8uz2SblJkyaxSbRJFnPywB88eHAYxjF65JFHwnDq1KmHH374brvtFlvFQctuf+WVV0bl1VdfnV0ZVlEZq7Irk/Lee+8dqyJVXPM7j7bbbrtBgwbNnTs3hP/617+GbdK+4KEmberXrx8jfPPNN8eNGxdjjg9YLF5yySXbbLNN0iAnX9/2OZvHZ/LGG2+cN2/egw8+GJH26tVrwIABjz/++HPPPZe8Kia7/doOUPAOGTKke/fusUkORfbmUR47dmxwJe92isW86ZhjjokGSUq+ySv+rF144YWxi9mzZ8cHO3qYOXPmqFGjatSokXdzNQQIECBAgEBZFTBuAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgR+VoYn1hT56G2//fa1a9euW7dulSpVitxJARtWqFChatWqBx98cI0aNQqesvCz1T+VK1eO8RxxxBF77bXXZpsVdERi7R577HHMMcdEy8L0vLr7spqFYRyjQw899Oc///lGi2G77bYL4R3XczZVMrxtt93297//fYw5PmBJTcH5+rbP6a1SpUpHHXVUy5YtO3bs2Lhx45o1a5bCj8Qvf/nL+GDXqVNnl112yRm/RQIECGxcAXsjQIAAAQIECBAgQIAAAQIE0i8gQgIECBAgQIAAAQIlIVDQNI6S2J8+CRAgQKBgAWsJECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAgTKiICJNWXkQJXOYRoVAQIECBAgQIAAAQIECBAgkH4BERIgQIAAAQIECBAgQIAAAQLpFxDh2gRMrFmbjHoCBAgQIECAAAECBAgQKHsCRkyAAAECBAgQIECAAAECBAikX0CEBAgQ2IgCJtZsRGy7IkCAAAECBAgQIJAtoEyAAAECBAgQIECAAAECBAikX0CEBAgQIECAQNkWMLGmbB8/oydAgAABAhtLwH4IECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgACBHAETa3JALBIgkAYBMRAgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAAQIECBAoeQETa0reuOA9WEuAAAECBAgQIECAAAECBAikX0CEBAgQIECAAAECBAgQIECAQPoFRJhKARNrUnlYBUWAAAECBAgQIECAAIGiC9iSAAECBAgQIECAAAECBAgQSL+ACAkQIECgcAIm1hTOSSsCBAgQIECAAIHSKWBUBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQ2GQCJtZsMno7JkCAAIHyJyBiAgQIECBAgAABAgQIECBAIP0CIiRAgAABAgQIECBAIE0CJtak6WiKhUBxCuiLAAECBAgQIECAAAECBAgQSL+ACAkQIECAAAECBAgQIECAAIECBVIxsabACK0kQIAAAQIECBAgQIAAAQIEUiEgCAIECBAgQIAAAQIECBAgQCD9AiIkUNoETKwpbUfEeAgQIECAAAECBAgQSIOAGAgQIECAAAECBAgQIECAAIH0C4iQAAECBMqBgIk15eAgC5EAAQIECBAgULCAtQQIECBAgAABAgQIECBAgED6BURIgAABAgQIECBQFAETa4qiZhsCBAgQ2HQC9kyAAAECBAgQIECAAAECBAikX0CEBAgQIECAAAECBAgQKCUCJtaUkgNhGOkUEBUBAgQIECBAgAABAgQIECCQfgEREiBAgAABAgQIECBAgAABAukV+GliTXojFBkBAgQIECBAgAABAgQIECDwk4D/EyBAgAABAgQIECBAgAABAukXECEBAsUoYGJNMWLqigABAgQIECBAgACB4hTQFwECBAgQIECAAAECBAgQIJB+ARESIECAAIHSLWBiTek+PkZHgAABAgQIlBUB4yRAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgACBcidgYk25O+QCJkCAwM9+xoAAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQIECBAgQGDDBUys2XBDPZSsgN4JECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAgQIEEi/QJmM0MSaMnnYDJoAAQIECBAgQIAAAQIENp2APRMgQIAAAQIECBAgQIAAAQLpFxAhAQIEEgETaxIHOQECBAgQIECAAIF0CoiKAAECBAgQIECAAAECBAgQSL+ACAkQIECAAIESEzCxpsRodUyAAAECBAisr4D2BAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIECgLAmYWFOWjpaxEiBQmgSMhQABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIECBAoJwLmFhTLj4AgiRAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgAABAgQIECBAIP0CItzYAibWbGxx+yNAgAABAgQIECBAgACBn/2MAQECBAgQIECAAAECBAgQIJB+ARESIEAgBQIm1qTgIAqBAAECBAgQIECgZAX0ToAAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAgfwETKzJT0UdAQIECBAouwJGToAAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAAQIECGwkARNrNhK03RAgkJ+AOgIECBAgQIAAAQIECBAgQCD9AiIkQIAAAQIECBAgQIAAAQJlV8DEmsIeO+0IECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAgQIEEi/gAgJrIeAiTXrgaUpAQIECBAgQIAAAQIESpOAsRAgQIAAAQIECBAgQIAAAQLpFxAhAQIECGxaARNrNq2/vRMgQIAAAQIEyouAOAkQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIJA6ARNrUndIBUSAAAECGy6gBwIECBAgQIAAAQIECBAgQCD9AiIkQIAAAQIECBAgQIDAugVMrFm3kRYESreA0REgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAAQIECBAgsEkENurEmk0SoZ0SIECAAAECBAgQIECAAAECG1XAzggQIECAAAECBAgQIECAAIH0C4iQQHkRMLGmvBxpcRIgQIAAAQIECBAgkJ+AOgIECBAgQIAAAQIECBAgQCD9AiIkQIAAAQJFFjCxpsh0NiRAgAABAgQIbGwB+yNAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgACB0iRgYk1pOhrGQoAAgTQJiIUAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQIECBAgkHIBE2tSfoCFVzgBrQgQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAgQSL9AcUdoYk1xi+qPAAECBAgQIECAAAECBAhsuIAeCBAgQIAAAQIECBAgQIAAgfQLiJAAgTIgYGJNGThIhkiAAAECBAgQIECgdAsYHQECBAgQIECAAAECBAgQIJB+ARESIECAAIHyKWBiTfk87qImQIAAAQLlV0DkBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIECgmARMrCkmSN0QIECgJAT0SYAAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAAQIECBAgUHoFTKwpvcemrI3MeAkQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAgQSL+ACLMETKzJwlAkQIAAAQIECBAgQIAAgTQJiIUAAQIECBAgQIAAAQIECBBIv4AICRAgULICJtaUrK/eCRAgQIAAAQIECBROQCsCBAgQIECAAA0z5qUAABAASURBVAECBAgQIEAg/QIiJECAAAECBMqcgIk1Ze6QGTABAgQIENj0AkZAgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQI/OxnJtb4FBAgkHYB8REgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAAQIECBAoEQETa0qEtaid2o4AAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQIECBAgQIAAgfQLiDAtAibWpOVIioMAAQIECBAgQIAAAQIlIaBPAgQIECBAgAABAgQIECBAIP0CIiRAgACBtQqYWLNWGisIECBAgAABAgTKmoDxEiBAgAABAgQIECBAgAABAukXECEBAgQIECBAYGMKmFizMbXtiwABAgQI/J+AEgECBAgQIECAAAECBAgQIJB+ARESIECAAAECBAgQIFDGBUysKeMH0PAJbBwBeyFAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgAABAgQIECBAIFcgfRNrciO0TIAAAQIECBAgQIAAAQIECKRPQEQECBAgQIAAAQIECBAgQIBA+gVESKAUCJhYUwoOgiEQIECAAAECBAgQIJBuAdERIECAAAECBAgQIECAAAEC6RcQIQECBAikU8DEmnQeV1ERIECAAAECBIoqYDsCBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQKKSAiTWFhNKMAAECBEqjgDERIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAAAECBDadgIk1m87ensubgHgJECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAgQIEEiVQL4Ta1IVoWAIECBAgAABAgQIECBAgACBfAVUEiBAgAABAgQIECBAgAABAukXECEBAhsmYGLNhvnZmgABAgQIECBAgACBjSNgLwQIECBAgAABAgQIECBAgED6BURIgAABAgRKnYCJNaXukBgQAQIECBAgUPYFRECAAAECBAgQIECAAAECBAikX0CEBAgQIECAAAEC5UHAxJrycJTFSIAAgYIErCNAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgAABAgQIECiSgIk1RWKz0aYSsF8CBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECAAAECBNIvUFYiNLGmrBwp4yRAgAABAgQIECBAgACB0ihgTAQIECBAgAABAgQIECBAgED6BURIgEA5FjCxphwffKETIECAAAECBAiUNwHxEiBAgAABAgQIECBAgAABAukXECEBAgQIECBQnAIm1hSnpr4IECBAgACB4hPQEwECBAgQIECAAAECBAgQIJB+ARESIECAAAECBAgQKOUCJtaU8gNkeAQIlA0BoyRAgAABAgQIECBAgAABAgTSLyBCAgQIECBAgAABAgQIECh/AibWlL9jLmICBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECAAAECBNIvIMKNIGBizUZAtgsCBAgQIECAAAECBAgQKEjAOgIECBAgQIAAAQIECBAgQCD9AiIkQIBA2RQwsaZsHjejJkCAAIHSLbBw4cIxq3+ef/75Yhzpd9999+ijj67ueMyKFSuKsWddESCwHgKaEiCQFoHvv/8+OatGHuW0hCUOAgQIECBAgAABAgSKRUAnBAgQIECAAIH/CphY81+IQv7vq6++emX1z+uvv553k+XLl69e+d/s22+/zdtGDQECBAiUWoGPP/44+Rv8gw8+2MBBzps3r+fqn/vvv38Du8re/F//+lf37t1Xd9yzcM//srdWJkCAAIFyIVCMp7Ni9Pr000+Tk+z8+fPz7TbqkwaLFy/Ot0FJVH7zzTfJWTXyKBdyFyE8bdq0Bx54oEePHldfffWDDz748ssvf/7554XcXDMCBAgQIECAQEkIlPM+V6xYEVdoAwYMiOu6SEOHDn3ppZeispyzCJ8AAQIECCQC//73v5O7LnH7Jakp3jzOuS+88ELcHolC8fasNwKlR8DEmvU7Fm+//XbL1T/Nmzf/7rvvsjeO+7AdO3ZcvfI/WVzEr1q1KruBMgECBQtYS2CTC0yYMOE/f4O3bBnPyTb5YAyAAAECBAgUTaB0ns5efPHF5CTbvn37fOO6+eabkwYPP/xwvg1KQ+WSJUu6dOly5JFHRhS33HLL2LFjR44cee2117Zu3bpOnTo33XRT3KgqDeM0BgIECJR2AeMjQIBAsQpMnz69QYMGcYV25513jln9Exdmbdq0Oemkk+bMmVOsu9IZAQIECBAokwLDhw9P7ro0atToyy+/LPYYLrvssrPPPjtuj8QpuNg71yGBUiJgYk2RDkSejb777rvOnTvPnDkzWVOvXr37779/m222SRblBAgQIECAAAECBAgQSJ/At99++8nqn88++yx90eVENHr06Lp16z711FM59ZnFoUOHHnvssVOmTMnUKKRCQBAECBAgQIBAqRZ45ZVX2rZtu2DBgryjnD9/fqdOnZYvXx6rVq1atfq69T/ZypUro2Z9U1zx/mfjTz6Ja+D13VZ7AgQIECCwCQXiKXY8ts4MYPz48Zny+ha+/PLL5GwYhextn3/++WTxiSeeSAplMTdmAgULmFhTsE+h1v7www8XXnjhtGnTktb169cfNGjQ1ltvnSzKCRAgQIAAAQIECBAgsBEENv4uZs+efcTqn3POOWfj731j7vGll17q1atXZo/Vq1e/4IILBg4ceO+993bs2LFq1arJqqVLlwbFO++8kyzKCRAgQIAAAQIESlqgZ8+eyS4qV6588803T5kyZezYseeff35URs2oUaMqVaoU5W+++Wb1det/sihHzfqm88477z8bH3HEX/7yl/XdVnsCBAgUs4DuCKyPwNNPP71s2bLMFoMHDy7yFzYNGTIkORtGJ5kOo9CmTZvII5199tmRSwRSKWBizYYe1vir55JLLnnuueeSjho0aHDfffdttdVWyaKcAAECBAgQIEAgHwFVBAgQKDsCX3311UUXXZQZb6dOnZ566qnLL7+8UaNGTZs27dWrV/w+2KJFi0yDyy677Mcff8wsKhAgQIAAAQIECJSQwOeff555V02fPn1at26955571qlTp3v37o8++ujIkSP33XffEtq1bgstoCEBAgQIbGKBoUOHZo9g8eLFL7zwQnbNhpd79uw5ZcqU6dOnd+nSZcN70wOB0ilgYs0GHZcVK1Z069YtbqomvTRs2HDAgAFbbrllspg3//LLL5M3T+ZdpYYAAQIESqvAWscVZ4G4Bi3kX+zxgG3JkiWxyVq7+2lFtPn0009XrVr1U4X/EyBAgACBEhSI8846T2crV66MhxZF+6e9Gz70Qu69kL9tRRRLly5dr/Ns3759Y5MkkPPPP79Hjx5bbLFFspjk22677R133HHiiScmi2+99daoUaOSct48wsn0lnetGgIECBAgQGATCth1mRPIzKqJke+1116RZ1Lt2rUPPvjgzGJhCnGJ+Nlnn/3rX/8qTOMit4mrwU14aV3kYduQAAECBMqowJw5c+I2RQy+cuXKp556ahQiDRs2LPKC01dffbUs6z03BTeOtXvuueduu+0WhXzTDz/8ECfZONXmuzZvZey94O9ejNs769Vh3l2oIbC+AibWrK/Y/7WPK+CrrrpqwoQJSVWjRo369euXc4M1WfX3v/+9S5cuyaV8jRo1jjnmmNtvvz3+wCdrH3rooVNW/5x11lnx2DWpTPJJkyatXnPKpZdemtTICRQsYC0BAhtBYPny5X369GnSpMnee+992GGHxV/scQp49NFH17brefPmdejQoXr16nXr1o1NzjzzzJdeeilv43iu+eCDD5588snR5tBDD43L0FatWr366qt5W6ohQIAAAQIbLlDI09k777xz8cUXx1OKOnXq7L///vXr17/xxhvjxkqcoeJXlWuvvTYZydy5c2Mx0t13353UFEu+tr1nd17wb1uZlnGeHTJkSJy+I4r41SzOszH4Qj41yZy4q1SpEr/ZZfrMKcSvh5mal19+OSn/4x//CJZIwbhkyZJevXodcsghMYADDjjgmmuuyfxWmDSWEyBAYD0ENCVAgACBn/1s9913zzAMHjw45+56sique+NiLO6xJIuRt27dOmratWsX5Uhxn3/cuHHRoGbNmnGpVqtWrbjbEzfwM8/zunXrFu1fe+21aBzp+uuvj8VIixYtmj9/fhQinXvuubEqk8aMGROVkeISNFNZmIvbTGMFAgQIECBQLAKZOTRx+otnE0mfM2bMiLNSUs7JP/roo3gqHafCgw46KO5dxI2gq6+++osvvkgeZ48ePTppnznTTZ48OWoeeOCBOOtFyjSIykhxFo6HKfEAZZ999omTbJxq44T7/PPPx6rs1Ldv39g2UtxOiSfvp59+euz9t7/9bdzGmTVrVnbLuL0Tj1HiUXvc3sl0mLlvk91SmUCxC2y6iTXFHspG7zAuoB955JFktyeeeGL8mc93Vk20OfbYY5966qnMv0qMC+777rvvhBNO+Oyzz2LzuEMdF+WR4m+xF198MWoyKf6SivpIu+66a6ZSgQABAgQ2oUBcxh199NHxd34yyzsZSdxG6d69ezwqSxaz8zlz5px00klTp07NVM6cObNNmzZxNZmpicLnn39+2mmnxRO+uXPnxmKSYl8tWrTIvgWT1MsJECBAgMAGCsQppjCns7jJEjc1HnvssczuFixY8Kc//alx48ZRiN9TIs+sisVIH3zwQaZmAwsF7D3u8iSdr/O3raTZ119/3bZt25tvvjn79B03YuL3uKRBAfl3330XJ/qkQZysK1WqlJTz5lWrVs10+MYbbyQNvv/++2CJFL/unX322XGDKfnFcNmyZfHrXoyq8P9aK+mwbOZGTYAAAQIECBAoEYGdd945M7cmnvAdd9xx999//9///vfsncUTuLgYy77fEuWoeXX1v2X65JNP4t5Lt27d4go5rtCSDRcvXhw38Js3b55Mg46rwWifrIo8roFjMdK3334bm0Qh0l//+tdYlUlLliyJykiZwRTm4jazuQIBAgQIECgWgbh/MmnSpKSrU0899eCDD65WrVqyGDclkkJ2Pn78+KOOOmrChAlxKkzq46w3cuTIBg0axI2OOK8l9zRiVRRiMVIUYjF2FOXXXnsts2FUvvnmm3FqjocpcSaNxUhx3owTbseOHc8999y43xI1SYpH58nmgwYNuvTSS2fPnp3Ux22cVq1aTZ8+PVmMPJ6hRIr2UY6UdBgPXPr16xeLEoESFTCxpui8caWebFynTp1777138803Txaz83nz5l1xxRVJTfXq1aN84403Jtf68We+d+/esWq//farW7duFCKNHTs28iTFxXf85ZKU4y+7pCAnQIAAgU0r8Ktf/Srum8QY4gI0rv8uvvjiAw88MBYjxaOyuFKMQt5UpUqVM8444/TTT69cuXKyNq4ms6dRx7VgXDgmq+LGzR133BHXgsliPAV8//30ygIsAAAQAElEQVT3k7KcAAECBEpaoJz0X8jT2fDhw+MORZjUrl379ttvj1sbcUaLxfr16++9997xe1Dyq03URIrFSFEf5WJJBex9l112iV0U5retaBapf//+M2fOjEKk+L3s7LPPbty4cZST6KJQQMqeKrTvvvsW0DJWxS93kUeKG0k5r8OJO01xIymuH1q2bBl5tIk0Z86c//mf/4mCRIAAAQIECBAgUDSBe+65J7Nh3HK/7bbbjj322JNPPvnpp59OZjBXrFgxLlMzd2+icVzcRs2hhx4a5R122OGHH36IQtyxiVs33bt3j2vdWIwUF28PP/xwFGrUqBHto5CkuJ6MxUhbb711UlOYfJ0Xt4XpRBsCBIpTQF8EyoHAqFGjkijjPBj3NCpUqBAnu6Rm5MiROTcu4sR32WWXJWvjtHjiiSc2atQoWfztb39bs2bNOPdFfVITN4hiMdIvf/nLpCYnj1suXbp0idsjSX101aFDhxhGsvjcc8/dddddSTk7T95AETdtImXq45ZUUv7kk08yEcVNqnjOnjSLwTRo0CBpIydQcgIm1hSD7ezZs9f2JDXz9oIePXo8++yz5557bjwoffzxx5O/d/785z8nz0r/+Mc/JuOYPHly8hqbWIz2kUeqW7fu//t//y8KEgECBAhscoG99tpr8ODBPXv2jCu/+Ev+oosueuyxx2rVqpUMLCqTQnYe92uef/75W2+9Na7z4uFZ5pHb9ddfnzSbPn16Mm08rv/inHL33Xe3aNHixhtv7NatW9IgHgcmBTmBNQQsECBAoKgChTydzZkzJ9nD+eeff9ppp1144YVxworz1LXXXnvwwQePHTv2pptuShrEnZFYjHTxxRcnNRueF7D3eDoS/ceJOPJIBf+29dFHH91///3RLFLcP4pHLDH+AQMGZH4vi/oCUvZtpp///OcFtIxV2beTli5dGjXZKR7SPPPMM/Gw54knnsjMScr8a4rslsoECBAgQIAAAQKFFIh7MnGNGnl2+7lz53bu3Pnss8/+/vvvK1WqNHbs2NE/fXVFNBs+fHjUDB06NMqxdsiQIXF/Pm7OxK2buO6N+ngQGKsiPfXUU5HH9Vu0z+ziyiuvjMVImSu6aLPOtM6L2wJ7sJIAAQIECKy3wPLlyx966KFks9atWyeFpk2bJoXIx40bF3kmZW6zxAkuHljHU4mBAwdOmzYtHoL86U9/ateuXZz72rdvn7Rv2bJlLEY6/vjjk5qcPLZdtGhRVMYz8XiGEotXXXXVxIkTo7eojPTAAw/Mnz8/CjlpzJgxcdMmUpyXk1VvvfVWcnNm3rx5SU08ZImbVKeffno069evX9zhiZpklZxAyQmYWFN027jCzmzcpk2bd955J7OYFOIvrLiCT8pHHXVUNEjSkiVL6tSpk9RHTRTiBmvVqlWjECn+cok8UvwtEHmkVq1aRS4RIECgLAukauyHH374eeed989//jOehD355JNx7fjrX/86ifDDDz9MCtn5HXfcscMOOyQ1v/rVr6677rqk/O6773755ZdRnv3Tiw1POOGE6DZODUnKXAu+8dPXSURjiQABAgQIFItAYU5nv/nNb5J9de/e/d57743fbqpUqdK8efOksqTzgvde+N+2YtjJUONWTtzESSblRE3NmjXjoUgUCk5xOynT4KOPPsqU8y0sWLAgU5+9YVJ56aWXbrnlllGOkZx88slRiLTOPqONRIAAAQIEypCAoRLY+AK//e1vx48f//TTT3fu3Dlzmz2G8eKLL95www1RKDjtvPPOV199dVynvf7669FJ9lPGuD9T8LaFX1vwxW3h+9GSAAECBAgUUmDixInLli1LGjf66d0zcaKMp9JJZTzpXrFiRVKO2yyZd+rHzZNdd901qd9jjz0uvvjiLbbYIlksfP7yyy8njTt16nTgT2/9r1ChwoUXXljtp6+jSr6WMWmW5A0aNDjkkEOScvYcoOTNNzvttFOyav78+dFtPEn/4osvTjrppMwDmmStnEAJCZhYU3TYI444IvOWqviLqXXr1jnPU+OJaab3+FPdMOtn2rRpyarkjTVxb/ePP7205uGHH161atUnn3ySzGGPW67xl0jSWL5xBOyFAAECBQvE38/xMCwu71q1ahVXgT169Ej+AVNs9c0330SenQ444ICct47Vrl070+C9996Lcmae9ahRo7LOFQ07dOgQayPFU7rkvcRRlggQIECAQLEIFOZ0duaZZyb7Wrp06T333BOnv4MOOmjw4MFFOCttttl/f/dc27aZr9bOtCx474X/bSvT8sgjj4xfr5KIkvwPf/hDUiggj7szma3+93//t4CWseqtt96KPFJcAOS967TPPvvEqiRlbgZ9//33SY2cAIFNIGCXBAgQIJAigf32269bt24zZswYOHBg5vot7rRkHhmuLdaPP/74ggsuiOu35s2bd+7cOTrp379/0jhu+yeFDc8Lvrjd8P71QIAAAQIEsgVWrlw5ZMiQTE2c6c766Sfz73gXL148ZcqUpM3bb7+dFCKPJ+CRb0iKk29mms7RRx+d3VU8E8/M7Mn7hTBxOs40rlSpUuaEntxNqlGjRubxyuTJky+66KLf/e537du3zzxhyWyrQCCPQDFU/PfmZjH0VC67OOWUUy699NIk9LjX3KZNm8wXOUXl119/HXnB6fPPP08atGjRIinE09PXX3/9mWeeSRajfptttknKcgIECBDY5AIjRow47bTTMv/2fffdd69bt2721V7OCLfeeuucmszzwqiPq9vIv/rqq8gLTsmrDgtuYy0BAgQIECikQCFPZ3Gn4+GHHz788MMz3cajhVtvvbVHjx6ZmkIWMv/UKX5vyjsPNTr54IMPIo8U59bIIxW898L/tvXjjz9Gb5GyT8GxGGnL1e+PiUIBqUKFCpnX/o8ZM+bvf//72hq/8sorM2fOTNbme22QPdVm8803T1oWOteQAAECBAgQIEBg3QLxuK5Ro0Z33313pmlmmnWmJrsQj/2OPPLISZMmJZVVqlSJJ3bZF8BJ/frm8UAxZ5OCL25zGlskQIAAgfIsUCyxT58+PZ44Z7qakfUTd2Yy9cOGDUvKmX/vFIvFe8si7qtEn9kp03/e0+VWW22V3TKnHBv+6U9/6tKlS5yvM6umTZt20kkn/e1vf8vUKBAoIQETazYUNv70tmzZMull0aJFbdu2zTwf3XvvvZP6yCdPnvxCfj8XXXRRrI204447ZiatP/roo5kvhIrHt7FWIkCAAIHSILBy5cpBgwYlIznjjDNeffXV+Kt99OjRBbxabM6cOf/85z+TTZI882/ZYzF5mc3+++8f5UjRZ3SYb/rFL34RDSQCBAiUCQGDLOUC63U6O+yww0aNGhXPG/r06VOnTp0ktAkTJmT/i4KksuA8+2UtTz/9dE7jV155JXNbZ999982sLWDvhf9ta6+99ko6jL3kvB7mL3/5S7Kq4DzzG180u/rqq7NvNkVNkuLXwKuuuiopR97ip384EWWJAAECBAgQIECg5ATimdzChQtz+s9871LUF/zPVseMGRNtItWuXTvu4cdtnLg5f+GFF0bNeqW4mo3L7MwmyYvqM4tJoYCL26SBnEDZEzBiAgRKq8Dw4cMLM7RZs2bNnz8/WmbfjXn99dejZkNSxYoVM//iKO4pZXe1atWql156KanJtEkWC5Nvt912l112Wdzhefzxx7t27ZrZJHNCz9QoECh2ARNrNpS0QoUKN910U+Y1VvG3T4cOHZJ/grnzzjtnZsw98cQTu2f9xF8ZkyZNiuv7HXfcMTOCNm3aJOV4Rpu8CyH+QqlRo0ZSKSdAgACBTS4Qt0UWL16cDKNXr17JZJe4EPzzn/+cVOab33DDDZl/Kx8niFtuuSVpFueIX/3qV1HOTKx57rnnNt9888zpIm793HPPPdF/1MSVaLSUil9AjwQIECh/AoU/nX377bf333//smXLdthhh2bNmmW/Q/ijjz4KucyL2aLPOGFFzdpS/OJTvXr1ZO0111zz6quvJuXIP/jgg549e0YhUuXKlTMzZgree+F/28qcZ+Npx3333Rd7SdKSJUtuvvnmpFxwftJJJzVq1ChpM2PGjGbNmr3zzjvJYpLHDZ2GDRtm/jH0eeed9/vf/z5ZJSdAgAABAgQIECg5ge+///6iiy6qV69ePF3L3suoUaOSxbi8jJsqUd5qq//7F/DJpWxURnryyScjj3T++edn5oLn9BZrI8Vdmsgjffjhh5EnKS5Kk0LkcU0YeaSFCxc+9dRTUchOBV/cZrdUJkCAAAECGyjw3nvvTZs2Lemke/fuf8nzkzn9RZsRI0ZEHvdtqlatGoVIt912W9wLikKklStXzpkzJwpJyrxRpoAX+iYta9eunRT69u2bfeYdO3Zs5t8eH3jggUmbwucvv/xyhLbZZpvVrFnzkksuycytiZNv4TvRkkDRBEysKZrbGlvFQ9ABAwbst99+SW38/dKlS5fkGWrmHen9+/dv167dww8/PHLkyAsuuCAex/bu3TsKK1asSLaKPHrIeclkq1atol4iQIDAagHZxhOIv8mr5ffz61//OjOIO++887XXXouLzqZNmy5atChTn7fw2GOPnXrqqfEwctCgQSeffPKsWbOSNpl/1x49xN6iMh74HX/88XGh+eijj959991RP2HChBNPPDGzSbSRCBAgQIBAIQU28HQW91A6dOgQN1OaN28ev8jEWS9+l8nsOnnqsNNOOyU10TgeRcQDjKlTpyY1efPbb789qYzGLVq0OOWUUy6++OL4lee4447LvJ04Tq/JPZpos869F/K3rRhqnH+TXd9zzz3nnHPOgw8+GIU4wxZ8Bk82SfIbbrghnsok5fnz5zds2PCYY46JOzjxO91hhx3WsmXLzNTbOKdHXElLOQECBAgQKJqArQgQKIxAPOo777zzkiksF110UVzyxS33+++/P64z47o06aFZs2YVKlSIcsWKFatUqRKFSJdffnlcED700ENRzkzCfuCBB+Kx4xNPPBGXi6NHj45VOSlzUyiuJONxQNzw/+6773bZZZdMt/FQYPDgwQMHDozrzJxtC3Nxm7OJRQIECBAgUGSB5ByXbH7GGWfE3ZucVKNGjbgbkzR45JFHvvjiiyhfc801kUeKW0BNmjS577774nR55plnnnbaaXF6jfpImck3kyZNuv7664cNG5b5V0axNjvFDZPkRko89TjhhBPuuOOOODvHjZTMv62K2021atXK3mSd5WeffbZ169bt27ePXU+bNu2ll16KmmSriCgpyAmUnICJNcVju+222w4fPjxzDR13k7t167ZixYr4uyb+6kn28eKLL1555ZVXX311/F2T1MQf8s02W+MQnH322cmqJM97CZ7Ul/7cCAkQIJBKgW222SYeBCahxTVl3Km57rrrMtOrk/qcPLl2nDt37s033xz3dzJXmQ0aNGjatGnSOLrt06dPUo5bLVHu3r17v379FoSmvwAAEABJREFUkkd0cckbt2mStXICBAgQILDhAnHeKczpbPbs2TNnzozdxckrfpGJs17cBInFSKeeempygttjjz0yN0EmT5581VVXJZtEm7zp4IMP7tWrV6Y+btM89thj2ZNH27VrF7dakgaF2Xvhf9uKuzaZWz9Tpky59tpr77333rizk6lMdlpA/stf/vK5557L3HWKlosWLZo4cWL8cpecr6MmUqtWrSZMmJB5kU/USATSLyBCAgQIECCwiQTi1no8k0uuS2MIce9l0KBBt912W1xnxmKk/fbbL65jo5CkuFRLCnEnJy4Ik4eOp59+elIZ16Xx6LFr165xuZjU5OSZ2zhxGXnnnXfeddddy5cvr1ixYmyStIz6W2+9Na6Z495O8pqcpD7ywlzcRjOJAAECBAhsuMC//vWveHiR9NOsWbMds747JalM8tatWyeFyMeOHRt5o0aNMl+usmDBgttvvz1Ol3F+jFVxev3L6m/Tzr4xEk/Gb7jhhrW9uiZupPTv3z+2jRRnxoEDB8Zdo7iREouRqlevHp1HofBp5cqVw4YNS9rHrtu3bx+jnb/6e6yiMvM4PspSiQmU947XmNVR3jEKEX9crK+t1c477/zwww9nruPjr4Z4MhqN445t3759M3NuoiZStWrV7r///gsuuKBChf/Ml4+aJNWvXz/TMu5Wb7/99km9nAABAgQ2gkDcDVnnXm655ZYOHTpkN6tXr178lZ5dE+XNN9888khx5Tpq1KjM3+1RE2eKeKwY93qyzykHHXRQXKGefPLJ0SCTomXUxEPHeGyZVGaPMLucrJUTIECAAIEQKMwJojCnszjBTZs2LfOlt9Fzktq2bRubJ+XI45ed7Df3fvfdd1G5ttSxY8fHH388u33SMh48jBw58rrrrksWIy/k3gv521bVqlUnT57crFmz6DmTateuHb+1Zc7RFSqs8atZplmmsMsuuwwZMmRA1stKM6uiEL2NGTMmZHJ+iatQIf9uM5cKW265ZWwuESBAgAABAgQIFEGgadOmzz77bNxUz7tt3HsfPXr0Nttsk1nVuXPnzPzyqEwuXKPm1ltvzVwTRn3cuo9bMVHISUceeWTmn/Inq5IezjrrrJ4/fbFp1MfNnHPPPfeSSy6JcqTk5k8hL26jvUSAAAECxSJQnjvJ/pqnli1bro3imGOOibslydrhw4cnhRtvvHHo0KFxlyZZTPJoFvdDDj300Fjccccd42l49nkzORsm57tokLndEeU4/c2YMaNBgwZRzqQ4UXbv3v2pp57Kvn+ytntZmX+5tMUWW8Qu4t7R9ddfn7336Ha//faLM/6+++4bZYlAiQqYWLN+vL///e8X/PSTvKI8e/t99tnnrbfe+mn9gssvvzzWVqhQoUmTJnPmzJk9e/b48ePHjRv35ptvTp069fjjj4+1Oen777//9ttvk8rMZPlkUU6AAAECJS1w/vnnZ/4Oz7cQl25xAXfVVVfF3/ZxeRp/q//v//7vsGHD4q/0pP2gQYOSQWZqbrrppsMPPzzOAi+99NKDDz44bdq0uXPnxmPF6Cppmcl33nnne+655+23344nf/FkLmkZNdttt12mzS9/+ctkR5F7DpdhUSCQSgFBESiyQDGezvbYY48RI0bEuenpp5+O890TTzwRv8vELYzsc9Buu+0WDx5efvnlyKdMmZI9OSbfEGrWrBkt48wYJ7s77rgj7onEtnHWO+KII3LaF2bvhf9t6+c//3mfPn0ilogizuBvvPHGo48+GiffGEmcVSNFg5wB5LvYuHHj0Ih+Iu/bt2+c+iPq9957L3o75JBD8m4Sd6Oi8yRlr41HOEnlwIEDs+uVCRAgQIAAAQIE1kvg17/+dTwCjOuxuJ3Sr1+/AQMGPP7443HVGjfnd9hhh+yuttlmm7j+fP3116PBM888E5dzydozzjhj1qxZzz33XFzR/fWvf41b9wceeGByqRZ50ibyuPJs3779/PnzJ02aFDeFXn311XjQmNSfd955cYMornLjUjP6v+KKK5o1axbbRrrhhhuiTaTCXNxGM6k8CoiZAAECxSrQpk2bOAElqW7dumvru2LFinFDJmkWhUyz+vXrv/DCC3G3ZOzYsaNHj37llVdibfaLag477LCojJshcT6dMWNG8u0r1157bdLVhRdemOkqCrvuuuvgwYOTs2d0OH369DhHx52reM4SazOpd+/eyeZxSs1URiGGkdTvt99+sRhjbtu2bVT+5S9/iRtKjzzySNxQihN6AWHGVhKB4hIwsaa4JNfdTzwNrVWr1u9///ttt912ba3jinzZsmWxNm6/1qlTJwoSAQIECJRCgcqVK9eoUSP+Vo+bMoUcXtzoOeqoo/bYY4+8U2qye4hHlfvss088mVtny+ytNnHZ7gkQIECgbAoU8nQW56a4f1GvXr0DDjhgbb/LxEOFePyw5557xj2OwmBUqVIlTnYtWrQ44ogjYtt4SrG2rQqz99i2ML9tRbPoLaKIM3ghp9HEJvmm6CdMmjRp0rBhw8JHnW9XKgkQIECAAAECZUeg9I40rkLjdspJJ53UuHHjmjVrru2qNQLYfvvto8G+++5bqVKlWEzS5ptvvvfee9euXXvHtXxfRtIs8q222uq3v/1t3BT6xS9+EYuZFDeI4no4LjWjq0xl3kJyGVnwpXXerdQQIECAAIGNLBD3beI5dd26dX/1q1/l3XU844ibIXE+3XXXXQu4pZPZMDl7Roe77bZbYdpnNlxbYaeddoobSoceemg8RllbG/UEil3AxJpiJy1Kh1+t/pk/f37v3r2T7c8666xi+Zsl6U1OgMBPAv5PgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgQIECBAoLgETKwpLskN6mfixIkHHXRQo0aNli5dGh1Vrlz5jDPOiIJEgAABAgQIECBAgAABAgQIpFxAeAQIECBAgAABAgQIECBAgED6BURYhgVMrCkVB++zzz7LHkf//v0LeFlldktlAgQIECBAgAABAgQIbEQBuyJAgAABAgQIECBAgAABAgTSLyBCAgQIEMgWMLEmW2OTlatVq1avXr2GDRt26tRpypQpUd5kQ7FjAgQIECBAgEBaBMRBgAABAgQIECBAgAABAgQIpF9AhAQIECBAgACBEhYwsaaEgQvX/SmnnDJs2LBBgwb16NFjzz33LNxGWhEgQIBAigSEQoAAAQIECBAgQIAAAQIECKRfQIQECBAgQIAAAQIECJQ9ARNryt4xM2ICm1rA/gkQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAgQCIGUT6yJCCUCBAgQIECAAAECBAgQIEAg5QLCI0CAAAECBAgQIECAAAECBNIvIEICm0bAxJpN426vBAgQIECAAAECBAiUVwFxEyBAgAABAgQIECBAgAABAukXECEBAgQIpEbAxJrUHEqBECBAgAABAgSKX0CPBAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQILB2ARNr1m5jDQECBAiULQGjJUCAAAECBAgQIECAAAECBNIvIEICBAgQIECAAAECBAhsVAETazYqt50R+EnA/wkQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAgQKOsC655YU9YjNH4CBAgQIECAAAECBAgQIEBg3QJaECBAgAABAgQIECBAgAABAukXECEBAustYGLNepPZgAABAgQIECBAgACBTS1g/wQIECBAgAABAgQIECBAgED6BURIgAABAgRKg4CJNaXhKBgDAQIECBAgkGYBsREgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIBASgVMrEnpgRUWAQIEiiZgKwIECBAgQIAAAQIECBAgQCD9AiIkQIAAAQIECBAgQIAAgcIKmFhTWCntSp+AEREgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAAQIECBAgkH6BUhyhiTWl+OAYGgECBAgQIECAAAECBAiULQGjJUCAAAECBAgQIECAAAECBNIvIEICBMqXgIk15et4i5YAAQIECBAgQIDATwL+T4AAAQIECBAgQIAAAQIECKRfQIQECBAgQIDABgqYWLOBgDYnQIAAAQIENoaAfRAgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAgdInYGJN6TsmRkSAQFkXMH4CBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECAAIFyIWBiTbk4zGsP0hoCBAgQIECAAAECBAgQIEAg/QIiJECAAAECBAgQIECAAAECBNIvIMKSETCxpmRc9UqAAAECBAgQIECAAAECRROwFQECBAgQIECAAAECBAgQIJB+ARESIECgzAiYWFNmDpWBEiBAgAABAgQIlD4BIyJAgAABAgQIECBAgAABAgTSLyBCAgQIECBAoDwLmFhTno++2AkQIECgfAmIlgABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIEChWARNripVTZwQIFJeAfggQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIECAAAECBAiUdgETazb8COmBAAECBAgQIECAAAECBAgQSL+ACAkQIECAAAECBAgQIECAAIH0C4iQQB4BE2vykKggQIAAAQIECBAgQIBAWRcwfgIECBAgQIAAAQIECBAgQCD9AiIkQIAAgY0hYGLNxlC2DwIECBAgQIAAgbULWEOAAAECBAgQIECAAAECBAikX0CEBAgQIECAAIEyKmBiTRk9cIZNgAABAptGwF4JECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAj8JmFjzk4T/E0ifgIgIECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgAABAgQIEChBgVIysWb9IvybHwIECBAgQIAAAQIECBAgQKAMChgyAQIECBAgQIAAAQIECBAgkH4BERJIl0CZnFizftNwtCZAgAABAgQIECBAgEARBGxCgAABAgQIECBAgAABAgQIpF9AhAQIECBAYB0CZXJizW/9ECBAgAABAgQIrCFggQABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQ2vkCZnFizjslCVhMgQIBA6RYwOgIECBAgQIAAAQIECBAgQCD9AiIkQIAAAQIECBAgQIBAKgRMrEnFYRREyQnomQABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIECBAgACB9AsULUITa4rmZisCBAgQIECAAAECBAgQILBpBOyVAAECBAgQIECAAAECBAgQSL+ACAkQKDUCJtaUmkNhIAQIECBAgAABAgTSJyAiAgQIECBAgAABAgQIECBAIP0CIiRAgAABAmkWMLEmzUdXbAQIECBAgMD6CGhLgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgTWS8DEmvXi0pgAAQKlRcA4CBAgQIAAAQIECBAgQIAAgfQLiJAAAQIECEbLzwAAABAASURBVBAgQIAAAQIENrWAiTWb+giUh/2LkQABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIECBAgACB9AuUwwhNrCmHB13IBAgQIECAAAECBAgQKO8C4idAgAABAgQIECBAgAABAgTSLyBCAgQIFIeAiTXFoagPAgQIECBAgAABAiUnoGcCBAgQIECAAAECBAgQIEAg/QIiJECAAAECBEqpgIk1pfTAGBYBAgQIECibAkZNgAABAgQIECBAgAABAgQIpF9AhAQIECBAgAABAgTKj4CJNeXnWIuUAIFcAcsECBAgQIAAAQIECBAgQIBA+gVESIAAAQIECBAgQIAAAQIENkDAxJoNwNuYm9oXAQIECBAgQIAAAQIECBAgkH4BERIgQIAAAQIECBAgQIAAAQLpFxBh2RIwsaZsHS+jJUCAAAECBAgQIECAQGkRMA4CBAgQIECAAAECBAgQIEAg/QIiJECAQLkXMLGm3H8EABAgQIAAAQIEyoOAGAkQIECAAAECBAgQIECAAIH0C4iQAAECBAgQIFD8AibWFL+pHgkQIECAwIYJ2JoAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAAQIECBAoEwIm1pSJw2SQBEqvgJERIECAAAECBAgQIECAAAEC6RcQIQECBAgQIECAAAECBAgQKK8C5WliTXk9xuImQIAAAQIECBAgQIAAAQLlSUCsBAgQIECAAAECBAgQIECAQPoFREhgowmYWLPRqO2IAAECBAgQIECAAAECuQKWCRAgQIAAAQIECBAgQIAAgfQLiJAAAQIEyrKAiTVl+egZOwECBAgQIEBgYwrYFwECBAgQIECAAAECBAgQIJB+ARESIECAAAECBAisIWBizRocFggQIEAgLQLiIECAAAECBAgQIECAAAECBNIvIEICBAgQIECAAAECBAiUtICJNSUtrH8C6xbQggABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIECBAgACBMiiwnhNrymCEhkyAAAECBAgQIECAAAECBAisp4DmBAgQIECAAAECBAgQIECAQPoFREiAQGEETKwpjJI2BAgQIECAAAECBAiUXgEjI0CAAAECBAgQIECAAAECBNIvIEICBAgQILCJBEys2UTwdkuAAAECBAiUTwFREyBAgAABAgQIECBAgAABAukXECEBAgQIECBAgEB6BEysSc+xFAkBAgSKW0B/BAgQIECAAAECBAgQIECAQPoFREiAAAECBAgQIECAAAECBQiYWFMAjlVlScBYCRAgQIAAAQIECBAgQIAAgfQLiJAAAQIECBAgQIAAAQIECBBIv0DpitDEmtJ1PIyGAAECBAgQIECAAAECBNIiIA4CBAgQIECAAAECBAgQIEAg/QIiJEAg9QIm1qT+EAuQAAECBAgQIECAwLoFtCBAgAABAgQIECBAgAABAgTSLyBCAgQIECBAYP0FTKxZfzNbECBAgAABAptWwN4JECBAgAABAgQIECBAgACB9AuIkAABAgQIECBAgECpEDCxplQcBoMgQCC9AiIjQIAAAQIECBAgQIAAAQIE0i8gQgIECBAgQIAAAQIECBBIq4CJNWk9skWJyzYECBAgQIAAAQIECBAgQIBA+gVESIAAAQIECBAgQIAAAQIECKRfQITFJmBiTbFR6ogAAQIECBAgQIAAAQIEiltAfwQIECBAgAABAgQIECBAgED6BURIgACB0ixgYk1pPjrGRoAAAQIECBAgUJYEjJUAAQIECBAgQIAAAQIECBBIv4AICRAgQIAAgXImYGJNOTvgwiVAgAABAomAnAABAgQIECBAgAABAgQIEEi/gAgJECBAgAABAgQIENhQARNrNlTQ9gQIlLyAPRAgQIAAAQIECBAgQIAAAQLpFxAhAQIECBAgQIAAAQIECBAohQJlfmLNq6++euWVV9arV69a6fgxCgIECBAoWwJxBonzSJxNSuFJ2pAIECBAgAABAgRKr4CRESBAgAABAgQIECBAgAABAukXECGB/wiU7Yk1V111VYsWLR5++OGFCxf+Jxr/ESBAgACB9RSIM0icR+JsEueU9dxUcwIECBAgUFYEjJMAAQIECBAg8P/Zu88wKYq1jeOSJCogKnhUEERFyRIkKCBBBMmCRJecc14yKDmL5CBBkChBkBVwERQQCSJJEBQEA6CsKLpI5r0Pdey37ZmdnY3s9P73Ktvq6qrqen5VPXzoumYQQAABBBBAAAEEEEAAAQQQiKZAAG+sady48aJFi6IZN80CUoBBI4AAAnEooH9T9C9LHN6ArhFAAAEEEEAAAQQQQMA/AWohgAACCCCAAAIIIIAAAggggID7BQInwkDdWNO/f/9PP/00cJwZKQIIIIBAAAjoXxb9+xIAA2WICCCAAAIIIJBwBBgJAggggAACCCCAAAIIIIAAAgi4X4AIEUAgUQsE5MaavXv3LuK7ahL1uiV4BBBAIK4E9O+L/pWJq97pFwEEELjDAtweAQQQQAABBBBAAAEEEEAAAQTcL0CECCCAAAIIIBC7AgG5sWblypWxq0BvCCCAAAIIWAL8K2NR3NkMd0cAAQQQQAABBBBAAAEEEEAAAfcLECECCCCAAAIIIIAAAgleICA31mzfvj3BwzJABBBITALE6i4B/pVx13wSDQIIIIAAAggggAACCCAQWwL0gwACCCCAAAIIIIAAAgggkBgFAnJjzalTpxLjXMVOzPSCAAIIIBCJAP/KRALEZQQQQAABBBBAAIFAEGCMCCCAAAIIIIAAAggggAACCCDgfgEijBeBgNxYEy8y3AQBBBBAAAEEEEAAAQQQQCBeBLgJAggggAACCCCAAAIIIIAAAgi4X4AIEUAAgUAVYGNNoM4c40YAAQQQQAABBBC4EwLcEwEEEEAAAQQQQAABBBBAAAEE3C9AhAgggAACCCCAgCXAxhqLggwCCCCAAAJuEyAeBBBAAAEEEEAAAQQQQAABBBBwvwARIoAAAggggAACCCCAQFwKsLEmLnXpGwEE/BegJgIIIIAAAggggAACCCCAAAIIuF+ACBFAAAEEEEAAAQQQQAABBBAIMAE21kRjwmiCAAIIIIAAAggggAACCCCAAALuFyBCBBBAAAEEEEAAAQQQQAABBBBwvwARIhCZABtrIhPiOgIIIIAAAggggAACCCCQ8AUYIQIIIIAAAggggAACCCCAAAIIuF+ACBFAAAEE7oAAG2vuADq3RAABBBBAAAEEErcA0SOAAAIIIIAAAggggAACCCCAgPsFiBABBBBAAAEEEHCHABtr3DGPRIEAAgggEFcC9IsAAggggAACCCCAAAIIIIAAAu4XIEIEEEAAAQQQQAABBBBAIAIBNtZEAEMxAoEowJgRQAABBBBAAAEEEEAAAQQQQMD9AkSIAAIIIIAAAggggAACCCCAAALxJ3CnNtbEX4TcCQEEEEAAAQQQQAABBBBAAAEE7pQA90UAAQQQQAABBBBAAAEEEEAAAfcLECECrhZgY42rp5fgEEAAAQQQQAABBBBAwH8BaiKAAAIIIIAAAggggAACCCCAgPsFiBABBBBAAIGoCbCxJmpe1EYAAQQQQAABBBKGAKNAAAEEEEAAAQQQQAABBBBAAAH3CxAhAggggAACCCCAwB0XYGPNHZ8CBoAAAgi4X4AIEUAAAQQQQAABBBBAAAEEEEDA/QJEiAACCCCAAAIIIIAAAgi4UYCNNW6cVWKKiQBtEUAAAQQQQAABBBBAAAEEEEDA/QJEiAACCCCAAAIIIIAAAggggAAC7heIlQjZWBMrjHSCAAIIIIAAAggggAACCCCAQFwJ0C8CCCCAAAIIIIAAAggggAACCLhfgAgRQCChCrCxJqHODONCAAEEEEAAAQQQQCAQBRgzAggggAACCCCAAAIIIIAAAgi4X4AIEUAAAQQQSEQCbKxJRJNNqAgggAACCCDwbwHOEEAAAQQQQAABBBBAAAEEEEDA/QJEiAACCCCAAAIIIIBATATYWBMTPdoigAAC8SfAnRBAAAEEEEAAAQQQQAABBBBAwP0CRIgAAggggAACCCCAAAIIIJDABNhYk8AmxB3DIQoEEEAAAQQQQAABBBBAAAEEEHC/ABEigAACCCCAAAIIIIAAAggggID7BYiQjTWsAQQQQAABBBBAAAEEEEAAAfcLECECCCCAAAIIIIAAAggggAACCLhfgAgRQACBOBBgY00coNIlAole4O67737ynz/lE70HAAgggAACCERRgOoIIIAAAggggAACCCCAAAIIIOB+ASJEAAEEEEAAgcAQYGNNYMyT/6PMmDFj0aJFn3vuuUyZMvnfipoIxK5A9uzZN/zzlyNHjtjtnN4QQCCBCTAcBBBAAAEEEEAAAQQQQAABBBBwvwARIoAAAggggAACCCCQaAXYWBOHU3/S9heHt7nrruTJkzdv3nzhwoW7du368ssvly5dumTJkj179nz11Vfvv/9+z54977nnnjgdQGLrvESJEh/Z/rp16xaRQPny5a2KjzzySETV4r+8YsWK1sD8yRQpUiT+Bxlbd9T6Hz9+vB6NCRMmpEuXLra6jUY/uXLl0nO6c+fOLl26RKN5rDdp06aNmf01a9Z47TxLlizLly83dXTs169fkiRJvNakEAEEEEAAAQQQQAABBBBAAIEEJMBQEEAAAQQQQAABBBBAAAEEEIg9gaSx1xU9xaqA350999xz69ev79+/f8mSJR944AF7u/Tp0z/77LPt2rXbunVLo0aNkiVLZr9KPtoC6dKle8r2J+E8efJ47U1TYFVMUL+IlCFDBmtg/mQUstcAA6Lwtddeq1mzZsaMGWvUqKH8HRxz9+7d9Zxmzpy5c+fOuXPnvoMjMbd+8MEHzew/+eSTpsR+1OfJe++9V7hwYVPn3LlzY8eOvXXrlr0OeQQQQAABBBBAAAEEEIixAB0ggAACCCCAAAIIIIAAAggggID7BYgwoAXYWBPQ03fX0KFDlyxZ8sQTT9jD+Pnnn3/66Sd7ScaM9/Xr1++ZZ56xF7o4//TTT1e+/Ve0aNF4CDNZsmTDhg1LmpSnKR6wo3OLeN4L8vzzz99efZVz5szpGK59JPa8o1pCOM2YMeOiRYuyZ89uBrNly5aWLVteuXLFnHJEAAEEEEAAgUQrQOAIIIAAAggggAACCCCAAAIIIOB+ASJEAAEEEPi3AFsB/u0RUGd169Zt2LChNeSDBw82adLk2WefLVmypF7tKxMUFPTZZ5+pwo3r19u3b68KyieGVKdOnSm3/zp37hw/8ebLl69Ro0bxc69Yucsnn3zS4N9/48aNs3oeOHDgvy82+Oqrr6yrAZdZtmzZ+++//9tvv61atUr5uB5/3759b6++KZUqVXLcS8h6JM+ePTthwoSvv/7acTXhnKZPn37RokXWjr3Nmze3bt366tWrCWeEjAQBBBDwS4BKCCCAAAIIIIAAAggggAACCCDgfgEiRAABBBABTy1mAAAQAElEQVRAAAEE4lyAjTVxThxHN8iaNevAAQNM57du3Zo6dWqtWrW2bt164cIFU6iMXuEHBQX169eve48eejVuyjnGrsCl8HDTYc+ePR988EGTT/jHX3755fN//33zzTfWsA8ePPjvi59rOVlXAy7z119/9ejRo1ChQt26dVP+Do5fyHokixcvPmnSpDs4DN+3Tpcu3YIFC55++mlT7eOPP27Tpg27aoxGXB7pGwEEEEAAAQQQQAABBBBAAAEE3C9AhAgggAACCCCAAAIIIBCIAmysCcRZ+++Yx40blyZt2v/m7rpr5cqVY8aMuX79ujl1HN977701a9Y4CjmNLYEJEyfeunVLvaVLl27QoEHKuD4RoIsF0qRJM2/evHz58pkYN2zY0LZt22vXrplTjggggAACCCCAAAIIIIAAAolIgFARQAABBBBAAAEEEEAAAQQQQOC2gKs31tyO0JWHJ598snDhwia0ixcvjhgxwuSjcUyWLNkrr7wSHBw8f/78ZcuWDRkypHbt2ip0dJU5c+Zmt/+CgoJ0KV26dJUrVx43bpyaDBw4sGTJkiqMKBUtWrRTp07Tpk1btWrV2LFjW7RokTFjRs/KTZo0uX2HZrpX8uTJy5UrN3LkyLVr19oHU6JEiQ4dOkyaNGn16tWTJ0/u2LGjOrd31aBBA3WSO3duU/if//xHpyalSZPGFJpj+vTp69ev/8YbbyxfvnzevHkSKFWqlLkUpePu3bvVg2kikzJlypi8n8dIh5EtWzYzfh2Vt3ebMmVKFZpUunRp+yXly5Ytay7VqFFDp7GSUqVKpeUxYMCAhQsXLlmyZPDgwfXq1dNiiFLntWrVMgPTMW/evPa22bNn1/LQutJSmTp1qpaNlrq9gsnnz59fbZUqVKigkixZsjRs2HDOnDmax27duuXMmVOF9qT1psomKW8u6damJKKjKpia5pgiRYoqVar07NlTN1q5cuXo0aM11Mcee8xc1TFDhgymq/vuu0+nSs8++6wpefXVV3Wq9Mwzz5gSDVinnilv3rxt27adOHHi6tsrXKvdetIdlZv887zcf//9ekb0DPbv33/FihWjRo2qU6dO0qTR+WzX/Cq6QoUKmXuFhIRoABHt2FMd3df3p4eWt4lXR8ejquZKileXlJo2bareVEJCAAEEEEAAAQQQQCBaAjRCAAEEEEAAAQQQQAABBBBAAAH3CxAhAndKIDovX+/UWLmvJVC+fHkr//7774eFhVmnUco8/fTTq1atmjx5cuvWrUuVKlWkSJGgoKAxY8asWbMmV65c9q4effTRAbf/goODM2bM+MEHH0yZMqVWrVpqojfiCxcu7N27t72+yd93331vvfXW0qVLu3bt+vLLLxcoUODVV1/t16/fpk2bKlWqZOpYx/79+t2+wwDda/To0bNnz65bt26ePHnMFoFs2bLNmzdv0aJF3bt3r1q1av78+V955ZVu3bqp8yFDhqRMmdL0o6vqxHqF/9hjj+nUJPv+D91dYxg+fPjrr79euHDh0qVLS2D+/Plvv/22ojNd+X8cOXKk9UtJb7zxRqpUqfxs688wLl682LdPHxPCa6+9Zu+5RIkSplxHIdgvKa+RqFxJ7DqNeSpbtuzGjRu1PJo1a1ayZMnnnnuucePGI0aMCA0NrVKlip/9d+jQYdy4cRqVUrly5Y4dO2YaJk+eXJc++ugjLQ+tK41ZOFo2H374YadOnRxbLl544QU1V6pfv75WwubNm4cOHarhaR47duyo1au2pltzfPDBB1XZpMyZM5tCu5655DgWL17c1NRR8WpsWh7t2rXTjQoWLFinTh0Ndf369RqDKig98MADpgfrFmXKlDEl7du3VwUlPS+mpGfPnjq1p/Tp02tBavC9evWqXr264tIK13pevny5HiJ1bq+svPW8PPzww5MmTdIz2Lx580KFCmmR6PGZO3fuPffco2r+p7vvvnvGjBnFihUzTSQvTB+7avz59NDqbdCggQlZc2R6th81xebqSy+9dOPGDfsl8ggggAACCLhYgNAQQAABBBBAAAEEEEAAAQQQQMD9AkSIAAIIIOAiATbWxMJknozgz951BFVO2uv4n8+RI4dV+ZtvvrHyJpMsWbIK3v4cX/5RsGDBDz74IO/trwy5dOnSvn379u7dq4w6yZ07t17ne77L1yV1PnPmzOzZsytvfgJJGaU2bdronspY6d5779W7+WrVqqlEr8w1zh07dvz22286zZQp09SpU1988UXlPVPr1q1r1qxpL9cr/3fffbf0P1/KEh4efvbsWatCUFCQ5zYF66pnpmXLlrq7iU7j+fzzz48ePXrj9g9pValS5Z133kmSJIlnKx8lFy5cGDVqlKnw6KOPduzY0eR9H/0chjr/bNs205VDrGzZsqZcx2zZstm/qeWpp556+OGHVa60du1aHWOYXn/99Tlz5jz66KOmH02oteXiwQcffPvttzt16mQu+TjWrVu3e/fupsKePXskcOXKFXM6Y8YMXdJE6/SHH37Yvn376dOnlU+ePHnXrl179eqlvGf6z3/+o1GlTp3afilNmjTjx4/XqOyFMck/8cQT8+fNsx66X3/99Y8//jAd6tbDhw+3b3Qz5VE9pk2bds2aNfXr10+S5H9r7/Lly1YneojWr1+vp8YqsWe0+CtXrqwS+/NYqlSpLl26qNDPlDRpUj0UamXqa8107txZs2xOPY9+fnpoSPPnzzfNxahWJm+OGTJkeOGFF0x+6dKlJsMRAQQSnAADQgABBBBAAAEEEEAAAQQQQAAB9wsQIQIIIIAAAggggIAvATbW+NJJsNfMphAzvG88NtakTJlypre/2rVrmyY63n333WPGjEmePLnyemf//PPP16pVSxWU2b59uwrTpUvXt29fZRxJDQsXLrxkyZIyZcrkyZOne/fu1gYL62s5TJMBAwZkyZJF+aNHj77yyisvv/xyw4YNixYtqqGpUGnQoEHqTRlHKl++/OXLl2fMmNGiRYu6devq7f7Vq1fV+d9//7158+bKlSvny5evePHi5cqVe/fdd03bRo0amY0UrVq1qlevXkhIiCk/dOiQTk26cOGCCnPkyKExK6Mkgeeee65BgwaVKlV6pUqVn376SYUFChR47d9fDKPCSNOyZcv27NljqmkMjj1Mptx+jNIwPvjgA9P26aefNqTmVAImY45yMxkdrT03CurLL79USUySRmsthh9//DEoKEhToNnX7Bw/ftz03Kljx/z585u816NGO2zYMHPp4MGDzZo1M7u4VPLqq6+aAf/5558tW7YsVaqUJrR06dLt2rUzq0uV7duG1MSkp556Kn369EOGDNGa1NKaNWuWKU+VKpWamHxER6mahWEdGzdubN+wde7cOdNWMQ4aPFjrUGtSD4huVKhQIY35iy++MBW6deumjGRMV6dOndKpklaFKYl0j4uehWzZsqmJ0uzZs/Vwaa5Lliw5ceLEW7duqfD++++3Nm/p1J5Ubd++fdWqVVOTOnXqWCHoccuQIYO9po+8nkRNkKlw5cqVkSNHKl5z6nlUZT07fn56vP/++5pW04njyapYsaLp5I8//rCeWVMzukfaIYAAAggggAACCCCAAAIIIICA+wWIEAEEEEAAAQQQQAABBBCIZwE21sQzeOzcztqRoO58vP/W1YhSUFDQ448/rquHDx/u3Lmz2XSiU2V69OhhdjPUqFHD+tYTXbLSJ5980qdPn1OnTmkYK1eutHa3PPPMM8mSJTPV8ubNW/v2Pp6///67RYsW1u4fjVbv7M0PAGXLlq2Kt58QunH9uoanaqGhobt27bp586b6PHjw4Msvv9y8efMjR46YkhMnTgwcOFDD0NWUKVM+++yzyuzdu/eLL76w9hZcvHhRpyZdu3ZNFfr27avKyixYsGDq1KkmUp1qhMOHD1dGqf0/P9yjvJ/p1q1b/fv318hVP3ny5MOGDUuS5H9fPaISzxSlYWzcuPHKP9/sUqZMGdObtB966CHlNWU6KlkbI5Q3+1SUWbduncamTExSv379Ut3+fas//vhDq+Kzzz7T1GtImp1atWr9/PPP6jxZ8uSDBw9WxmvS7EyePNksD1Frfq3NFiocMGCAadW7d++PP/7Y5HUMCQlZvHixMiJt1aqVMp5pzJgx8+bNCwsL+/XXXzWDWh6mjlagyUR0PHPmjFkY5rhnzx6Nytq3NHPmzDVr1lhtFy1aJFKtyZ9u777SMv7yyy+7du1qKjz99NMZMmTQUjddCceU//jjj6bkwIEDpsTrUUOtU6eOuSQlLR6zqgX71ltvvfnmm+aS5rf0P1/aZErM8bfffmvUqJEeEM2Iohg0aJAp1zp/4oknTD7S4+XLl8Voqqmh8j5+E01Q/n96SGP58uWmZz3vqVP//9cL6dSUi1qDN3mOCCCAAAIIIIAAAggggICrBAgGAQQQQAABBBBAAAEEEEAAAQQCXyCyjTWBH6ErI/j666+tuDzfnV+7dm2x7S88PNyqbGWevb0NRacff/xxmjRp7rX96UX4Dz/8oEtKXr95ZdGiRbpkJfMNNzpNkSKF+doY5a3ffPnyyy///PNPW/f33nPPPV999ZXqKD311FM6OtJHGzbs3r3bUahT89tAyvznP/8pWbLkSy+9VKNGjcuX//eLOdavFKmCj2QFvnHjRvuolLdUH3nkEZn46MTrpW+++eaduXPNpcKFCzu+nMOUW8coDUMzuHnzZtO27D8//2Rlpk6dGhYWpqvq02yG0FF5lSh98M+33Sgf7WTN5jvvvGPuZXX1119/TZs2zZzmyZPn7rvvNnn7MWfOnHPmzDFbc06cONGoUaPff//dqvD444+nT59ep1p4O3fu1ETY08GDB3VJyetSuXXr1nvvvaerVrJWoybRKow0kyRJkrFjx5YrV87UVJ8jRowweetoll/SpEn1ULzwwguVKlUqUaKEnjVTwc/lZyo7jtZk6UmZPn264+q7775rbRSzatrrrFy5UnRWiSWgkighvPnmmxs2bFArJX2qzJ07N6KnwBqGn58eCxYsMJvh0qVLJzf1r3TfffcVL15cGSV+B0oIJAQQQAABBBBAIAEIMAQEEEAAAQQQQAABBBBAAAEEEHC/ABEigEA0BNhYEw00Z5PsEfzZ60VQJbu9jv95awuImug1v472pJf9fW1/1jea2Os888wz5rRz5877Pf40WnM1R44cJmM/njx50n5q3yRh7auw+i9ZsqRH9/utTSde+9+1a5e9fytfuHDhWbNm7d69e/v27QsXLpwxY8aECROs/RYRbQKwmiuTJUuWjBkzKqOkHhwD++STT1SulCRJEktAp/6niRMnnjlzxtQPDg6+7777TN5xjMYwrP0xJUuUSJEihTq0fvhp/fr1Zj9E0qRJzW6b0qVLK686J06csC8VlUQjPfzwwxbann9+7srej2bEnCZPntyaDlNijqNHj86QIYPyWpmNGzc+f/688laylopmWFX3pwAAEABJREFU8Msvv3RMitqaml6Xirr666+/TAVztFajtRRNue/j4MGDa9SoYeqI2voGHVOio5aEFu3ixYsPHjgg7QW3v+5o7NixZi5UQYPXMXopT548puHRo0fDPbbBXb9+3dqIZtU09c3R8TyqBzUxl6KEcPPmzS5duuzbt8+0zZ8//8yZM732YE2Zn58ep06d2rJli+m2bt26JlO5cuVkt7/g6uDBgzFfpaZPjggggAACiUqAYBFAAAEEEEAAAQQQQAABBBBAwP0CRIgAAggggEDCEGBjTcKYhyiOwv4eunr16tF4qZ8lSxZ/7un1eziuXr1qb3vjxg37qcnHpH/712+Y3lKnTj1y5Mhly5aVL1/+/vvvV+H169fDwsJ+/PHHv//+W6d+Jj9Hpd68Bq5y30kjHzJkiKmTIUOGfv36mbzjGI1hfPLJJ2YHSZq0aYsWLSqEfPnyqduDBw/+/PPPISEhyiuZ71wxR51+EBtfV2PfHnTx4kV160h//vmnVWKvbBWuW7fO5FOkSNGyZUuTt45+aqRLl06kViuTcSxFFXpdjSr3kbp27RoUFGQqhIaGduvW7ebtXx8zJTpmzZp16dKlo0aNKlasmPxVolX3yy+//PDDD7du3dJpDJOF5pVXnVvCVk0VWilWEExvly9fbt68+alTp8xpyZIlJ06caLa/mBJz9HPK7A/R3H++zEmrN1u2bOrH+h0oPdc6JSHgcgHCQwABBBBAAAEEEEAAAQQQQAAB9wsQIQIIIIAAAggggIBrBdhYE5BTe+bMmYP//ESOXnJ36dIlqmF8++23psnKlSs7Rfy3YsUKUy2qR6t/jTPi7jt5/uCO1xt16NChbt26SZIkuXnz5tKlS/VK/plnnilcuPALL7ywd+9e08SfLQ7fffedqazjqFGjfAzM+o4Q1YxS2rBhg/WzTbVq1bJ+7MbeSTSGceXKFfVsOil7+08aOjVbaj7//HPzTS2lSpVKkyaNjrqktHbtWh1jmI4dO3bj+nXTidevjbF/u8/Xth8pM010fOeddz788ENllIKCgl5//XVlrGQtlUuXLvmYEV0K9/g2F6uTaGeaNWumnk3zHTt2tG/f3nNrzsSJE4sUKaI6f/3119ixY8uUKZM7d+7nnnuudOnS165dU7mSP8tP1bwmC80rr5pYwlZNFcZRunDhQuPGjS9c+M30X6lSpWHDhpm8dfw26p8e27dvt1rVqVMnc+bMhvTy5ctr1qyxeiaDAAIIIIAAAggggAACCCCAAALxI8BdEEAAAQQQQAABBBBAAAEE/BdgY43/VgmrZo8ePaxvqmjWtGm9evWiNL4jR46Y+unTp1/r8ffhhx+askOHDplqUT1a/T/88MMbN240vVnHdevWmfzWrVv96bl8+fKm2qZNm4KDgw8fPnzt2jVT8vjjj5uM2Whi8tbeCMcP2fz5558//vijqXP9+nUzBvvRCvzs2bOmWjSOgwYNunz5smn46quvmoz9GL1hWF8/8+KLL1rfSfPRRx+pZ8X78ccfK5M2bdoOHTrce++9ykvpxIkTysQwXbly5fg/Gynq16/v2VuDBg1M4S+//PLrr7+avOPYq1cvazvRoIEDn3/+eauCtVTSpElz8uRJ+3SYvDUp1i4Wq20MM7Vr1+7fv7/p5KuvvmrZsqWCNafWMWPGjAULFjSn48aNmzJlyqlTp8w2mqxZs1oLzJ/lZzrxPFpPWfbs2Z977jlHhSeffLJQoUKm0KppTuPoqABbtGhpreG6dev26dPHfi9ryvz/9JDY/PnzTSd6KKpWrWp+rSwkJESPgynniAACCCCAAAIIIIAAAgh4F6AUAQQQQAABBBBAAAEEEEAAAQTcL5CgI2RjTYKeHh+DO3bs2MSJE02FZMmTjxgxYs6cOXoHb15Xm/IMGTLoPX2aNGnMqf0YGhpqTsuVK9esWTOTN8fMmTOvXbu2Xbt25jR6xx07dly6dElt77vvvrFjx6ZMmVJ5k1KkSKGRT5061evATB3HMXny5Kbk5MmTJmOOtWvXfuihh0zefgwLCzOnTz/9tB1EhVbg3bp1K1y4sEqsVKRIkS1btpQuXdoqiV7mxx9/fPvtt323jcYwtm/f/ttv//0ekezZs5ctW1b9aw1YICH//BpUy39+a0mTqDqxkpYvX276KVasWPv27U3eHBs2bFipUiWT9/GbPloMbdu21VE1tVw1+9aOqJ9++uno0aMqV5o4ceKDDz6ojJWaNGny4Ycfmh8PsgpjJVOxYsWRI0eaDTHffPONbmSG5+hcy9UqsbRNSceOHU3GcbSWX+7cuR2XvJ5qZs+cOWMuDR8+PGvWrCavozTGjRtnBnnhwoVNmzapMB7Sl19+2bVr15v//CRWq1at2rRpY93XWr1R+vRYuXKl2UOTJUsW61uClixZYnVLBgEEEEAAAQQQcIUAQSCAAAIIIIAAAggggAACCCCAgPsFiBABBBKbABtrAnjGZ86caf3qkMIoW7bshg0bDh06tHr16vnz53/++ef79u3Te+v77rtPVx3po48+WrdunSkcMGDAihUr2rVr17hx4wkTJnz44YfPPPNMz549R44caSpE43jmzJnhw4ebhlWqVPn444+7d+/eoEGDN954IyQkpFq1apUqVXr//fdTp05t6vg+7tq1y1Ro2rSpXvAXLVr05ZdffvPNN0eNGmXKHcdjx46ZkrRp027cuLFz5879+vUzJaNHjz516pTyuvXSpUsnT57cpEkTxT5r1qyFCxc++uij77zzTq1atVQhJklTY/3wjdd+ojGMGzduWFNmdhppuq3Ot23bZn4pyVy6deuWVdmqE+3M3Llzd+7caZr36NFj1apVvXr10oRqdQ0dOtRs+/j666/feustU8fr8fjx48HBwebSPffcM2fOnIwZM5rTbt26mW+jefzxxz/ZvHnIkCFaKrrFsmXLBg0alCtXrg8++OCpp54ylWPr2L59+2TJklm9TZs27b1//yk0Xf3ll1++//57ZZRUUrt2bS2/GjVqLFiw4FVvX0ekatbye/HFF9WlVpeeLJVHlP766y+paspUIUeOHApWj2Hr1q3HjBmzfv36PHnyqFypf//+58+fVyZ+kj4iFK91r969e1tfi6VL1uoa4Penx6VLlzShpkMtAGVOnjxpPdo6JSGAAAIIxL8Ad0QAAQQQQAABBBBAAAEEEEAAAfcLECECCCCAAAIIxFiAjTUxJrxzHdy4caN58+Zdu3a9cOG/X2RiBpI6der8+fOXKlUqS5YspsQ6mjf31qneiO/fv9+cFipUqGfPnoMHD65Ro0amTJlU+P3338+aNUuZaKdFixYtXbrUNH/kkUc6dOgwbNiw119//fHbP950KTx8/Pjxf//9t6ng+/jOO+9cuHBBdVKmTKkX/Op22rRpjRo1Onfu3L59+1TuSFu2bNH4TaFu16VLl6ZNmphTvd3v3LmzGuo0adKkr7zyyqBBgxR7+fLlzc/6qO3GjRt1NSbp+vXr/f/5jSGv/URvGI4voQn551tqdIurV69a3yOi0y+//PKnn35SJlaSVo6WmbVaChQo0LZtW03oc//8btGxY8c6duyoqH3fTuOf/8/vAWXLlk2TaLYBHTlyRKvR/AxTmrRpg4KCtFR0iyJFipgO1Uq3MPm4OD711FPFPf7y5ctn7jVx4kTz3S1axmPGjNHymzBhwgsvvLBjxw6zLE0167hw4cIb16+bU/Wq1VWhQgVzGtFRXb3xxhtGIH369HoMg4ODa9eubR5G9aYxrF+/PqLmcVQ+d+5cPXpW55qUSv98O5Hmy1oP/n96vPvuu0bS9GntszGnHBGIRIDLCCCAAAIIIIAAAggggAACCCDgfgEiRAABBBBAAAEEEEAgIQqwsSYhzkqUxrR69epy5covXrw4oo0Uf//994cffti2bdvx48fbe/79999r1arVr18/x9dgqFz19Wr/u+++s9ePRj44OLh+/frWD/2YHi5fvrxnz55ar77q/+/aHD9+vFGjRtu3bzc96Hjj+vVdu3Zp/Kduf/2MSm7duqWjSXp5r/vqLuZUxyRJk5o9HMrv37+/XLlys2fP1kh0aiUBTp48uWXLln/99ZdVGO3MF198sXLlSh/NozGMvXv3/vzzz6bP06dPHzlyxOTN8aOPPjIZHT/44AMdYzGdPXtW2oMHD7Z+58h0rtUyduzYV1555cSJE6bE93Ho0KHWXqjnnntu2LBhpv7SpUtfeumlzZs337hxw5ToqPyx21t2tHTt86tL8ZnWrFnToUMH+1cQXQoPX758eZMmTcxWGA3GPrzTp0/Xb9DgzD+/7qSrKW0/haZTr2nevHkVK1b89NNPtbatChLYvXt3lapVfX8bkFU/1jOaIGtdJU2aVMN4/vnndRfNu9ZDVD899LR+8sknaq6kMN9//31lSAgggAACCCCAAAIIIIAAAggEqADDRgABBBBAAAEEEEAAAQQQSCQCbKyJw4nObvuLw9vcddeFCxf69u2rF9558+atXbu23naPGDGiW7dujRo10qv6QoUKdejQQW/HrU0A1mBu3rz53nvvFSlSpFixYq+//nq7du1KlSpVsGBB1f/jjz+sasrs2bPHiubHH39UiZW++uor65JenFvlJrNz585KlSrly5dPA+vUqZPyefLkqVOnzjfffGMqWMecTzxh+lmxYoVVaGW+/vprhVOiRImGDRvWrVs3b758Op49e7Zr166m1aRJk6zKyuiS7iIQvf5XUlD271MJDw8fNmxY7ty5y5Qp07p16yZNmjz77LMCHDdunEzU3HfauHGjuamO+//51h/PJt27d1cFK3luPYnqMG7dulWyZEnTYenSpR13DAkJMZd0XLBggeNqpKebNm1SQ5M0p571JTN//vzChQtrtTRr1qxly5YajGCnTJlitzUNNb+mKx3tO6tUU9OhQpN69+5t6ut4+vTp5s2bP/PMM5UrV+7YsaOZPi1g61eHVMekyZMnm+aaMlNiHadPn24uFS9e3Cr0Ophq1aqZmhEdVcHqQbYVbv81bdr0lVdeyZc/f69eva5du6a7mOa7/vm1MtNk9+7dWqtFixbVKq1SpUqDBg1MuQBN/QIFCpgS+1GPT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)]() ### Integrating into Openpay Simply add the required fields onto our platform here. [![](data:image/png;base64,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)]() # Pay with Affirm OpenPay provides Affirm access via the `` component. You can get their handlers directly from the **function-as-child callback**. This allows you to: * Check availability (`isAvailable`) * Trigger the payment flow with `startFlow(...)` ### Accessing Affirm from \ Wrap your payment form in ``. Inside the render prop callback, you’ll receive `affirm` and submission helpers. ```plaintext {({ submit, affirm, submitWith }) => ( <> {/* Card fields and Billing Fields here */} )} ``` plaintext ### Affirm object shape `affirm` object has the following structure: ```plaintext { processors: PaymentProcessor[]; isAvailable: boolean; isLoading: boolean; startFlow: (customParams?: AffirmFlowCustomParams) => Promise; } ``` plaintext ### Starting the payment flow Only call `startFlow` if the method is available. You can pass the processor explicitly, or omit it if there's only one available. ```plaintext {affirm.isAvailable && ( )} ``` plaintext Calling `affirm.startFlow(params)` inside `` is functionally equivalent to calling `submitWith('affirm', params)` when using OpenPay.js. # Product families Product Families let you group related products into a hierarchy, making it easy to enforce upgrade-only contracts. For example, you can allow customers to move up from Silver to Gold, while preventing downgrades from Silver to Bronze. ## Creating a product family [**You can create a product family here**](https://app.getopenpay.com/product-families). By default the products you select will be grouped in an un-ordered list. If you impose a hierarchy, customers [**under contract**](https://docs.getopenpay.com/get-started/set-up-your-account/product-catalog/contracts) will only be able to update their subscription to a product that is ranked higher than the one they are currently subscribed to. **The first product in the list is the highest ranked one.** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/KRurv7RfJVgpJn2iDKyI9.png)]() ## Using product families in the customer billing portal In the [**customer billing portal**](https://docs.getopenpay.com/get-started/integrate-with-openpay/customer-billing-management/hosted-billing-portal), customers can only upgrade or downgrade within the same family, ensuring they stay within a consistent set of offerings. [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/NzlJJDhv5vv2nY4BfBICd.png)]() ## Key features * In the customer billing portal, **customers will only be able to transition between products within the same family** * Product families have a notion of **hierarchy** - an inherent ranking of products within the family. * If a customer is [**under contract**](https://docs.getopenpay.com/get-started/set-up-your-account/product-catalog/contracts), transitions in products that are going down in hierarchy are blocked. **Transitions in products that are going up in hierarchy are allowed.** * You can set [**coupons**](https://docs.getopenpay.com/get-started/set-up-your-account/product-catalog/coupons-promo-codes) that apply to an entire product family * You can create [**add-ons**](https://docs.getopenpay.com/get-started/set-up-your-account/product-catalog/add-ons) that are associated with prices within the product family To create a product family using the API,** **[**follow this guide here.**](https://docs.getopenpay.com/openpay-api#tag/product-family/POST/product-family/) # Pockyt Enable Pockyt as one of your payment service providers in OpenPay. ## Enable credit card payments \[x]\[ ] Get numbers and token from PockytHook up to OpenPay To enable secure communication between OpenPay and your Pockyt account, make sure to configure your merchant number, store number, and API token into OpenPay. [**Sign in to Pockyt**](https://portal.pockyt.io/login) * From the navigation bar, go to **Developers → Tokens** * **Copy down your Merchant Account number, Store Account number, and Pockyt Token (you will need to add these to OpenPay)** [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/vLOQPaXd4IZx8Yk5a1I2b.png)]() * Head over to your [**payment processors page**](https://app.getopenpay.com/payment-processors) to add a new processor - Select **Pockyt**, and enter your** Merchant number, Store number, and API Token** - Specify your environment type [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/hmA_wyzn90BAIRAIv9tNB.png)]() * Toggle on credit card as a payment method [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/8YHaj7yDmHxaAIvmwAWHc.png)]() ## Enable PayPal\* **The redirect mode for PayPal needs a few more changes to your code:** 1. Please update you `openpay.js` to the latest version. This integration is available for `v0.2.8` and above. 2. In your openpay.js instance, add `useRedirectFlow: true` to your submit params ```json formInstance.generalSubmit('pockyt-paypal', { defaultFieldValues: {...}, useRedirectFlow: true, }); ``` json 3. In your server, when creating the checkout session, set the success and return urls: ```json # ... other create_checkout_session params success_url='http://www.example.com/success', return_url='http://www.example.com/fail', ``` json ```json ... other create_checkout_session params 'success_url': 'http://www.example.com/success', 'return_url': 'http://www.example.com/fail', ``` json 4. The customer will be redirected to `success_url` on payment success, and to `return_url` on payment failure or cancellation, along with a `catt` query parameter. For the above `example.com` case, the exact redirect URLs are as follows: * **Success:** `http://www.example.com/success?catt=catt__` * **Failure:** `http://www.example.com/fail?catt=catt__` * Where `catt__` is the checkout attempt ID. 5. For security reasons, you will need to validate this ID to get the results: ```plaintext GET /checkout/checkout_attempts/validate/catt__ ``` plaintext * **On success**, this will return a checkout success response with this structure: ```json { "invoice_urls": [ "https://invoice_url_1", "https://invoice_url_2" ], "subscription_ids": [ "subscription_dev_iBK8mTz3ybEpvBz5", "subscription_dev_3bkONFPlYtD9J4do" ], "customer_id": "cus_dev_Qn91vQt1OdnIeKim" } ``` json * **On error**, this will return an error with the following error messages: * `Checkout attempt is not successful (...)` * `Checkout attempt not found` **\*Make sure you enable PayPal as a payment method in your **[**Pockyt payment processor settings**](https://app.getopenpay.com/payment-processors) [![](https://api.scalar.com/cdn/images/GKOV69xGDcwPNSGgjWE45/3jEKClCwVyzRu06dwfMxm.png)]()